tag:blogger.com,1999:blog-537063097230796682024-03-06T08:08:10.080+01:00Boxgommeblog di riferimento per acquistare i vostri pneumaticiUnknownnoreply@blogger.comBlogger57125tag:blogger.com,1999:blog-53706309723079668.post-55663857387617887992012-09-28T11:37:00.001+02:002012-09-28T11:37:34.868+02:00<br />
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<span style="color: orange; font-size: large;">Il Cinturato P7 Pirelli gomma la nuova Golf VII</span></h4>
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<span style="color: orange; font-size: large;">28.09.2012</span></h5>
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<span style="color: orange; font-size: large;"><b>Il Cinturato P7 Pirelli si è aggiudicato l’esclusiva per il primo equipaggiamento della versione Bluemotion della nuova Golf, nella misura 225/45R17 91W</b></span></div>
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<span style="color: orange; font-size: large;"><b>Il Cinturato P7 Pirelli è stato scelto per il primo equipaggiamento della nuova Golf VII e si aggiunge alla lunga lista di omologazioni della P lunga sulle vetture Volkswagen, frutto della partnership tecnologica tra le due aziende. In particolare, la gomma ecologica Pirelli, sviluppata per le auto di media cilindrata, si è aggiudicata l’esclusiva per la versione Bluemotion della nuova Golf, nella misura 225/45R17 91W. </b></span></div>
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<span style="color: orange; font-size: large;"><b>Sotto i riflettori del Salone di Parigi 2012, la nuova Golf si presenta come più ecologica rispetto alla precedente edizione grazie alla sensibile riduzione di peso. Tale caratteristica sposa la scelta di calzare un pneumatico attento alla salvaguardia dell’ambiente, il Cinturato P7, un modello che ha guadagnato vittorie nei test internazionali e che l’azienda afferma abbia “in poco tempo ha conquistato la leadership di mercato nel suo segmento”. In particolare, Pirelli spiega che il Cinturato P7 garantisce alla vettura un basso impatto ambientale, poichè la presenza di nanofiller e speciali polimeri nelle mescole ne assicurano un peso ridotto rispetto a un qualsiasi pneumatico di riferimento. Inoltre, Cinturato P7 riduce del 20% la resistenza al rotolamento, assicurando un calo delle emissioni di CO2 e una diminuzione del consumo di carburante pari al 4,2%. Il disegno battistrada asimmetrico, che offre massima sicurezza anche sul bagnato e in curva, abbatte la rumorosità del 30% rispetto ai pneumatici di riferimento. L’ottimizzazione del disegno consente al battistrada del Cinturato P7 di consumarsi in modo uniforme, assicurando costanza nelle prestazioni per tutto il ciclo di vita della gomma.</b></span></div>
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<span style="color: orange; font-size: large;"><b>Destinato soprattutto al primo equipaggiamento, Cinturato P7 è stato affiancato da pochi mesi dal Cinturato P7 Blue, diretto al mercato del ricambio. Il nuovo pneumatico è stato sviluppato dai ricercatori Pirelli con l’obiettivo di migliorare ulteriormente le prestazioni di sicurezza e le caratteristiche ecologiche del Cinturato P7. Il “Blue”, infatti, pur mantenendo inalterate tutte le prestazioni del P7, migliora la frenata sul bagnato e abbassa il livello di rolling resistance. Tale evoluzione della linea Cinturato è stata resa necessaria dalla crescente domanda di sicurezza da parte degli automobilisti. Il “Blue” è destinato, infatti, esclusivamente al mercato del ricambio, a differenza del Cinturato P7 concepito, oltre che per questo canale, soprattutto per il primo equipaggiamento, nel quale è divenuto in pochi anni un punto di riferimento per le più prestigiose Case automobilistiche per le sedan, le coupé e le berline di medio-alta cilindrata.</b></span></div>
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<span style="color: orange; font-size: large;"><b>Il prezzo migliore del Web</b></span></div>
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<a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&rd=1&item=280951277769#ht_3640wt_906">http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&rd=1&item=280951277769#ht_3640wt_906</a></div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-10514619213046279752012-09-05T11:14:00.002+02:002012-09-05T11:14:58.560+02:00Sailun in tempo di crisi<span style="color: yellow; font-size: x-large;"><b>Offerta pnuematici 205/55R16 91W SAILUN!!</b></span><br />
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<span style="color: yellow; font-size: x-large;"><b><br /></b></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-53983697250955467242012-06-21T17:59:00.003+02:002012-06-21T17:59:21.281+02:00Pirelli Cinturato P7 225/45R17<div style="text-align: center;">
<span style="color: orange; font-size: x-large;"><b>Il prezzo migliore:</b></span></div>
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<a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=225451791WCP7">http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=225451791WCP7</a>
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<span style="color: blue;">Fonte:Gommeblog.it</span></div>
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<span style="font-weight: normal;"><span style="color: orange; font-size: small;">Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero</span></span></h1>
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<span style="color: orange;">Gomme Pirelli. Quattro ampi canali per una rapida espulsione dell’acqua, mescole innovative per une ottime tenuta e frenata su fondo bagnato, spalla esterna robusta, questo è Cinturato</span></div>
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<span style="color: orange;">Cinturato P7, “ Il pneumatico verde, disponibile solo in nero”. Così cita lo slogan Pirelli per questo pneumatico che associa una tecnologia orientata all’ecologia e alla sicurezza stradale con la tradizione della performance. L’impegno per una mobilità sostenibile accompagna il gruppo Pirelli da oltre 130 anni e la linea Cinturato è una tappa fondamentale del percorso ecologico che Pirelli ha attivato nel contesto di un articolato programma di CRS (Corporate Social Responsability) . E’ in attività, infatti, un dipartimento di Ricerca e Sviluppo che fa leva su cinque centri di eccellenza dislocati in Italia, Germania, Brasile, USA e Regno Unito. Pirelli vede i suoi sforzi tesi verso la Green Performance, con l’introduzione di diverse novità destinate a segnare il settore come già avvenuto per il Cinturato “ radiale” negli anni ’50 o il “fianco ribassato” negli anni ’70.</span></div>
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<span style="font-weight: normal; margin: 0px; padding: 0px;"><span style="color: orange; font-size: small;">Ma cosa significa GREEN PERFORMANCE in un pneumatico?</span></span></h2>
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<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Riduzione dei consumi</span></li>
<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Riduzione di emissione di sostanze nocive</span></li>
<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Uso di materiali ecocompatibili, non derivati dal petrolio</span></li>
<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Miglioramento della sicurezza attiva (tenuta in curva e riduzione degli spazi di frenata)</span></li>
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<span style="color: orange;">La gamma Cinturato vede le versioni P4 e P6 per auto di piccola e media cilindrata e P7 per auto di fascia alta. Questo pneumatico P7 fonde perfettamente tra di loro 4 caratteristiche : mescole, materiali , struttura e disegno del battistrada.</span></div>
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<a href="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7.jpg" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; color: #0283c4; font-weight: bold; margin: 0px; padding: 0px; text-decoration: none;"><img alt="Cinturato P7 Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="alignnone" height="445" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7.jpg" style="border: 0px none; margin: 0px; max-width: 960px; padding: 0px;" title="Cinturato P7" width="600" /></a></div>
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<span style="font-size: small; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="color: orange;">Pirelli Cinturato P7 : energia che diviene potenza</span></span></strong></span></h2>
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<span style="color: orange;">Il disegno del battistrada è stato sviluppato per ottimizzare le prestazioni su fondi asciutti e bagnati e per sfruttare al meglio le innovative soluzioni tecnologiche utilizzate per le mescole e la struttura della gomma. Nella formulazione delle mescole (che contengono polimeri speciali atti ad incrementare il GRIP della gomma, soprattutto su asfalto bagnato) sono state impiegate nanotecnologie. Ciò garantisce una maggiore stabilità termica ;essa impedisce il decadimento legato all’innalzamento della temperatura con conseguenti performance eccellenti ed una sicurezza attiva. Inoltre l’impiego di materiali ibridi, che controllano e stabilizzano le deformazioni a cui è soggetto il pneumatico, garantisce una superficie di contatto a terra ottimale in ogni condizione con riduzione degli spazi di frenata.</span></div>
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<img alt="Cinturato P7 grafico frenata Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="size-full wp-image-1192 aligncenter" height="351" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7-grafico-frenata.jpg" style="border: 0px; display: block; margin: 0px auto; max-width: 960px; padding: 0px;" title="Cinturato P7 - grafico frenata" width="600" /></div>
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<span style="font-size: small; margin: 0px; padding: 0px;"><span style="color: orange;">Cinturato P7 : aderenza esaltata da tecnologia</span></span></h3>
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<span style="color: orange;">Il <a href="http://www.gommeblog.it/tecnica/743/battistrada/" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; font-weight: bold; margin: 0px; padding: 0px; text-decoration: none;" target="_blank" title="Battistrada">battistrada</a> di un pneumatico deve garantire una rapida espulsione dell’acqua per controllare il <a href="http://www.gommeblog.it/tecnica/715/fenomeno-aquaplaning/" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; font-weight: bold; margin: 0px; padding: 0px; text-decoration: none;" target="_blank" title="Aquaplaning">fenomeno dell’aquaplaning</a>. Test simulati per misurare l’impronta a terra su fondo bagnato con 7mm. di acqua con il Cinturato P7 225/50R 17, hanno avuto come risultato l’espulsione di 30 L/sec. di acqua a 80km./h.</span></div>
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<span style="font-size: small; margin: 0px; padding: 0px;"><span style="color: orange;">Il disegno finale vede :</span></span></h3>
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<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Quattro ampi canali longitudinali per una rapida espulsione dell’acqua dall’area di impronta (immagine sotto area gialla)</span></li>
<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Mescole innovative per une ottime tenuta e frenata su fondo bagnato</span></li>
<li style="list-style-type: decimal; margin: 0px; padding: 0px;"><span style="color: orange;">Spalla esterna robusta per un’ottima tenuta laterale anche su bagnato (immagine sotto area verde)</span><em style="color: #474747; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></em></li>
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<em style="margin: 0px; padding: 0px;"><img alt="Cinturato P7 Battistrada Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="aligncenter" height="183" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7-Battistrada.jpg" style="border: 0px; display: block; margin: 0px auto; max-width: 960px; padding: 0px;" title="Cinturato P7 - Battistrada" width="600" /></em></div>
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<span style="font-size: small; margin: 0px; padding: 0px;"><span style="color: orange;">Pirelli Cinturato <strong style="margin: 0px; padding: 0px;">P7 : Uniformità di usura, più a lungo nel tempo</strong></span></span></h3>
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<span style="color: orange;">Cinturato P7 rappresenta al meglio il concetto di “ PEACE of MIND”, cioè una gomma performante , sicura, durevole e confortevole. La progettazione integrata ha permesso di sviluppare, per P7, un disegno del battistrada in grado di garantire una uniformità di usura eccellente e livelli di rumorosità molto bassi. La prima garantisce, nel tempo, migliori prestazioni su asciutto e bagnato, prolunga la vita media delle gomme del 6% rispetto al suo predecessore.</span></div>
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<img alt="Cinturato P7 confort Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="aligncenter" height="356" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7-confort.jpg" style="border: 0px; display: block; margin: 0px auto; max-width: 960px; padding: 0px;" title="Cinturato P7 - confort" width="600" /></div>
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<span style="color: orange;">La progettazione è stata anche impostata per una riduzione del peso del pneumatico,cosa che unita all’adozione di mescole a bassissima resistenza al rotolamento , ha consentito di ottenere risultati di <em style="margin: 0px; padding: 0px;">rolling resistance</em> ai vertici della categoria. I secondi sono una nota distintiva di P7 , attento alle emissioni sonore, esterne ed interne all’abitacolo, per cui la guida risulta silenziosa e confortevole. <em style="margin: 0px; padding: 0px;">Il questo P7 è già in linea con le future normative europee del 2012.</em></span></div>
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<em style="margin: 0px; padding: 0px;"><img alt="Cinturato P7 rolling resistance Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" height="215" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7-rolling-resistance.jpg" style="border: 0px; margin: 0px; max-width: 960px; padding: 0px;" title="Cinturato P7 - rolling resistance" width="600" /> </em></div>
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<span style="font-size: small; margin: 0px; padding: 0px;"><span style="color: orange;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">P7 : Environmental Awareness</span></strong><em style="font-weight: normal; margin: 0px; padding: 0px;"> </em></span></span></h4>
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<span style="color: orange;">P7 nasce nel pieno rispetto delle normative che regolano l’impiego di olii altamente aromatici derivati dal petrolio (HAOF) ed entreranno in vigore nel 2010. La bassa resistenza al rotolamento di P7 , come dei pneumatici dell’intera gamma, consente di diminuire i consumi di carburante e di ridurre le emissioni di CO2 nell’atmosfera.</span></div>
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<em style="margin: 0px; padding: 0px;"><img alt="Cinturato P7 normativa 2012 Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="aligncenter" height="383" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Cinturato-P7-normativa-2012.jpg" style="border: 0px; display: block; margin: 0px auto; max-width: 960px; padding: 0px;" title="Cinturato P7 - normativa 2012" width="600" /></em></div>
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<span style="color: orange;"><span style="font-size: small; margin: 0px; padding: 0px;">Storia del Cinturato</span><em style="font-weight: normal; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></em></span></h4>
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<span style="color: orange;"><em style="margin: 0px; padding: 0px;">Cinturato nasce nel 1951 con lo slogan di presentazione “the fabulous tyre with built –in safety </em>belt”.Il suo brevetto consentì di modificare lo stile di guida perché conciliava la richiesta di sicurezza e velocità sostenuta con doti di economicità di uso concrete e reali. Una costruzione radiale interamente tessile della carcassa e l’applicazione di una cintura longitudinale alla circonferenza,posta sotto il battistrada , le caratteristiche salienti. Dopo 60 anni l’evoluzione tecnologica e la ricerca hanno permesso a Pirelli di estendere anche al mercato di massa la logica delle alte prestazioni e della sicurezza abbinate all’ecologia</span><span style="color: #474747;">.</span></div>
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<img alt="Famiglia Cinturato Pirelli Cinturato P7: pneumatici verdi, disponibili solo in nero" class="aligncenter" height="312" src="http://www.gommeblog.it/wp-content/uploads/2009/10/Famiglia-Cinturato.jpg" style="border: 0px; display: block; margin: 0px auto; max-width: 960px; padding: 0px;" title="Famiglia Cinturato" width="551" /></div>
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-43412604195384809162012-06-19T17:52:00.007+02:002012-06-19T17:52:52.700+02:00Z6 Metzeler 120/60ZR17 + 160/60ZR17! Prezzo da paura<span style="color: orange; font-size: large;"><b>Accoppiata Metzeler Z6 120/60ZR17 + 160/60ZR17 ad un prezzo incredibile</b></span><br />
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<a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=271000756335&ssPageName=STRK:MESE:IT#ht_3218wt_905">http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=271000756335&ssPageName=STRK:MESE:IT#ht_3218wt_905</a>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-6696031012544008152012-05-30T15:59:00.000+02:002012-05-30T15:59:17.311+02:00Diablo Rosso II: la scelta<span style="font-size: x-large;">Aggiornati i prezzi del <a href="http://www.pirelli.com/tyre/it/it/motorcycle/sheet/diablo_rosso_2.tab?tab=1" target="_blank">Diablo Rosso II</a>:</span><div>
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<a href="http://www.boxgomme.it/Database/Catalogo/ImmaginiPrecaricate/dirii.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="315" src="http://www.boxgomme.it/Database/Catalogo/ImmaginiPrecaricate/dirii.jpg" width="320" /></a></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Qui trovate l'offerta del set completo (DOT 2012):</span></div>
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<a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET120701805517DR2">http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET120701805517DR2</a>
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<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-68634509451577320522012-05-02T11:21:00.004+02:002012-05-02T11:22:11.296+02:00Pirelli Scorpion MX<h4 style="color: yellow;">
<span style="font-size: large;">Di nuovo sul podio i Pirelli Scorpion MX</span></h4>
<h5 style="color: yellow;">
<span style="font-size: large;">02.05.2012</span></h5>
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<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FMX_PIRELLI_DesalleI.jpg&md5=6c8fac5d3244ad957c8b14d040f466a6bc0fc51c&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" target="thePicture"><img alt="" border="0" height="133" src="http://www.pneusnews.it/uploads/pics/MX_PIRELLI_DesalleI.jpg" width="200" /></a><br />
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<span style="font-size: large;">La terza tappa iridata conferma il ruolo di leader dei pneumatici Pirelli con Herlings e</span></div>
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<div class="bodytext" style="color: orange;">
<span style="font-size: large;">Dopo il successo dell’Olanda i Pirelli Scorpion MX
hanno centrato la seconda doppietta stagionale vincendo entrambe le
classi del Gran Premio d’Italia disputato su di un terreno duro ma
allentato dalla abbondante innaffiatura che ha messo in risalto le doti
delle MidSoft 32. La MX1 è andata al francese Christophe Pourcel grazie
alla affermazione della prima manche e al posto d’onore di quella
successiva; il francese della Kawasaki ha preceduto Antonio Cairoli che
nella prima manche ha corso un po’ troppo teso, dovendosi accontentare
della terza piazza, per poi rompere gli indugi in Gara2 che ha vinto
dopo un tentativo fallito di Pourcel di strappargli il comando nel corso
delle battute iniziali. Il podio coi colori Pirelli è stato completato
da Clement Desalle, mentre in quinta posizione si è piazzato il neo
acquisto KTM Ken De Dycker. Niente da fare invece per il vice campione
in carica Steven Frossard, reduce dal recente intervento al ginocchio
infortunato in Bulgaria che non è però bastato per permettergli di
correre la gara. Le Scorpion MX MidSoft 32 hanno brillato anche nella
MX2 vinta in entrambe le manche dal capoclassifica Jeffrey Herlings che
ha prevalso sul sorprendente statunitense Michael Leib e sugli altri
piloti Pirelli Jeremy Van Horebeek e Jordi Tixier.
</span></div>
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<div class="bodytext" style="color: orange;">
<span style="font-size: large;">“In questo evento abbiamo provato coi piloti Suzuki e
Kawasaki anche il nuovo MidHard 554 – ha spiegato Giovanni Gatti,
responsabile Pirelli in pista – presentato alla fine della scorsa
stagione proprio qui a Fermo, ma per come era stato bagnato e lavorato
le condizioni del terreno hanno fatto si che le MidSoft 32 offrissero le
migliori performances”. Il calendario prosegue il 13 maggio con la
doppia trasferta d’oltreoceano in Messico e Brasile.</span></div>
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<span style="font-size: large;"><b><span style="color: blue;"><span style="font-size: x-small;">fonte:pneusnews.it</span></span></b> </span></div>
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<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-74082972105319130762012-05-02T11:14:00.001+02:002012-05-02T11:14:23.822+02:00Qualifier da urlo!!!<span style="color: yellow;"><span style="font-size: large;">Iniziativa di set completi 120/70ZR17 + 180/55ZR17 Dunlop Qualifier a soli 179,00 Euro.</span></span><br />
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<span style="color: yellow;"><span style="font-size: large;">Scoprite l'offerta a voi riservata </span></span><br />
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<span style="color: yellow;"><span style="font-size: large;"><a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=270968531546">http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=270968531546</a> </span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrcpLDr9T_3TSUZoRR0NmyJYKmtbcNDFRQ_8Aehj1MBACIWHH0LfRiL-EuODqq7bEnVzdzt6mo2NEdJhtkdl3EuMjDpyrkshS0mKFkkAY3sf4rUEDuzItOzLv3A8-oVmwx6Yh7hjg5g7g/s1600/spq.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrcpLDr9T_3TSUZoRR0NmyJYKmtbcNDFRQ_8Aehj1MBACIWHH0LfRiL-EuODqq7bEnVzdzt6mo2NEdJhtkdl3EuMjDpyrkshS0mKFkkAY3sf4rUEDuzItOzLv3A8-oVmwx6Yh7hjg5g7g/s320/spq.jpg" width="282" /></a></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-15590604113670232602012-03-29T10:23:00.002+02:002012-03-29T10:35:30.001+02:00Offertissima treno completo Rennsport k standard<b><span style="color: yellow; font-size: large;">L'offerta migliore del mercato!!! Pneumatici nuovi garantiti!!! 2011</span></b><br />
<b><span style="color: yellow; font-size: large;"><br /></span></b><br />
<b><span style="color: yellow; font-size: large;"><br /></span></b><br />
<b><span style="color: yellow; font-size: large;">L'accoppiata 120/70ZR17 e 180/55ZR17 a soli 170,00 comprensivi di tutto!!!!!!</span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiletQLwznG8d745_VGhkgr5QEmT3fG52c5Pm9udNSJy0SzWvuPrORrPiQgReGQLWCa8SlXNUbpHjGfpqnSsJB5bc0gQXGGF9SeMQZpsumrhJj55FhhS9x-p0rwvWRjacBNkCAoFJW0Ex4/s1600/%7B90EC6527-BEF4-4068-89FE-CD0555AB518A%7D_Rennsport_173X236.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiletQLwznG8d745_VGhkgr5QEmT3fG52c5Pm9udNSJy0SzWvuPrORrPiQgReGQLWCa8SlXNUbpHjGfpqnSsJB5bc0gQXGGF9SeMQZpsumrhJj55FhhS9x-p0rwvWRjacBNkCAoFJW0Ex4/s1600/%7B90EC6527-BEF4-4068-89FE-CD0555AB518A%7D_Rennsport_173X236.jpg" /></a></div>
<span style="color: yellow;"><br /></span><br />
<span style="color: yellow;"><br /></span><br />
<span style="color: yellow; font-size: x-large;"><b>€ 170!!</b></span><br />
<span style="color: yellow; font-size: x-large;"><b><br /></b></span><br />
<span style="color: yellow; font-size: x-large;"><b>Ecco il link</b></span><br />
<span style="color: yellow; font-size: x-large;"><b><br /></b></span><br />
<a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET1207018055RNK">http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET1207018055RNK</a>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-74245230012791137932012-03-23T10:17:00.001+01:002012-03-23T10:17:52.347+01:00Immatricolazioni autovetture ItaliaDati delle Immatricolazioni delle autovetture in Italia. Flessione generale con qualche eccezione<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik1rRKpt_YnUvvTw-CIb_WZBQ0A_kbeShpP-xhTDEh9tVx7z1gk2qkKMRF9ZKu6abIURXufdlY2doezQX-N5NlL-dN0dvh3dJN0OO99nHV__o_EEwQekQGogpvEaq6zXu-hhnF7liCZQg/s1600/DatiItalia.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik1rRKpt_YnUvvTw-CIb_WZBQ0A_kbeShpP-xhTDEh9tVx7z1gk2qkKMRF9ZKu6abIURXufdlY2doezQX-N5NlL-dN0dvh3dJN0OO99nHV__o_EEwQekQGogpvEaq6zXu-hhnF7liCZQg/s640/DatiItalia.JPG" width="497" /></a></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-25713301542554779212012-02-22T11:53:00.000+01:002012-02-22T11:55:54.745+01:00Per fare chiarezza: test pneumatici invernali<br />
<h4 style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #bb0019; font-family: arial, sans-serif; font-size: 12px; line-height: 1.3; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px; text-align: left;">
Assogomma in prima linea per fare cultura sulle gomme invernali</h4>
<h5 style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: arial, sans-serif; font-size: 0.9em; font-weight: normal; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
21.02.2012</h5>
<div id="two_cols_news_single" style="background-color: white; color: #333333; font-family: arial, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px; text-align: left;">
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<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2Fassogomma_2012_4_maserati.jpg&md5=d7bb8670acd2500ab36336f3fe3cfac0494e37d3&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="133" src="http://www.pneusnews.it/uploads/pics/assogomma_2012_4_maserati.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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All'inizio di febbraio Assogomma ha organizzato a Madonna di Campiglio delle giornate di test e informazione sui pneumatici invernali dedicate a stampa e istituzioni</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2Fassogomma_2012_7_118.JPG&md5=6876af2d7cfb06ba23b379188895bbc9fffd8db3&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="172" src="http://www.pneusnews.it/uploads/pics/assogomma_2012_7_118.JPG" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 1: frenata di emergenza con ambulanze</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FAssogomma_2012_3_500_percorso.JPG&md5=d41accd31f9d4b01845f03669e75763cc98aca18&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="141" src="http://www.pneusnews.it/uploads/pics/Assogomma_2012_3_500_percorso.JPG" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 2: confronto su aderenza, trazione, capacità di frenata, ripartenza, spunto in salita e tenuta laterale in curva tra due Abarth 500 a trazione anteriore con equipaggiamento invernale ed estivo</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FAssogomma_2012_10_maserati.jpg&md5=10a54c5d5a07d5e45663ad7734fddd53b8589f31&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="158" src="http://www.pneusnews.it/uploads/pics/Assogomma_2012_10_maserati.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 3: confronto fra tre Maserati GranTurismo S a trazione posteriore con equipaggiamento invernale, estivo e misto (invernale all’asse trattivo posteriore ed estivo all’asse anteriore)</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FAssogomma_2012_11_volvo_discesa.JPG&md5=5299d4c1037ccb5a97b0ed13f087e3f9351e2068&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="200" src="http://www.pneusnews.it/uploads/pics/Assogomma_2012_11_volvo_discesa.JPG" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="190" /></a><br />
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Prova 4: a confronto due Volvo XC60 che effettuano una frenata di emergenza su fondo innevato in leggera discesa con equipaggiamento estivo e invernale a metà usura</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FAssogomma_2012_8_van.jpg&md5=edcb7f89b325c91145bf4551c4db700f6e2556fb&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="150" src="http://www.pneusnews.it/uploads/pics/Assogomma_2012_8_van.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 5: i test hanno coinvolto anche i veicoli commerciali (Fiat Ducato), evidenziando la superiorità delle performance dei pneumatici invernali rispetto agli estivi</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2Fassogomma_2012_5_freemont.jpg&md5=417dd21eb6b860471763be2e990738d4b78e84e0&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="133" src="http://www.pneusnews.it/uploads/pics/assogomma_2012_5_freemont.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 6: confronto dello spazio di frenata di due Fiat Freemont 1.9 JTD a trazione anteriore, equipaggiate con pneumatici invernali e pneumatici estivi nuovi e catene omologate da 7mm sull’asse trattivo anteriore</div>
<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FAssogomma_2012_6_panda.jpg&md5=c39bc12510d8cd4f1dc55461aa687d85184b6b79&parameters[0]=YTo0OntzOjU6IndpZHRoIjtzOjQ6IjUwMG0iO3M6NjoiaGVpZ2h0IjtzOjM6IjUw&parameters[1]=MCI7czo3OiJib2R5VGFnIjtzOjI0OiI8Ym9keSBiZ0NvbG9yPSIjZmZmZmZmIj4i&parameters[2]=O3M6NDoid3JhcCI7czozNzoiPGEgaHJlZj0iamF2YXNjcmlwdDpjbG9zZSgpOyI%2B&parameters[3]=IHwgPC9hPiI7fQ%3D%3D" style="color: #bb0019; font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="133" src="http://www.pneusnews.it/uploads/pics/Assogomma_2012_6_panda.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="200" /></a><br />
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Prova 8: tre Fiat Panda Twinair a trazione anteriore a confronto, con quattro pneumatici estivi, con quattro pneumatici invernali e con equipaggiamento misto, due pneumatici invernali all’asse trattivo anteriore e due pneumatici estivi al posteriore</div>
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Non poteva cadere in un momento migliore la due giorni organizzata da Assogomma per promuovere il pneumatico invernale. Tutta Italia, o quasi, sepolta da una coltre di neve e la stampa affamata di informazioni hanno infatti vertiginosamente moltiplicato l’efficacia, in termini di sensibilizzazione dell’opinione pubblica, dei test organizzati l’8 e il 9 febbraio a Madonna di Campiglio dal Gruppo Produttori di pneumatici di Assogomma. I test su neve ed asfalto, che hanno visto il coinvolgimento di Istituzioni (Ministeri, Polizia, Aci, etc) e oltre 40 giornalisti, hanno evidenziato come il pneumatico invernale sia l’unica soluzione per circolare in sicurezza nelle condizioni tipiche della stagione invernale, senza la necessità di montare catene. Ai test hanno partecipato con prodotti ed esperti tutte le aziende produttrici associate, mentre le automobili con trazione, motorizzazione ed alimentazione diverse, di segmenti di mercato diversi, sono state messe a disposizione dal Gruppo Fiat, da Volvo Italia e dal 118 locale.</div>
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Assogomma ha argomentato in lungo e in largo, a fatti e a parole, i vantaggi dell’uso dei pneumatici invernali, spiegandone terminologia, marcature e caratteristiche tecniche e sottolineando anche che le catene, unico dispositivo supplementare di aderenza omologato, servono solo in caso di neve al suolo, ma che per garantire la sicurezza in condizioni di freddo, acqua, neve e ghiaccio, l’unica soluzione sono i pneumatici invernali.</div>
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Le prove, che hanno riprodotto le tipiche situazioni in cui si può trovare qualsiasi automobilista, hanno infatti dimostrato che in ogni situazione con un treno di pneumatici invernali si viaggia più sicuri.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">1)</b> <b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">P</b><b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">rova: FRENATA DI EMERGENZA CON MEZZI DI SOCCORSO</b></div>
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VW CARAVELLE misura pneumatici: 215/65 R16C 109/107R</div>
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La prova consiste in una frenata di emergenza con due ambulanze identiche a trazione integrale su fondo innevato leggermente in discesa (4%-5%) a 45 Km/h circa. Temperatura dell’aria -9,5°.</div>
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L’ambulanza con equipaggiamento estivo frena in circa 50 metri mentre l’ambulanza con equipaggiamento invernale si arresta in circa 20 metri (valore medio). Da notare oltre all’evidente allungamento della frenata anche la velocità residua del mezzo equipaggiato con estivo prima dell’arresto.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">2) Prova: HANDLING</b></div>
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misura pneumatici: 195/45 R16 84V</div>
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La prova viene eseguita con due Abarth 500 a trazione anteriore: una equipaggiata completamente con pneumatici invernali nuovi e una con estivi nuovi. Obiettivo della prova è quello di confrontare su un tratto stradale misto il comportamento globale del veicolo in termini di aderenza, trazione, capacità di frenata e ripartenza e spunto in salita e tenuta laterale in curva.</div>
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La prova si svolge su un tratto di strada chiuso alla circolazione, con fondo che mostra un’alternanza di tratti bagnati, lievemente innevati, tratti ghiacciati e tratti di neve stratificata. Il percorso viene eseguito con entrambe le vetture sia in salita sia in discesa. Mentre l’equipaggiamento invernale è in grado di assicurare la guidabilità in sicurezza del mezzo in tutte le condizioni di fondo stradale, l’equipaggiamento estivo in più punti viene messo in difficoltà, soprattutto in discesa, non garantendo una sufficiente guidabilità. La differenza di comportamento tra i due equipaggiamenti è tale da rendere necessario limitare la guida del mezzo equipaggiato estivo ai soli piloti istruttori con gli ospiti. Solo la perizia e l’esperienza di guida dei piloti, nettamente superiore alla media, ha consentito loro di eseguire la prova.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">3) Prova: EQUIPAGGIAMENTO MISTO AL POSTERIORE</b></div>
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Misura pneumatici: 245/40 ZR 19 ant. 285/40 ZR 19 post</div>
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La prova viene eseguita con tre Maserati GranTurismo S a trazione posteriore in tre configurazioni, rispettivamente: equipaggiamento omogeneo invernale nuovo, equipaggiamento omogeneo estivo nuovo e equipaggiamento misto, invernale nuovo all’asse trattivo posteriore e estivo nuovo all’asse anteriore. Scopo della prova è quello di valutare le capacità di trazione e soprattutto direzionalità del veicolo su un percorso circolare che simuli una rotonda cittadina. La differenza di comportamento viene valutata percorrendo la rotonda a bassa velocità, massimo 20km/h su fondo innevato.</div>
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I risultati ottenuti evidenziano che la vettura gommata invernale permette di realizzare il percorso in sicurezza, mantenendo il pieno controllo del veicolo e con velocità che raggiungono i 20km/h orari circa, mentre la vettura gommata estiva non è nemmeno in grado di lasciare la piazzola di sosta per raggiungere il percorso. La vettura con equipaggiamento misto, seppure non vietato, si è dimostrata essere inadatta, se non addirittura pericolosa. Infatti, i pneumatici invernali al posteriore consentono di avere la spinta di motricità sufficiente a muoversi, ma una volta che si comincia ad affrontare il percorso circolare, la direzionalità, demandata all’asse anteriore, viene meno a causa dei pneumatici estivi. E’ possibile realizzare il percorso solo a bassissime velocità di 8 – 10 km/h senza però avere mai la sicurezza di gestire la traiettoria in curva e di governare il mezzo.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">4) Prova dimostrativa: FRENATA DI EMERGENZA ESTIVO VS. INVERNALE A META’ USURA</b></div>
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Misura pneumatici invernali: 235/60 R18 107H</div>
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Misura pneumatici estivi 235/60R18 143W</div>
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La prova consiste in una frenata di emergenza effettuata con due Volvo XC60 identiche su fondo innevato in leggera discesa (4%-5%) a circa 40 KM/h. Temperatura dell’aria -9,5°.</div>
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La vettura equipaggiata con pneumatici estivi frena in circa 65 metri mentre la Volvo XC60, equipaggiata con pneumatici invernali con battistrada di circa 5 mm, ( metà circa della profondità di scolpitura di un pneumatico invernale) frena in meno di 20 metri.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">5) Prova: MEZZI COMMERCIALI</b></div>
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Misura pneumatici estiva: 225/70/R15C 112/110 S</div>
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Misura pneumatici invernali: 225/70/R15C 112/110 R</div>
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La prova viene eseguita con due veicoli commerciali Fiat Ducato, uno con equipaggiamento omogeneo invernale nuovo e l’altro con equipaggiamento omogeneo estivo nuovo. Obiettivo della prova è quello di comparare la motricità su un percorso stradale misto con il veicolo in normali condizioni di utilizzo quindi sia scarico sia zavorrato con un carico di 400kg. La prova viene eseguita su un percorso stradale con fondo ghiacciato e innevato e con un dislivello in corrispondenza del quale è stato predisposto un semaforo per simulare una frenata con arresto in salita e successiva ripartenza.</div>
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Nel caso di equipaggiamento invernale il veicolo è in grado di eseguire completamente il percorso, fermandosi in corrispondenza del semaforo e alla ripartenza, consentire la governabilità del mezzo sia esso scarico sia esso zavorrato. L’equipaggiamento estivo, invece, non permette al veicolo di superare il dislivello con fermata al semaforo, non completando di fatto il percorso.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">6) Prova: CONFRONTO SPAZIO DI FRENATA</b></div>
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Misura pneumatici 225/65 R17 102H</div>
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La prova viene eseguita con due Fiat Freemont 1.9 JTD a trazione anteriore, il primo equipaggiato completamente con pneumatici invernali nuovi e l’altro con pneumatici estivi nuovi e catene omologate da 7mm sull’asse trattivo anteriore.</div>
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Obiettivo della prova è quello di confrontare gli spazi di frenata, simulando una frenata di emergenza, su un tratto in leggera discesa, tra la vettura gommata invernale e quella gommata estiva catenata. Il fondo di prova è ghiacciato e lievemente innevato. La prova viene eseguita con partenza da fermo, percorrendo un tratto in discesa, fino a raggiungere i 45 km/h circa in seconda marcia, seguita da una frenata di emergenza. Dal confronto degli spazi di frenata emerge che il veicolo equipaggiato con pneumatici estivi catenati all’anteriore allunga gli spazi di frenata di oltre il 50% rispetto all’equipaggiamento invernale, senza considerare gli aspetti di comfort nettamente a vantaggio del veicolo non catenato.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">7 ) Prova: SALITA E DISCESA DA RAMPA</b></div>
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misura pneumatici estivi: 235/60R18 143W</div>
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misura pneumatici invernali: 235/60R18 107H</div>
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La prova viene eseguita con tre Volvo XC60 in tre differenti configurazioni: una vettura completamente equipaggiata con pneumatici estivi nuovi, una vettura con pneumatici invernali nuovi e una vettura con pneumatici invernali usurati a circa 5mm di residuo battistrada, pari al 50% del valore nominale. La prova si pone l’obiettivo di valutare la trazione dei pneumatici su una pendenza di circa 30% gradi. In aggiunta viene valutata l’efficacia del pneumatico invernale, anche se usurato in maniera del tutto significativa, rispetto all’estivo nuovo.</div>
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La prova consiste in una partenza da fermo con velocità massima di 20km/h. Si parte e a metà discesa viene effettuata una frenata per valutare la tenuta, dopo la discesa viene effettuata una prova di frenata su rettilineo pianeggiante. La prova prosegue con una salita ed una fermata a metà della rampa per valutare sia il grip sia la tenuta laterale dei pneumatici.</div>
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La vettura equipaggiata con pneumatici estivi è in grado di salire, ma se viene interrotta la corsa a metà della rampa non è più in grado di proseguire la marcia, anzi slitta pericolosamente all’indietro e tende ad intraversarsi diventando ingovernabile. Anche in discesa questa configurazione evidenzia l’impossibilità di arrestare la propria marcia scivolando fino al termine della pendenza. La configurazione con pneumatici invernali usurati è sempre in grado di compiere l’esercizio in ogni situazione salendo e scendendo nonché arrestando la propria marcia a metà rampa. Rispetto alla configurazione con pneumatici invernali nuovi in qualche caso si evidenzia una lieve riduzione di performance.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">8) Prova: EQUIPAGGIAMENTO MISTO ALL’ANTERIORE</b></div>
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misura pneumatici: 175/65 R14 82T</div>
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La prova viene eseguita con tre Fiat Panda Twinair a trazione anteriore su una superficie lievemente innevata e con fondo semi ghiacciato, a temperatura esterna intorno a -5°C. Le configurazioni impiegate sono: vettura con quattro pneumatici estivi nuovi, vettura con quattro pneumatici invernali nuovi, vettura con equipaggiamento misto, due pneumatici invernali all’asse trattivo anteriore e due pneumatici estivi al posteriore.</div>
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Il test si propone di valutare la differenza di comportamento dei tre veicoli percorrendo un tratto di strada con due curve in serie più un tornante ad una velocità massima di 30/40 km/h in prima/seconda marcia. Ciò al fine di valutare una reale situazione in cui si può trovare un automobilista su percorso misto.</div>
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La vettura equipaggiata con pneumatici estivi stenta a partire e appena si accelera la macchina va in sottosterzo evidenziando scarsa trazione e direzionalità. Il retrotreno risulta sovrasterzante ed in curva la macchina non è in grado di mantenere la traiettoria impostata, facendo perdere al veicolo il controllo senza che il guidatore possa essere in grado di correggere la manovra. Nella configurazione mista invece, la vettura non evidenzia difficoltà in partenza, ha buona trazione in rettilineo dando la sensazione al guidatore di una buona guidabilità e sicurezza che però viene meno in inserimento in curva e frenata con una perdita di aderenza al posteriore e relativo controllo del mezzo fino ad arrivare al completo testacoda.</div>
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Nella configurazione invernale il veicolo mantiene le caratteristiche di buona trazione e direzionalità in ogni condizione di prova, risultando sicuro in ogni circostanza, pronto ad affrontare qualsiasi cambiamento di traiettoria.</div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">9) Prova: FRENATA DI EMERGENZA ESTIVO, ESTIVO CATENATO, INVERNALE</b></div>
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misura pneumatici: 225/45 R17 91W</div>
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La prova consiste in una frenata di emergenza effettuata con tre Alfa Romeo Giulietta 1.7 turbo benzina identiche su fondo innevato in leggera discesa (4%-5%) a 45 Km /h circa, temperatura dell’aria -9,5°.</div>
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La Giulietta con equipaggiamento tutto estivo frena in circa 63 metri (valore medio), la vettura con pneumatici estivi e catene montate frena in 31 metri circa (valore medio), mentre la Giulietta con pneumatici invernali si arresta in circa 12 metri (valore medio).</div>
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Fonte: Pneusnews</div>
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</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-5415643274391060942012-02-21T10:48:00.000+01:002012-02-21T10:48:03.711+01:00Nuovo Dunlop Sport Maxx RT<span style="color: yellow; font-size: x-large;"><b>In arrivo il nuovo pneumatico in casa Dunlop.</b></span><br />
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<span style="color: yellow; font-size: x-large;"><b>Sport Maxx RT per uso sportivo: maggior superficie di contatto, costruzione alleggerita e nuovi polimeri e mescole di ultima generazione.</b></span><br />
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<span style="color: yellow; font-size: x-large;"><b>In allegato le misure prodotte:</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdInU9RjdKEmDTgI87ZNwQBIs2VNb6Tt77XZsywwisMdt2KCX1-ukHyGZBCHdl4QcRs8Fn-yPlDLtDoIJiXpffq01cy6HYUCrCh-aktBwmmfGYa-TGZ-Q5-0MVeLNZjhx5YaGwLsYAYLg/s1600/Save0039.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdInU9RjdKEmDTgI87ZNwQBIs2VNb6Tt77XZsywwisMdt2KCX1-ukHyGZBCHdl4QcRs8Fn-yPlDLtDoIJiXpffq01cy6HYUCrCh-aktBwmmfGYa-TGZ-Q5-0MVeLNZjhx5YaGwLsYAYLg/s640/Save0039.JPG" width="451" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg907A9VLEd4abS_yRfLHXifiuE7XZe_oqZQUX0jctJ1VuxVAAGKuNicy2fi2PvJhFAuBSvFEK0-EQSljsqil4Mbp4sfegXdHYAL5dGz1XvC0y6XQz0EmzWKLPtoe9y3dL73AQff8eEMrA/s1600/Save0038.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg907A9VLEd4abS_yRfLHXifiuE7XZe_oqZQUX0jctJ1VuxVAAGKuNicy2fi2PvJhFAuBSvFEK0-EQSljsqil4Mbp4sfegXdHYAL5dGz1XvC0y6XQz0EmzWKLPtoe9y3dL73AQff8eEMrA/s640/Save0038.JPG" width="452" /></a></div>
<span style="font-size: x-large;"><br /></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-41946380579275941742012-02-14T11:29:00.000+01:002012-02-14T11:29:20.272+01:00Offertissime pneumatici gomme a prezzo imbattibile<span style="color: yellow; font-size: large;"><b>Offertissime a prezzi imbattibili anche con seti di pneumatici invernali per Suv a prezzi stracciati</b></span><br />
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<span style="color: yellow; font-size: large;"><b>Offerte gomme invernali</b></span><br />
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<a href="http://www.boxgomme.it/Prodotti.asp?pag=1&IdCat=ROOT">http://www.boxgomme.it/Prodotti.asp?pag=1&IdCat=ROOT</a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-89619932137902935672012-01-24T15:48:00.000+01:002012-01-24T15:48:18.054+01:00Rennsport K prima dell'aumento<div style="color: yellow;">
<b><span style="font-size: x-large;">Offerta Rennsport K produzione recente. Prezzi vecchi ancora non aumentati, </span></b></div>
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<b><span style="font-size: x-large;">Fino ad esaurimento scorte.</span></b></div>
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<a href="http://www.blogger.com/goog_2124136485"><br /></a><br />
<span style="font-size: small;"><a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=280810260302&ssPageName=STRK:MESE:IT">http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=280810260302&ssPageName=STRK:MESE:IT</a></span><br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-73712411495439822202012-01-23T11:19:00.000+01:002012-01-23T11:19:30.218+01:00Pneumati in offerta!!!!<span style="color: yellow; font-size: x-large;">Proseguono le offerte di set completi di pneumatici!!!!</span><br />
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<a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=270899203383&ssPageName=STRK:MESE:IT#ht_3241wt_746"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGdNnj_2AAv6sxVaa6J9Hd1XL5weVMNVmY5LO5t5jXydhSXG3eA9tO0H1190uu51erP1lN9A76pODKaoBszUz54meH8BQkspO4zrsnoSsuzF0gE0T21nsdOAD4pFu9fN7XP2rfy11WPEY/s320/set4fas.jpg" width="320" /></a></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-39890211596746937942012-01-20T18:49:00.004+01:002012-01-20T18:49:37.021+01:00Set pneumatici offertissime<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Solo una delle inserzioni!</b></span><br />
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<span class="Apple-style-span" style="color: yellow; font-size: large;"><b><br /></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Scoprite le altre</b></span><br />
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<span class="Apple-style-span" style="color: yellow; font-size: large;"><b><a href="http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=280810397847&ssPageName=STRK:MESE:IT#ht_3026wt_985">http://cgi.ebay.it/ws/eBayISAPI.dll?ViewItem&item=280810397847&ssPageName=STRK:MESE:IT#ht_3026wt_985</a></b></span><br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-15130258849524838712012-01-11T08:44:00.001+01:002012-01-11T08:44:41.258+01:00Nuovo anno, nuove offertissime<span style="color: yellow; font-family: 'Trebuchet MS', sans-serif; font-size: x-large;">Pneumatici in promozione e in offerta!!!! Scontati al massimo per offrire il miglior prezzo del mercato Web.</span><br />
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<span style="color: yellow; font-family: 'Trebuchet MS', sans-serif; font-size: x-large;">Contributo Pfu, Iva e spedizione con corriere espresso, <u>INCLUSI NEL PREZZO!</u></span><br />
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<span style="color: yellow; font-family: 'Trebuchet MS', sans-serif; font-size: x-large;"><u><a href="http://www.boxgomme.it/Prodotti.asp?fp=1&FiltroInEvidenza=True">http://www.boxgomme.it/Prodotti.asp?fp=1&FiltroInEvidenza=True</a></u></span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-55491493673019419072011-11-28T10:26:00.001+01:002011-11-28T11:39:13.680+01:00Pneumatici invernali economici<span class="Apple-style-span" style="font-size: large;"><b>Disponibili pneumatici invernali M+S economici marca <a href="http://www.sailuntyre.com/en/index.aspx">Sailun</a> </b></span><br />
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<span class="Apple-style-span" style="color: red; font-size: x-large;"><b><u>Offerta speciale per il set completo di pneumatici (4 coperture)</u></b></span><br />
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<span class="Apple-style-span" style="font-size: large;"><b>Ecco l'elenco delle misure disponibili ed il prezzo compreso di Iva, spedizione con Bartolini e contributo smaltimento pneumatici:</b></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBokiNL1KKY0JioYOSuHViH_bLA6Lag8-pdNZ-JtsbWcrrDADEUGskZ51D3JvPUDUeXa20vtpifc8g3D5rjr0xXz1J6PRyzKxdSgs-oOjeHVzQ8Qra_pvjAXND37tv9vSFJYtvC3yxa7Y/s1600/WST1boxgomme.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBokiNL1KKY0JioYOSuHViH_bLA6Lag8-pdNZ-JtsbWcrrDADEUGskZ51D3JvPUDUeXa20vtpifc8g3D5rjr0xXz1J6PRyzKxdSgs-oOjeHVzQ8Qra_pvjAXND37tv9vSFJYtvC3yxa7Y/s200/WST1boxgomme.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span class="Apple-style-span" style="color: yellow;">Wst1</span></b></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNVI7hngPNAgeboe-xzFCM2YQkrFwb-8eO3jtdWlyN_yjSYD25W4yQDMnfb7y4fn3D13Ry5RjU-nh0b9bM-N9mqkKq3BLWN9LGS0-djzvOhPEV6DGE0WvjVFuNYBM6OkfZElPgdfGfjGo/s1600/WSL2boxgomme.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNVI7hngPNAgeboe-xzFCM2YQkrFwb-8eO3jtdWlyN_yjSYD25W4yQDMnfb7y4fn3D13Ry5RjU-nh0b9bM-N9mqkKq3BLWN9LGS0-djzvOhPEV6DGE0WvjVFuNYBM6OkfZElPgdfGfjGo/s200/WSL2boxgomme.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="color: yellow;"><b>Wsl2</b></span></td></tr>
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<span class="Apple-style-span" style="font-size: large;"><b>155/80R13 79T Ice Blazer Wsl2 € 215,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>165/70R13 79T Ice Blazer Wsl2 € 200,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>165/70R14 81T </b><b>Ice Blazer Wsl2 € 220,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>155/65R14 75T Ice Blazer Wsl2 € 205,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>175/65R14 82T Ice Blazer Wsl2 € 220,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/65R14 86T Ice Blazer Wsl2 € 245,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/65R15 88T Ice Blazer Wsl2 € 260,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>195/65R15 91T Ice Blazer Wsl2 € 265,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>205/65R15 94T Ice Blazer Wst1 € 300,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>215/65R16 98H Ice Blazer Wsl2 € 340,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/60R14 82T Ice Blazer Wsl2 € 245,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/60R15 84T Ice Blazer Wsl2 € 255,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/60R15 88T Ice Blazer Wsl2XL € 260,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>195/60R15 88H Ice Blazer Wsl2 € 280,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>205/60R16 92H Ice Blazer Wsl2 € 335,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>215/60R17 96T Ice Blazer Wst1 € 385,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>185/55R15 82H Ice Blazer Wsl2 € 260,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>205/55R16 91H Ice Blazer Wsl2 € 300,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>215/55R16 97H Ice Blazer Wst1 € 330,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>225/50R17 98H Ice Blazer Wst1 € 385,00</b></span><br />
<span class="Apple-style-span" style="font-size: large;"><b>225/45R17 94H Ice Blazer Wst1 € 350,00</b></span><br />
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<span class="Apple-style-span" style="font-size: large;"><b><br /></b></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-42805356372849402882011-10-28T10:12:00.000+02:002011-10-28T10:13:03.805+02:00App Diablo SuperBiker<div class="separator" style="clear: both; text-align: center;">
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" 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<span style="font-size: small;"><b>COMUNICATO STAMPA<br />L’APPLICAZIONE PER IPHONE DIABLO SUPER BIKER PREMIATA A SMAU NELLA<br />CATEGORIA “UTILITY, STRUMENTI E PRODUTTIVITÀ” DEI MOB APP AWARDS<br />L’app di Pirelli per i motociclisti entra nella Top 5 tra oltre 260 applicazioni partecipanti per<br />essersi distinta tra le migliori App Consumer basate sui dispositivi mobili<br />Milano, 25 ottobre 2011 – L’app per Iphone Diablo Super Biker, lanciata all’inizio di agosto e dedicata ai motociclisti, in occasione di SMAU 2011 è stata premiata nella categoria “Utility, Strumenti e Produttività” entrando nella Top 5 App ai Mob App Awards, iniziativa promossa dagli Osservatori della School of Management del Politecnico di Milano in collaborazione con SMAU e<br />Wireless4Innovation.<br />“Diablo Super Biker è la prima applicazione ufficiale per dispositivo iPhone del gruppo Pirelli” ha<br />dichiarato Lucio Vesentini, Digital & Community Marketing Manager, “e il riconoscimento ricevuto<br />durante i Mob App Awards rafforza ulteriormente la consapevolezza che stiamo lavorando nella<br />direzione giusta. Lanciata ad agosto 2011 Diablo Super Biker ha già avuto un eccellente riscontro tra i motociclisti, con più di 30.000 download in meno di 3 mesi. A breve, rilasceremo un aggiornamento per avvicinare ulteriormente le rilevazioni tramite iPhone a quelle di dispositivi gps professionali e fornire risultati ancora più precisi agli utenti".<br />Questa app gratuita per iPhone è per i motociclisti che vogliono misurare in tempo reale le proprie<br />performance scoprendo direttamente sul proprio iPhone le distanze percorse in moto, la velocità,<br />l’angolo di piega e il tempo sul giro. È sufficiente impostare sull’iPhone la modalità “strada” o “pista” e partire in sella alla propria moto. Attraverso Google Maps è possibile “fotografare” le proprie performance e seguire il percorso su mappa. In ogni momento è possibile visualizzare i percorsi effettuati, confrontare i risultati ottenuti, e condividerli su Facebook® con i propri amici.<br />L’app è compatibile con qualsiasi iPhone (iPhone 4 per la misurazione dell’angolo di piega) con<br />sistema operativo aggiornato almeno alla versione 4.2.</b></span></div>
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<span style="font-size: small;"><b><br />Maggiori informazioni su pirelli.com, facebook.com/pirelli o Twitter @Pirelli_Media.</b></span></div>
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tllHR0d3/rWtwDAqqoiJ3zqqafwLsaYoiiKojDG6MjPP/88aqqXX3459n/sscfg4uDgoKqqR44cgZ/33HMP9rniiivg4jXXXKOqaqFQCL8IY+yHP/zh/v7+c88998quW73VbIqi1AF8VttLBXCxWISLn/rUp+AKYwyM0gDgpqYm6PCP//iP2OGaa675/ve///3vf79YLNKRZ2ZmNjY24O/nnnsumUzCLS8DwC0tLfDzhz/8YSqVYowxxhYWFnDwV2kB6422OoDPdnupAEaR+6677lIURdO0d77znXDlxz/+MfT567/+a7hy4403+r6/urr6z//8z/v7+y+88ILjOHRk6P/kk0+i9AtXXgaAVVVFyfyv/uqvfv/3f//48ePoc6oD+Oy0OoDPdnupAO7r6/v5z3++v7//q1/96mtf+9pzzz23v78P5t+f/exnuq6rqlosFsEzBN32efvjP/5jYWT4mc/nYcxf/OIX4+Pj6ssF8Pj4uOCgfv755//93/+9DuCz1hRFibB6O4uNAlj4FwUwvf62t70NEAvA+O3f/u0//dM/hZ+XXXYZ9Nnb2wNsQ/vf//3fd73rXeGR8crHP/5xuPLVr36VMYYAzufzjLGxsTH4ee+99+ItFMB4sbe396mnnnruuedeeOGFRx55ZHZ29h/+4R/29/f/9V//9ZVasXo7pMmyXAfwOdCy2ezW1tbY2Jiqqgf1MU1zeHj4wgsvnJ6etizrLMxK5o0xpmkaY0zX9R//+Mf7+/t/93d/dxYmUG91ANfby2yGYfzN3/zNt7/97W9961uDg4OA5GuuuQa49EMPPfRaT/B10WRZjij1Vm8vq2G81/7+/t///d//y7/8C/z94x//eHp6+rWe3eui1QFcby+/maZ57733/uQnP6F2rG9+85tDQ0Ov9dReL60O4Hr7/23xeHxhYeE3fuM3IH77tZ7O66vJshyR663e6u3cbJIk1QFcb/V2rrY6gOut3s7hVgdwvdXbOdwkSYpI9VZv9XbOtjqA663ezuFWB3C91ds53OoArrd6O4dbpN7qrd7qrd7qrd7qrd7qrd5eUmtpacFTaoWTbGO84U/f9+Gw2fAVuOjzBj/hTNp4PI4/oRwmvQInNeEg8XgcT+iB8ZPJJFzBDul0OplMYodUKgWHpMIV6JBKpXCQZDKZyWTwlng8nslk0uk03oId4BboQG+BDjim0MH3/UQi0dDQkMlkYEzf99PpdDabxVuwAz4lnU43NDTgNKADvSWVSgXGjPvZbJZ2SCaTjY2NmUwmmaw8NJPJwJhxPiZ0wFvS6XRjY+OZPzQejwsPfdE3jcfj+KbQIZVKCR0OX154EXwEEInQIZVK0Q70owOdJJNJ+olhngIhUbKBW7ADEDMc/YdAqEm9MCVABLwdDognVGEHuEJhVRNTAu7oT4rTlpaWiG3bNYEtaMlh1VmSpKo3mfyEK/AT4q1lWYYOGIENfWRZZozBFbgFshwVRcERIIUdb2GM4RUYUNM0qC0CfVRVxSswgq7rkG6OHeAK3qLrOtSmwUcYhqHrOs5N13XTMPAWxphpmniLLMuapsMVeIqiKKZpGoaBE9M0zbIsHFNRFMMwTNPEMVVVhQ54i2EYeAs81LZtg09DkiXDMGzbNgxd5Q+1bZuOCQ81DAMfappm+KF0ngc9FDvouvimwgiqqtIOkiQZhmEYhqZq8EV4h+oX0XUdR4D1h0niCJqm0Q7CN4Uxcemgg6ZptINAJ3AL/UkpDWhPUZSaxEnJm/6k5I2IoLdHIhGKDoSMgDK8/RAY4n9t245Eo9GDoHsQerHR2QeiQyIR+pPimYIT1ghXUFgy+Il4hg4Uzwovm4p3Mcbod4L+cAVugQ74aaEDhQ1jDPGMFAlXkKYpwR3UwTQNihN6C46AeFZVVTd00zShA1AbdoARDMOwTAtnDh3omHRHwBGEhyK0FEXRVA1uwSWt+VBhR4AOsJ74IuE3xeWFWzRNYwo7ZHnp5qhpWvCLqPDJhG+KZAA0IHRAqkBCort8TUIK0x6FN6XVMDFLhF1RcNIOEmF4wk8BvWHc1fwZiUSi0ejLBDCdhxTivRLfe+h+RvcnWRb3M7qmcAU+g0yawFrpZ4NGPzwSB71SISbCjSn9AWNEliUTZosUCTCgewQwW+RywPc0vbpHAN+j4BS4nGmalmUh9lRVBb5HR4AO+BTbqjJGmLZt2wJjFB5KOzDGLNM684dWbgnyc13X4UXoUtDFwTetLq8JW0a1bDVltjLn8PiVYUz6leGTHSJhwR5BGQPFP24rKHDhFkDhSrm3xOU+ynuonCi9GDc+HL3SS+TGFKrRaDQSi8UOQe9BWKVXwhOl6I1EqinHwvuHFwhXkO6giFX6Vei2DSMIQhTlihIKxpqOcxMkN6AVvAWJqSKy8g4C761JwZSfUFTIsgyooEhzHAfGxA4CFG3btoJsEG6hHWzbpg8VxoRDg+k8HccBnOC+Fn6oeehDLauKf1jemm8qLIVuBJaXdqBbIUKxuv7ygd+UkgFwbyo5U6qQuLAtwJt2AHhT4qSkCKIlEgBAhrKisOQs1WLFlFeH0XuGYK7BgQ9BbySo9EovV+9VDlAt6AqG0SvovVRGwg6UFGDTrXwYvisLO31NyZlyWiOo91KJVOG8WmCk9BZN01BVhls4vHXagY4JHagQS3cE4GDIBmXOFSnSYNOhY0IHRC9wRTrm4Q8FeNMO8KamUeWc9E0pFKlobRoBQaaiGBP8V4Vz/iK4RyMUUf6vuWWjcoS3hEW2moSEtMeCFhZ4WaQZgXoF8q7JvaRainFNEFG4UvAfIhEHABzuFMZ9rWfLskwEiVrvw4JGqbDkzBgDBQk70EVXFEUjqyyTGoiVfTpon1BqqbWwMdMOAjgpN4YOVF2EESjRQwfkckArqKMqXPdDaRBGoHYsQcPEDjgNVVUN3aCSM2KPqrXIOXFWh3cAMxU+FNggfSgyRvpQQZe2LEvXRFVZ7IAP5eo3lefpngLvLqw/4JnuyFT2qflNq3gmqjLCiXH7iKxUoRigqyrn4HovUwTBUAlqwohnit6aeJbOWDEOgy4M3TMCsCRJsnQYeinvhZ9U0sDXE8BMX7im5ByWZ+gtYQMGFYMlbrFkQSWW3gLUQwGPrBU6oGCMt4QtxmibxQ4gxCJNo4yKTAxFUGSMVIDUdR3lXuxABWNN0xzXFdi1ZVmoy8EtQNO4FJZZ7SBxg3CFZKXKPCnnDD/UdV0UthVFlPBBMK50UGRZlvVDtXEYk3bA5a0qJowJ619TMaYdYOfCjy7XUowp/mFxqKisKApl70CctINcy0xNCU96Me4FGKE/w5iSgtxYAHP4SgXANaAbYuLCPkGmUt1X6MsIcjK+rUw4rSA5I1ZlbuivqfcyxpBABSGK2khlYqM6SHJGTkuhSLGqEDcJdhDISxBiUV2kKqhlWTqxDwsqKOqoyPAdx6Hwxg1CDupd0HRd9zwPvIuu68K5deCxjEajcAUOFo7FYvBoYJKmaSqKgsQhrB53Uxkqq6DXtu2DNh36pgfudJIUMNdxZTu8vCg5y7JMJR38ZJS10v1XCinGsiRrmqbrBpWcBbIJU1pNxZiiV6BemSjGErf70P5SUO+VDmXFNRXjMDeORCKxWCwSi8WEqwKAD0IvPkwOSg4ycQjh1AXJGd8f91QWNPTDT5W4fwTeCz81TVNYVcoK+ycoK9DQpUHkScrTUIFE1U7wzQgaJtAKFRehA7XumlxrhVsAObZtgybMWIWRIofRdE0wdHG5riLNptPprq6uycnJubm5hYWFlZWVra2tvb29YrFYKBQKhcLCwsLi4uLi4uL8/Pzc3Nzc3Nz8/PzKysrGxsba2lqxWCyVSvD38vLy3Nzc5ORkf39/a2trOp22bRsgLQeNfCDI0F0GXiT4piY1U8NSBBR4wzhoeXF7pR1YyE2lBR1diqLoh350WZZVreqmkrjQR9GohgIHWFATpqQo8B7cEQTei1coXgTmTH8ixGSuWuOVsH2K/qwBYCnUau4cwtYiCBLC3lNzu6IbnmBdkA/wGNFNlLJWJaTWQgf6IVnIISRKbjyqATsAyVJVWfDNCBomyJOUpjmzNRhj8A0FZku5cQUnlgnnvkp8I0+n0/39/TMzM6urqzs7OxsbG/Pz8+Pj4wMDA62trRDPhIIuLJRlWYZu4KyqvJSruBBu1dLS0tPTMzo6Oj09vbS0tL29vb29vbi4ODU11d/fn0qlNE0DqtBCXqiabypY1wRuLNixUazATVxYf3gR+k0FM7XAjRXiBYQOSCfIGDTBTE1cjwhOVK3DpCjV8ndS5nQmuiSFDCKOoixCQj4OsUYFAFyT8Uoh3kuxKsy10iHIabEDjsNq+dzoAjHux8M1FSRnQZ+RQ6FUyqEOISQvOohAoArX3JC8oEPYeUMtMSD34pimaQo0HRaMAXiMx0U4jmMYJn6boaGhtbW1Uqm0sLAwNDTU1NQUj8cd21FVFT+kZVZ4tSRJslRRtnVdZwqTZAnGRHEdXgTmgNSg8lAKTdM8z2trazty5Mj8/HyxWFxfX5+YmGhpabEsi26+uF8E3lSvvil0wNVDYZuunmlZmqoqfFaVaRPFxLIsTdWQbCzLRklYruXko2KLVCt+C/f0KiEFnUw1FWNKruylKMbwgSivRshgf9ij6U8YBAF1iGIsSVLAiCWgF3k6HbemGFDdingHfH86e7mW7IFWK9xT1VCkJNWNq5Iz33TDai01YCArpqzAIFFQChf2BD8K5fDUVCsTVozoRZUSrbvwE0lW13RkWfBcFDhVbv6FA40UhTU3Ny8tLe3s7MzPz7e3twN4gA1SfhJ+KDyCCrHCQ4H/40NhV6oIsTzOkcqrDQ0NU1NT29vbm5ub/f39IOtSFxHj1jjDMECXwTFR8g+7qaygmwrXH5fXDAWihqWn8DetfC9+C2WtsBoaMYhSyVkmrkeKVTXkzgxTL24oUi1Jk/YXIFMTUwfBUDpAMa4GckiER4cBLJ2Z5Exng3DFn4LsodTSe7VagZC4CowHQtJF13VdU6vRQlQFYtw/Qa9Qkybj/iH82IwxPeS8eVHfDFX2QECgJmXogOwaR8AxcVdqbm4uFAqbm5sDAwOe56mqWtkZmWIYuoA9tBjDMiI/px2QrcG+RmUEeK9KNDW5hdicFRw5l8stLS1tbW11dHaiBoEvEn5TXAqUXCD6SiV+rPDy4gei4THUVMGpQjOD8pQejN8M61MoOR9ESCoJuRVYC1KvFjR0weJQ3gsET+FzkOR8EKYo4oIYjFBgIp5jsVjFCi0HebTA1ikyhZ2DSvk1mS0nQabVMvSBBxg/A8UzVVdkos/gFa2WQ4jeAhSpE25MoQh7v22JkjMlL5U4hGDMwwVjmIPrusgGoQOiFzp4nmeapkb8oq7rTk9Pl0qlnp4eoC3Bu+MSH5Kqqp7n0TFN04QxcZcB4zN2AEu1aVqaVnmobduu61Jt3PM8hDc8FEeAr9zR0VEsFufm5gzDAKt1RQVgTJEVplTeFJdC13VcCnyRyrSZoigKq7W8YV2G+gV1XbesqsdOqaUYUz1FlmXD0I1aijEj7gzsIHGtraZaJ1CvQhRjyr2lAzIfKGQoegXQhc3UB/mGfN+vGrFov/C4cpAVC3OlW4t8gI2KwlsLphChnExXkF7Rgn58xKpKzNSC3is4hBjRe5FWrFDmjRmMQArrvbVsVFWzFirGiH/XdSk9AWwEhpNMJre2tubm5sCvExTXFdd1BfMvIA2nAX4jpPKaD6WbjtABMCDMij5U5oIxrOHs7OzW1lY2m1VJWCIqxvhQK/hQxrXxwPKGwjNr+tvxmwqGCeGbSpIkGCaVqjWkagIQFGM96DFWuN6L5C0QJ2XF8gFmnbBiTJkZQkYiTWCZNdErB7msJFihpZDYHL6i8HbQFfg7OHsxsiqsWpArQjZJZU/Vg1F1VCLCnwHvQihLRvAYwc+aYjDihLJr6EA9RkArlOmhNqgSj5FlWZpeVYyp5Ay7WDab3ah9ZQEAACAASURBVN3dHRgYiEQiwH+QRoGZWFaFiBlPOYKfElft4IkSl5Vg6SQuZTHekDIER4se9I3xh1ZfhDq6gHSGhoaOHj2ay+XgiVowPJPx9AzTNJkqhmfS1aN7ClVDZO7EopIzflO8hW7iCreG0C3bCKaFVhSuICFpQQsLZTZyLfeHIFqzUH4rC+q9B0FG4IjwOIpVAYZSrSYCuDpuRJIkSVZk4UnC5PAK/UnBqQT1XmFFZJIaQpdMcP8IgrEaCoQ0g9G/WijdB/Qu2oFqbizkzqXWHUVRmFJVa+EFgfdStVZQQQEGqIICp6V8D+gglUrt7u729vZGIpGWlpZSqZROp1H2Bg1T476cSCSCsdCwO0Sj0aampkwm09jY2Nzc3Nzc3N7e3tfXNzAw0NfX19fX19/fPzw8PDg42NPT09zcnMvl2traWlpa0ul0LBYDoILsLXOXo0oyNBSuRAhqraZp7e3te3t7jY2NkUik5ptSwQT0Drq8AecZX17Kz0HYET5ZzW+KZGYFs0RQw0JCMkMxeVQiU4ihC2+h3Bipl7KrmoqxEpJGKTuk7E0KKsZhM7UU5L0CnkUj1ouOS9FLsUrnqhyg9yq1jPKC3suZQ2XJVO7oEwRjXCNGMs6xQ0WJ5fAWBOOaLg3q7xXoT5ZlVEFRnqwIsbou8w6e5+E0VFWNRqOoQMqybJpmNBqlFAkPXVtby+fzkUikv79/b2+vtbVV4aFRQOWO4/i+39zcnM/n5+bm5ubnFhcXV1dX19fXS6XS7u7u+vo6hGTMz88vLy8vLS3Nz89PTk5OTExMTU3Nzs5OTU1NTk7OzMwsLCwsLS0tLS2trq4WCoWtra3d3d3t7e1CobC0tDQ9PT0+Pp7P59vb2+PxuK7rQBXC8uKbwo6zt7fX1NREDUKVNzUtlI+oNg7LG41GTY49mUv41GpF5XmZ2x30oMeOdtC4FwoJySTWOIk7z2gHJCQkRSqcS7UUY4NkX0ghxRhuOUQxBmkInxghiU3SAY4eiSiw6B+mqKwAmKL3DD1GCv88CM6wYEwBz4IWZtzM8AWUoKFflmWtlkPIqJXug7SCgjHtYBiBYKBDOK3M9V4qGAMroFCsWq0YAyhSFRQ2CKq1QgeToxc6qKo6NDS0vLwciURaW1v39vbi8Th8oWg02t3dPTMzs7y8XCwWt7a2IGTqyJEjvb29LS0tUG4mFouhFRqnrfFwS0G0phsZ7LyO42AlGojomJqampubg3CRzc3NhYWFiYmJ9vZ2z/NgTFg9qpTm8/nt7W3TNEGWrrwpBwbgSli9yvLWcn3JsqwbVfu8TMyKCBVq90Z4m8SlB5u+oQeqiBjB+C2UvfEWCk6ZG2UovAVwopaH8NaCFT9YUDGmmKpp9w13kOWA/CvVUoN934/4vk//UfNOilXoLFwBmqBTUUN5W4Jwor1YCpGu6xoRmQTJWQ2WuVBCKUQqSfdBuAqu1zCeTRIICY+o6byh4qJtV20zYCNFHxJ0cFwXkQYjgPS7tbXl+75lWdvb29ls1nGcwcHBQqFQKpWWl5dHRkZaWlpAvoX3ws+GWgNVIMmWwdBjhC/CPUZVIQJHwH0dvgi8dTqd7u7unpiYADwvLS0NDg5mMhlN03CDhs8BIWIwFDXywSPo1obvXnN5+ayqHRjJ0GIs8MlwR1aDFXwYdxNCBR9OJwE/YlgF04L+DkEwVIiLGKkdiQqhSEVlpVYxGfxZU56VQ0ZpZLaCZ5de8X0/Eo/HD8JqJBTnHN455JDkrIQUA2rHCy+QTDxGuGSC5Ky/WG69oPcqoXQfrVZKOg2lUkO2WZCcwU0iy7KqMsEgLOi9jDHXdakPCcRFSpGO47iuqyhKPp+fnp6ORCJjY2Orq6tTU1PFYnF2drazs9P3fZBgYf1RBcWHUmmcMeZ5nvBQYM5QdwpmFY1GqfEsGo3SMVEwposDzFxRFMdxurq6FhYWisXi8vJyW1sb495a6Fkqlebn561gmjG8aWWtZFlFvSO4vIZhIJCE9Q97oYRsCjUUnil8dHZmVQTCNpdaah1D1krt2FIofks+pKAHv6IGzdRyTcVYfhErtCzLsVgs4vu+dKjkLHBauIIdwjYqKjkIVxC9dPcyQkXnBHnGDGeH106UD7gfDnEIsVBUI7AsCkWATVW0C5qgkEAR3qAYU3gDKhBpqqp6ngdxzoyx5eXlXC5nWdbGxsbu7u6RI0eAWIFccFbU3wtYpf5ewCq1D9m2TR+qaRqkKCFOQEelRinIWMIXwQ2CqrUQw2hZVnd399ra2ubmZldXl8LV9d7e3je84Q25XA6/OLypznMbDe76pjsd3T1r2B2Ckaoq9xhrvINRq/4e/ehhvdckiU3SARYWqvcqwVBqqVZBDz3kMQ5zL0Expj+lg0OpZelAjzGCuQpgvHoIehXe8PW4nBAwweFyKCGbuxosMaeEYq1UVdU1nW6QQNBUTqYKDOOeFUEMxnVnjJm1PBaCQ8giWQoq96PgUwD/VPYDExTeAh2QG6jcBG0RvRc7yLLs+/76+rphGLlcbmdnJ5vNgtZqkUpXIH8iOEGCgE0EH0o9wEDiwkPhFhwTZkXledyG6ENxG0JDGsAb99OOjo5isbi0tOQ4jiRJ0Wh0Z2dnamoKSBywhxKBecDq4ReB9adyCvqxcPeke7RysBcKhUFB72XBgirIJ6jIRilN4jYqgbVowWitmnovRS8K0gJk5JA8WxN0AnoFnAaMWJSvHoRe4Ul0cohGeqWm3ovglGt5jKi4opAEQIV49mp6jAQ845fWNM0mUY2M23tQiQU7FqUeIxhKpaoaYA/NP8BPLOKtpeitdgiSLLAgxlgkEuns7JyZmZFleWRkZHR0FOxD9BZN06g0DjsCZYwAV5R7GWOmacZiMdtx6ENRcoalRsbIuHoJHYSH6jz6Esak/Bz0Dvh7YmKiVCplMhlFUWZnZ7e3t+Fb4LQZ8bdV91PTdL1AVBn1AtD1V7lJ3yJlBpQDvYCVDE1FUViwXC4K/GFCQkpTQ2nGGrFCy0G9D7mRjmkkB8RaoiCJzFYlISLIbCVJkiJVlAkwFNCLA1ZDKcOgZ0ENW6ml976o5EBnz14shSgsz9BKq/IBufVC2F1YcqakoIQipfRKgKFJOwTRq1KBU+EyKpUGqccIJkmRpiiKoKMqijI5OTkyMhKJRCYnJ9vb2/VKcFVVR/V9n44JFmPLssA2w1QWi8UQvTAr3/fpPKHwt8nrVJimKYzpeV5AMVZVn0vj4kM1DUgCpHGdB1cyxoaHh4vFomma+Xx+b2+vubkZgaFwCd+yLJWblOiuBFQU9aK2VfXhCR47RakEooW/KdKJoBiHjR1mpXRJUDEmkjDAm4LTrFXxQz04UlA5IH7rcMjQ/hJXjPGnEgyIwohm/ClJUjwej8TjceUA3os2T0EMOFzvVUKxGfAyVPYQhBOB0yqkzI3CdaSD9F4kBbrpKooCZVOpUZr6UYBWqM+DkaBlxpVYqvdCB8FjJMQkA4FSlgVMjyLNsqzJycnu7u5IJDI7O9vR0UFfFtgmAgk2CKrWGoYRiwU6gGJMHqrHojG6ZYARC2EAuxIVrfGhmq4riqIyNRqNukFlOxqNOo6ta1V427atqurw8HAikejq6jp27FhPT4/E4wRtuyrwy3IgfhvW3zRNz/WE5aXrr/GCPnT3FGwZVJGRa4XHAlUgL9FJpoTEvbuU0hgPHDqI03DqrUJAPbSgB2XFFDKCPCsoxohBKWifQvQCTGKxWMUKTdVlpZbkLMuyJNewjzOSdSUH1Voqe1BwqqS0L4oi9KtowaJnWq18IGqFBvyL3h2r6m/UKpk3ASnXth3btqGAs6aqJokHVoiGifIkGKVQgQTHDArG2AFv0XXdth20GFcUY9e1LGtmZqa1tVWW5fn5+Y6ODtjgmMpM06qYqQwTZkXxDA91HIcKxsDwUe41dN1xnCjnnNgB2TXMCn3IOG3P8wzTRJ0iGo3aXGswTBPEdeFNAcBABiMjI3t7e4ODg8CZTdMEuYOK67jL4IvQ5eXrX1XgrWCAF1oiUPY2Q0VCqniWA+pSmJBkrveawVRHnfsmKa1S6tVq+Zxwg1C490slPmTKe+WgqQiRSZltQLSuJUvLvEWj0aoVWg4p0EqokJV6gMcIJ6fXCkYLM1u64QniisYzzukmKlgX6WeDbVj4TjRuXuHB+pU9QpFVTRVcGmYwm0fldlRkYoZpxoIqaIXog+IiJTgQQSkTQyl3dna2sbGRMba4uNjS0iLLMlMYSM50TMuy4vG4Q9RaOGIHBWPDMOLxOOKEMea6LviW8aHxeNzzPMOsjOk4TjweB+wpXFwPP9R2Auw68FBdx1lVeKlhLC4uQqgJcCTf910SGmVZFixFVXImu5LCfWOIXpRlqB2LfiCUj/Ra8VsKF7ZpeCZl10hplGxkHhNC1TpKijKPCaHYM4LhWeqZmakpyuDDHYJeAZUSCXkORGIdxHtxXEy7xQcLsnTYaqcHk6qNUNE5KtMqZ3BikGmYNAFQVVXbEfVewSEU9FhUnLcWiWoMC8YgcFJtsKbzBr9lhWVxGVXjzhskeqBgCMCSJGlycrKvr09V1bm5uebm5kgkYhomhSJQMDUgARSpv8dxXKr3apoGWMWH2rYNSEN4AxStSuUAxTRNPx4XhO3QQ306K6oYA7xty2rIZguFQnt7+/T0NFjjqJMZXV+M25y5m7qCHG6Nqzrk6GLKXDGmyk5YMXYcxyCFKS3Loqo1tXshVgWzlhVMbNKCyapyUDEGrFJWJEnVeAeEGa4bwpuiVwnavaSgURoVWOXg8KwKgMPoZaFIyYMkZ3g3pVZtDa1WxQO8ovHUENwgdZJCpIRO96nA2zCx2hNKREgrRtAhpGmabdkIeIWXuaLGXsEhJPhRVG5hFpw3qEDCvk59M7BBUG4AhjGHVLqamJgYGhqSJGliYqKnp4eRCBBYN9d1Pc9znMqYKOWipwSInoOzkmNMZVQQ7xF7YBymHWBMfKjKzdr4ItgBsIdjomit88IGE5OTQ0NDvu8vLy+j7MPOwE2Fqyc45OjuaWL0JRGtLZJuYYS8gIJ9RA8Vuw/zCUETrkmcglmLmqkURYELCJlDJGeKVUGexfHDPBVlZJkoxvF4POL7/kG8l+IZty6EKz5MDnmMFG7HQtaqhiIljVp1beiSGYZhBvFclZy57I0WC8aVN+FD0qhGjbo0uN5FWavG3Z6IXj2YfAsdMG+B8ZKugrcWeRR0QB01Eol4npfP54eHh6empiKRyNDQ0NjYmM5dL/DJicW4AgPP81AaB2rzfR85JwAeJGfcRKiZGlYGxqSzikajJt8ywGOEHeChqGzjmFStdRwbXnZrawt45sbGBkgZjLipqElPcFPh8uIns52AFwBuoR0sEr+lcHdaZVfi9hEnmNgEgEf0wqZMRWsjVN7QDFbwoYox3lJT2KSsFfEsQCaMKaqfCjCUq6K16OutADiRSFCmrIQkZ2EjUUM2t7Dee7jHiIkFIiE1JBDgVjEeHuoxskJhd1RH4oKxWHGicguPaqSAFxQzMBdZUHtNUVRVBVQIvhlq3YVzXMM6qqZpkUgkHo8Xi8WJiYlsNruysiJJUnNz88LCAuVIUOGZjgkFn5ENWpaVSCRQ/WOMwXGy9KGJRIK6iKPRKNV7dU2nHRRFcV03/FDUe5mimKZJtXHGKn4sRVFGRkYghMPz3LW19ba2NnB40E1HqeUbs20bOwDZUGucUlWMq9+U7pVyNS1M/OgonDMenqkSQqIjKNz1KCjGFHtmMH6LkbwlJG9BMRb03rBizEXRKugOUYypLC3xNG9430ostNCJ8nS1lseIzlU7wGOkBPVeulcJZj2z1pFC1GsKElFA7yX+XoXUVVO565/KaTJPIaJYBSWqaqPimht8e1VVUXpUVVWu+lGqdmwQWfFjg2IsiNaxWMyxHV3TJEnyPK9UKg0PDwMAlpeXGxoa4vHExsaGZVmIf6r+wQbhVZkzg8OdqaEbTFBUtKYdNE0HuxeiF1gxDREJPzTOFWMYE1gxfVPf9x3XgXXe3NzMZrOmZWqa1tLSUiwWATPURQes2K7GhAaWV6nlkKPbqxyKVBW+qRz0Airc9WgHE5vsYGKZSurOK9wLRcHJ+BkRVLSm/ZVgmSeJnFRM2Rv2D+m9NfKWBFYMt0DBQCkU8hxDK7R8cKQkysmMeIywA30ZFoy1YryINpVeqC7ByKFEjKQQ4RoxcqotbuQGqYrGeGK3IDlTnmaQUD7GfVT47bEDlZxty/KIB1jQe1UeWYVPAbENgaRqGui9wE9g49/c3BwbG4MpRSKR4eHhmZkZXddXV1czmYxMLGE69xjRJAQQzgMeI8OoygiaBqyDBo1gBxhT5a4anCdMOxqNOi/2UFwcGBNTgsfHx2dmZgzDAIuRJElHjhxZWVkBute4v80hiQ0aX5yqqczgcabEpeQ4jmWhyBAo0Me49lRVbVRNcClpwcQypBPagUrOTGG6rhtm4HhkPZTuRqlXCZ0lQOkf5WQtGAGBkDmIRyqHHr8k2LECoZTs4FgrnC5jjPPaGjlGRqjo3CEeI6VyIFiVkbIDKqcjn2S8Kg1YbhQiOVNuLITyCfkAgkMSmS3eAhZjtOUAu67Kk4yhPIm3uB46bzSmqtDB8zydBwxMTk4uLy8j/SmKkkqltre3Pc8bHR0dHh5WVdWP+1SXjkajvu+j3muapiA5g8UYJecKY3QcjQdOoYyKmyM6hHEpqEMIOqBYy4LiOq5VPB43TVOSpEQisbOzk8lk6Ge1LGtjYwPizISHwrsLQWMwZjQapS56XH+FB3igbxwXh3awTItqBGqwigjSCcpoSEhBC0tAtDZIFRc5dGIW7hECNxaETT2UdScoxoI2ykKxlmFuTH9WkhmQqqhETq8IkrMcCiVTBY+RXMNjRN8/LK5otEaxLCuyeIgBC6UQmcHQCyVU/MHkdTB0Ej8YVmKp3guaG7Wa+HGf3gLqIiV634/HotVbHMdJJBLU5tza2rqzs+N5HpJOPB43DOPI2NjU1FRjY+PKyorruqZVFSKQxGEE0zRt7oKSeNI/tVFFo9FkMoncGHRvlIRhH6QqKOMmAJ3nLUqShFsSXAH8U48ReqFheZeXl0dHR3UexsAYA+AlE4lSqdTc3AxiBfUseJ5XdVOziusLjVKyLDuOU+kQjN/EDrC9WuFIVZLxL2RT2cHwWEbqziMpOhy9QP9CgJdGDKgSyZBTicfYrDzxMI+xoBhTBEm1CnrQn1LIYwx7aCWUUglJzsoBHiP4qQbDvulOowSPcsUOwvaG7FoJnTmkcL2X+mYxnIMKUQGPEXc/MO56DTqEqok1cAvwaieYzeOS5HvB0QIfXoi18jzPi3oYawW8AnRaWZZjsdjw8HCpVIKadQr3o3qeB/v3xsZGX19foVBIJpMAG9h0fN+Px+OpVCqXy3V1dQ0NDY2Pj09PT09NTc3MzMzOzi4vL6+srCwtLS0sLEAp6c3NTTjxaG1tbWNjA35CwZ319fX19fXV1dXl5eXFxUWorQOHJ83Ozk5PT09OTk5NTY2MjOTz+ba2tqampoaGhlQqBYwRiJKKoJBCuLm5Sc3aFT+WaUYikaampmKxOD8/PzU1lU6nFUXB0lmoy5iWKcg+wvprmoYfiH4yaqpweNanyt1UQAZV5sxr2YcJCSitUmZMr2ptNX1OglFaUIyRn6GNqio5B8tXSAdYgqnAi1gVmDOCFNVg3/cDVmjEJ+XyFL1K6NhVJRjYrCgKUxktaMJCHiM1aKZXQ8dYa8F0k7Baq/FaLcgGDcNwHNfgsh9+e5T9DJLuw7hftEI9aqUDVUFhhIrkrKrQAbkB417QWCxmBapt2KAldnR0LC4u7uzsLCwsAK5gw6IyqiRJuVwOsuTn5uZGRkZmZmZWVlY2NzeLxeLOzs76+jqgFApWjY2NjYyM9Pf3DwwMtLe353K55ubm1tbW5ubmbDabTCbhRMJMJgPwSyQSsAtks9mGhgYoage3dHR0dHd39/T0dHd3w+5w5MiRycnJycnJ+fn51dXVzc1NqJi1srICh6SNj4+3tLS4rgtJMKVSqampiXEzh+CmkiSpt7d3e3t7amqquL29urra19cHhy0hiTs8JhQlZ6psa9wLhd9UD3rsGM/6qukFVIhLqSYhISnawcQmneQtKYqiqjVKJgqGLj1Yd5oFvTAKV5WVoDYa1k+VkGKsEGcQ/qR2rEBFjprbgLBPVHcablIX9N4KVtXqy5ihY4qECBjBEqiTonMKkZx1IiN5oexwwXkoVJywbdsLlqSoQJHHhFiWJShmIC5i0BLIvTRo0Y/5sWjMtKqJsr7vt7a2zszMFIvF1dXVfD6fSCQ0TV9cXNze3rZtOxaNRaNRi1Mk8IrBwcFjx47t7OxMTk4ODg52dXU1NjaC5wnVRRRrLdu2iXCu8mQpVFUsniGo8KRWNErDLbB6hmHIPLjHIem+kNgIZmpgd5lMpq+v78iRI1A6B8qGFIvF0dFRoCHGmOd5iXjCJjFhruum0+mlpSVFlnVd7+7uhtI88/PzkLHEgzE01GWoH4vxoLGK5iLLOglERcEYNWeZh2dSK7Rpmh4pMwLzpCPoJPMR2BHl3nKo4ocsy4YhFvQQFEPYIyg4jWAReYCMIDkL6BVEaxYqhYfcuFpWVglaw6SQdVsJeYzUUKyVoPdqwrEmCgt7jCxSd1/hmV/UVOgEq4GjARk7CA4hUIyJfbIS1Uz1XrrTo2DMmbNiGCZ1CCk8wJBKzpWfmg6CcSaTmZiY2Nra2tzcHBkZSaVSQDow4Ozs7MzMjOu6kE0BuyR6jBVFGRsbO3bsGJRZRlJAAzKKDOCbtbhDCLRxGmsFJwADnmGDqARCcxUAHko9RuAQpho+2REqFibYxYAcoZTX6uoqKJB0p0MpNxaL6bqeSqWWlpbA9gFfMBaLDQ4Orq+vb29vT05OZrNZ2JhMWicw6JDD3TMaCkSn0DJI/CYQks0ztOFwYz1YUEXmZzKjaq0GfZMSyVtC0dIi6W4Sj7XE/ULi56erxOYsOJkCovUZlMKTZVlljLJiJagYVwCsBAsFCIK0dECOETWp4U+8S63tMRKLzoU9RpSRmsFYK8MwrGBhdFCrkEANEojHanksTJ4EQ8VgqneZpuk4VUeLyj1GDj/JnipR0Wi0v79/dXV1d3d3ZmamqakJn4KGblmWx8fHwaijclmd7ghAXpAQ7zgOmDeAveAmAgMCC4JpgC6N/h6QPxHPfIRYLBZFjxE8FMcEVOCYGo8hIx1MwaQny3Jvb+/W1pbrukCvMCaunm3bnuvCdjk8PDw9Pa3zGp0gNUCfpqam8fHx7e3t9fX1oaGhTCZjGAayI5scXsEYQ1MF7lO0g8L1XqouWcEC+jo/kxlpzzAChzZrxDeJzJmaqViwUESYvFFODiNCgAyytwqm1EAHNeRSEpgoC2rClaqUjKAcn8SCGjbVchUea4LP1nj5AoEbI2vVNM20TE2r4hn0XlQt9GC5ZhbwGDHGlVLq2aMeI86NPTQnIgyoSdnzPNf10GolSM5aJX5QDFpE34wkSaZpplKpvr4+UHEXFxd7e3tjsRjwKBD4aQqBLMv5fP7YsWNgxwLswYm+uMvAnjIzM7OxsQH1FZBzQodYLJZMJnETMQwjmUyiiwimTccEboz2XnhoKpXyvOpD43EfpVbYI8COTR+aSCQcnpYkyfLAwMDRo0fT6TS8iOd5aG9nJKpEYWxoaOj888/v7++nHxHm6bquqqogzLe2ts7Pz+/s7KysrPT397uua5iBQqK6rtH4TfimsKcgG/A8z3Gq3jUzWIJb5ZWGkGw0nmaMnIM6mRWe3xZ2Z1LJ2TQPO5BJ4dGX2EEJWqFlbvqizFbXAxU/WKighyAjy7Icj8cjyWSS8mi1VnYyzkwKeozCWJVrhZIKHiMmVGNXqvIMotdxyYlhcrVAJO6IVQOyEkghwu9Eo/8V7iblflQGHag8qQWzeRiPajIMA3XF/v5+OPhzeXm5p6cHQ5qQVnzfB3euRhIb2tratra2mpubJUmKRqPUnavrOkARWPHw8PDRvaNdXV0aP/lN0zSwTlEul06nEd6qqiYSCQok0zTh4AV8ET8e5/CuyKipVCoW89EZ7nleKpVyueNa07RUKgVbGxSyYIzlBwePHj3a0NAAcj64qXD1YE8B67okScvLyzs7Ow0NDagxaZqWSCRQrZV5QQXARkdHByB5eXm5r68PXG4g0lOkgfMMyUCvuL5teC/oX1EZgooxlZwFxdh1AolNAG/soCiKZVWDdlE+oicVU1YEfJLK3hI5kAkxZRiH1YinorUkSZFaDuHKlwUrNOW0lEcroRwjKidLoWrsCjmfBhcIPUa4QGawtobFz9pl3EZlWRaE5inEE4CfTSPHmsBrgARlBY0oxGMkimEqz+atujS4Ykx1aaCtRCLR398P/LZQKAwMDACTNE3TcariOhATkgtKuUCmGxsbxWKxsbERJXxVrTiEkV3Am/b29h49ehRjtmico6ZqsViMpu8ahhGPx6krGxRjFK1Bc8adi3HFGAVjTdN836cdwJ7EK/iojDHdMPr6+o4dO4bF9yD6GvcUcN5i2Fkul5uenl5aWqJKbCWMnJsAwEZlk5IAEDTS29u7sLCws7Ozuro6MjKSzWZxA4Wlq3oBTUuIfsWPjnKyEyzHBSMgODVSDo3x8EyLFNNjtXLRw8zJCJZMFcy6gAiqGFPir8kyVVVVRRgGkgoZNWLRUEoKYCWo9ypcTaVXNOIBVkjJSHx/LXh4gsbj13BN9QMOmEWkwWegHiPTNB3XRVIALie6H7yozUtSQAdO9KrG/ROoT+o8EFLn54m4rtvV1TUzPbO+vl4sFhcWFgYGBtLpNNhyFUUxTIOqoKBhogqKj4hGozDm8PDw0aNHBwcHcTOGLQOZGMzB933DMBKJxOrq6traXKlkGQAAIABJREFUWlNTE5As6qhUMAbLDfA9IBqwWuOY8OLQAeZpmiYIxvhQ6ICeLZgV5eeMsYGBgWPHjgHvhVtQiIA3jfGgMUmS4LSn3d1dyGrAW6BICOTgwTxdUiSErr+iKNFotKenB+wCGxsbU1NT7e0dyWRS0zT4QDopuIlkRpNVUFU2SICXG0xsMsmJTYyUN1SJUca2bcyHUflRAbQDxT8jp0+jaG0cXNADtUvagYUSdVmtg4gB/FUrNDugKh1eYSGPkU4iRXG70okVOvx6TuiASSqCMl50CgGv86ga2gHNqvAImluvhOq/aaGKEw4vSYEEinKa4zidnZ0LCwulUmltbW1sbKyxsRHMG7hzwzpg2BNciUajqVSKSs7JZNK2bfjqzc3Ni4uLGxsbvb29lmXB2iaTScCJypMQMpkMqKCw2nAC4NTUlG3b4N3BE8ngFt/3QZZGztnQ0IBZRzArGBM+CgjGoEtDB9dxs9ksqpQgGMPMGWORSETTtInxiaNHj8IhZgCtVCrluq7O9d50Og3oBZJqa2tbXV1dWlpKJBJjY2PZbLayvJoKyo5t2zACX08FTnjBrwzfFJGZTqfHxsbW1goQGQIWB5QXZJ6l4Ps+2udR2KbyFC3Qp/BkCcqNkdKAei1e8UOgXkreVPaW+emnCBk1dFKxTtISqZmaKrCHyNJhM3WlpA6wMgp67WV5jFCWloPV2BVyrAnRRsTDPpzgSdkWKa3MeKQU9RhZVlWIAvoTclzgs9FtGCVnlWSoJBIJMEptb2+vrq6Ojo5m0mnY7GVZFnRp13UTxMIEei933lRdX7Ztt7W1jY6ONjc3b2xsbG9v7+zs7O3tjY6OgrJN/T2+72N+H4q1IFKi0zWRSKD4AyPQwAkwjFFpHEMpYXEsywJOix2AFQP+8aFoYVJVtbW1FWq4p1IpuHLQQ9GNDKmFKysrbW1tExMTcCZLW1vb+Ph4Op0GwzVyOXgRwQvluo6YdWjZQGye53V3d8P2urq6Ojg4CKcCAZ9ANlCxhgTzFsOBA4LHmIIT4C0YpdHZgXqvFUxsEvRewWqtBCOlpVD0sRwKTxZ4KkUvGrESiUQkkUiEJOfqnSgJq1og5YLasVRuUq8sULCsNpWc4UGMMV03TLPGUboIRYMU+0ZZBYVtxnNcUAzWNM2yq0UkGWOmaTmO65IUIsuyPNc1+VGanueBE6hUKoExGdgXThtcSoJaiwEGmqYZxKWBX3FgYGBxcRESfbe2thYXF7e2tmZnZ4eGhkqlEmT/ouNK0zRID0BpHCznMBP4VACkvb29kZERYOCGUSnxBS8CmyOYAGTusaRbG4iXUX4moEpq5YEKCp/A9bxoNNrY2Dg6OlooFPb29qDYgMyDZwJuKscBhRz1WN/319bWCoXC1NSUqqr5fL5QKEAw2fb29tjYGESntbe3o+xDkaNyjx1uZChaW5YFB1YynurQ2dk5NzdXKpVWVlagLCZdCofkmSCdaEGXErIBwzBsu0ppaqjuvx48KRqvYAf1gIIegi6p6wEnK5Wc5VBwJTugoAdVjBVFSSQSFSu0zJuqqqqqgftb5gZxVVUVVrVjCZJz2GNkBUt7mmYg+lTTNMcOFFuni66QOgwaFl4KbqJasFwrane2ZePWHo1GPa9avRF0afgjl8vh5+/t7QWbJzBb3GhhBMxbgBvRTI0bM4h/YKBeXV0dGBiYnZ3d3NxcWlpaX19fWloaHR2FI38jkcjc3Nzi4uLU1JTruoz7sdLpdMyPWcTmlEqlESeGbniuB77Tubm5jY2N8fHx5ubmxsbG5pbmzs7Ovr6+0dHR0dHR7u7uXC6Xy+Wy2WxrayuYnWHf9P1ASQD0QoFvuampaWRkZH5+fmlpaXt7u1gswgmmu7u7nZ2d6PqqSM48qRBt48CUfN8fHR2Fwwpd15V5IFRTU9Po6OjKygoEaReLxaGhoXw+D2b8VCoFYQggn1NxCT46zRuBL+Ly6ghgqujt7Z2fnwc7RUdHB8reqKNGg/V0gZCwj6oGyhuyUFl/FjyxTal1UjGFN9UlUcLXKpJzwKVEeaQgOYdFYKVW3hILW6H5rlCDy4clZ5TyBaOcGTzr0XEcw6juXkaoViBgFQUeIxjgqgZDqWRSFQ0XHdiLRSqSxoO12kBdSSaTo6OjW1tbGxsbR44cyWQyaLWyeGIdWsISiYQfq7AXhcf6WZYlSRJk6nR3d7e0tABfHRwcnJycLBaLkEUwPT3d19fX0NAA+idubU1NTbu7u294wxt6enoikYjjOOl0Gl2voE8C8DRVVbhi7Hke4L+lpWVzc3Nvbw/CpOEo4MXFxdnZ2cnJydnZWQDh2toaxDxCpAT8XFhYmJubgx0EEiHW1tZ2dna2trYKhcLKysrGxsbk5OTQ0NDOzs7Q0FBTUxPsO4yxRCKRSqZAugbqzGQyaEuTZdm27bW1NZA4IAkJPEagz8NytbW1jY6MQmR4oVAoFotjY2PT09M7Ozutra0tLS2dnZ0QH4LKNi3HYQTLjKBgjBPo6+sDi+PExEQikQDidD2x4kqFKrgJJho8tNl1HXApV9Q6VaXFsVHY1knFDypaYyAKlZypWVs6oKAHRS8LHv2HsjT+lMnhaZW60DU9RlTvRSlL4LR60GNkHlBbg3JaywwIJ8L2ZoYqmNGEISWUj6Lx2ACLhPJ5wZO1gHqWl5dLpdLMzExzczNNMGJq5fA+RC8wc0hAVcjZXACniYmJjo6OI0eOQPTy7Ozs2toaHJM9Pj7e1toKFiArmAsFVhbTNHt7e4vFYk9PT0NDA5pJgTMgT4PvBzpqNBqFFQaT7Nzc3ODgYHd39/r6+sTEBKQEDQ8P53I5SO6Dw8cGBwc7OztXV1dnZmZGRkZAF52YmDh69Ojy8jKchDg1NdXd3b25uQmF9ZaWlrq6ujKZTC6XcxwH98pEIolVgRQwAVTcuRVp3PO89vb2/v7+jY2NwcFBmHnUi2I8BkrFQEW+7w8MDExNTa3zNjExMT8/XyqVOjs7BwcHh4eHMZta5ucSU4ELWTF+dNTR4AMVi8WVlZWuri7LtNBqHQi5JWX9kTnz71UNz6SkyPiJTYhekDQpvHVyhiYigqJRI9FaghdWPjhvSQ2d1IusuxpKqYY8RoLVSgsVHxCkfEHvVYnNneu94lm7gseI4plxhxCNqtMNnZqpNU2zLZu6cw1eOgOkLF3Xe3p6tre3t7a28vk80KVhGK5TSQfVdN3ihdGROOA7wYLEYrF0Ot3Z2Ql01t3dvbW1tbKysry8vLm5uba2Njk52dvbm06nYXDY+B3boUHI4AWFPHjG2PT0dLFY3Nvba21tVbg/AxJ60TfjOE4iHgevkqqqMzMzK8vLvb29Gxsbw8PDvu/ncjnINwIe7vt+Z2dnc3NzMpns6OhobGzMZrODg4Otra1w0m9jY2M6ne7t7c3lcolEoru7u6WlOZVKtbe3JxJJnQd4QVoILA7Oir4IuKksy1LVSvzW3NzcwsICpCXCzH3ft21LI74xj3iM0LNqGEYqlcrn8/Pz87CYsBuura11dnYuLy/Pzs4mk8lMJgOGcYnnb5jkgEXGvVCwdNDHdd3+/v7Nzc3t7e2+vj6wsaOhC2/BEdRg/UMEJ1XidF6CE8mbSs4s6DGVgy4lJWgqqokpSZKUAwp6UPQClBRux6qEUsJtjFit8FWRywt6b2WuarUD1ftZ0AOOkvMhHiMjeLoXw6JzpLYGWhfhCnqMqN5r2zZ8gJ6eHpBpu7u7DcMQBDMYwQL3A0/fZTwmaWhoaGBgoK2tbXd3d2FhYXh4eHNzE0wyhUJhZmamv78f3JJKpZCaaxgmhDp7ngfeHZPHOaZSqWQiifGYjuOAiNvT0wNGqXg1UkoHOshkMgB4yLzd3d3d2tpqa2sDwxXjAR6gjcMc0D6Mb4riIuxlMCAQaCQS8TwXNgjG/e2gkeLmFY/H0+k0Rp6ChE/cVIplWa2trcBLFxcX0WpgWZamqYypFR0haLGnHiPUMCG8LJ/Pz8zMYA5zoVCANKaNzc2GhobR0dH29nbXrUwbNWfBYwTbELxCLpdbWVkplUpjY2OO44BbAeaJwZUojaOgy4J1pxVeOgI7KKGTimHnQvTKwfCssGIcxhRyY+WMXUqKoqRSqUgqlaKSs8BplVoeo8ODUbRgEW0ldKSYyo/S1omh3yWVcdTQwQg2Vk6HkFc1dGKQaYC0qWkVrgtn2ILkJvOwO4wWQhkJtN9sNptKpRYWFuCsE0h/n5mZKRQKkBM7Ojra2dmZy+Xw9G1JkkweP2zyM0eSySSwLJTGAYpA9CovMZlIJNbW1kDzbG1tdRzHtixV0xhjMBlMVNJ1fWlpaWVlZWJiAji8ZVnUnqSqaiqVgvwnuGKZVjabRfuwqqrAqLGDrus4K9i4Y7FYNpOlwdXA99CW5jgOeoxhwX3fR716YWEBmDPdTyEV2fM8nUdWgMcYnWfV+G0eZ27zCtupVKq3t3dychIKFYDYD7p6d3f38vLy+Pg4WMjS6TQEkAA4bXLYDZSMcxwH/PA7Ozv5fB7IjDKSaLAUqV4t6KHi5kjBqZIjIICQrOBJ8YqioI2WsjcqOZskUwJZJuW9gmKskBrxaH4CcoqkUilGrGGUG7OQx0gLFltn4BAiOUaCzZ3x0hkBj5EdyFKwgoUaUCIi3gXLc91qpL4GNcqr3h3g9qZhtrW1QSWKrq4uKHGk8Uhdk8czgXU0Ho9DCnsul9vY2FheXh4YGFhfX9/Y2FhdXd3Y2FhcXJycnOzo7IjFYip3XInun2DYk+/7NKoJIkYSiUoSAuwgAHig742NjVKpNDo6ClqMVklaSGGkFFhZFhYWJicnoQ8o/HQciKzwY5Wi0K7rJpMJxB5YzlOpFPI98HtXoGVUZ5WIJ2zb0lQVdjQsxwH8CsKtEfCe57W1tYHVanZ2Fr4XigC6rsMm5cd80zQZkb2hA/Jq6KDybCrEP1iDQIFKJBKdnZ3j4+NLS0tbW1vgmp6fnwcheXV1tbm5eWpqqre3F8NpQMRgPHYSNr7GxsZCoVAqlfr6+hgPU6GUxvh5V7ZdOalU5WX9qVHGIsW0KHkjvAUPMHwFyt4F3qvxhhwRfyL31oJGaRStiRWaeIwongUubwbDmLWQx4hqDoqiaJruBOu5WsHyghXrglVdEbBCVfVeXhgdPXsWKToHCDdNE9LHi8ViV1eXzr3KGvc32Jbd3t4+PDyczWaBDvr6+lZWVgqFAlhugTLgxJNsNusEz1IBcR3iBw0eCImhVJpacRFnMhlALxCx7/vIKkEqAb6HxttEIlEoFCCApKenhzEVoi8QBq7rxmKxiYmJ8847r62tDQDc29u7trYGof9jY2MNDQ0wVQA8MFv60IZsQyIed2xb5dEaYNlGtRaVTJU7z7LZLKAX3hTit6BDJBJJJpNbW1szMzNra2sTExOqqjquC0sBtAFjVvi5WqmVB0uh8cwnSJZAycV13aCbSo/FYlFix4Jdw/f9lpYWsIFtbW1tbW1BMZPNzc2ZmZl8Pr+7twfhX/l8PpPJgD4FPA0kJtjiV1ZWkskkcFekNJVHU6NgqIdKRyD1Iv1T8pZ54SGkf9S9EVNasKAHSrhYTIuxSkEbnLl68IEs1VhoFqqgB0xDJVGdZrC2hmEYphkIRkGzHnZwgrU1aPS5zPOw6QKBEYXqM0JcjssP70HAu647MDCwu7t75MgR4Bhoz5BluaWlZW5urrW1dXFxcW1tDYqegmBcKBQmJyeHh4e7u7tT6TSoo7AxC3nwvl/RUTVeK4vKqIwxP+ajQwgWKpvN0ojiaDTa0NCAVSY1TQOnSCwWW1xcPHbs2OLiYmtrK9gjYFdKJpOpVMo0zdHR0VKp1NHR4ThOS3NLoVBobm5WFCWZTKysrExNTcG+ZppmY2NjMpl0nIq/JxaLNTY2wkNhU8+kMxzeFUba2NgIQgQgLZlMAbx1o2I8b2xs9P04mgmy2Wx+YGBzc3NnZ6evr09RFCjcQ+M3Qdg2ePwMqBU2yXzIZLPVahs8fhOVUtiOo+Q4NZCYwBYF8dXgOEgmk+3t7WNjY5CJCZUG5ubmwKU3Pj7e0dExNTUFRaMAJyB8wmnGUJEPZG+QGmCSMq/44XmeaVZTgt2DTypGTVBQjKnH+BDFWFEUEPi1UN6SoBizYN5SBcBqMFKS8aQFQXKmXB6kAjpX0xSr0gnhLDYvq81I0blDPEZ2sPYybJBCgEc8HociUpCkimbwRCIxPj7e3d0NXv7l5WUIEpqbm4OQoFgsBjRtkVwoxiplEys8TdV0XQcCReYAQh2eYwJop4GQEPOArheYpCBaQwfHceAtoJpHsVhcW1vzPA+KTsEIsixDFYvGxkZN0yYmJvr7+yORCEglgH+wBYBRGrVWkJNRKAUrEe0AAoLv+7Zl6Zpm6AaMgMGVFeHc98H7LUkSbCXLy8sbGxvZbFbTNN+PY0K1ylRYCvRsW5aVTCZp9CX6xnAjE8IzXZ5NBXBVWaV0CUptFj8mTuN1hYC0IK6zra1tbGwMRKqVlZXV1dXt7e3h4eF8Po92LDBlp9NpsErGYjHGAjXfFX76MRSyVbgJ1grG+VqkmAzIHYZZRYQePLhUkF7DmEKsCjDEn1Kt4rDJZDKSSCQ00WMU4MYqiZRE+dswAiWwqdyvkMhnNeQxUokdv6bHCGoUGIbhEDyDVOyRo7dkWc7lmnZ39yYmJjRuenVdFwu1FYvF9fX1zc3NxcXFfD6fzmTsYO4Yyqg4MfDWIjhNy3R5No9B0n1AGwRNxiXZPNgBo6C4UprktlkNNExk13DFtm2wmZdKpf7+/t7eXlQ4I5FIf3//+eefPzw8LMvykSNHmpubdR6pomnayspKc3MzGM9hnrque64LaIR5wqwwi1jnSUj4FNuyotEo8j2NZz7F43HLNBljDQ0Nvb29s7OzR48enZubAzMvzVvCN8UAD0AatYRBZBV2AJtCIlE9BcK27VjMp5uj4JAzeclOi8eEgkUDwzkVRVFZRU2DIDBAKaRzdnR09Pf3NzU1gnkfNkcIOEO1E40dlLXYpOKHwk9go4ohSM54+jnlZwgZwUWsBzP+1dDhYTglwaWkkGMVkslkJJ1OC9tATY8RytIo5bMDPEZ6sBQgq5VjVPEYVR1CLl0yTdNjsZgTPPaWRl+Bc+Xo0aNdXd2wpzqO09LS0tPTA4lEhUKhUChAeSqVR+fTSD3QBhOJhONW4zfATIp+FCHdxzAMYGJox3JdFy3G8BXT6TTqcsBsQXKGMXVdT6VSlawjvaKCwggwvbm5uaNHj55//vmTk5MGD2MaHh7e3d3t6uqCv6empmD1ZFmO+T4c0ULz+xzHaWxqxC0DzL+g1iKQGhsb6YvEEwmIG0OcgLoOXzmXyx09enRvb29zc7O3txe+MgjGKJjYjp1tyMb8ylLoup5MJtPpFOodMCbFHvjYq7ZJ7qZC4yV4oXD9Qe9AzQV4Gp2DqqpeNArSOxAJ5OvkcrmxsTGIXYOggKampkwmA8vb0tKyu7ubz+cB0oZhUGM746UjdBK/QfU+hTtZEJwqL4VHIYMdpFDGP+qnVIE1gpkPygFlpRMJfrgZGrHCei+VnEGI12p5jFC0sEmOkRryGJm86BzuXoLHyDTNaLR6fqzKD++xSApRf3//7u4uZKjKipxKpQqFwtbW1vT09MbGxtzcXHd3t+u6KFOAQZjSClacAIYPRhSkYOgA8qTGnb2U/jRNA+cNFRep3gsyKthyYEzDMBoaGijBoWJMfTMQTlwoFJaXl6enpz3PGxgYWF1dhYC5VCoFoZrpdLqlpWV7a2toaAhD00BchzENw2BqRTEG5oxCLOi9Fk8qbmhoSKfTUa8S9QmwAQkW4romJych3yMej4OeQr1Q+KbRWGUpDMOgSwFKbNWsxZMEaQeQ8KPRqGlWTJW0zAiQL6y2SU5sqloZFEXTtIpLz6oej4zeOKhKnc/nwXUHlUNnZ2dd1wV9ZGtra3R01OSBgIzkGFJwWqSKEyVvBKcerAyl8HoVGneVqcFDw6VQKTzGYy2xg3rwoeGVUEpZlqFMvkaM19rB5/cyUnQu5DGqasIaD2fBDRLgjfSq65Vq7HgLCD8OKbPkBkpGMkVRent6SqVSLBaDAuJQugGKm09NTTU0NID0ovMsJQjecEkxN0ijQasp6L00qR38Q3gLGFFQtAPfDNXlQDFOJCrR1GANhhqRqPciy4I1BPESxwTvDtTWiUajExMTpVLpvPPOGxwcnJmZOXbs2NDQEAiQqVRqcHBweXl5YWGhp6cHVQDTNBOJBIxJle3KQ00DZAoqz0P8JpbCUivlo9xoNNrd3d3W1ra4uAih1z09PSCjwlYYT8Qdx4GMG1gK+qYgewMda9xjhB1AiaCJTbC8VJARioQAFKO8A/2mKD3RLDEmnp9cPcpY1/Xm5ub5+XmISwXvFGgEm5ubUCuX6r2Cv1OANzo78BYqOavBgueo91LFGKakhcxPTKkyZy14uhKIJwqtyCHLskr0XoWnZaDQq9RKoTKDh0dVJWdNyDGqZgh6wRoo1GOk8tNiqZRr4zk6/J1bW1uPHj0KaieEAe3u7pZKpYmJiVgsJvMkGFSigEajweqNyAZBtYZwXxDMoEM6nfaiHuqoAAzYVuAtMtkMGsMBOSjswaYDYi1s3qZpxuNxzNcHgQqcNzCmaZq+7zc0NKD4p6pqLpebnZ3d2dkplUpbW1v9/f1AoyBaA8midQcfiqwVHooOIaBgSJbAF4nFYtgByCudTudyueHh4WPHjkHWx/j4eDwexw0aCsfTN81ms5SfUzcVPBRkGewQjUYzmYwXrRYJoU5mGFPI8UC7g/BNsYPneYlEVSKAaXikKqBt2z4X78Ep1dTUBAHYu7u7fX19bW1tDQ0NW1tboKrATuR6VeelHjzKmPFERUSEJhb0qKjK1FREGR5yOCrhCoqxYMeSQ3lLlVBKZOIoxAsyuhlMX2aktgZ24JJDDc2BC8a1i86h5Iy7Mtzi8UKqKo+m9n1/c3Ozubk5nU6XSiUIt5qdnYWMc1mWK7n1VjXWhzokVO7SoDZPcAhVbJ6qCsG3nldRF03TBLnXcRzYZRKJBCKNiqBoc4YEPdwRNE3LZrPZbBatu7FYDIKWMVIqk0k3NjbCmIBnxFUmk1lYWFhfX8/lmpC9MMaAZWm86oAF5625rsptOVFe/61SEd6y0IgFtAKwoWJzT08PRIzOzc0Bg2puboaoZqAkUB1RrY3H47lczo9X3bnZbBbhDcsLS4HLCyYAXApYXoQ3jJnJZD1+ApumaZlMJsE3CKYoUVJmBA05iUTCtivIgS2DBlfS+M3/x9ibBklWVunjWZl33+/Nm/dm3twza6/eqqq7qmuvru7qhT1EATfANUCHGVAcEdEwRkXQRpoGmkVQFIRGAWEMxwFZeySkm6VbNgWhQWHGUGc+ODERRkzERP0/PPc9ebIK/vHrD4bd3Lzre96zPM95jiQEN/Ffy+Xy3Nzcjh07TjrppIWFhWazuXv3btd1Mbsc9wBNRZ4Y53I5WzCLcqLm7DChiGw2aximtaZvSWf8LY0hxpQYk/USlYXy3mw2q2pdHf+5XC6O404Ri3aFVV5+VYVZ7RZAyK0pqStCW4M2JxTx6G5Q/rFsW9M1euk84JGF6BxZLx61VCphYW3cuHHPnj1LS0voByCltZQEJyuyLPuezwuYCGsJsYAhhWHo+R5VmLAUKLRDvErJHrIsOH8qSncaAMUBvBIGSgPxHFGGQX6I9BvpIrRycJ++79MBkixnMpne3t7TTjttZGSESgy1Wq3ZbAZBgJJ7kiRbNm8eHx+P43hsbGxsbKxSqYyNjUHHY3BwcGBgII7jVqtVrVbh8cqVShiG/f3969atS5IE9OP169eDHTExMVGv17Hh4klBpSRpW5QA1j4przmj2M4LeHhXZN6O666qGuL9c5IJMgLznaRL4OLy3Vr2iMa57/XZeGSpe35yNptFqyNaqZaWltavX3/SSSc1m82saNkjW+XgJRUdJCGvSUXprBBd5Q6Pmww5PI2hsBIbYEI/Ud+9b4lC67QKLXeH4HRn0poeC7kbMZIEwKOJ0gLsnyNG2poeo06ZnmmvWqyT3ugWnUOA0G63TzjhhD179px00kl79uyB5jA9vJ02wXSirMAPeOSMT0uJGXK5DgoqBOLwE1VVLMsK8sGqyJmQVUXIoHeBN45DZWpVTE6Ko9h1XbBNHceJChGtcl3XPc+j2hiiRxgGVjle9eDg4IknnkhcwuHh4d27d2/fvn1oaGj79u27du0CZ3jPnj2Tk5Ngkk5OTp500kmoG59wwgmnnHLKxo0b0Z2zceMGxOQbNmzYtWvX0tK29evXExdtZGQEdWAqHCIz8oOAB8bIMoJ8YJmmqqiGYayCqfCuOCcU/8JhKiTPPHLmyQ7WAN898RP+TQEaU+SMF871tCy2KmSBOdEZZKGgCA+xcePGU045ZdeuXaTIR4uTwEuZ9S1RaM35G5KYLkAmo3QPIqbiEbcphfE3cqL5icw79+7kSt/3M+CUrdoGsrkspem0MUjvghjxOpZpstiDTV6n2M8kurmcPv8qpiQ+A/0E1thqtfBaUYPFmCwR2ikoiohdVjYMA5ZGNQ9YGjkHvbvHAEURylFlQaUi14pNl1OpENzGUUyu1bZtwmawCfJgG09RLpdpR0D5p1wu0zkNwwA7n86JdB0GvLy8fMIJJ0BbC34S5P6FhYWZmZnJycnNmzePj49v2rRpbm7upJNPmpmZQYPe8vLy7OzsySefvLS0hFGGO3bs2LVrF1qI5ubm5+bmxsfHK5WKqqrwSEgrdEHP7KQASvqklXKF2x7CirUwFeUdyPDXvl46AK93FQrA9ffg4ekAejmUDem6RhuELEZJcoKXqqr5fMAJXiinEYaMmiiSsj179pTLZWQiPO8zuwU9FEXhLXTZ7r6lHJvsRT7nAyKeAAAgAElEQVRSURSru/OBEmNyrTwxpi2AR84qr0KnRaxuPdtVkXNWDI/ppMqi+Z5OrQgdHEpiO9yMTo9Rl/ayIVg1VOjDBkkPTFvm7t27IfWwc+dO5H6ymKWCmBb7qCR6XOgtA37gyizwk7RAZUUJw7BQCAloocIMEYxQuaEoFws0DEPHdhTBteKAkGEY6L/leW+SlJHswThhFSg7464qlQotOFmWoygCz9l13SRJkiSp1WpIKRGAAUfFGXKiF8I0zZmZmYHBAcdxFhYW0DKh6zo69VB+d10XAlqWkMJEPJnL5cIw5Mi2aZpoPBYbmZTP55MkCfwUrdUETEWJMcFUUPZWFCWKIg7n2la6FVJYu6pZCoAcmRaWKW+3UhkKKKdSeDY/ALk0PwDRuON0TIsIIaSVhbW6sLAAEsiePXvoi+eEoIdlWSrGKYmyDk+MO3wPYasEZPBaUidylrsnHHQzpQn+5VUrWbQnZDmVUnknxIicOCXGFLVLOYlXzCkxNpgqHcyb9hJEGpb9DuN5KU5GskFVExygaip6vsHW2LZtG9qnyFeL5i8FmTPENCiJCvyO7rnMEAuD8aJ4qgx0kZQxNIEYEdcKGwQBQmqqYlUgQAiLiXfzBH7AeVFAd2h4giJkA+ic2HTAajBEMzqCw3TTkSRwLTn8g5v0fX/37t1Y4ouLi77v79ixA3HQzp07sYPQRkZPqqkqtkLqMYCL47wUeFpqbKIn5R3/oGfS3gez4fRMz3O58AjeXhAErpM+CAC5gEmRrXpShOs8MLYd2/d9R5wBhW6XdfxbluWKnmE4fKqw8JVmCAl+wzByuRwIfOizx1db5Xt45Iwb46Vf1Kh45AxPqzJCiN7dVMiNrgtSklZDSuS9Uyol5b2U1urd2gKr8l6lmylJuQRZr7qGKYnYg9szZz7jAAFppgcQpLRt27ZarZbNZh3HXVxcjOM4m81qmuqK2VzY6YH3vCNiRN+eqDyKwFE4fxALjko1CIcoR6VLULKHTSeOY4onDcPI5zsNvXgPqGOB8oUtg6gUdEAcx47tqEIhpMSicaAmHIVCjJAPQ34Amqhs28bc7TiOFxcXXdfdsWMHrHF5eRmIA3wvHCOME3heqVTKB3l0hqGWmxbD9ZR92Sm/iVchImeN/HkYhpZlUoYvGhvAMzWwRxBajrfneZ6uCQReNDaoopuKZ0O6pntiTBSltRxDxvvkbST4yh5jX2ML4BAxwhw8wvLyMvx2vV7ftm2bJOT1HDZzR1VVm818SN2P1XHvZM+UWiprpPDWRrh6N3dafSdIiSfGkiRFUZSJ4/gdI2e6ktk9v5ciZ7o5jnfnOFOSNQzZdteYIh45Y9/11owpAryO3ndXaCBNT0+Xy+VsNksxEhUwOHioKAqn8lASxal8qBiTXoSu6yXGH8IZkMTSjpCUkqjQadZzHKdcLgdBngqtCIxd19UElZIHxjiA572maQIVozp2FEXVSpUYhbquQ2iSJ8a1Wo1QKE3TyuVykiSu62Ivh7oVZMBM09y5c2d/f//Q0NDU1BRFLrgosgZFUQqFQrXaddFyuRwXY37RarVKeI+qqqVSQlgX1kClUgnzIarriqJEccRl/XTRLEWfDHlH6lql9O1x47Qti19CYcL0WCeUGBOOBcSeImdEItiDKMOi5Dwn+mEIXfd9f2lpCVmJpmk7duwIw9DoZl9h9RpialQul7PEsAEqSq2ClOAJmPXmTEalzmazstwlhUdlaoqcpXeRwsvn85lCocDzaa27x+j/BzHKvpMau2lZFst7Fab/SpEzD2+UVP+1A5GD1YAHzmQymzZtmpycxHUlSYICm8lUZmVZ9oMUMUrXiqYhFBTWK8MVryIt89AOiXHQjXlg76cYFYglmWIURdgRyBSJtIifYIGmUassYwVjl0HOiXSRF7qhZUWGhMSY/KSqqqVSCfUh3CfMJo7TcxqG0W61NmzYiH7J2dlZIOfoc9q6dSv2wXe8qC/kdbArUVqrKEocx6CI0JPSASrjb3IOSalUguWogjRaLHamRqiqGsdxoRA5gr9pWmaxGAdMRSTMhzyt1XUdH4hWjsv0unhiDOPMZrOWZeXZAbIQpidTgfemA3p6eiDBY4i+xdHRUbTKkHMyxKRisn/HSQdi5oT+IWf154RGPB0gy7LJNJWzoseQ8l5pzYQThQk5U2JMFYe0oZ8iZ2UNU1IRBXRN0wyzU4VW30lsnUNkqtA9J6eHzYxiWgQ8vB8ILwg5Kl4xmBuILnp6ekZHR6FvjodUUxZOZ2KQIZpgOKRBiAXumco/KLTYtp3PhzTvQxfEKcrEUM+kIFYXJCcapwKmJJWpcQAVbzRNwwEUOeuC9kjnRBjMDQN7SpIknu/ruoHwPknKENDDXUVRREwJeLATTzwxiiLUmRcXF4vF4tLSEuR7ZmZm1q1b57J+fbpoKB4EFy2VEmx2uM+klNCTIu9FmzG2cgBIIHioYhwclalURQWcHkUxXi+SCK5tYFlWiMTETsEzVK0CpiLiBwHPximBpy2Df3S5u7FMZjgiL5W5TAMEVtrb2zc9PS3Lci6bkyQpSZJdu3aZYkQOrV5VNFcY3VJQaaGHDbjVSWW1e+S1sgaFJe+tMmlLis/Vbik8sudOFVoR5S9JMDr4lXLUY6R3vLHZ3WNFkXOaCa8ZaaF2T16XhNhq6idTvKejq5TJZNrt9tLSEu0IaMfZsmWLIrreETnTT2TR40Ku1RA9BoQYdRIzAZNQqQYOB1Xfd+vmURTFttOKMYJ87P3lpOyJ8o9lWdVqFcCpIoAWhKC6rmcymQsuuOCVV16pVqu0Dfm+j8CYHGOpVEKwrQlGcb1ehxngnHEcU9yLpQOWr2EYk5OT27ZtA9o0MzOzsLAwNjY2PDw8MjJCcYeiKL4fQALesiyZRfiIITsXLURwa3gVEAbTBFOSUgCoMQX5AAcQClUqleJikV6v53l4Lh7skP3Dnun9k+fkBwCFIuuVZTmlZ9rpR1dVlSjfWGlWOh75HeT1qOZqWdbIyMj4+DhaU+F7FhcXm80mZB5830chg9Z/2p4hmII2G7JHFkFlqtyaviUsFZ7oat1zxiWO7L6TN/Z9PxMEgSq6FDqRs6DgUERusmkUkkC31HdBjCRJgooVx9zeDTFaHc/onW6SxcXFwcFBQq5t2x4aGtqyZQsuiq2d3pHCJoYpotC6Ku8tFAqFgkAsBPzIEcswLJCgBDY1DpMgy+LmjcSYo6C+H3SZt6Ig7qVgO5PJXHfddSsrK0mSIKaCGjPMG2lLtVrl50SOynkRlUoF+bmatu8HAJnb7XZPT8/69etnZ2fL5XKj0bBte/PmzSMjI81ms1KpGClLXC4Wi5VKhbw3LkqbDl2UUkpVVcvlMqW1aN/nByiKUiyVOM/Utm0qAaTvP4r4AXpHRST9ZEEQFEXdQZIkRVVEYcymyJlqhFhIYRhSBIFlwzufJMHfokso1LckVppt277vy7K8adOm9evXk15CLpeDJoTK6AwwRdSxeWKMFjoyIpPNRsymI687BpIVPYbcOKlqnc12ElhlTauvxADhKIoymJqpvAtihIDbECk1Rc663kGMeEk9LbgJKqksUHjb7hS6YIqc4GKKoTiU1uLT7t6927IsnjnDyWCf9kk6Q/QDBGK6gkKyae/QQpQaPJKovBBzUgVMQiATNohVOArnWmFfF4iRrigKEOP0J5pqGAYCaVgvPG1Okq666qqVlZUwDCVJQrGXzolmACrIAVJCdYcuiqo1FbpRggZgtmfPHk3TxsbGkLwhbBkbG8PYseHh4Vwup+k6YgrCpT3PfdeLWulFoygm6AuvIq2uWxaWGp6UsC6E1jym4DAVssew0Kn5q6qKErTXXfMP8p2hrR608lhgHAS+HwS21Wls8pk4Jn7isWmGBD3SSoMjAY9g8+bNg4ODlMdi4e3atSuOY4pjZaEMQ6GlTuOXGN+DUyTU7pHXOda3RB4Rr10kxjnuU/lYBcqcFUVRVaVQKHRVoWXBW1QYYmR2z+81jC5NSUUM4yPr1XWdRlpIokxP9iwzYW5VIMCu43I4Fw5/8+bNmzdvRo8lECNkXNu3b+efQRHczDAMMWNeVtJBB6uofHx54QBhaR2YhDBMABiUo9IBtOAQ/1OZWhxQorzX0A3f9zlihKxVkqRvfvObKysrkLxKkjIZp21bcRyjsQEf2HVd0LOwnQMjEXQOA8+FHgNkNDMzM7ZtT09PDw0NyUJjdP369Zs3b163bl2j0UCWAXcN4U7bspBLr7oo4T10Udge1jdaOPCkSEFT/gYDz3jfEmAq8SoUwsboAPwkCAJT9HjxbIi+CHUdqYJ56jgO1BGQsVNorYgmTYrRdE1z1wh6IO7D6p2enm40Giabn5jL5SYmJsbGxikj5XUsSQCitEFIgn1J5s1M5p1tijJhpRtSIvtPM+E1gh7qqiq01I0YUVLeuVJn/IRKW8taxGht3ssNfhVihJvgDDiUtRzHWV5ejqIo15FNs7B1LS8vYy5JWglTlFB0vSpMdI6iXEVIMbquC622VZEb9uk0yjUEjpKU8RPsKa7rIhqkHSFJkqSU8HCxVqtxdx0VOoAQvhkOyGQy3/jGN1ZWVqrVKrXaweHUajXchqqlslWNRkN4OVXX9Wq1WmGJseM4jUaDOoR0XR8aGioUChiPiEAujmPIOCL69TwPyfaqi1I07vt+vV4n1wqYCuatCa5Lo9FALU0VjQ2U98opNlYjmApJLMJ1DlNRPo9zEslsVWKsCDIGVc5ge4GgZytC8SP96GZXLxqZlirK1FRDxiZiC6lwVVV37NhRLBZVovFrmmM75XJ5eXkZx2BxUuyNqo3Fuu5g3rroGcaj8dAaBs+N02A6tWSGqqhaZYW8lsyq0FSu8qihX+mmPeMgnTFLFEWxTJOHATqbDZljiBHdvdE95BJ2whEjwzCob5OqEbCZVqs1Pz8P++epsm3bCwsLtVqNag9cQU4SOske687niJEkp4kxZ8kTL4pMEeZNkVsao3aKohaqwZSjIjHOdySmTHhFT8xG8X0fgJBlWWTAjUbDEl2ZAFrJ4SP3E37SRNJRq9WKxSKdE2bDLa1arZ5wwgn5fH5xcRHvBEZbrpRnZmampqY2bNiQDzqKfICU+RBwXDSfzxuGiVdRrVX5Aaha81bn9EnF2yP3TuYdxzHXqbRtGweQ9cIVc/4mvX9FqB/zA2De6BvDAXZ3eAXzpuQoJ6iULkaZyymVkhIuuLhSqbRjxw7UnHO5LHI0fPH5+flWq6WLJhwsb717wgsWJy9KrXJvWdG3pGkaZn2ucplAoYQZdiG7MmNKcwgqLWJR5Mx9uq7rqqZKclf5m8cJJqOSqUL4ixAqmDfnu1hi1iv5SbhrTTDgbNumbARBoCbmx1EQZRjG1q1bh4eH0ePqeR50MDShIMfzXmwQqFhogghJBA/ELb4QZ8RPwJQUtTEdQTsnQhKk5HmuSCBTbQ2sHtuyucGrquL7fhzF1M2TyWT27t27srJSqVQQQaAnCVUr3dB1XccZKIhFlTWlW5umpmlBPl8sFuM4Da1xV6VSaXZ2Fvxn7IzgjYOPNTU11W63HEfctu+npuW6QDLArArZRcHHpgQeTg93RRelzge8ilUEL1QN+JYB/gzCNOT8hbCLnpkn3XlRy6DAWGG6ggQ02LYd+AEdALvi9FgkXCmsJWTDPM9znM60VF3X2+327OyscC2m47hERujr65ubmzOIEyF1pGPIORlrVFaRCZNThMnwbJRg2jStXcOAVLsF6mQhL0neO6VS4kTceq1uVbq1ea/NNHIl1mMkszFFhPei5sRjaXxsz/MMMeTOEsrp2MWXl5cB65GfxGrQdX3dunWjo6MgQhREfykOAKuRuBaEGJE3juO4EKVRrqZpvk8CUak/wZLlpEXu5eDwqfleEjQySdDcIFmMkrIpeI6VSsqUwjkzmcy+fftWVlagq2YYRpIkhM3ouu44Tr1e5+TKUqlUq9UQbOOu6vU6FYRx25VKJcgHrVarUCjMz89XKpVmswlf53nejh071q9fH8cxxfPlcrlarfq+r+OirouLku2VSkXAVIagfNZqNfRX4KKFQkHcVVo8L5fLRXEA9j6Uqcm0isViKekcYFsWjzJQPBPvP+3QgqACCt2aqgY+42/JMgpyYIAh77UdJ2b8LeRodAncp6g7praHZbZhw4axsTGaI+WwriPXdXft2oW+PRE5e47jYJShlE607ATnWM88MYbJcCsz2ISDXC4nS5Ip9Hp4AkvmTd5YYuTKOI4zxWKRW7neYUp2DXriUb7TrS0C0rK4tqR1q7EjUvdYhyA2e4eGjMmpXLAtpgpu2LBhenraFHQzWaC7rutIklQsFhcWFlCN5OAhJwMhcouY2DrCWgFpKDiAy7vpul6pVLheBIE3hFjCr8qyDJkL3/dHR0c/9KEPfetb3/rXf/3XJ5544pZbbhkbG4WaHL5Zo9EkIiTOoKoqPHA+n5dluV5vlMsdOY5SsUgZJhY94J/AD0jXqtVqFQWyqqpqvV6v1qpUOGi325jQjZbDPXv2zM/Pz8/Pn3jiiZVKJduTNU2z1WpxvDeKomazGUURBcaNRoP2FKzXZrNJSammqtVqldJajGjl2biiKKVSiaBvmCJSAEqMwzBc9XorlUqx2Hn/juNU2AGKohRLJcoykMSSMD3WCVf8gNPjjU3IsKgwlmNSeIqiTE5O9vb2IiGyhdoGVi+gdSBMiqLSAWTeOEYSRGhCTLnJCIgoi2B7FSC8NjGm8Bb0rNT55TqIMSK1TBzHVLXSO3OM0sgZJ1LfCTHKCfENjhiZpmlZNg8t7DWdH65Qe5FFYycV+nHry8vLtVpNUVWqMBFhHQ+/e/duKCeqKSHBzzOxdTwYHLguIueCkEHE3s8FJRTBQOJdCoj0AJLDXPH5kySZn5+/8MILf/CDHxw9evSPf/zjsWPH7rrrrksuueSiiy566KGH/vjH/9i6dSvMu1QqFYtF0K3hTOB1r7zySuDAvu8Xi0XINcFBlZOEQlCUdtC+h++CTYd2BJR2kH4jQpuamtq4ceP09PTS0pKu65lMJkmSxcXF2dm53bt3FwoFLHoRRKQXBccTL8dxnCQpd7hWqgpCGBkGzsByBBVPmh6gaTgnQV+yLLuuA+GRdCPTNI5jKYpiWpbYcFMpMgTSxMBBlBEK2D/9pqzzSRWCKhQcIabj7S7gZpFzBvSI41VVXVpaSpKE47cI4rDjFItFwB+UKqbxl2PbTGVVE+oUZDL4CU2fp0xQEdAPMzqZyBt6d5+DtkYkBys/CIK0oZ/ieF7+1hjWLK3pMZKFNjdFzppoCaTHAxjAESMkurSnIgvFDEtcF8MBaVc2hVwjlZRN01xcXGy1WvQ6BGLEROfiVHSOzlAQVoEDaGNWRYcQLVBFUTRds207m832ZHpM0+zt7T377LNvvPHGRx999Pjx48ePH3/kkUf2799/zjnnDA0NWULvH4XKG2644ciRI6ZgFGJ9YK1Uq9Uwn6ciVr1ep0fDi+J1LDxXGoKaJhpxKpUKRePIKVDZJogYw0QwamRwcLCvr298fBxCqtPT06ATEvuSLkqOMb1opRqIcB2QEgJjTRAhiVWiiY4iCmtxTqKy4PUiP3ddD5sj9kGemPissQGFBg4y4yeUDeE+g3y+c4DaaWwiiNhjfUuKoLtSDVkVfExUrcIw3L59Ozyn1q2paFmmLMmSJC0tLbXbbUpTZQGIkj+TRdedxvQ64GwpXNWFoAf+Kr9T35JhGIrS1bdE5k3JM5X30iq0ugox6s57c2zQk8KmqtrdAvb8+XO5HOW9VOjKM0kUSYwpoTAYkTD6MOHxLMGUJHcNXw3lJySQMEXLskCvDMR4Tk20ECaMmi8z0TlDEDwgxWaaJuzQNM2+vr7du3d/4QtfOHjw4NGjR99+++3nnnvuO9/5zsc//vFNmzbBvUtSjqZaEkyazWbDMHz77beXlpZQUVeFFFapmEb4mUzmiiuuWFlZabaahmEoqpLJZFzPpRAUwXa5XK7X64RCua7bbrcp74VPaDQalN0Zplmr1fbs2YMXuGnTpvn5+YWFhfn5+fXr12/cuPG0004bHBwMmaZXEAStVotTPsvlcq1W4xfl4Touin3HMAxVUU3T5Nk4ItLOAaqqsWYpVWgbdPibQvSPdqW09F2tYlfCqgCNnIAuQgFNQfDyPI8nxkgKOMHLEo1NuqBngTRiioltw8PDYKGS7ZF5y7Is5aRsTxahDeWolmXx4BwBGnGtc7mcpnc04olKSbE3Rc4UWmcFskNVaFGm1iVGpSRrT6vQKCEa3YgR8k+VaUpSRkqVG6u7v9npnmMEZtVaxIjeICB1CjYQWodhuGvXLsdxstksyo9US0SMhKwsiiJYSMC681VVLRQKhTCktYJtm7JrfFfeQuQ4DpYCnOfJJ5984403PvbYY2+88carr7764IMPXnnllR/5yEeGh4dlWW40Gp/4xCfOOuusMAw1TUuH0GtaqZRQsw6+65NPPnnRRReBQIu8N47jwcFBXdczPT2ZTObqq69eWVmBMD1y/ka9kfbWa5rBAGFYWhRFnQqTpum6Xq1Wy+VykE8tLZ/PA6aanZ2dmpo67bTTdu/evWfPnj179mDqEkR5wFLABoHCWKFQsHBR00CNil+0VqtRq6OmafD/hNbmgzwdAOtFcE5lBcdxqG8RXwTROK8Yr5IuIUCO2Nc89paEGn7ApLBAhqOGfkDffrcUXhgWSDOAFhKZlmmaCwsL/f39WO2yLNG6kpnoYpgP0WuNgQ+8LUnTNNftynstNrg0JygSHOBdhcLmcjmT5b3kU8kq07y3WwI+VaXUGatLeRfESNd1RUmpJ0Yq+NxhSq4qqZuiCUkRzbpE8KB4xhXC3LJgt+i6Pjw8PDU1lRMj58ldm6YJe6bKzfbt2+v1um3bpmGgKEqIkS5ypFCoTFIQWyikea8qhNcKhQJijfvvv/9Pf/rTnXfeeeGFF05OTmKZIjDOZDKnn376n//85yeeeOLll1/+1a9+lSQJ9nUEh2R7nufJsnzLLbfcdtttmUxG1/WwUMjn88NDQ//zP/9z9913B0FAMJLv+5lM5h/+4R/+93//97zzzsuJaYy8uoZ8Ps17XRdfPY7jclIOwxC2h1gdjhQjDiG+MTExOTAwIMvyli1b1q1b12q18vk8FZCR1uLleJ4XR6svigQeX800TdhePp83TBN1Wmp+5nEyscpQd6TOJ9xnLEaZqgyQo8iZsy9VVTUMPQgCaupUFMX1XIQ/FFr7bCYzPnrAtPIUwah1vc5CQknFEl3HuPPUbYhI0xPz0whhsS1bluTJycnBwUFZCFMqipKTUrdpsy4dg428zvG+PbUzfmRtumowIobC5mxnWX8/2TMFGmkVWmKydeYapmQnyhfWqK/hb6zNexUhviG2q7SkjDzKZk2FxItcWFhoNBqSJHF6lprO2g0B3OEkk5OTY2NjslD0S/Nepq1BRSk4HIeN0lQE5oQV3NPTc+21177yyivDw8OIimnIaLFYxN7xyiuvXHjhhblcLo7jo0ePXn755egFAY5CKWiSJJqmfepTnzp8+LBhGGBfYLkcOHBgZWXlqaeeiuP4S1/60v/93/9ZlvXlL395ZWXlyJEjfX196N8qJQmFoHiuer2OCBOGFIZho9EIC6Fpmpqm4hLlchkR0OLiYrlcBiFh06ZN69aty2QyaGaYnp4GAcZ13UajAePE7swDY7ooBaWmYebzecS99KTVapXgNE3TPN9L/bllQYe0lCTE38L7R2BsCbWTQqFA/E2cE6RRMk6vezwq0qUCG7kMpgpZL9UmKe81WWMDW0gps00WOpWDg4MzMzPp8u4W9MBP8BQYpLRt2zZOZ1BEQzvPe10mhScLQQ+yMrl7IAtVl8h7y2JmPYXKyppB3LQnZsDOzQrtaYP0bHPpBFS+TyBy1lMySo7ulWruq0ILVUBquqYjUwDXgr8g7KCKohQKBYhv+ExWXxVjioh2g010YGBgdnZWkiRZTmXTKHK2BLpIHxKBGc2DNwyjIvQfkcG+/fbbe/bswcQDWXD9QFHI5XJJkvzpT3+qVqvIly699NKf/exfPM9Dk7oupqvAVjOZzODg4O//8Pv+/gHqfMjlcplM5rLLLltZWXn22WcfeOCBv/3tb7fffvvKysrPf/7zOI7BSwF4k8/ndU1XZOSobao567per9dhSIbgRVBijNBp69atzWZzeXlZURQA5o7jbN26dWBgYNOmTagONBrNKIpsIfGTwlRBoAkdAiTGlI1XK1XsU5R3IDGmml8cx2T/WK/YIKgSgWJbmnMqim4Y1WqVbhvLhsuMKIpSKpVKpTRzxkdfJfoXBF2AMD4ZpdZAd4rdgDCJH1FgHIahrutbtmwBNQj9MHQAdhmHdR05jrNr165isUitueSKcoJr5fldgLDLRsAQPYvwXgTwZL1ZMW9JY3ivtqbHkIzZ9/10uBmVoBXGlDSZ8IcimhZ43muzjiK4YiqpU1qbelopLUG5kPYTeS/FyT09PRs3bpycnDTMTieTYZghGzCLcgU2SJA9ECDlO2Lfkud6vGFI1/VYaGvoui6LCfTUvp/t6enr6/uP//iPcrksCcCdpDOQ1kZR9Prrr3/lK1/BLnPs2LHLL78cm5eiKLwRDHBUGIYvvvji6aefThsnuFayLH/gAx/429/+tiL+fP/730fxDFRKAd7oWG3ApYlrBU9L1lsoFGrVGq1RwFQDAwNRFC0vL8uyPDIysnnzZsMwJiYmoP+OXSkMUzcIXjRSADDVcFFKa23brtWqlPeiRsXvyjAM9BhSLyRIo4jn4VpRo6aw1nGcpAwiamreoHN1iKimmZRKBbYjI63grSlxHIVhZxgdXjvBCrKYyUzWa5pmt0iL5AkqpaZpCwsLSZJwfISSOIe1EONsmzdv3rhxI/Ijglexax4AACAASURBVD9lQeO3bVtn3gthUcdk9A5bKyvmGHZcZnctWZA3OlaZ7ZbOyuUYlVJnqnSy0MrgiBEHo9ciRkqXKl1KT0MuQRUmVO2oKKULyhu2TE3TduzY0Ww2Rb6tGIbheV5BiP3iDEhr8cxzc3PNZtMPfLquZVkE5WN5oR+ok3dZFlGpkIeYptlqtd58882pqSkIX4JjTDAJdpxTTz31rbfeOnLkyKuvvvrwww9HUZTNZlGCLoTh7NzcP/7jP95++x1Hjhz5y1/+ctJJJx08ePCKK65ACo26S7Va9Twvk8ksLMy/9dZbKysr3/72t2lfR0kZ0Z2u64BqUqaUruMAUCnwaIBq6rV6Psgj4wrDsFarLS8vVyoVIJabNm1CU+HmzZsHBgamp6fXrVtHLgV3hYsizgLQValU8HIAzIDgQalyh7+l67go52+5rlssloi/hfcPTS/aEaIowgH0epMkKZWKBDKjIEcQMW6DHD5WBWee4zYIBdRF5xnvEvGZ7jz9xPd97GLLy8vgWtpMBwL/wlcvynulUmn79u14fI/1LZK7Uhl3mGMuqqralm2JvmW5G4WlONlkBEdVVQ2ja9YnVjXVvcIwzOBVrkWMWIzeVVKTupmSiPstMbGCvLEvBp3Q5hQygSLEHhRL9/T0VKvVHTt2ULERcW8UdTixuq5jn7ZMS5blnmwPul6RtilC/CFiWm1ogqGoSdO0RHScq6K/FJo1TzzxxKc//elMJgMX1JG5sEycAf/p1FNP3blzZ7FYbLVap59++uWXX/7zn//8lVdeOX78+GOPPXbDDTecc845v/jFL7785S9ffPHFP/3pT9ELWavVOCCUy+WmpqY+8IEP4LOpqlqpVGBIhKz2tnsr5QruU1XVpJz09vaCKYVV3m63EbEjwyRL27p1KzKRKIomJiY2btyYzWYnJyfb7fbk5GSr1SInVqvVWq0W/LmmaY7ttNvtcrkMv6eqapIkrVaLUkrDMJqtFrYhTbRbtNvtOI5NkbXWajWYN+7K87x2u0X0LHUNTGVZVr3eKBY7/K04isn+8ck4TI1onB+AYJs2CFmoCKQUMUmSFbkQFegeZCbogSJls9mcn5/vcKeknKIqXNBHEtNnLcsCXrRt27Z2u42wC+tf1/U8G4YqCb0KCpVlRSYDIUgpdWaSTJRHHipjJWiMnmWKPkdBpZRLpVIG8zjXRs60T6yNnJ3uIYMcMZKEkCc3b5fN0ZMElZJ2L8TSU1NTo6OjtPHwvBeRMxWQZVlWVMVxHZSsUdMC0JdnmpKEGNE2zBELHIDgEBIZt99+OwqSrhichYwAY6Z839+8efMnP/nJm2+++emnn37rrbeOHTv2k5/85Iorrjj11FNRlEb164tf/OIDDzywe/fuF198EWUwwmZUVS0Wi9Vq1XUd4sfV63W+ZcAVr8p7iVGMmkqz2eIFpFqtRrW0RqMRBAHk70dHR9evX9/T0zMzM9Pf399utT3Pw0Up78XLiaKILoq9EnfFOv69RrNZLJbIvCuVCkdriZ7d4YSWSnSAIvoWmdpJaopoS1ZE32Kx1GFr2LZNbcn4pqh7w/9j2axqC4Ur9oVAn6ZpiL1t1qzGk6Oenp6JiYmxsTFFUWRFlmSJ1gCtXvC3yPay2ezmzZsnJibwX7FOON9B6R4lD5NxHZd5RMle07dkd0vhIX6h0BoPy0NrjaiUxWJM59WEGjU5UkNfLVu3FjFybIcQI8MwLLvjrhWBGFFai4CQHhhnCIJg165d6Eym0NoWo3Qd0UJkCqau53me5xaLRchwIzgX8EMqOseTIiAW9OU4pAEe1Uc+8pFjx44VCgWywyAIRkZGzjnnnG9/+9sPPfTQa6+99vvf//6xxx+79tprzz77bKSalGLQrmTZ9vLy8iuvvNLX1/f6669PTEzg8+N7oG+ewmAExtRmjAMqlUo5KVMQiwMotAbXn3rrUUCuVqtRFGOf3bZtW6PRQBV6w4YNEADEJOHFxUVcqBjH1UqVX5S4Fvi+/KKapgEfKou8A6Vd0t/TxMRQYl8STMU5odTYZOjQ9AvjuEgHmELamkA+ZE90AFxcLL4phcHUt6SJvjHW9WkCZKLI2RUiLVSUtm17fn4eI/JkWbZsK+2xEe4da5WsEWZTKpUw7yInNGWpCoXImYWrcgqymp2+RUP0LVHAi+VBZkg4LqXK2KkVpdOoD3+QNvRLfKqg3nWiVZEz3zkkMVjZYBMoeRVaFooHHDFyxJAxSjZs22632wsLC/gJ4Fl66VhhQRDYosfIEY3ahmEgVsSXEx8yRYzyTIYSS5BDGuVyhQAJSZI2bNjw9ttvNxqNDRs2XHDBBXfeeecLL7zw7//+788999wdd9zx+c9/fvfu3e1223VcApl4m6uua4CUUCE7fvz4zMzM448/ftFFF0mC2op+gLRwKsyAR85Ad8rlchD4uqYbhlEoFCiIhcE3Gg0KQXVdz+eDVqtVKpWo0DU9Pd1qtpaXl1VFHRkZGRsb830fxYItW7YUCoUwDBv1RhgWEGe5rgtvjAfBRRGNW6JnkGfj+KDU2KBpmmWaxWKR7ip9kHqjk5TqOjghdIDjONUqNTak4y+osQH2nKLQdooCuq7Le7zgfIqlkut2JhXTRyfEiNNjDdGsRoVubH87d+4EGIEtmLdGYFshkglWDpjtCwsL1Wo1l8uho0bTtJwkyaLrjkJLlUmgU4TLq9AU4VIIrIpeQImp7ZB50xZA5b0OlXIVcQSelk6kdiNGuVw6scJgZBTf9x2nI2QHxIin9aGYYyQzKqWu6xMTE0AsUVKmgMe2OvN7Fdb8jUgvl8tNTk5u2LAB5TS89BQx8gNd1xWhnM5b0gMmxaaKxoYkSX7961/v2rXrrrvueuutt6655pqPfOQjg4ODhmGQIiGJHtq2TTCJ2mE1NguFAl7Xo48++ulPf/raa6+9+eabMS26UIgIm9E0Tdc0AEJUvA2CoLe3lxiFqqpWq9VmswmeCdZBX18f2pJUQXtqt3upCcGyrHq9Pjw8HMcxpjGsW7duYmLCsqzp6elKpVKr1bBB0EXz+Tyq0/Qg/KKoEeCuPDelMZZKJXQsphVjy2q1WuhbUoU6R7PVKgj7RxJLjU1Yc2lhDKUKWS6VSlzLHq+XGGCSkC4IusXuuV4HhAQptVYUpRjHaJZWxLwrFDsMIUMJrlW1Wp2bm6Ngm4LzXC7neV7IZj6pqloQLFRQL6enpy0mJiVJEtEZJMHWoCZkRMK2aICXBOXREaE1gnMd44QY3ttha2W76Fk5Seo09OusHyL3TgN+4fRNMfdEFrpeYqfJdSFGsiwLbQ3OdwmCgJe1EKsABNuxYwfMkhJ9Wczv9ZkqHRJjDv2Nj49DZVYRVMqIDS7zXBdlLWLqrlKQIyqlJEn33XffxRdffOmll957771ws8h+wfegHDUM81g9+FS6rgOeIU5yT0/PzTfffODAgXPOOeff/u3fcFc0GhvbXL1eT4QhqYLVyGlPtVqNQmtVVUGlTEkLhq7rOryi8JOpbG2xWFxaWkKZNAiC8fHx0dFRSZJQxFpaWmo2m2kSoaqlUqler/8/XlTVVJgNIhccAHS3E9poWlIqcTEtkDeKQjUeL5MOQDhKsvK0p3AZUFVV42KR0lqsK6jGU90LuIPPBH143ivLsu+nw6t0UVIm6gF0ZBEC8MiR572oGqR0Bl2XZbmnp6dUKu3atQtuQ5Iktbvug9DaZXod8hr2McJbsl6qUakMMTa5xFX2HaampFRKg9E+kGRajCmJ3Z3K1AhK6doEKYnHS9Nabs+6rruuQ2CPIga3Oo4jSRLYLbZt0ytQhDKDSGLTE66ClGzH6e3rhfKOKmQrKO8FlZIsDaW1WAyh1sTEWmRumUzmK1/5yj333HPqqac+//zzKPbgHigwg+2VSkUsWVT8iYRMQIumaeedd96TTz45NjZ2/PhxFHKKcQwiJGj39VrKakJqV6lWCNkCA7Fer8E40wMqFao5AQnjthcEATaRIAgmJibggfP5/Obx8Q0bNmSz2ampqf7+/pmZmSRJROydB5saF0VpB8RmdtEykm2AFICpsA3Bt6BMFQQB9hTcJ+1TOCfdNt4etSVizeSZRq8qBBhSipiesl/TrkPxTbEFO6LrEx+dk+FQ/gDzmcofVK4zBOXesqxcLjcxMTEyMmKapie6DvETYuBKgs7gd0vhWZaFkV2ZTEbTNB45U6GHl4p0XV81XYhDP5IgLHMnyhNj/ERnlGdZkrAhZvBRKe81GY8iJ5iS/EoUOSuiJdjzPIcpwhqMKSkJMprPpmYg0XIcR9PUnp6eLVu2jI2NWYJNKotx77zVM9894FPXdfw1n8+jYIOsiX6CSgORHNR3ovIVS0USUstkMieccMLLL7+8cePGN998s6+vL5vNxnFMlqaowDzqZGlYsmk0aKWVGATn69evP378+NDg0Msvv3zmmWeizqFqmmEY1WqV8l5sOgBvKAUtVyrtdpsQI9u2W+0WpaCGoYdh2NvbC+AEX73ZbIICres6ytFLS9sLhcKmjRvXr1+fy+VmZ2cHBgb6+vqQejiO09vb27mobiSlZPVFW61KpZP3hmEeiJElFDkbjQaXlfc8jxqb8Hqr1WqtVssHaZThOE6z2SS8ByEryYwoQvSPyu8w+LS6Tp0P5aRIwtQCMaIzqKoax3GxWKKs1WQd/3DXwAUIlFpYWGi1WhRLKmLs2yo4k0NK2DFVVYXWZ09PD/EdyDh5l44wmZTOmWVKd6qqSiLL5VxLSXAilXeRgM8JNnVXQ78kGiY0wQvDeelECGCcd5pjpAm2CuBvij1Qw/RYcOKw+b05MTylUqnA8eIAHhHhq0RRZ9COLWpUOOfc3FxfX18Q5InyalkWb4JRhGwikBhZrBWuMG5Z1sDAwPHjx8fGxp588slzzjmHomuc0/d9lItcoWJTr9eg3mgKglG73U6SBLWDY8eOve9973vggQe+9rWvQcbBsqze3l5RqtERo/b29tE5ge426g2qb+fz+f7+fqow6brearVarVYcxYBePM/r7++HeSMyWlpa6u3tXVhY8DxvZGRkdHQ0CIK5uTn8I9Zib7s3Ebo2pmliElr6cmSZEmNqQqjX641GMyqkd+W6bl9fX7lchg4BUgCqe2GptdptomdKklQIC6h7EaQM0igd4HUrfqiqWi6XK5VKIJaBbVk0mEJVVVlOOWGUGBuGgVCI6iOgndABmqAJ4BLZbBbYB6wRizMMw4IQ08PipIxMFkqX2NBzuRzgOiCXulC6Q7DN2Rq+77uiagWb4phTLpvlhCiRGHdMDD+h7YASYyooZJABKoIFwhEj7uXxYXjkjCCeI0a2ba/tMaLIGQ7H65bVbjQaS0tLhOOhRh2wVvu86EcxukXn6CozMzOjo6OmadEBQIBTrpVuIEfiiRnHPFB7RJT1y1/+8kMf+tD+/fsPHDigqipR7RDpURXEsqxSqVSpVMkN+r6fJGWartDT0/PAAw9cdtllX/ziF++7775MJuM4DjgMCN4QQVAQixdVqVRSKSzHQcKPRBdcK4CiCAEc26EwmGIEwzCKxeLs7Gy1Wp2fn3ddd2hoaGJiwvO8mZmZRqMxMTFRq9VKxVJSTjzPR+RMF7VsW9XUQiGsViuCKaHjotVarVhMC91BEFTKdEB6UYyJIIoYJL6wsrGD00gHTWhK86oBWM2d3gnTBPsyjVMUBXFyUcw61TUdoGDIJDsLQsTbEBFBWAhDNgwVy4Y8oa7rvb298/PzZN6+71OFBUZCkSMtTi+VwlJzuZyuazt27Gg0GvivMvUtsaotUktygTAZYY1pn0Nq/2zONiI+qlob3cOTEBOJ6p2fyefzEhMKkAVixPFeuVt8gCAl2ipgrj5DjPDA5I0VofbAQTZN09BUREF/yGajUFrrd2vlECcOgdbY2Njk5KQq2FpASj2mUc7JvbgExV14oUjMstnsTTfddPXVV5977rlPPPGEyJzTLhnSPUaCAHeRkpBNM0kSataBAX/961+///77Tz755KNHj7quS8E2QiPXcUDPgAsyTTOKIgTGSEZs20bRGPdpGmahUKCKMbbkSqVCBWHDMBBwDg0N5fP5+fn5IAj6+/unp6dt256amqrVa4CgqL8HdkIXxTlrtVq9nl4U76q3t5eME6+C3DUy9larRf36sGeSGaAHAcELOQK6qWg/NU2T605Tka/DANN1lL7oAMdxVikNYoclmBCPxgU9UHrwmF6Hbdvj4+Pj4+PUWE85GuV9vHfC6CZ4YBza5s2boYNHiJEj9LpkAUTzABYmw/PejrPN5mQptWc6ALGhzpTuNE3DAGc453w+n1IpVyFGnGtFaDWlAYpQxtAFlWwVYoRt1WdN1dgjqchOwTaEiHp6emw2GEGW01mvxVVjikpJWOjoCQdBkA/DZqs1Pz8Pg0dJ02Vyzch7eWDGJ4b5vg9AyLbtTCbzyU9+8tChQ9u3b3/jjTeiKMKDN5tNAlrScLHVomzQMIxms0mmSJXwU0899cUXX2y322+++ebMzEwURfkwBTnDMOzv7ydNOU3TarU6UlCCXvv7+6u19JyappXL5b6+Pp73Iu6lOnaxWMQZ5ubmarXa7OxsrVZfv379li1bZFmenJzs6+sD1ZxS0Hq9Tnlv56KMCFkul8m8sb222+1arY67QgWlr68PKDTspNFocGzM932yf2ziII1yvJewcRwAbJzakpDV0wEya2wiN5AkSak7MeYTm2RZjqLOpGIsJIQ5U1NT7XYbTUgU+MCXoDBGCx5hHfleAFfI1BYXF2XQeMK8w+Q4UPfitWFfaDDC9izGlEZgjLoXGSe2P62bSkmxN7xxSqVcixgZa2hflAYYhuG4DkeMQKVEuZiiEV6Uh606TAIa1o56KW40z/THVFUtFELa8LBfREKVThGQEizTdd0dO3Yg/gnD0HFdjEqJoqhYKoVM3hWe1hOZW8qLitK6SzabnZmZeeONN4aGhl555RUEV2jfcYXaU6VcLlc6KIjretyn4XjYQKlUeu211yYnJ5966qlPfepTkqDCJUnSaDS4I4VjJEMCq7lcLuM+DcMAYsxRKGwZFESgMAb7Hx8fr9Vqi4uLSZIMDQ2NjY3lpNz09PTg4ODU1FQURbKiYFciMS1N06IoajZScczORVlR2vM8QTJJOSQAlnmXQr1eL78LNqaK4WlUvFBUNR+GNE4NewoJ9BlCcYEQO+yecRyXGFsDlUveSUqNTYZhKGIQdKHQIWO4oj3GNM2lpaWwUHC7RaThaXnN1fd9OgA+kP6q6/r27dtLpRIPV1eVdXNiXINlWoqwf25TMG/btk0R3ubEuAaNlO7kVHRWYUxpxJuZUqmksV5kDkaJ8vfqvNdhmpLpzVkdxMhmw1MIMXLZHCOE1oqiDA0NTU5OIsLxfR9ztBCrUwPg2rxX11NAKAgCXddUVZ2bm2u1Wr6Q7CH4gbh+lmXl8/lUd9Y06AACmZC9VCqV3/zmN7t3777//vu/8IUvYBUiCjKFxFwUxY5jG0IHj+TdDNMoFApwF/iWjz322Ec/+tEbb7zxpptuStU5wjCVwgEgZNtRHNeFFBaF9yAtYScFSxkxqmEYYZjHFgDbQ+wN08Iug4Bi27ZtCLk3b95smubc3Fx/f39vby/WGfaI9KKpil3XReEG0SGEoitAYzypaZr0pB7rW6KGXkM3AClR3GtZVqFQqAkUQBcoFG4b7z+fz3OIGGuA1/xxG7QMTNPiMZomgKsCm7fmsZEOqlCxwxbji3ZUv1v4BdAGrV7btvNBR1sCoQqZd09Pz9atW9evX48bIAvymKAFlYogxyEL9qHB2FoG04iWmAYOzFuWOvKSiIhhR6jOZOI4lgSV0mbjuSViSgrrVRXFc10eOf8/Ikb0/Eo6YC60LEuSpK1bt/b39+MlmqapyIoixhSQ9RpCh4FKyp7nctKcoihbt24dGxvDR1IYYmQLBalClC4F7GeGYZSKpSDwzXSORg7MW0mSfvrTn37mM5/5whe+cN9995liACzeVKvViuMi7QiNRqNer4X5vG4Y2JU5lSqTydx0000HDhz4xCc+8cgjj2BqRr3WmTkkSRKiQaIoULhoC1YZMkyEf1gH7XabtxDl8/mBgQEqU8NWR0ZG0F4Dhco4jrdt24bZ81jf7XabonGUlOv1epDPa7qua3oURf39/UmSUN7bbDabzSYK8nhSKlPDXSdJudns3JXrur29bdL0QlhB6TrcdbPZLLN2K9QI6ACUlOm5UA1p1DvwG1wrHaCImcwFpl4YBEEidhCFTYo1TbOnp6der6MsT74X6U/IhqEilybikCzLnutS5QxWMzIyMjMzowgyliWU7hQm6MEhImxeqyJcyj1zuZyqKo7jkAwtBcUq6/jvqkIHQYDAwGFCISBC2t0zFD3Ps1mqDE/LESMU8QzDkKQ0c+AvCHEvSrsw/p07dyZJQnNTFUXh9HS5M7+3026CGhWn3eTz+U2bNk1OTuJ1wInRWwY2G0exKjqQWq1Wo9EAjIk9e3BwEH1w+Xz+m9/85l133XXWWWcdO3YMBq8oapKUG/U6waSe6wJHzefzmui8abVaxbgTT+bz+YsuuujQoUNbt2597bXXNmxY3263AY1GURQE+ZGREWTCuNskSTZt3Nhqt1EhBwt6w4YNcRwboglpYGAAXk7XdUVVK5VKf38/jUqwbbvRaExNTTUajbm5Odd1e3t7p6enfd9fWFhApyHImAR9hWEI+6cEvlarUTauqqrv+QMDA5ThK4pCiTFtZO12u1qr4VUg4eQHaKxZStd1WVECP4CKiCeS0iQp12r1vBAqAGLM01qQTEI2kG3V/GRBpU4bthTRt0TQI1AA2vQzmcymTZsmJiY0oTJlGIbgEXSYgmneq9FstMj3fdNI9TpA3igUCjt37tR1HW7AZ3IcumgEIM+JjE/v0DkUzpTOinFinch5DSCsCvEdaRWV0mRi06qgifAgnsrf2Ipg3qZQBkQgTXGyLMau8tQCztkWw+Dq9TrkhbAyYIpk8IqYo0NoBDaIkM0xEpG2C/eC/JDLcaC1IIoKhmFccskl55133t133/3888+fe+650Is999xzf/SjH+Ff7rrrrueee+6WW2554oknRkdH//CHP/T390uSVCqWeGiHDYIoSrpulEqlSqVSjNNabiAm8Y2Njb322mvNZvPVV1998803r7vuuosuuujo0aMHDhz43Oc+98ILL9xwww0XXngh/uXiiy9+4YUXrr/++r//+78/evTojTfe+LnPfe7111+/8cYbM5kMfHUnXDeMcqUCniOiXKJSttvtIAgWFuaTJBkZGZmYmDBNc35+vlgsDg4O0iLWdR06WKiu43NXqhXiWmG3rdfqPNlGhk9V63w+X63VuPgBICU6ABCAmJZmaKoWRVG5kkJKOCcAJOJvIpAuFjudJ4CUaEdGPZkcoyJaCPMQBldTJkah0NHrWLUqsDBmZmb6+vpyoh8WOKJlmRAn5nmvJKiUFBjjJ2R78/PztVpN13XkVooQshWQqpCAt1Z7xFUB7yqjo3xWeaepwpxKWTCtDt4rCyIYt+e1ea8nJKDhWh3H8RhihtCawmCE4sRhxBYwPj6+ZfNmRfRYdyJnQ8eto0zl2Km2huM4UGaBN0b6h9Vm2/by8nI+ny8UIpH3YiZ1VC6XkaH913/918UXX3z99dffe++9t9122x133HHnnXfe9r3v/ejHP77nnnu+973v/eAHP7jjjjvuueeev/71rxs2bDhy5MjZZ58tSRJVYsSKLFOZFN81rTl5Ht5buVxuNpvYrV544YXdu3f/6Ed3Hz58+Lbbbvve9773wzt/eMcddxw8ePDee++94447vvvd7/7whz88ePDgXXfd9eMf//j222+/9dZb8f9vvfXWSy655HOf+9zExAQcMjYR7HTghCASgZ00m818Pj87OwsPXKvV1q1bNz4+jhpBo9E44YQTMHkAUVyz0UBgjPy/UCggrHAF5RMd/7ioYRhBPt9ut0mvA09K7hrnRFyDu8Jrb4mKPe6TNzYh2uRq2ID0qF9f0zRXiN3TN0XdgRhghALCVLDwsL0aguAFNrsooKT42c6dO8MwzInBhRETx8XSoigPNZpCGNoMUsqLERCZTGZ0dHR8fMw0TVO05eEnYgdJa0m+51MNGTE/uTdJCM1zzAlekwJeRYg9y2yGWalUylQqFUO0DmPn4Cd6J8TIWYUY4WEo7sfzE2KEPTJk4yThMRYWFprNZk9PjyzLhbCQViP0dOYFNd9TaE0bOd5ppVIpFVN0QVXVmZmZdevWeZ5LZWriD8uK4vv+Zz7zma9+9atvv/32VVddtW/fvn379l1//fU33XTTddddt2/fvmuuueaaa645cODAdddd99Zbb733ve+94YYbDhw4gF2AEMt2u00wCZADkS6mKCiYUmhLymazP/nJTy677LIvfelLf/jDH7797W/v27fvhgM3oNVh3zX79u3bd+21195000033njjddddd/XVV+/btw9Fr6uvvvqRRx555JFH7rnnnquuuspzPcowoygaHh6pVquul9Ie+vv7+/r6wjA0DH1sbLTZbG7btg1V6NHRUVVRFhcX+/v75+fnHceRZdl1neHhYRg8HqRSqQwNDUHaEkHa4OAgT7YLhcLQ0FC5UqGScm9vL6wXS8X3/cHBQZg3ctRGo0EqIoqi2LYDmMoTMFWpVOrt7eX0rFarxXEs3/fB3ySYCuA59Qwhl6YzAFKiM2ApcmlrJZV5icrl8tLSEv4FdWzCe7Ej0BlkWU4hZUHPQlHG8zxd0yVJ6unp6e3tXViY141Ofy9HTBE5U2GM6Fk8MdYEPYvyXk4IWUXPyrKpwhFkZRUGNPPqNlwreVqZ9RipQltjFWLkdmtKItDymSodinjQyEa1BuZNERF27ryY2IAly3E5W4jOQctbURTX9bZunRodanjsyAAAIABJREFUTVVmwTcoFtP2cUnKlcvlAwcOXHXVVbfffnvmXf6QoOzNN9985ZVXnnfeeY888giPiFbtKWloJ7QaTdME5uSJAQKYgXT33XefdtppTz31FE4OJS36g+9Bf8WKwf8/+eSTH3300VtuueWzn/2sLKa8NxqNVqtVqaQ1Z8/z+vr6gCGZpqkoaqvVbjQa27ZtC4Kg3W6jB3hpaalSqWAsSBiGJMcDd4TCGIpnqqqiRkUqkyitga1BYQjOkCooaBo0hqiAZ1lWq9UibAz7b7PZTJKy56aU73q9zg/wPI/zzAHpVyqVKErTdcuyatUagQJiT+/QOQzMRmR6HeCE0QGIxtEp2d/fjwQY/W1k//l8viBkqOFI0ItOhR4E2xScqyKP27lzJ2pjpuhb0jRNyuUwuA+oFb619k59SzabriRzprRgX1pMCg8bE5xuEASprKwseix0wdLC7m4zpiTiWMqENdaEobKxq7zmDmokbhdbO2Jv9GFqYsYs1botoa1hCzV21BJIAwCAEO/mQ+VgaGgI8jqIMInCjodqNpu//e1v9+/ff/fdd2PnJqwPj4mcx7KsTCZz3nnnPfTQQ9u3b3/11VfjOAaADtCIMjdQxBBW0RmKcVEkxjo+4emnn37s2LGRkZE333xz3bp1RCzVRC9OJCblokZQLBbx7Nls9txzz3388cff+973Li4u4s3ATsgF+b5fLpepzRgPvrCwMDQ0hCp0u92GRNbi4mKlUtm5cydKgGBfWpaJrIQmFaLoUqmU04KwwJzAW6ZmqSRJGo1moRDhoigKVCtVANdgqiIwdh0X95kkSaVS5dgYJduq4NtR35JpmKjqxXFsi/pcoVAoJ52RTqBeULpuiklUwRoNFoTW+AkCY0mSxsbGRkdHcfPCT6jI8qgKZRiG63khm/NuCXKlruuyaMKDcc7Pz5dKJXgXjrmYppk6PEWltNZhnT9Ynzy0NsTUBEJ2DcPgMhv4F5h3EASprCzlvbIYngJ6BkeMeI+FIqihBqtj5ZkaO7wxtWUpQlsDb3D9+vXj4+O6rhPeqwrphgJT7nZdl3eTaGJ+r8e0NVCGASfENM18EJTLZfCHVdHxW6lULrjggi9+8Yt/+ctfDh06dOTIkWeeeebpp58+cuTIkSNHXnjhhRdffPH555//9a9//dxzz73xxhsrKysvv/zyysrK888//8wzzxw7dgz/6fDhw4cPH3766aefe+65Z5555siRI4cPH8bZnnvuOZyQDsCZV1ZW8L/Hjx9/Vvx57rnnXnrppZdeegkXPXbs2HPPPXf06FHc1eHDhx9//PHf/e53jzzyyM9//vPLLrsMdazBwUEa2GkYRq1W6+/vR70XC7TVak1PT9frjbm5OfQkTE9Pe56HItbc3DzsH4GxoevFYhGRs+f5mmhs6u1tF6II21AYhoODQ1yvo1qt9vb2xnFkCoJHX18fwDD0DPPAmHZP8LcQrlM3lSP6lirVKon+IaYD0IVgB7UxChlUVbUtm7oplbS/t0A4Ns6ZsBmOqqp6nsc7HwCM+75v2ZYqNOKJHo/VGwRBFKeJsSzGI5J7l4V0jGma2Wx2fHx83bp1MFcyGWwrHOB1Xcdlalu66PgnFApn6OS9spI6ZyGmo3eGJ0nox8jA89idAb9pRM63Adu2PbeT5SprRCfhTygpV0QTFo896PlzudzU1NTw8LDjOLb4iUCMOvEMdHB8JsxfFmrsdAAwGHzXbdu2IRUk8yagtVgs7t+//6tf/erTTz999tlnX3DBBagPXXrppf/0T/+0f//+q6++eu/evd/61rf279//3e9+9+67777nnntuv/32e+6556c//ekDDzxw33333Xfffb/61a+eeeaZZ5999ulnUls9fPgwbJJb77PPPovDHnrooe9///v333//j370o/vuu+/ee++955577r///nvvvff666/ft2/f3r179+7de+DAgW9961uXXXbZ5y+55POf//zFF1/8sY997Dvf+c5DDz104MCB888/37IsNAC5ovm+v78fajumaWiaViqV+vv7wdDwPA8NwKBS6po+OzdXLlc2bNjIpfAajUaKQtk2tu+BgQHU5/A+K5VK/0A/6VQahtHX19doNlK9DlUpFotAoXCApmlAjAmtRTROpFFVVWvVKg0ipmCbk1tXNTbpug6CF8G5+TCEMH0aGCtd9FjYlZgRkdZcqHcF69lxnF27dsVxTJ4mL+ZIUtUmLhZDNhsNYQW3PSAmpmUqipLJZFqt1tzcHMW9gJQCP+AmwxkThEIZoqFfkiRKTolKSb46KxjNROfAT5IkyZRKJV7d0oVsHSXxMG8qoCMG4G0MhBhRzdnzPIKIFSEmRlRywzCWl5dTCucaxAhLAdkIJTwA3EQXsYaNPI7jMMwTsj83NwcNN2zkCBdRT4qi6IUXXjhw4MCdd975bjnw2j85MYiV0mPP8wIxaAJ7CvYpqpGAx+O6ri6CHNytJLTyVDF2nV9oVWKcy+UymcwZ7zvj4YcfPvHEE3fs2EFxB+Ig4NjUGoESdJIkruPMzMw0m42ZmZl2uz08PAy9xYWFhd7e3j179gCttSyrXq83Go1SkuCrgc5FVCrTNGq1Ko10AeiArBXGCRdHpqXrqe58tVolMZ1iXEQbgyek8FBWJMo32FpJkqAtEdsQ9mhbSHyB54xNXBWTiqkoZRom8N4gSNcJuFlRIaKFFEURLyljG1pYWDAFC0isNM8w0m8ahp1vioITyrRpYijYShYrSsdxvLy8bJomwmCUish6kXuS9UpCAp6bN4xOXcVo1g1FVrKiKE2Rc05QKbsa+iUhvsHBHuR7vGrlMLl2RVF0QwfzU2NUSkpZFQHwUqggyzJqgBTeIBWhJmFNDDqifAZEPE6acxzoqoREJ7Asa3R0dHJyUhFtTERjRrxw/vnn792791/+5V/QdwYIpLe3t1RK0MCIxIxkSk3TDECuFneFVahpGtkzvg0vg2H7IIPEp6UyAR4EMCaaPQC0oHu5WCyWy+X+/v6hoaE4jj/1qU89/vjjP/vZz6644gqYkCF06nt7e6GljFeH2jjW6ObNm9vt9tzcXL1eb7VaW7ZssW17cXER/4h4LIoicozAXTh/AwAewVS4dKlUogOwbTWbzVq1K61tt9u4K9wnDJ5KZahjUcAPOh0RPHAb9Xqd4HTkvYRCa0JWnk+iIMjdECOdIOLrip5tT0jAG6J3wrKsycnJ8fFxZKS2k7bQEEUE3B6HQUphWKAD0oQ87GR58JOu627bti2KIpAxOEyDG+NtPGRTZHTE36C8l8w7Jzr+LcahUoReR1dDP3YOHjnj4/F9QpTUOnrOeTbWROmWa8cBURSRwcupkNXY5OSkJEmQ4S2KcEVlYus+ayFMmxBEddd13WqlWgg72hooNlYq1cXFRdgJaiTECQmC4O/+7u9AjTh69OjL4s8bb7xx7NixQ4cOHT58+OjRo88+++zzzz//4osv/vKXv3z44Yd/8fDDv/jFL5544onHH3/8kUceefjhh3/4wx/eeuutP/j+D26//faDBw/ed999Bw8e/NrXvnbllVcePHgQgfcdd9xxyy23/OAHP/jhD3/4z//8z4cOHXrssccefPBBnOSBBx44dOjQr3/966effvqFF144evTooUOHnnrqqcOHD7/yyiu///3vf/Ob3yBDfvXVV2+66abbbrvtkksuyWazuqZblgXEKI5jU8wlHBkZ4flhX19fq9WanZ3FWp+dna1UKktLS2gD1HWdGB2OkLYFYoTAGFyL4eFhBMZUpgYgRJXPoaEhAEKoI1Yqlb6+PsLbXNft7+/wt1RVLRaLuG2qRLbbvSRMDzeY8resFK0FfyvonlRMVStVVeHhA6YRT5UzlfWiBUJMQxd67tCR7RFN2pQYw8OTe0dGyml/six7vhcVCraVHoDgxXEcSZImJiaGh4ex2Gj9KwJkpfwUJsON02Wz0XJizjYVpYlGpbGWYKpa+zQbCd+S80Js1u5LHE6ITsqix8pnchwIaxE50wGoMFNRGtaOAC+TyXBPqzBVOo9Je6cSZ0664YHgnqe5G5ZNHS26ri8uLiK2pHZTy7IqlYrn+Z/97Gf37t17ySWXHDx48Etf+tKXv/zlxx577Oabb/7Od77zzDPP3HrrrT/+8Y//9Kc/Pfjgg7/4xS/+/Oc/P/roo4cOHUId67e//e3KyspLL7302muvrays/OY3vzl+/PjKysp//ud//vWvf11ZWfnrX//63//93ysrK3/5y19ef/31lZWV3/72t7/73e9WVlaOHTv20ksvoZT15JNP/vnPf/7Zz3724IMP/vGPf3zwwQcfeOCfjxw5fODADbfeeuvTTz99ww03/NM//dOdd9752c9+9tJLL73//vsvv/xyrAZU2gF74jNVKhXwHIlZ0Wg05ufnh4eHJycnwQ9bWFgoFAqoke7cubPVaqH8A/8AdBe6IjDOer0OnjOWFNDder0RhukBaGxMeyd03bZt4FiUGJN7J5gA4TohRiCNw3I0Qc+kjAB1x1WJcRTH1CGsqtCIr1NaK4sewwjaRpoKkDnV09c1WZYd16mUywAsgF/6nhczrTzTNBF8kfVyTj6ZN4xTVro6ZDVNy2Qy7XZ7dnbWYsxHeEiHyXHAZMimgHXzxBiumM4gyZJjdxp7uyAlSU6plJQXUeSsQq6dIUZ6qsbuGqkgbRdipAhuVsDU2O0uVToVYRXixp07d2JfRPphizFZgGryTDKSImfDMHRND4KgWCxCV0UTI3CwFEzDlCRpampqfHyc2pIQU2EbBrfx/PPPv/HGGz/60Y+effbZe/fu/dCHPvSxj31s//79H/7wh88666wrrrjiwx/+8Dlnn3PVVVedddZZZ5xxxje+8Y0PfvCDH/zgB6+88sr3vOc973nPe/bu3fvhD3/4gx/84Ne+9rVTTjnltNNO27t37/vf//4zzjjjq1/96imnnHLmmWdec801H/jAB84888yvf/3rp5xyygc+8MGrr776fe973xlnnHHFFVe8733v++hHP7pv374zzjjj/e9/P074iU98Yv/+/WeeeebZZ5+9f//+j3/84+eff/511123ffv2bDYbhmG9Xu/r70cmbJpmqZRQYwOwt2qtVqvVJiYmWq0WpqigsuJ53tzcXLlcXlxcpN5mcACazSYqxoi8kiRBNI6vk160rw+ETcMwSqVSs9lCQy+gtWq1CmIzXngcxTBX5NIAEdBNhQPQj4UDECXGccznpwIbI60i1DJId17TNNdNvymxL9GllHRPYBUIMBi1XhRHxThG6R5yJcjaBMkkna6UkhFUxXNdQMSmEPTwfZ/TM23bDvwgH6TkalmWITHtinmLBpPCQ+xpsZnYEkOhqBJsMMIyhda26PODlzWJ8pyTcrlcHMUZrACyXkmSDF332CQUWTA/6VY0IcNJeBchRgQRg1xKpQLg3djntm3bBsgxDEOu3M17jFB+4Noa8KVRFDmOraiKJvpRKMNRFGXjxo2zs7Om0LVDbQZBESRL6A6Ro8KzSZJEaS3eck+mhzJbZO+ceoE2RvoXbHZ0TkOMnqFM2Pd9wzBVVcVfcWN4t3QAaH10Tuz9yKtRcxocHEySBLGT67qDQ0OtVhuAEOpDA4ODUSECi3NqampwcBBKlIZhzM7O1mq1jRs3kmyNZVntdntgYABhLawR3piy1kajMTg4SHIcrusODAwQfwugAO6KstZ2uw16JjK0QqEwMDCQJCnByzRNZOZw13gQ4m+iygBkm9gXloW+pfQATfRLUz+GruukTKQJ/hapoyhKKoWFm8xmsxs3bhwbGwuYgLuqqjB4Mk4E2yGbdep5XrF7Umlq3oZJpaJ8Pr+0tBTHMciFcFdU6EX4SdabIjsiVAbXileh0y3Accl7S6KLWBHUaEVRkiTJVKtVnvdaQs8WJ1KoO1koYttCfIPnvbwohyqIx6RzwjCERnY2mx0aGtq6dSuv4+EAqiXgdaDYiHyGI0b02UQB0ydAGEz6ncs7oTkC5n0oRgrZtt1oNKjCoaoqiigESAAFLZfLfpDWPIvFIhdSNAwDffBEMKRokKomjUaDyH1IZsAfDIS2Bo9RcVcDAwONRp3OWa1W0aXkCqW7gYGB3t7eYhzjMxUK0cjICCwNkUtff39/f39cLOq6DkBydnYWvnTr1q2maS4tLbXb7d27d3uepyiK4zjDw8PU36dpWrVaQd7rifbdwcFBptehF8IQea/v+5qmG4bR29uLrBVvz/M86lvSNV3TtEajzg+wbbu/v5+n60CM+esFfysvDlgLCFNjk2EYkqBSpgeoqiIGMuXDPNWca7VaMY7B+VNVdXFxEX3RFBiT0q0qGuBWAcJxHHM5Dt0wYjFsQJIlSZYR32mahjS4p6eHEyKISknGKb8TlZKqvCmV0u5oZnAqpaIo2WxnqnAURZlSqUSeFuVcqlohTLVFu58sy7aTytZpgmsGxMjsFv7ieS8ezxFqI1u3bh0ZGSFES9O0MAR/LQ02bNuOoigMC+5qxCjEgBnLsuJiTFpZBBV4nm+a1vbt21GSTQXcrbTYA0CCII1yUk79uZC5QN9MkA/g02D/tDGD3E/CtPA/UELnKSiXayZsBmEFqiwkx4EYtdlsNuppkzA8LdQ2iBcFZJW4VrVardls1WtplOt5HkJlMV1FHR0dhQHj5qenp5H9lkolAJVBEDQbTVKlsiyr0ahjuoLrIYgNms1mg8kMQAeHitKO4zabDRzAn5QqRrZlYyBjh56ZD2iGG3wvZqNRLyT6HNLGJsOAp62UO41NlmWVy+UkKefzeSyDIAiIraFpmm4YxVKpJDynIgZBk+3JslytVvfs2UPVUNM0oygusDk+vh+EYRgI60XMz8u0lmXl2Vw+VVUDP/Ve2Wy23W7PzMxw/qLczT6mYpPNJhatgpRkWbZs2zI7jGa1uy0JztkQDeFpQz8hQKYYRIifEcmRI0a0exFipAmuFbwxr7ljELMupmagBxhb7FrEiJEWUx0GVyjxO7ajqZph/n90vWmUXWW1NVypqnPO7vvm7NP3fVdtqkt1qaokBLiKMrAD2wvYoN7wEqQLGGJMkAuXay7Si4r4ykCGDYJ6kUYwBBAQgyADkhgwdGpoRNCAnu/H3M+qnfh++Zmx65x99n6eZ60151xzCUGlJMfm3DqOw3Fcq9V697vfPTw8TDISgRdUVfW8KARbAnNjB2OBG4OiMJVOE4FkWVbQQUaW5Sgbz0uiRbgxIxrgV8D/CfkLINBc1o9yEHjDIxa3oes6UzW5SI0A/+A2BEFQVQ2skud5iqKCggLIbFmWIAqqosRisXK5jARSFERV1YrFYjabhYd7LBZbtWoVRJQwJECdks/nXTeqKDLOylKp5GfOAq+pKvlvAQSxLCufy5GRFTIdFMb4paiEqbGJKCVyGlJUJR6L0QVEKVFiLMuyG10eEyUIgm4YwcRYYoOIydADtxH008Zt2LZNHt1k6MGxf61W67jjjmu32/BXwCmvslEBLHIsZ3mqqrqsLYcqYSqMfUrJ9mEqQBVr1qwh1Jr9yXJbYpjJjanupf0cObwXkLY3ckMpIOeKsOFJqOZ8FBp1b/AYIPIqyBhR7A2FQkCtgnQ2pBdU1kPGTKVFOBzGgA9JkoiU8m1u2PAUsrmJMCll0I09wkXw2igNU1UV6gKO44rF4tLSUqlUWlxcpAuCkCYx+9TjwgdMpyzTd5ywmOkcgFZQGkH/N8Mw4AEA/I/yXhYGOSDGpGpCRVCt+twMiNNisUjNOmDkG40GZZiCKObz+Uq5gs/ked627WaziVWOz8xkMtRCBPgnny9AC71y5UoUCGjlh2fY2rVri8VSlgHCqPSazSb9EIHnC/l8uVxG3ov402g0MLIUNWo6nUJhjLtSVRXYODU2xWIxKtf5QLMECbxYYRzTNC3CcRzHpdLpXC5n2cvzUwnHDkd8r0J8AukCgk6D4CYymYzFFGC8PwXGL0NCzGx8enq6Xq8vLS0Vi0UIsFV1WQiYCIySDjFPRfoEno2nFplPIz6BwjsS49WrV8OkESyUbduyrHCcv/e0wzv+sZYkSQqHl90jg5wTFcaUWvOHO90dJqUMngr/0kIoE6yF2KsbuvYvY8rorAL9hdyDSgtVVQcGBmBmHwqFoDUnmF5hRuqkarJs24t6hFEJghCLxdAwwLFObhTGqFePPvrofD6vKMrCwkIikejt64U2gLTTHMfBcYq8NRCXsL15jgdNQmUVz/OyLOXzOZwRAnOlo7EG2P+5XD6T8etenEGwzsCa5nk+l8shOMusUb5aqWbSy+asUDUmEgk44EPVCNqT1ahJHBk6M6YulcvBz/Q8DxtvaGgom82Ojo4SiKWq6vz8PHqSSDDMcVw2myUhJL4UhDCdU/jSZDJpGL5SulgsUX8v/dLg4MJsNpvL5bD/keUSBIDdm0wmczky9OElScrnciTwxnvEJwDO5dl4ZCIObdv3iFcUGVgGXE3YBSFFUdLplBuYSwgNH0qJcDjsuu6xxx6byWQiHBeO+E6XMTbhJcRmCZAzDPZqlNW92KuWaVKfQz8b8C0IwsjISL1e7+npgfoQWmuCikjOgb2qa3oQtVIDflUQhKiBESgkpaTKORQKxWKxHjxu4f9pWxcOoTAmIRgiLYIzKauwvWn38mzAL5UWCnPEnpyczOVyUIpazCM6wuYY2czwGScT4fgcszgL1r3oSUI40jTtqKOOQruPIAidTmdwcFCSZJdNAEXmBgEWQGk8cd/+3/DrXvAT5BdhWVYsHmPCWhE8CupeJBrQe5EbuyAIsLmgVjuc60FXOnTq0NBQQOuoe/GZjuMAqsVnipKIMwXpuiRJuq4jI4h5MbyFWCyGhgFI9h3HmZqaKhaLuXx+fHxcluWFhYV4PN5oNKgaTyaT1NiEQIHy268R2JdiwwPXRJ6MwSV4FH7mYlngP2B1wJ4e7ziOP12FWeHFYh5Mv5TASCcihJCGwCMez0qW5WjAAp5jcyRjsZjGxFgQVwYoJd0lC3g2AhsZXKvVGhkZQSSo1Wrr16/XNK2P2aERecnzvGGYwcIYDEtQraBpmmksK/+JUg2FQugnEZh2krY3tgztf7SCUUQMs6kJVPdiQYqiGA5MFRYDw5Nwq67r9iSTSUFctqEkbooYI6JVcThhc8oBithXSrI0GLWEyvp7BebTqTL/V+Hw0Ud4DaxJ2h9IFWfzoyORiCCKTqDdDF+RSCSiritKEqDFsbExfAuOz9WrF+LxeDTqj2hBjZTL5aJelBRIcE63Az6JCK0MqlGoRqULioUC1b0ojNHQrzIXi0KhQCwIqkFftKTpPC9omlooFKiFCDsHyTY+U1O1XC5Xq9WQGKOWrlZr+Xwe9aGqqrFYvFarAzwTBQH5fLFYRB0xPDzcarVg05lKpcbHx/HYy+Xy/Pw8ZeP1ej2T9elcVVWRjRNNZRhmtVrN5XIm8+uAPUA8tuzXUSqV/LuSJJw7Fda3hBM8l8sVCwXbcYC4GIZRKpWTSf8CnFzBIgL9j8lkUtd8vw7btoN22YqsZDIZmtiEU96fTcWmhAMbC3ATKoX36elpjEGCpGxwcHBubk4QBMd2LAusVYRjkyW0gKeiSx7xkUgoHMZ719hQHo5N9hAEoa+vT1XVpaUlymJCgZnYlK5yAWPafuZTGVRfIeYFBR5YsbS9gcDhsfd4nhcO+b2I2KsCY4wAUciHmW8Yuq7LgbGLxBj1M/MN8N2Rw73CIpFIIpGYmppCLA2Ky+PxeLDu1XUd8+Ml1qidSCSR4eCJQFiPfdXb2zs8PIzppHjxOBFR5+AhRrgIpLyU2kE/xLJcAXt+ue7lOIgWg7Iny7Kq1SqSWJR2xWKxWCzGmImsYRj1ep1YUJ7n06k0aRKxMhqNBi1ZjuPi8Xiz2QRmjlOp0WgAlMJnRqPRTrudzfkVpiRJtVqtVqslEnG8XcuyOp0ONhJS0E6n0263Jycn4/G453lTU1PpdHpxcTGVSo2NjfE873keamkfYVKURqNRLlfgtoNH0Wq1UPfi7CuXy9jeuCvTNJut5mG/NJ32Dx3Zh5Tr9Xo2m3McG9sg5sWq1Wo8nsDQQHBjRAijnoLAU1VVLsIhww9egCODXhBYKJ8JE/yOf4yJI3GVbduZTBYVFuRDyVQSixPLe3p6enJyUpZlnhdCoTA+k0prLG8sRdp7EI1grWJfUQsd+B5Jkubn59PpNL4CCTwl571MniUzp7t+NmeXCOEIm+kTCYcxjkFkXYohNhuN8l/DMHps2yZdCDFG/Ye5cvnaDCaEFsPhcD/z1qBwfThj5Dd2WWyy44oVK9rt9ujoqMw6nokxQrqC9YfE2GQ9RrIse55H5QcuiMVi6Cbv6+srFovHHHMM3itBIKZpjo6Ojo6O4h0gT6bKzTAMpMGGYYiixPMC8J6gGCibyQDzxAPxPC/Io4C8yWazMS8GFgqVW5rh2IqiALkhRTEQZmTOiL0YjECfCeSMaE9BEJLJJFSKiJO6rpdLZdhK4nHFYjE0FSI+qIqSSqUqlWoymZyYmEAX9PT0dCzmAdXD/SAxPuJLCZTCl5IYC3gSIGUqtmkoBNB18FiEpSFsptNphDWe5xPJRABz5nXdyGVz6YDLJx4vQcoKmztDbYm2bQdfEFgo5Gi4AIe+x/i5CMc5jksmsr29vbVabWpqSg9MFwD1cPTRR5fL5RUrVvC84LggIzWKEw5mCYi+oQfEWyTnADZOBEooFFIVRRTFkZGRVqsFxY4RsMIjLIlCKw67oGBZCHhm9Pf3h0L9SOWOoJToA3UMN8P/yqwfMBwO8xwfZKu4CIfqS2ItBwJjgIVA5ozpEgJr7MBeIrXG9PR0qVSiettnjBhMj2gQlDEj7/I8z2DWGbKsoH0M8nHXdY855hgAVxKT0eITksnkwsICnhdc6fDc8dpop4HWo7KWKCUqQQXWJZPKCfn8AAAgAElEQVT2azlBVRUs4lgspms+IUQCI+xepNa0OcEYETejKIrt2Pl8PpPJyLKMLkUIm7FGffImn0doRYkVj8er1So7d0TAb+gQwJkYjUYzmcz0qulKpbJy5UrUtNPT05ZlYX7N6tWraaQDToRkMlkuV8hhE1+ay/vyTFT4vtOVqvGCYBhGJpOhtBYwLM4U5Jz4TP8CWZZlGYwRZS7g/MAC4PGipE8l/QtwppMYBvBHnM274HlelCSwgNTYAIrOf4OY2KRqcTZRHaAMwHmJja2XZRlhI5FIrF+/3o1GBUFwo8tTuPA0aClyTLdLmCt+LOWJ2EH483Q6DadoSZIM1pYXCoU4LsDC9vt+HcHtHWHukZRacwF7yaBfR4R1HVqW1QO9dZB6Eg63aw8xp6vArXBWgM7GcUV1f4gJIYPScNM0161bhzqNgL5g5oxFbB/uYBRkjCRJolkeOP/WrFnT6XTwC5GYoUMVe3V2drZarXqe5zp+h8oyYxTwaguOKUI2mM/nXcfFy4Z+EHUviJZUKomdxmBqOZgN8jwfj8drtVoymTR0nef9bLxYKhE3gyQ2nUpJklSpVD74wQ9ms9lSqeTFYgjOuq43Gg3ylBMEIZvNNhp1QoyRoxZLRQQxhOt6ve5G3aGhoUwmMzQ01Ol0yuUyhpvBEwvGOpquMUi5WKvVYoEvbTaauVwOdBq+tF6vJwKBsVarFgoF+qWJRKJRr1ONIIoi5j84jiMwzKlWr5HTHc/zuWwOfUuoe/F4UfdGIj5NQNw4ljjlKRxzmc3nl63wQPIFL0B+RAK7/v7+VCq1bt06wzBASkmiSI3NPT09lUpl/fr1lINg9UIIKDGHd13XiVJGYozlLQVqSSxm3PPi4iJgICKlUO+oAUsAKoxpcyJBoM2J7U3Bub+/XwkopfEn8Xi8J5FISGwCWjDKR5iUEnky3Qq+WGE9FmHWQkjJtshcOcXAfIpKpbJq1aoIGztK5k8RppT0AiSbzxgFJpuBMcL2Bmo3PT2NBleOOfen02kv6mmaX34PDw+j5BZYsygSOYNZtyQSiVxu2UBckqRcPheU0QcZI46NFMtms67rb0XTMkulZcZIEIR8Pk9KSRzSlUrF96AQRBAtlXIllUpB6vzZz3724YcfTiaTFhN4oZ6kEhSbvFgsxryYrPjdvMFiG9sGZwoQ6WjUm5ycxIeMjY1JkrS4uAiYCusDUkrSOSJzrtVqJITGlxJNhcS4VqulMz6AJwhCoVAoFovxWExV1XA4gl8aHFyYyWSOEI2WSqUgW+t5Hk14wPHKcm8fczZ0Hdk7sYAQeDnLTpcyLOD9dcLksX5rFJtWOTQ0NDY2huUNF4Ggztk0TawlIkRJk4/VC50fMUDAfoOgFBgT0lqGQqHp6elisYj9QiQr1ipJKQmUJiklUUpwpVxGrXwppUq7naSUfkM/x9r3RVFUlGUDdzx3kkbjkWmappI7AcchOMusCQmMERUGuECW5ZUrVzabTdj2maYRbJQ3DMNmg8s4jpNEEYyR34TE877NAjNqCIVCnU4HkhdQBbiAPCuQnOdyuaWlJTxWKEaIqQ8yRvgT5KiMMZJEUUSmTfJAVVUTiUQmk3XdKPBhUErpdNq0TGTO4GaoUR7cDNW9sizjAnAzoij29/dfddWVN910EzBtWZaTyQTJHhAVYc6KzyTOabnuVdVMJlMsFDBlguf50dHRVqu1cuVKgGETExMwiygUCvPz8/jMdCZDQwNxV2hCoNQaeTL1LaGjiFoIAOD7v1TXkG2mUim47UiSLMn+fS6n1oYenMBGTy+RSOgBl+l0yu8ZBGoA8IJQa7xBWgZ4p8QaCILgOk4sFnMdP3ojgTdNc25uLpPJ9PX1EfUoMfW7ZVqgZxcWFuqNBs96bCRJioRBKfnjqXnWdWwYRrAwxGoPbm+e5wcHB0nvQBxqEJRWAxOLBNaEROEd4AJlzlT3RgIzj0RmWuY39Af0G8sfhOpLZHwvz/NG4OQIs55BYsyEfxnwiyITWoJoNBqCV1hgwC9gKorGPJv1SqgVXq3ruirDBtPp9LHHHhuPx6k4SSb9UQnEGGGvInXkmCuaxQZhY3sTW4DFQTsNF5BzKqoOph+MYfeijcHPnEXfkgLlIlIPQOWsi12WGGNEEQZL4b777jvzzDPR0gSgm6QU4NJqtRqoFzxJRGNg43h01NiAdTA0OFiv10dHR6CXhMP74uJiMpkEpYSyFoUGqJparZbP523LFtkYcUDKmqaJomToOkRj2L049YGuH/lLHRewArRWxN/IshSPxwsFv6Efj7dQKAT9OiBEjbpRSZYFQVAUFTJyQsIty4LAAxkBfjtdABYqk86QfgN/AjesxcVFnBrBwhiRAz8z1B8yTfPoo48uFos+nhIOY+0FXdloP5PWSBRF13GXpdHhMCInxo6Gw2GOi5jMAp72lHH48CQ10NAfYkMOaPcirMqBNibsGnxjQErJhi0w+CukampQayUEupOp7g2KUQRBcB1XN3SJNfRrmuY4NiCZ1atX49XiQ3AiaMzxRGQzL6LRKPUYgUMnY258i+d5xxxzTLVaDbEZ4lDV6YYeYUNxkMiFw+Fmszk6OgpuwGDuEK7rUPyhYg/hBUeGbdu0FbE4kA0i4QTvhwQV5A1SO9oVPMeDMcrn847rIoGHjoLgX1EUk8nk0NDQ888/v3LlSvQPtlothEHEk2KhSIQw6slOuw34h+d5nuOy2Wyz2aTOB13XS6VSrV73PG9oaAiV5MLCQiwWA/2O0E2ZM8dxXtRrt9v47filhUKBCGGO4yzLbrVaQSFkJpOhu+J5XlXUer1OPBbHcfF4jMgzSrbJAj7CXATweJGCBS3gI2wKFGwYsCribASEyKSUVBhHmNaK6l58JprVeJ5vNBqjo6MArgN7L0TRm+O4/lB/OBxutVpHHXWUpmm9vb2h/n7LtCg59wtjz7PY6DOSZ9EFoVDItiw6cVavXo1CkopN3+nOMAQ2XYljPYYcx/X19/f2+vPGKLXGHqHU+ginu76+Ph0N/cgAxUATUrBpgQrjYBoQ7AeEGAtyDkEQwpFwOCCl7O3tLZVKGLels9lI4XDYtExYHAhspJXneY69rACxLMtjjwxvxTTN1atXr1y5kqoXmsSD9YekC7Ei1N+fSCTgP4gMBxsplUozKR+HUExdh7iAdLaIadSag6QFEDSlwaIoYmPEYjFZVniej7pR2Dvato8wZbPZYqGInYbUGif9aaed9sQTTyBHRRuDYRiiJAHaKRQKMS9G7A5qaR88l6VSqVQqFYmmgpQyHo9PTk0VCoVOp9PpdFKp1OzsrGGamE64uLhI/QCCIGQymXK5nGZaK+g3g3UvgHFSdAMCAPyOlQApZbDuzWYzIGNxVwbziCchajKRzOVycaZLk5gFvM0MfdA0EoQVqQmMCPnggOVIJBKPxQgfiTD9PEJxOBzGuEasRpTWQFhQo2E964aOIDE6OjozMxMKhaDNIBk/8HaKnEdc0H94IwCEkCtXrqzX67hDLFf9cCNXiXmkU2GsqopyuAeOEjDJAawVpJRCGPCN9U3lJccmoFIljOBMYZ1n87iJzqXCAB/C8T7mjtOor69v5cqV7XZbZc6VEeblbVk2MQG2bfveGqJIFQ41iyA3Gxsbg/lzKOxHb6JVEOdTbJo7z4YMLy4u5nI5vDbLtoJ0rqHrmFfgU6+iAJ0tGUroug6gheWTAk56hAsg/l7Mo24eURQty4bGGLeBTI9gauQgCDiqqv7iF7/YsmWLwHpr8ZmWbQUhJWTvpVLJ761XVcD19Xo9l8vh8EX+WS6XLcsaGBjI5/PDIyPYwDMzM5qmzc/P53K5mZkZ5B2SJKHloFQqOa6Lt4kvRY4AjKBYLJbKZTwc5N4QjeGX2radz+X8u5IVlCFQv2CrmJaZSqXwKLAQ0UaSXa7wNcKxsHAty8pk0hk6pyTJcRya+YAsA9JU9GMJzDYEJwLPcaqmwuID2iHDMJaWlsAYK8x1wDTNRMDQA0uRDuj5+flOp6OzdvxwJIzFSck5sZW0n1FH2LajKAoX8SNcrVabmJggOSPhWEfsKSJu8SGUAnPMr4NnVnj4H8KxIswNrieVTkkBE1lFUfAK6YPMf2GMCIIKsamqwbIeWjNsEiTni4uLiUSCkDBJkuJs3h+qEdQqFI1FUSTyFo9M07RqtXr00Ufbto3P9CEQY1lVhxpJCcyDd11nZGRkYGAAGrdCsUiZG/DeYEN5kDHimXP6v/q/US4nCqLruvCUIylVuVwul8vRqIcoZ1lWMDGWJKlYLFYqFUVR5ubmnn/++Wq1ms3m8nm/7gVr0mq1AFPjGGo2m9QhhHDd6XSy2azJWh3r9XqtVotGozzPw9VgamqqXq87joMRDQsLC7lcrlqtSqIvZel0OkTnIIlot9upVIrOvmazCaNpXOB5XrvV9kVjPC/LcrVarZTLnudJTBMGgReVtX427sUkhjnV63UoQJAuJZIJ6luKLHsb+M8KADLt/0gkIggiRsNabM6opmnFYtFjQDfPcYDK8BU9PT31en3VqlVEkUQiEUjNTTYQBxGePAP6+vos2zr22GPT6TRWO9ByWlf9bMgOiauQwLvushUenjAqF6S+iCUSs8JDdulTyv39RNxKrOsoFAppqka5N+RZmqbRZNN+1kXsum6P53n0uciThYBJjx6wDkAaEGSr/Mwh0NB/RO4RCoWohRAX6LoedZeNPHlBQDcvnUYAhEkIjRcZjUbXrVtXLBZXrFgBkIDcYZDswZkVZ4TMCmMcJTA6SQTGXsqyDIyKGCPbcQqFAmGeWH9olMedW5ZF2xtFbCFfQHCWmf9bEILCCRJUX2qaVqvW8vm8aZr9/f333nvv17/+dTvgnIpdAfgH9+k6TrPZJCE02B18pqppHM8bhtFsNlHuAq2At+7o6Cg65ubmZjOZDDYwnIyi0ShYKPrSWq2G9BvZkOu4xEKLoiiKQrFYpL4lrE7Ef0KMk8kETTYD71CtVnP5XDQaxcLwPK9crgTnEkKXhtvGsmHSF5/ko+YKPH9VVfGCCN2Etw5dIDJDFZwgIFohAo8w/9egiwuK2GCzKrYiQsXS0hKqNiri0Lek67qfe/M89mo06s/xCjHzDRLwzc7O4vRhxWaIuVJatKdwG0cIofX/l9Mdzy8XxjKbS2rQbCRorbB7KcoHySiOOUJLrJkYQZ/CNRaxyUw08UxFQRgaGhoZGSGyy7Is0/DtRZD3Osx3lmMDfh3bpwokZoAwMTExPj7e3+c3YZLTHRJIQhfxCR5LrbEV8RZRkGMjEWOE3+s4LuwgfFhV1XCQIwUQeMFxHHQ+kEQJPAqWrM8YZTKk31IUJZVMQTDIUmsrk8nkc3nHcXp6ejZs2PDiiy+2mk3XjSJ5gS6/yHIEBD34ueKn6bqey2UpXRdE0Y1GQTtjlQBEGBoaajabw8PDhULBNK35+XmI0uLx+NjYGESLQK3wpblczh8aqGmCIACNJ62VpmmZTKZQKCaTPvyGnJakVGChgvJMyKTwKFDyeVEvnU6nkn4nI7Rx1LMJfI76lgSGhLO+JZngYtKQIcOPx+M+lhGJqKrqxWLYvZKv31ISicS6det0XQ+FQlgn0C0LbJwiCF7cA9IlKKVDodDY2BgodCoMI75K1wqqtYKVY4iJi7H+V6xYMTg42Ol0cNyzgCcqgTZ7omkp9nJM0cwF+hyQeaFhgSgljo0+7jFNE7tRDZhv4Bylb0LeG7xXbBVSikWYoQHRTkQRz8zMpNNp6LzREo3bFXhfKamzDkFc4JsDsoFUlmUVi8V169Yx4MQlqweB6RwJkEAlRlQNDvuVK1eOj4+LbJYHU0r6mmSs0SN6jEhgAAY4m83mWWjFUqAxRbgADb1YT7IsO45bq1azLBtUVTWZTKGe7OnpWVhYePPNNz/84Q/ruk7MaiKRbDQa1N+n63qpWKpUyvhMRVFisRhyVCSQmqZh9gIKSEVRoGqE+GxoaAjJ5+rVq6PR6OrVq7FXgbfhhyD+UEM/HkWpWCyVSlE3KkmSIsuxWKzRaBBNpalaNptDPo9fatsOFcYCa+EqlytUbOu6DvULPV6AAh4raxVFwZlCmxO6cTIzkmU5kUgGvfJ0XafCGAsa1IPJZpcjMAwMDGDeHcpA6vHEn3ieR0kcMnxqKu7r61NVZf369eVyCVsXwYbtf5HWv+/Xw3FEXOmsZ7i3tzeTyczOzhLfS9Av8Tg4AoLUjxyYjdbfH4pwEeo+oKZCit5gtnsQmtTD7S2DWitEeZO5cuHuLduf7keFseM4JPCIcByyEcMwFhYWAEjQ7sXZ40aj2L0cx4XDIU3TkAajlogwrSVsSrLZbCgUQhqssUE7eG0O8xMGskr0Ix3t+Xx+YWEBbwKJmeM4IpNSsp5133Eik8mUSsWg4wQJjFC5oTAm+BciM0piOZ5LJBKNRpMKLdGf31swDLOnp2dpaenVV1/dunWrqqpEOZRKpTrTJGL3tlqtYrHoun4vXi6fa7Va6XQacVJRlGazWalUvGgU6XoqlWq1WtGoOzo62mg04L2YzWZmZmbI3n3t2rXp1LLpZLlcbjSaUIDgS9vtdpEZuPM8n8vlsL2pwq/XG1QYAxtHuU6wQqVSKZdK0agvY3Ych/Y/Hm8ulws6fgBWoAs4jksmk8G6F7UMu4CPRCKuGyVVORJjOn+pBMP109PTuWy2t7c3yBhHmDkmziDSWiUTSTPQ0G8YRrVaXbt2rSAIvb29yNooOQ+Hwq7rOgELeGxvnY0+62d+HYuLiyBiIv7Q4GW3DUVRiEANyrNoc4pMXB0mp7tAjzGS7UQisSylxFaUWBMSxxomNE2jKI9DAtITKuKRSJCcAxClruvhcBj9zdj/VL0IguC6UZu57EYiEcsyYXwlsWEL0WgU0WlkZGR8fBxtDE6g4z8Wj1M/CqI9GlaIvCVXSkVR0OGFvMuy/eAMxojIQFAa1KgIiC+fzyP34wVBFEV03hAoallWsVgi13JcUCwuM0YIpOl0GinMpk2b/vrXv1544YUGmxSFFYxaGvl8KpVCLW0zMy0AY/hMPNtarVbIF6DoJGAsmUyKolir1Vut1vj4eKPR8LzoqlWrXNednZ0tFovT09NYgqhR/e48RQFHii8l4Uq5XIZJCLY3RCY0lwxgGzVscByn6TpMZ+npQd2RSPg0tSzLhWIhm80EDT2orOXZbETqUuDZvEUi5LG906llY3pZlsm6TGCGHqiebNteWFhQFL/gMtgAB1CPhLCgyo2yqcIBCNaIRCKwGYeiS2NONzzPu45rmqYk+ztC13XL8tVa2P+maSqqwnEcHCxwIiiKwnE+pKzruqYtD0/iDh8a3H/4WAVypZQCQmhKBnsSiQTPTCeDdS9JqQjdJrCbdM4ojI+glDRNQ6Tt6+sbGRlpt9uoDUSyrdP1YN2L6E1NhSLztZNlORaLrVu3DhScy2zyRVE0TTPOJhUKzBGeKCWscjI9DIfDAwMDo6OjQMuROaOspT9RVTXqeSjMsGRd180wj3KgAyhKUfeC4UB4p2oQ2mmyzgA3AyRsw4YNu3fvfuqpp0444QRi6XS/H6iMNYr0Ehpj/HxkJQDPAKWiiKUYBYFn0K4ZDiGTk5OVSgUq31QqNTc3h3YoKkGx4fGlOKdoNormf2aJ7DhAzOCusDxgfIcOLUmS4EFXKCxb4aFOWTYq0DR8C1nhEaxgmqYoiAqzDSQ7DgjygoYe+BMv6hE+77ouFcYCL1iWFY/FotEox3GVSmVqakpRFDKyQtKL/Ux1r2kYVBhHmDMMfiaUSOvXr89ms7IsCeJyjx2RUvgT0zQxXS3E5h7hsaxYsaJer0NGEqx7g3uqv79fEHhJkhRleS6vwKzFI6wPXwhMV+lns7sBvvRA4Ug5elBr9a91Lxogg4zRMoAcCgExxs/D9QsLC9lMlu6G4zjTtChzjrDRJ47jKopvrWxZFp3rs7OzjUbDsiw6IznmwxCElI/oMTKYXbPGTOGz2eyaNWuIn4BoiVATURQ9LxbsMdI0jblSOaIgCoIQjUZBk5J2ulKpYCOBMXIcp9lsZrI+h6woSjabq9VqKARuueWWc845B4oCklKm02lijHAqtVot3IbEnGs7nYFsNosJALquN5vNeqMBxBi13+DgQKFQIJXo8PDw2Nh4AIWeq1Qqs7OzEHVIkoS8N5NJ05e22+1KpQLEWBTFRDze6XQymYxh+ErJarVaq9XwS3G0Qb9lBlqCa7Waxww9LNNsNpskbgMgH9Rv6brmZxlMARJlk4qpMEGyQxIR0zQBlausJTjOLOApDJDIJBQKjY+Pt9ttN7o86APhmipnRMU0E9hik8CvR2UdcpFIZHBwcPXq1RHWGoClqDC3LdTSpukr21kt6TPGK3p7HcdZXFwkKSWSbYr/QWaH5/lQfwgR3i+MwxH6k2BqDcpzGYWGlBLrg9jdEDOdlAODnuyAXTvSADswbAKrHLl0OBzu7e2Nx+NLS0ukixSY+YamaVwkgk9IsHmT2N54grqu9/f353K5tWvXAsdXAz4MgTE5EVVVERUty+LYgFka9sFxnCLLmXQagljP8/r6+hzHKZVKyWSCRPBHCAz9zpt02jJJYJQNEsKGYUAp6TKlZDqdrtcbaTYiEEUs3HbwoC3bTiaTiXgCZ7MoitgVyWRSYY3yAwMDxM2iMG61Wpl0BscQumrIr4Pn+Xw+3+l0crkc8kNd1yuVMgYvDw4OoixfvXo1Bqw4joOhwYi9+CGxWGxoaKhULEWjUfzScrncZMU2vnRgYAD4nMCs8FCN66y/t9lslsolz/MQ5RKJRLPVguMHHq/fLMWsS1AYI7VBNUTSFyxrwzDw/E3TxDtNJBLMXtf3iEb8tywLo49c1y0WfOQiFA4rirJmzZp0Ok2JIbJx8soLhUKxWCyVTBEhjO1N+i30LQFwgRYIMl7HtpXA8KRYYApfKBRyHJvUmqB/kMlHo9EVK1ZA+YiISJgzdhAVxqhPg6gV7UqUwQKbN3iYlBIRIxhpkZ4RaoWgj78kZQU1YRBGTeE6HA4LPE/zPnGBHRhchmgPW2050JaNcgWAx9LSUrVaRQWOpQC9B/WjgC6nNJhkDJSG6bqeSCSx8ZDMa5qWiCcSiQTCC5JYWLEpzJUO9uuQecuynEqlclmfMUL8CfIoiGn5QiGdSZNECcZXCBeiKCYSiVwuh+CM51Ao5Im8wQUw6HFdV1EVVVUB9gDdhXIAlbDneaqmQeCJHAGfCQgas44cxxkaGmq1WqlkcnZ2NplMrlq1CkVsJpNBS7AoislkslQqA3OGSA7DVkhrFfO8UqlEO0eSJGjCCe91HAcJv8fs9RKJRD4PzNkSRckw9Gw2m8/nMV2FaKps1n+8eHrk18Ezj3hq6uTZIGLCHQzDAOdks65DVE+EWkc4rtlszszMqMzw2bRMGAxhVeBbIGzGetY0DUYRFCdM09f5hsPhdDqNOGQEfBrBjxgBXzdCgiLMhhXRbnR0tNlsYpSfxhp1ERFVVVU1VQg4vFOh29fXh6nL8uFOdxKbu4DtHY1Ge1BJUuaMzRakkvELqYglxJyiMaoLO2Dkh4AwOzuby+UwUs0wDKTBIlOfgTHCn/A8b7IWIlEUMYFlfn6ewHDkcqnA0FAUWslAjxHgR8qcUTHmcr4zExpE4vF4jA03xAXEWCCeBC0jURGVSiXiMFVVzWTSwTUNgQe5lgNLI7G+KIqmaZTLZRquSeQNUcSGYSwrJRVZ0zTXPUxKASamXq9jlUMq0GjUsVfxstB8b9v28MhIq9UaGBgYGBjAIC/P89CTtHbtWjqGkJGCc5JlWdNU+lKTNRUWCgXkvYRjoW/Jsnx7PWpsUJnDe7lcItmJoiixmIdHoaoapgLkcrl8vuA4tiiKMnu8icB0i1TKN/QgHItwB7xT1NKO44hwulMUzHzQmMO7qqpz83P1ep1AHGpLxErz9RuOTZSS67rxWFxnoUWSpJjn+Yr6UCgcDs/MzIDR5SJ+LukELOA5Np+AElgcNIZhhEKhTCaDTvgj9pR6+OgzbKJgao3VIghCf78v8JADs5HwJ/F4vCedTgfrYzXQcoBvMk2LonYoFNI0NZg5R5iU0gflQyGSZywtLYE0chwnqB1H3UvJRoSZb1hs5o0kSevWrSsUCoAWcAExRniC6XQmmUwazE8YDYA+sxfxCSGgpgIbtLF27dpcLkcABqSUJM1XVbX8L4yRv/40n5CsVqvkU4mMgHzPQT+Wy+WgrbllWe12C2taYM33aEvSNI3nOF3XO51OULSIVgTMKMNqa7fa1CEkimIsFhscHMzlcqblH0ONRqPRaKCvu1arDQwMTExM1Ot113WBQs/NzZXLZYA6eFYDAwPlchk4NoqITqcTTIzbrXa1WvGiniz5xbav3wzY6+Gu8JkQjWL/o0YtFv39LzOlKvRbVNZCqYb8KBLh8PRyuSxhGVbA6S7COv5zuZztLDvdkQU8QcrpdBp4BwrDIGMMxghtZACl8JbJ1CHMGuAs5i2Bx1UoFNasWQNKSRTFeDxumiamZIdCoaBSGomxywZ9wcwZHTVYzCSl1AMO74iIFHuRn1NqDRZKP3x4EmBqv6GfPhfiDUK3kYUGGSMkEqqiQrSNLyZYC78W8a1UKkHMbfpz7lWe58Js0BvdriAIXjQKnBlbURCEdrtNDDiSqHjcNyijR/yvjBH1GCnMFQ3fgo0UjUZXrVrVarX6+vskSTqCsbBtO5/PJ1mkBaVEXm3A3kqlUiaTtW2/JT2fzxcLRRIt67peLpfRGiGzkUKVSgXiXmQQxBj5EiXPq1ZrkGch4FcqFfCi+EyYb4D2lGVZkuVyuQQ6x2DzWRuNBopt3CfceVDuIgkqlUrwxEqn0xwXARrH2vckRVGq1Spc49XAl5ICDGcK7goPHDUqUANFUXjB71siMYyqqngUtL3Rj0EXSJKUL+RzeQA5WscAACAASURBVBrpxJmmyXxCfZIPai1SSqOsSCaTuAAkM9Ry+OEoCkzTrFarU1NTfX39wPDpAqwT7D1BEMKhsKIo8UQi2KUQVGtBaOF5HlbmqlWrAOODIqXcE8Z3SkApfQRUpCgKDDowrkEQBCMw+gyST5I/9bEB31TPkpQymDnLbASSaZq+lDLCJiGJzGIPf6axJqQIm4Skqqog8OGQPxN4uQmJ4wCga5oWCoVgDQH8kGoPVVUhWMOfiKJoGgbqXgBI+Iq1a9dms9l+Ns8l2E0C8oD6llCJkTQaX4H2fdu2JVkC3wMkDF2N+B+8e40NGUuyobXYSMjTyIkaOp5lpaSqxOPxQqGQTvvVIBgjZOPQk8diMZTKJFok8oZ6jHL5fLFYjLpRRVF0XU+n05VKlW4DokXEc1VVUUEgBaDGpmw2i4ktgDps2x4bGxsZGWFSSnN+fr5YLM7MzCQSibm5OVT4AKUURTEMPZ1O02wUURRdx83lcuVyJeZ5ePvJZBLelwhK6P4h/z36pbnlScV6MpkslorklYEGrKCLCJ4eJcbgZkngCSbWL9c1jWdezWTijc/EbqTcG6tCUZSxsbF6rU6IicY8G/AnjuNIbPq0E5hfiyLWDy2iSLAOUUqpZGr16tWEBB1BKWE3ovSgwphj/UPwlMdAJtpToVCYaNdgwotHREwQz/OytGyFRZQSLvBRaKS1OsOokDngXukgQWLso1YstbACvlaSJGHuCZgbqHBJXBKJRGRJhtOnwqZFQuNqBho1IZSfn58noD+VShNqBaCfNIwY+Q2ilcRAsVgMmbMUsGuHIEFRFDgkUwMKSrV8LpfNZm02eisajVYqVdLNg9JgDf0+h4zGGtu2sDgy2eUxRaIoOrbdbDSpix2METX0gwdG34LnRSVJkmQ5kUhQjoqTtFwuo+4lZhWtgq7rCoIIXUSr1QISJkmSYzulUnlsbKxarQI6hpQyk8kChZ6cnCyVSuRMIMtyMpkcGBhgKkVRUZRKuVKv1+Mx/4d4ngeg22LjF/L5fPCukAJQjSBJUiqVCqrKVNbbjAQKn0mGHnh6uSw6NG3iNlG5UFmbTCYLhbwTsICn/U+yH2QleMVAQ2PxuM7MtCzTQoe2LMsRltbRV2C1p1Ipy7ZFSQqFw0DLqesYmeDi4mK5XEbJipyWxJhYz7ZtU+6NkhWPBVg0DhrSL5JJBu3eEOsFFJgmEt8STK2JUj5SSqkF7C0Rc1gB3Y+M3GA+lcgcbNs2ApPNNF1zmbX6ihUrsHSMgKcmDlGL+VQirfI8T2cSGVVV8bxWrVpVKpVWrFgBdJG0VqIoAo00mLdGNDAxEG8aPixURAEmha8iwPCpqanBwUH8WI5JKX1XumUpZYk6VFU2vIsEhqlUKkgIy7JcrVZoV/A8n0gk0EJIffDVajU4hQz9gHkmWkS5AdEibkzXtHa7XSqVol5UlETUftjeON0VRWm1WlRhCoKQTqU6nQ7lEYODg4ODg9lsdmZmJhaLrVq1yrbtwcFBhu4KoiCUy2WSZyJ0oBqPMnkmGhupO0/2fecrIIR5X0rZxl3xPC8KAkoAMvSw2UA2MzAmCtEbMURRlEpgChzHpJTBurdQLJACPBL2s/FYLAbhAMdxJKUMhULxeBy9q7ChQ2iBuAWHVIRJKYN1L5I4uJETOER8bygUQmrZbDYnJiZgre4GhgYjvJGqPxQK9YdCpmki00T8m5uby+VyOICw94Ly5KCUkjBnvJRg3Utg85FSSpk5aIVYV0MQlEb+RpEWAYRAaSqMKdnu7+8fHh4eGRnhmBAc0jbazwDxYDhC2gzXdXVdj7pRONEhe7EYVQBdDpJeeP/CEoWKWGiS4myODi5AqayxviXHcTqdzqpVq/ClyNNo3hfiJLh+RVEEUYQ2K3PYKN0Mmbkgcwas4teohxMtyI6KhUKBDQEXRRE97svWyopaLBahKsFnop70K0xZlmUZ3XzZbNYwTaSC6MXHfUqSlM/nIdiWZXlgYGBoaAgWgsCfo9EopJRLS0sElYOUwpdKkhiPx8vlSjA4FwqFUokUYBIKEGqfFkURvVPUpYCoSAw8IACygKdEBpASVpfrOrlcLpVKY+fg4WQymVjMr4Y0TQueyChiyeE9EuGQREAFgGCD3054ryAIsXg8dtjwJAN2HCprY0C4hlQGGazrurazrLUyLROoraqqi4uL4F+IUgqxDnnaveFIBBA0FcbhcHjlypWDg4MIs/gTTVOlQPv+8qbrD5GUknYvQdDBwlgUJdd1e1KpFMVJPLXg5sQyJb4XWS419OMHO45jmP7mxLG6sLCQyWRCrGGKjis8U13XkTlLjAkACycIAnS8APpcx58frcCykPUYCcxhnKosFMaoUWXmSgeYyrJ8lhud3Mlkcs2aNWC5QVG6bDwveoxSqRTepWmaVIKCJHddl1TKElNK1ut1JLGyJOGCErOARgFJIUhiF1SrPvWCarDT7hTyBZzWcMZrNf3EGBOA2+12uVyOulGkZNlslimlDJSgiMaQEDYajaHh4cnJSbBK09PTyWRyfn6ePKIVRUkkEgMDA8VCAeWM67qIxslkUmUFPIQojuNCCZzJZHzRmK7jUdTrdVJfBLkxpHyO4wCQx6NQFCUa8N8TRdEwTchjcIEkSbbj4BiirsNYLEY9XsgK4YZvshFtsCIJWjIsLCzArojneVEQTcvKZXOEY6mq6sVidGRjtaeSKZyVEX+ctUXYB0rlGPOI7u/vHx0dHRwc1FnPICpHRCPCcfF8NCaNFlj3OGzuECOpGkXAlwL6jRCbgqIoCs8fNjxJDFjhgSJ2HKcnFovR/xrGsvlGPxseobD2JbAFR2BugKAIc9d1PZlMLS0tiaKIC4Ld+WHm8GyytkwpYNceiUQwvcFl3p+U8OCUxSMzDCOfL2A2H2XOpLOPRCKariGmGcyyEKgJUtbJyUkEn6BXEwozMogDNgtQSpKkCBdxXbfZXPbWkGW5WqtSEot0sdPpkDkbCIxWQNUE8qZSqUSjHo6hdDoNQoiW7MDAAE4EpBXxeHx4eBiDy3AMdTrtdqdNGiPXdTFJlDqE0FE4Pj5eLBY1TZubmwOmEI1Gk8lkJBJJpVKwvKMvHRoaajYa6GlB9jgyMgJ5piAIkizX63W45ymsfXdoaCho6JHL5cjQg2PcGOI5tkEykSDRKI5sgOcgV8LhsMvGI/uQkuj7TiOfj4TDgL7xghA54/E40W8ILbVaDYoLpotyifOLRMK4z2Qioet6hAkBCS7B3gNjrLPpSlDp0gXoEESDERWbSPqQKqPYpMIYWwbiJRTnuHlCZFGfGoZOOwgslMW2WB8NIg1wTqByJDaRq8e27f6+foEXNFVT5GUhdFA4gjMACDOdE4Cg6SgCWyNJErwge3t7Efco0RcEAR1F1PmhqirsOPD7bdteWlpymSM0zlRyb+Z5notEoF+nuheMEc4I/InruGR6hsoNodhxHEEU+vr64LeAb5HYRgqmdqZlIg22lx0nkugxwnM0DAPeOtjeHMclEolKpUzBQdN17P9EYI4RVBD4sRJrIaIOQdd14WJDKSjafQnWsiyr2WzB10JRFIEXMpkMAUh4x/l8fmpqanBwICilTKfToJFmZ2fRQoQ4iS8lyacsywLP40sz7JyyLKvRbNIFBAEEwbZqoJsKlQtQAywGURAAAcbZo4D0hVq4UPcWCr4VHoJPsVhMZ9IOM7KEPJbUWihVUqkUbAMRNmKx2OrVq5GmhsPhGHO6w3KFyAdlKgZ3uY5LBRcCSSKRcNmoEAC8y3Yc4TB4acuyUIlgebsBp7sAY6qQ1ooopd7eXsxMEgKzUVAbqgGHd+nwPgeU3zIbGhx0ugvTbCSCKBQ2hYWwbKqEBUFQFH+6Csf8nFEJ4xGD58SPWbVqVT6fJ06YGCMUusHkBAw4aUI6nc7k5CTqOiQ8QAJ1Q0d4oUpYVVVeEIKMEW7eNE0oJSm19jwPPS54rJIkjY+P45zm2ageWJDr+jKlRIyRJMvRqIc2Q2KMUqkUgrPO/N/y+XweqbUsGYaRTqep3YcugOQY5X0qlSqVStlMBqbwruvm83kAXSCEEokkgbfIlHL5XK1WBwIvy3I8HkfHH+7TsqxsJpvN5kZGRsrl8uDgICL5/Py84zjz8/PxeHxmZgbNUliU6OZDEqEbhqLIfvmdzy9/aS7HxqP6Du/kES2xGUVBN2wUMsFuqng8ni8UWIXvm93jcFFUBX+SZeORBebpTbACIFwYU1LKALUGwR+GbiBlm5ubm5iYwH4GPoKFBOlBnN0kMBfP82DoF2GjkkhZgMiBDjmZDS5F5SgIwtjYWK1WQyZIcgaeNSFR5owdQdFrxYoV5XJ5ZmZGYI43QVA6HA6HQv0CmypM0VtkNhsUnFE7RJhHtOu6PVSgBxkjk/X39jOvLIP54CBdsZmJJmXOxPKRcJQwZ47jdMMAgEwJT9ASAQ9xfn6+Wq1wzN/A8zyqRvDb0pmMx6x6cQEOcoI0sRQM1rMOpSThjZFIpFqtrl+/ft26dY7jIHPDTqNwTYyRLMuyLEEYQCioLMuYUUKglK7rAV2EiKQLkDJTX2pQSkQ9D3VLMpkEN0NBrFKpNBqNeNznupCNU46qqmqpVGy32+l0GiWoZVntdrtSqVKFmc1mW+0W+u8syxoeHh4aGspms7Ozs7quIwIPDg5S852mqbVqrdlsEsF2RAmgqGqxWERhTFsr6HSHR0GJMSH21K8PYBZToHQ2uAzumf4Fov94gyNd0uk0o6llHOI0LRHvNBaLFVlhDEUtRuqYprmwsHDUUUfhdHBouLQgJBKJYD2FrI30G6hE6IAA7hMPWMBHIhGIETRN6+vry+VyU1NTRmA+A6KRj7AGWoIpeuN/olEfoEV/L6HQgQKWAWP9/T6zy7YYYGol0NCPP0kkEr6UkmfulTgV/Ov6+nAr+mHmG6ptH9a+7LA5Zr29vbAvNdhUxRCbYxaNRjWWOaMwJhQeiUQ8Hse0FOQepLXiOC7CcZBSuuzIRN4b9HOGlJKIO4FJKekYlmU5kUjMzs4uLS0tLCzUajXbtqG1UtngwkqlQo4zPBt7S4WZLMtIjKOeHxwcx0XfHOpziZnOJQLpYqvVDpaLfo8RU1+iXKS2RNGXUg7kcjnTMAReUFWl3W7X6nV8JlYwSlDbdnCmNJtNbEWO41qt1ujo6MTERLPZjEaj5EpZq9UWFhY0TYtwEcMwBgeHfCG0JAuCkMvlBgYGqBpXFbXdbgfnjEejUbDQ1PGPScXJZBKD49CWWCjkqYWwWCjW6/Uks8JTVdU3u2ePFz2G5JWHpxe8AFJKn+/lOJ7ngfk7rO7VfFdKD/zf2rVrl5aWZmdnqawTJTHHht1wHBeOREhKKQVmowX5Xl9KaVmi5NO5nhejsAF3jrVr19q2TcWmbdtoCEHAA7JtMEKYDG0EQZiamspmsytWrMCeEtjmRHYpB4YGAycTAkODiRDuZ4UxcvieeDzOsRZC5fAmJEEQNE33695IOHz4JBgqjA1m2wkL6E6nA5AmHIkgVtuB6TJAjEmMxfM8gnmxWFy1apUvCIlGfZkUL/A870WjgP7xJwBvY2ykA8XqYN2bSqVSqSQFZ2izC4XCUUcdBU0cVP5gC5E5Z7PZTCZNYqBMJpPP5yj+BBkjJPmZdLoQmJSLxUR9yNhpmL7r2LYsSQikhK5Jkgj4t1gsRqOeIiuqqqAwzrM2Bsd2ENNwyiiKDFUjJbGGYSC8I4mIRCJwtBsbGyuXy4ZhzM3NpVKphYWFfD4/MTEhiiKAbmp+VhQFrRTYvbgAWHqMzTrNZbO+GMtvrvDbM474pSSlUlQFTtdJZsfh2DacsQAISZIEdy5yJoIgh+TuCJvLYiyeVxUFdS8ZHtrLQ4MVMJejo6PT09NHHXVUIpHATguuCp7nPS8WY0ODCWGmyBlh7b62bYuSnyeCQIEVDnGos7OzmUwG+wqFsaYtDw3GjhBFMRwKh1m7ryzLvb0rKpXK2NgY8EjiXAHjy4E2BlVRlMBUUYENT6LCGM8Q296fjYTbVY9weA94REfYoCPCsZD3x7wYKlvszDVr1sTjcR6DzmQF7exUeyjM8UBlbdm6riOhGh4ebrVakUjEspZnI1FR5Lqupvqb03GcZNI3KMPWAj5EeZrjONTxj+oFb2VsbGxxcXF0dNQwjDVr1pBaA19BlJIsy9FodGRkhHqMNF1HSyrWtCzLbjRaLJWCABJcaZCJKYoCkrNUKkVdV5Fljbmxk1LStu1sLkd4j6aqiUQcY0pc15Uk2TTNbDbbaDTgCIljC+QNEkjTMNPpdLPpay0URbEtu1gs5vP5lStXFotF0zRXr16dyWSWlpai0SgSUbQQYWNompZIJgYHB6emphzHkUTJMi00NuFEUBTF8zxIuKnzicgz3aeU/F+K21ZVLRaLwfsWRxtAgWJglDEE25QY4+EQIQTuA9AjywiUaDRKwAQ+kxJjVIYLCwvpdHpkZGRpaWl4eJjjOMexqQTDn9DEBoAIlmUl4v4FPskUjTqBLI/JaXWBdSnh5aLZC3uPvGVIXOkXxgxLspgdT2/vCsuy1qxZYzDxEv1JkOgRDx8azHGcLEtUGFPxTIxMj2WZyFqNwIhQBFtd10U2IlUURYdBamFmhWVb1vnnn98N/HvxxRcvueSSVCoVDoc///nPP/XUUwQMoLQISmTwGrC9UafBHEtnfh1G0HwjwvGsO9SyrLGxMZiGFvL5Bx544Itf/CLYBciYKVxDYIANDJBjeHhY1/WZmZlsNouAny/kyZUOFdHMzEy32x0YGMC7z+fz5bIvMBKY+UYulwULIrJRujCIQzxvt9v+FDJBABPWbrepv1dV1Xqthhx1586dmzdvjicSg4ODdCLIslypVlCCYq6k53nDw8OAqYFkFIvFgYEBtM5Lkm9btWrVqna7DW8Az4suLCykU+m5uTnP8+bm5hCuydAjkUhs3rz54MGD3/3ud5EYV6vVVquVSCQUVUXmPMgYI5/PLPj6TZW1EKJGwKMQBCGVTJHTHUINc7qL4vGODA93u91arWYYBs9zSODZ/pcA9qJywcn78Y9/HKKRaMAKjxIZBBtY9kmS1G63JyYmkHdEo66u6zzv9/fS/g+Hw8cff/z+/fvJ+AWJIeEpoXA4HA7btv3222/Pz8+TAgJ7Hqj43NycBiNHJpFALWmzCbih/hAiAXoH+vv7+/r6wVQnk8ne3t7jjjuu2Wza/lzSw4YGw/iSpJSsnoVHtKhpKi/wof5QX1+fr4UGiEX1tMCklJTEa5qK/8HzijAppSzL55xzzosvvogy7F3vetfJJ5+8a9euX/7yl47jbNiw4Xe/+x0eEHj5I1oIsVehZUNIBMGNgA/q0mETq0Q2vxuw+Ze//OW7774bCPP9999/zjnngBBOBwb8guiPx+OiKJbL5fHxcRhW8DyPEdiAVfAnyLIgpRwYGMAiA8KUz+ejUX97g0dJLw8ElCjLldlIoVarRX4doihWKpWg+jIW8zqdTomRnPPz84uLi61WK5v1O+l1XW+324DKcGTk8/mBAd86B8VPq9UCcaqqCp7MwMBAMpmEa0en0wHDPDMzE4/Hp6amYrHY/Px8LpfHOSUIQqVSabc7Dz300NVXX43Q2ul06Et5Qcjncu1OJ8cGl8my3Gg0qtVqIp6Q2cSmdrtNhTF+aRACgJQyF5h+ns/nV69e3e12E4mEwDz9gDsgDCaTSYK1I5HIypUru91uq9Uikj/qutRCzEUieMuDg4Pj4+O9vb2pVGpiYmJ6errRaCBsgN1Ns6nCCK2f+MQn9u/fj6IjFA7BbYsKYy4SgQHAoUOHJiYmQsw6hvRekUhkcWExlUqJrHcAiB3RuTD0sAMj73GICIIAr4Wenp6nn37685//vPz/PzQYK4GKU+ZKuTzZzJdSokigzFkUBE1VqWIOh8OKohiGTtwsqCrT8mHqc88998CBA0j0QVecfvrpf/nLXxzH+dznPvfkk09GIpymaSeeeOLtt9/+wgsv/PjHP37f+95nWRZsKNevX//II4+8+uqrP/vZz8B0C4LQbDZ/8pOfPP/883fddde6detQI3lelHz0P/WpTx04cOC111776U9/ahjGzp07v/zlL3/zm988cODAo48+etRRR6F6KRQKV1999Z49e37961/v2LGj0Whg4Gg4HM6xWUE333zzRz7ykRtuuOHAgQM7d+5cu3YtcOZut/vRj370zjvvfPnll3/yk59Ar5ZIJEZHR3/84x8fPHjw2Wef3b59O4rST37yk1deeeWHP/yR3/zmN/v379+xYwcqK03TTjvttMcee+y555779o3fxgGELgUsQVVVr732uo0bzywWi9dff/1JJ5109dVXP/fcc7t37/7ABz6AhA3hHR3/pmlu3br1sccee/bZZ79703eHh4dRrqM713acRCI5MDBw4403Pv/8888888yOHTs8z5udnc1mszt27HjkkUf27t37zW9+c35+vtFofOf//t/XX399z54927Ztw7F11VVX7dmz57HHHvvSl75Uq9WglFJV1TAMcE7f+973PvShE2+44YYXXnjhgQceWL9+vedFZVnO5/O33nrrK6+88oc//GH79u1QthcKhYmJidtvv/2VV1659957N27cWCqVpqamut0uFAEzMzO7du3693//d0CnV1555b59+x5//PFNmzYhnP72t7/tdruPPvro+Pi4EPRLMU1FVTZv3vzII4/s27fvRz/60bp163p6emq12uOPP3788cfff//9Bw4cuPXWWwEQwC3wpptuevrpp+FP9vvf/14QBI7nLNtCJawoisDzW7ZseeKJJ+67774TTjgBGxhAww9+8IM///nP+/fv37Jli67r4+PjAwMDITYi07IsvL7//u//3rdv38MPP3zcccch9/Q873vf+96f//znZ5999sILL0yn07OzszfddNNbb721d+/e//N//g/Tb/lTE0itpSgq9S0gVVQURRSFcCTcz0YEx2KxnnQ6LbGZwJFIRFW1IN4FBEgLNBVqmmbbtqr6R8t555134MABAGILCwuqqu7atesHP/iBruuf/vSnn3jiCUHgx8fH33777UsuuWR2dvbCCy989dVXK5WKbdsrV6585513Lv7P/zzzzDN/9rOf/fGPf7QsKxaLHTx48H//939PPPHE7du3v/XWWwCc0mkfPOQ4bnh4+Mc//vHjjz/+nve8RxCEnTt3vvnmmzfffPMpp5zyy1/+8k9/+hP0G7fddtuePXtOPvnkk08++eDBgzt27MAd9vf3O46zbt26dDq9b9++N954Y8uWLccff/zdd9/98ssvJ5OJXC7X7XYPHDjwX//1X2edddaLL7541VVXgTH67W9/e+eddy4uLn7oQx966aWXrr322lQq9YUvfOG111579NFHP/WpT918883//Oc/jznmGEmSTjnllDfffPOKK6444YQT7rjjjieffLJer8PAXWUesY888sh//delruvs3LnzlVde+c53vnP66ac//vjjBw8ehH4DgRGixU2bNh04cGDz5s0f+MAHfv7zn998882GYbTb7UajATCy3W5/73vfu/vuu0888cQLLrjgL3/5y/vf//65ublLLrnkpZde+sxnPr1u3do777zzpz/9ablcfte73vXMM89cf/31737XuwcGBm677bZnnnnmk5/85KmnnvqnP/3p8ssvjzJb+UQi0RkYyGQye/fufeONN7Zt23bqqafcfffdL730EiLb7t27f/nLXx5//PEf+chHXnzxxUsvvbRcKjcajSeeeOIXv/jFscce+6Uvfemdd9756Ec/OtAZ6Ha7sVhsbGzswIED1113HcL197///d///vcbN2489dRTX3rppW3btuXz+a1bt3a73Y997GPYYBhEjkh49tln/+EPfzjzzDPf/e53P/jggz/84Q9DoVCz2ex2u3/4wx8uu+yyjRs3vvrqq9/+9rcBqezevXvv3r1nnHHGd7/73b/+9a/79u2LRCIyEwKCENmyZcubb7555RVX4jn/85//nJqaisfju3fvvuOOO+bm5k444YQXX3zxsssuy+Vz8/PzoeXZSO7OnTsPHjx41VVXvf/979+9e/fBgwexZR599NE77rjj6KOP/uAHP/jCCy9cfPHFi4uLJ5xwwvPPP3/FFVd0Oh0SLFMKjIxVDfQMoxiUWGEMlZisyH5DP/Y0ak4tYL4hMtFmUEoZVGlLkrRly5a//e1vt95661133bVr167XXnvt0KFD73rXuziOO/XUU5988slYLLZmzZpLL70U8dw0zYMHD37kIx8RRfGGG264++67S6XS0tJSIpF46qmnJiYmLrnkkgMHDhBj9KMf/eg73/kOVDV4Ioau53K5yy677Oc//zkI4Yceeujuu+9Gcthut7vd7qpVq9auXdvtdmdmZvpD/dVqdfPmza+88gqAbkEQ4FOZTCb37Nlzyy23eFEP6d9rr7128sknFwqFbrf7hS98IR6LybJ84YUXPvTQQ41G4+Mf/3i3202n0+A8Nm7ceOjQIcuyTj/99LfeemtmZqZYLDqO+/jjj3/hC1/IZrP79++/5pprcBInEolDhw59/OMf97xlVVOn03nooYe2bt0qCML9999/7733Ylra0NBQt9sdGhoaHhoulUo+N6soW7duPX3Dhkwmo2naUUcd9Y9//GN0dBTbG2dus9l8+eWXL7300mKxqKna+eef/+EPf3h2dvaCCy7YuHFjJBJJJpOnnnrqP/7xDzzPhx9+ePv27Y1Ggx4XaKrTTz/94MGDKKxqtRqYbVVV9+zZ88Mf/nBwYBDDjfC48FgGBgaA1pxyyimHDh2q1WonnXTSP/7xj0QiEU/Em83md7/73W3btpXL5W63u3bt2r17937nO9/Bbc/Pz3e73X/7t38DwPPRj370lVdeqVQqyLeh3gMwRpjTOeec8+lPBpEfjwAAIABJREFUfxp8zBlnnPGPf/wDIF+3292wYcPIyEin09m+ffuvfvUrWZaPO+64brc7PT0NWOvWH/1o3759mq5RN1s4ElZV9bXXXvvS1i/hfX34wx/udrvYeMj5sXpP+8xn/v73v2uaBtTGMAzTMGVZvu+++2677TaIi0ZGRrrdbiaTefe7393tdsvlCjbnSSed9Pe//x361qeeeurkk0+G5MsIGNkh2SbUiuRZ/yqlBHvqN/QDUibwOsRcuZTDbX50XZckP9lWFMU0zAsuuOD111+/6KKLvvWtb11zzTVnn332xMQEyvrTTvvs7373O1DEmqZ97GMf27Fjx3333dftdk888cRIJLJ79+5LL710cnKy0+nggLBt+5577nn00Uc2bTrvnHPO2bRp0z333POrX/3KYGNHbdtOJBLRqPeVr3zljjv+V5HlZDL54IMPXnrppfhJ+Vy+2+2uW7fu85/7/FtvvbVp06YLL7zwa1/72nXXXYd1I0lSLBZzHReK/z179lxwwQXZTBY57c6dOy+55JKxsbFutzs/P48HcsYZZzz33HOZTGbr1q3PPPMMSK9isTg7O9vtdtvt9nnnnff000+TUvKOO+646qqrBgcHu93uDTfccN55523ZsuXiiy9++eWXN23a5HMzuRxc6e6///7Nmzc7tv3www/v2LEjEU8AHel2u+9973vZ2FHJNK16rQ6d89lnn33llVfu37+/2+0iy0UKirakiy+++O233/7Zz372H//xH8cdd1yhUJiZmbEsa3R09Itf/OK3v/3tZ599ttvtQnO/e/fuLVu2JJPJz372s2+99db27dv/8z//86KLLrr88su73S6KXrKVFwTh97///bZt22gY6v333/+1r11+6aWX7t27V1N9Tejadeu63e7ExMSFF164d+9eSK9ouhIi8J49e3BeQNV89tln/+1vf9u8efO55557/vkXXH311d1ut9PpjI+Pd7tdtD2Rsg36eehhzjjjjG984xvPP/889nk2m+12u+vXry+Xy9PT05/+9Kf37dvHcdxFF1303HPPxWIxjHTcsGHD/v37ySARhSEOEUKtUEYtLi5u3rz56aef5ngOGNXo6CgeO7oLwd5HIpH77rtv27ZtSFdt2+52u5OTk1u3bt2zZw+FVpzL69atm5ycfOqpp0499VTUWYQ5Q7cjy3KE4yg/Bw5CoVhmk818KaVlmlTZ4oNQ6GvMDjIcMHCXZZnjeEjDcXJs2rTpueeeUxRlzZo1pEYAh/75z//HU0/9TlGU4eHhP/7xjw8++OD//M//IMX64Ac/KIrS888/f8EFF6xdu9Y0TejXPM/7zW9+89hjj1155ZVXXXXVdddd941vfONLX/oS4EdI82LxuK7r27dv//nPfw5efteuXeeffz4uqFQq3W539erV55133uuvv37ttdd+85vf/NGPfnTNNdfcdNNNs7Oz6CJCS93U1NTevXs/97nPkUf0rl27LrvssomJCexM8D1nnXXWc889Z9v2jh077r77bnjlJJNJQCyTE5ObN2/evXs320janXfeec0110zPTHe73VtuueXa66771re+deONN15//fXvfe97IQasVKrYBjt37ty6dWs2m3344Ye//OUvI8HJ5/PYwKS+zGQyrVZ7y5Ytr7/++g9+8INt27Zt3ry52+2CIjYMAwJPoNCf/OQnb7/99ldfffXQoUPHHXfc5OTkli1b3njjjZ/+9KeXXHLJWWedheWez+d27959/vnnW5a1adOm119//cYbb7zxxhu//vWvX3311ddee+3Q0DANDZUk0XHc/fv3n3HGRo8N3XvwwQe/9rWvXXvttffccw/ytWw2iw08OjJ6+eWXP/jgg0V/aLCFNYPD8fbbb//JT37yq1/9CoLN7du3v/7661ddddXVV19z/fXX33DDDddff32xUMBuIfpNZI1luVwOkeOWW265/PLLL7744m63a+hGMplEJI9Go2vWrMEGlmX5uuuu27Vrl2masiRxHAcQy4su+9Sapvme97wH6RX43lQq9fbbb8/MzHz1q1+96667NFUDTIUUr91uu667fv169CFzHAc2AYeUruvdbnd2dvaKK6646667OOa7jMg8Ojq6sLDw9NNPf+pTn9ID/nMcc4Pleb4/wOwGgzMqYWqEcBynB2fGEccAtTv1M+9p0zRl5mfN87zjOGBEzjnnnOeee65QKMzOzsqs5Yjn+Wg0umHDhieffDIcCV9++eW7du0CCq/r+l//+tcPfvBDrus+8MADt91229jYWF9fn+u6t9566/T09Pe///077riD53l0fi0sLKxduxYoaCaTicV90cy2bdvuvvtucAM7d+4899xzIYREEjU1NYX8DVbp09PT8Xj8wgsv7HQ6sXjMsiw0zaxbt27//v1f+cpXwDdYlnXo0KEzzzwTL6ler+u6Xq/XzzrrrP379wuCsHHjxjfeeAOtOaqqfuxjH3vnnXeGhoa2bNny2GOPiaIoSWI6nbr33nuvuOIKz/Peeeed0047DfN74/H4SSedVK/XQb1CjIEC/rLLLmu1Wg8++OD5558PpSSQnjVr1oCyLxWL+JMXXnhh48aNhqEPDAx89rOfRSDFDx8cHEzE41NTU2eeeWar1ZqcnMxms/fcc8+tt966atWqF1988atf/SpESO973/sQXTudzq9//euNGzfKsvyJT3wCCTkqkUwmu3HjxsHBwTQTjWma1m639+/ff9FFF4miKIlipVI5dOjQ6Rs2nH322a+//rqu6/VarVqtfuYzn3nnnXds2z7vvPPefPPNfD5vGCbP85s2bTr33HORFYNMRtTNZrP4dsDFlUql2WyccsopPM/jJG21WmQJAIfdRCLx/PPPb9iwQRTFxcXFT33qk91uF3VKt9t9//vfD7nFhg0b9u3bF4/Ht27d+uabb8qyPwngW9/61v79+8F3cJFI1HVRznS73eOOO04QhGQyif08Pj4OUDaTyRimgdT6nXfeAacwOTnZaDR6enpkWX7ggQcuuOAChErDMLrd7tLS0plnnvn6669DsOQ4zsknn/zOO+/Isjw5Oblv377PfOYzYmD8AkmksDlx3tHuhaKLdi/2sy+lVFibf1BKSUJolBmEj2maRtx0KBQ655xzDhw48P8R9p7hUVX9uzAlkym7Tt/Te8u09J6QTojgA3YQC/qAElG6CAISmvSigkjRvw1FeR4UrC8I0kFCMwrSQwiBIL2TgHM+3LMXo+e853zxuoh7ZvbsWWv92l1yc3Oj0SjECmjRx2zQoEEHDhyQSqXLli3btGkTculJkybFYrEXXxyoUqmGDx9++fLlRx99VKvVTps27erVqzqd/vHHH79161afPn0MRmNlZWVzc/PgwYP1ej3MjViRVDxr1syGhgZMjLZu3TphwgQge2w2G7KXSCRy8eLFuXPnFhYWlpeXr1q1av/+/Q6Hg+By0HVrampqbm5Gh+ztt9++du1aamoqAiAMSqxW2+DBg3GQl5eXt7W1DRo0CCflli1bvv32W6fTOWbMmD179tA0Da3W9evXz5s3j1Io/vvf/+7btw/qQkOGDLl9+3ZxcXE4FHY6IFIj53nlnj175s+fj4HwuHHjIL4RiURwDMUnRsEgcoQzZ8689tpr6enp2dnZv/zySywW43k+FAoBnonodOrUqSlTpmRnZ/M8v2nTpgULFlRUVJw7d66urg5okB07dsRiMaAvd+/ePXz4cKfTWVzc5dKlS/Pnz9dqtR6PZ+3atbt27bJY4jK0giBEo1G3233ixInm5ma32x2NRhcsWHDt2rVAIMXn8925c2f06NFQutm4ceOKFSvcbndpaemdO3emTJnC83xRUdGdO3dqa2uRRkJuZeHChVeuXAH4+cKFC4sXLw6FQuFw+Kuvvtq0aZNarUZlnpGRgZ8MkgDQJz5z5szgwYODweDDDz+Mb6RQKEKhUCwW69u3r0wmC4fDdXV1J0+ehBpRW1vbv//9b51W26NHj9OnTzc2NiLSWCwWQmPYvn37d999C83t1atXYwNnZ2e3tbUNGDAA97Bx48ZVq1YhZ9TpdBUVFRipbt++fezYsUlJSTKZFE3Q4uJit9t9586d/v37a7VajUbz888/f/bZZx07dkxLSzty5Mjrr78uEbV1EtkHoCWSzvE/KIT/hFKazWa5KL5BUF0Y3splMo7j4q+UkZHSffENuVz+xhtvnD59uqKiQqfTQSiE4Lxra2sPHDigUqkKCgqOHTvW2tp64cKFd95557PPPrt48aLf749Go998800sFrty5cq+ffsefvhhZBFvv/32X3/99eeff7a1tS1YsEAQhPskJLkc8KDu3btfuHABw4AdO3ZMmTIFVB5BEFBmWCyWxx597Pz589euXWtvb9++ffszzzxDVBGBzYxGo83NzatWrbp69eqlS5daWlow0kATq0uXLgA5vfTSS42NjZDjGDJkyM2bN0+cOHHt2rX6+vqcnBytVjty5Mi9e/cCb2C1WteuXTt37lxBEHJzc+vr6+/evXvx4sUzZ87U1tb6fF6RasfodFq3211fXz9jxgye57dt3zZ9+nTAnlDLgZ5O4P4sy44dO/batWunTp1qbW197rnnWlpaNm3aRPh9MpksJSVl6tSp7e3t586da2lp2b9/f0VFRWFhYV1d3fXr10+cONHa2jp06NCzZ8/+/PPPPK/cvXv3hAkT8KGPP/7Y+fPnL1++3N7eXl9fX1BQgKMcyTngHMePH//666+vXbt2+fLl06dPP//882BTjRw58ubNm42NjVevXt2+fTsYxTa77d///vf169evXr3a2tqKtjZSpEAg4HA6/H7/qVOnPvvsMwwaL168iCboli1bc3JywNnes2dPe3t7eXm5xWLBIY7KbtiwYVevXm1paTl//nzfvn1Pnz69YcMGHHxPPfUU4PQzZszAvFehULz44ottbW1nzpy5fv36m2++iRNZrxeQGGNEmpeX19jYeOXKlWvXrs2fP7+1tRUKW7W1tTdu3Dh+/PjVq1d37tyZkpISj2dJSV26dAHgZ+vWrWPGjKEoSqVSWq1WbP7k5OQXX3wRC+bKlStbt2612WwAir7//vttbW0zZszAVmQTNHCYBDkOpNZIxAiUEo0AQIY6CIKA0ApsPXkjqVTKMow60WzhfxORZVlWyStBW5NKpXKZXCfalAEXBbipWq2mKDotLQ24aFBGGYapqKiw22wejycajbKiOKhOq4USYllZmd1u50QRWZVoxglVCr1er1argTIHfoPACbRardvtxtxFEISBAwcWFRUhINA0LVfAVdCDQXRLS8vLL79sMplqamoSRcwBMAA8iGVZk8kEMIZSqdLr9VVVVZC5IHwgqFhgczIMo1ar3S435r2paWmlpaUOhwNBjGASRcZ/XOkO2stEUwrYIHAMcDzr9fpoampmZiZgQBzHuVyuyspKbC10CkHGrqqqevrpp81mc1VVVXp6en5+vsvlKigoyM7OBiYElgs4CtPS0oj1kV6v69Gjx8MPP4wTASwllAC4q+PHjw8ePCQrK6tr167iN1VBd97j8QDsJQgCNKJ1Op1CQWk0mpKSEiJMT9O0VqsJBALQiAfQF+hLiHhlZGQolUq32+0SESDgsRBMOBAggiD4fL7+/ftjAQuCkJOTA2BjSUkJ4L3V1dWCYEAGy/N8JBKpru6m1+ulogsXkXlBag3JHrixosgi/C21Wo29+g8hO0hGMwyDnaZSqfR6sHTiTp06nc5ithQXFzudToKmZhimrKwMKlmElksQzaoEMTkSVhNHStz/0RuJBHHMkAiblxTG6OaTNjUIg2DAZGVlgZ1HRCclEgk4RkR8g6Io6PRyHNepU0fY9oLJhAYyahhwjOSipQ04RpyoYAT9UdRpAJqhR4o7AeyGENCTkpI8Hg8cHjweT15eHtKeQMCPIlYikTQ3N0+ePNlkMuM9gewhWxHwQCxQMOnlcceg+4oTSO2AlCTMh/T0dKCagN+y2+3QwcBZxjBMJBIG5JAVpZWzs7N9Pp9eVHgPBoMQpkMAQTzHiQClO5/Pl52dLb5nfGIMeBaScEC+Q6FQXl4eqNR+vx8iIaxoZZqXlweIiIKiFApFKBRMT0/HmAofCsUPg8GAb3ry5Mnx48dDdx7dmvT0dGxvPD1gwgg1gvCWiPiBwWBIS011Oh1abdwbidCSGVEjWuR4qWUyWbI0GXq6RPsaUEpBEAAdBR8IPzpCC+YLKpWqS5cuTqezY8eOWADYewAhgyyBlSaRSDiWhbwpJ5onAZ6lVqvlCnlycrJCrrCKKtPJoqso/llSUuJ2uzt27AhtHbJlWJYxGuNKd0iMAc+iKKpTp07p6enAArIJOnWJHENkzmqViuVYuVzeuXNnyMorE5Tu4hs4MXOWxJWxlAQXQiCaBIyFk0YlWp9BpAbXABOCiTEaXdi9HMsJggAaA55gWVlZMBhkE+j7wK+RfEacGAms6K5iNpvNohmaTCaDzJXZbFYplYAHAuCOHqlcJmNZtqCgICsrSyqVejyerKwsnegqyov2vA0NDVOnTtVoNJQiznEjHCOEVhBrwJsBIJao0uHmif4bnizEN8ghQlGU2+WCmBZRxgIngWivoveGeS/LsrySx6IXcc603W6PhCPYSOhkBAIBsPPwnmaLBYseywKq+iaTqaKiAvscbHJCAMJto8OHH4XneURau90O8yRI4RLhK4ZhfD5fQ0PDoEGDyDfFbYNfCdA40bUiiQzsLzALgaZ04uN1udw4ozEbh2aASMCWKygKmtJk94IEAp4jBNOhwWBI8AQvLi4OhcISSTJg4RheCIIAC0+sE6PosCOFeZL5vgylTCYDH46sXgwOCAE2OTkZy5vn+aSkJLvdXl5eTlhHpFWk1WqUIoWW0HJxQYcOHVwuV5cuXbCSifhG4qbDJIj9+0A4MbWWSCQmk6kD4WfIZXGJLYZhlEqR2CASJuK0pGQpGsKARoOIX1lZiS/DiArv6KaQTABtekEUUk9KSrJYLJWVlQgdcrmcZhitVpuoEQ1SC9GUxCgF0GhWdAAlGtGoECAQkfgS5LoOh6Nz585YxwaDwWSK6wrwPC/o9bgTl8uFdp3D6QB2l2EY6DYAeYuNBAqxR3SIx9wLKxJ5hEajhYoFCnKGYQSDgEWMs1mr0YJjZLVaVap45kycSpGyWiyWUChEsnHkiohRYJhYLOZwOEwyZ71eD8cW6BOkpqampKQUFhaClZGSkgKx6KKiIoDPkfADfYkTQaPRWKxWwm1GG9Lr88b1OpRKQCNTUlKIgLtOpyMqIjj9cZ+Ej6HWqBE5TSYTYGdgdCZSuKC4QGiJUM8jz5+maZ1W6xS9kRRxtzozEgS9Xg9ebuI6AX+usLAwFArBHxPpNFGZw9I1W8warYamYHDJosmCd0AhmShkCUZRovgEK2pFURSF5LRrVZXT6ZQrFEitadHrD6RCuTipIhkuQmDXrl1xBCBz5hM8vrENCTSaDJnoBIV3ueiNZE8kK6ELlTibIuIbiJxK0Z5bJpN16NABdQuZVhGaZfzuxZESdi+pHAoLCzMyMmSiZDYIveSRMQxjs9mMIosaFxB2Pp6pw+GAPSSyXJS1JNmmadpkMjmdTmggdOzYEZMVwkymRY1YlUoViUTy8/Npiva4PRi0IIl1OByJSnccxyG0JipOEOVkjOxSAimJPHidTpeWmkZkzVmWDfgDxJ4Tt52Wlh4XZ2QYhmG8Pl96eppTzFFVKlV6ejqQkjhnLRZLZmYWUbrjeT41NTUajVosZuwKu92ek52dm5vLsExhYWE0GoXUtsfjYUSRmqysrJRAvO5lWcbj8WRkZiYmxmlpaSnBeN3LMIzZbI4bMonfNBQKBUWZAcxIUlPvM/4RrsltK+RyCHok2kTZbLZgMGgWzWsg6EEuUCjizGSiuICsASeIRCKJRqN5eXkIrZwob4iUDU6UMASsrq62WCy0KHwjCILD4dBoNZQibrJHrA8Re5VKZbyfQsUNu41Go8Fg4Lm4sxeeBlne6OxmZ2dnZWUR7fVEYoMkbhqsI/hF1K4MwxQWFtpstg4dOuDwYhIU3pWi8CUR01EqlbQ4c0oSdWf1//BGwssoipKIdW+izA+SDRJ78ZL8/PzU1FTcKPJeIluHdhlISKTuR9SqqqpC1xoP3WAwqETWYSJvE5ASaP8mKpjBkBKfgloOVilMgo8OlE0LCgpwpoBIKJfLSREFfjlQptXV1diZStGNgXDWsbx0Oh28ubBtaIbx+nyQoQVRGZVbnPXGMAoFZbfbw6GQw+FQqdTYFZFIxO/3m81xr02z2RxNTSXbm+O4SCQC0AKeucFgSE9PT2yVhcPhaDTqcDhVSpVCodDpdBkZGaSAlMvlsPOGOrRUKi0uLi4qKgLXGn0Ki8WSnp5O4JnY/1CERafEYDDiAhyX4BjiAtwViu1EwVe73Q68B34R9NI8YlGKxkSiCxzDMNAMMBgMNMNg2RBPYJzIDqeTdCKlUimv5PG0QSFkGKaqqsrr9RLRKRAqTCYTRVNpaWmQjxMEARaZWGkouDBSTpbEle70Cd5IEBvHTWIgiqSPEWm2aCUolfELcCIAPllZWYlThjCEiSqlOsETGE1WlmU7d+4cCoUyMjL+idaQyVQqFcuwMpksSZKEl/xjpIQi6G9QSoICSWRIgWZIJkY8zytFv0+cXjzHlZeXm0wm0oLTiArX6J6hasfKABiT4zi49aBc0Wq1gmg7igaGINqO4pcWBIEod8pEhXfC+EcDk5RAcrlcrVJD4Z2hGRgU8DyvUqkgFZKUlIS2OeI5KxL6i4qKsrOzASNTKpV2uw2rgUxBoSCB3xInCCZGuA3I1qFNwnIcz/NOh8Ptjuue40eFHBRJraFr5xbTYGQQhAdPMww8CkhqrVarvV4vGP9qjQYpht/vTwnE2fmIveFIJC8vDyuDYZjS0tKCgoK0tNRQMAiRHa/X6xW59VqtFsl5HGtF0fhQYp6kVqsgEkLKWtSoPq8XKSXY+UThHUME8ijw9Ewmk8vlsjsc0OiG+AYeL8uyCkU8vSJYK8wd4GyG/o1Go8FIicS9UChUXl6OZyuXy5W8Eu1PlUqVnJycmpqalZWFRn1GRkZaWhp6k39XeFcbBIFEb4qi9Hod8AuU6KGn0+mI6CLOaIx8FYr75knkDXFSENwy6Scn0uxpmkZ3SS6Xd+rUSRCE0tJSLELCHUocKUkkyThD/wHGokWFdxD6NbgbJc/Top47KgECoZaKmtdk98pFvfWKigrcLiuqbNKi2pBarSaMZ+RIOLMzMjKj0WhSUpJKpUpUxmGJxIn4TPHLabU6rGCO40xGo8USl5XGBcQbidwSWW1wA8L/zczKCofDUlGjFD0JHLcA91RWVqLuMhgMfnGn0aJcKxGUwE0GU1II8RgDIdGFjGVZzmAwhEMhYueDDQ8SEupJrU6bkpKCBhLN0LySt9ts0WjUYY/XvWDnExcinuetVivxRsLSIWrsGPqbzeZQKISWWzQazc3NhYZBbm4uBngY58ZPBIaBWAJ6yOgLqtXqlEAgGAyiY8TzPPDGSIyx9zweTzAlSITpBUGAqzDJ5+12O26b53h8EVg6kCwD0iVms1mpjKtMulwu4ipMmgJmuArHTYOt5ALArbt16xYMBsn4x2AwQJFHq9V27tw5LS0tLy8PS8JutxcWFiqVSrPJTNJUmqZNRiPRykJogRQWVi/KH1L34jaMRqMmoTBUqVREhrZjx47p6ek5OTkYzyYnJ0tlcWnLxLpXqVSSxhj2M8RSkBUnS6XsfeszidhOjuM3wBnGMyQjJa1W2wGoyf8LlFIikSh5pUYUvJWI3kgURQUCgezs7M6dO6OpQGKvTCYT9EKi+AYaA7j7/Px8FIGCIKiUKjIxIlgraXKyTCqFxqJWq0GhAoSzyWTqUlzcrVs3DCScTpdeLzBsXKCQ6L8ioaiurnaJfPRgMIghXv/+/XNzc2maHj58+P79+4kDLeZyYLFiBVMKBXqzLpdLr4srTkCNmfgYsSxLPArw41mt1mhq1CHOMGmGDqYESbmIzDkjQeYCmMRoJGqz2XhOiY2UkZERCPgJttzr9WZkZGA2gzM+LS0tFArBFgd97MyMTAhcjxo1qqmpqaSkxGAw5OfnFxYWgv1fUlJitVp1Oj2mO3ggQOemp6Wp1eqMzLjSHVoAHo8X1mfIOTkurnRHvimZGKkTTIPJxFghlwMqQ0T/FAoFsgwiZoTHi7IWOZrdbkuoe6UAtzkcDkyMkYLt3r37ww8/VCqVWOJOpwMfsWLFilmzZtE0XVRUhKgL+CHKYCWvxDuggZLojQS9IRxSeE+LxWIw3PdGQgNVLdqOQm2C5N74SzAYLCwsJFsGbWoSe5ECKBOMy9Cjys/P93g8HTp0kEgkKrFcReZM0/8PKCUKog4YRZJNjxSRzKZQlBLINbpc2N4SiSQzMxOolLhehzw+vNbr9eS0Q4WDprxcLlfIFUBoqFQqXmzrIRiSL6xQKEwJjX6ZTGY2m/r16+dyuTiOmzZt2rp16ywWC9HrQL4Aeed4hZOc7PF4KisrcNBgIAyjoKNHj7700ksKhWL8+PENDQ2IiklJSX6/H9IzuA3U3qTDTCkUDMMAkERGSlqtNiWQ4nK5dGK56PbErXTx6FUqFQYtxgQfI6LGjpAVCoX8fr/ZbOE4nhL9HLxeD8GQoF1ERkqCIESjqX6/32iId5hSUlLCkYjD6USzZPTo0c3NzUVFRRzHZWdnl5aWZmdnZ2RkZGVlcRynUMQVP1JSUqwWq06vf+SRR1JSUiKRCLIMfGgwFBSBK0qMvu5X+DRNi6BRUtbim7o9brK90Y2PX6CQsxzr9wdIWSuXyzGQS9SUTXRXQgbn8XisVotarZbLFaRHNWDAgF69enXq1AkgcGwtuVz++eefQ0oBc81OnTrJZDJIkYCikJzkIBzgAAAgAElEQVScjEwkUVMWK02VIFcuSqbel44hIyWJaBqs0WpYJj5SQp6MD0KjR6vVJvJ7WZb9B7lALbrwBoPBjIwMYCeZBHFYJDgURSVL79e9zN9HSshWOiQqg2BJkSSekJDwQOMDIZWKjH8gPsTzvFLJkwaySqXy+/07duyorq5evXr10aNHZ82aFQ6Hv/vuO+AWe/XqhQLpjTfeOHr06KVLl7777jsUq3K5fOnSpc8///zSpUtPnjy5e/fumpoatVodCoW2bNkSDodra2ubm5uh4AH5K8gdnDp1at68eTj7dTrdzp07n3322Z9//nncuLFYHD6fr7S09D//+Q+UEMaNGwcK0ZAhQ/bu3XvixImZM2fW1NTAIiwSifz4449nzpzZvHlzr549GYbhxdyPTHceeuihb7755sKFC7t27SorK+M4zmKxFBUVrf3/1l6+fHnz5s1Dhw51Op3Z2dn19fUVFRVr1qyeOnVqSkrKsKFD9+zZc/LkyeXLl6enpwO0pNFonn322T179uARhcNhjuPcbvfu3bsfe+yxjRs3trS0fPfdd1BmhkY0JvMAeBUWFq5atQpyE5MmTWpubi4sLOzXr9+aNWuqq6uzsrJcLteKFSv69u2r0ag/+OCD0aNHv/vuu5s2bbLb7Vu2bCktKQ2Hwx999NGzzz777rvvNjU1/fbbb08//TQywHA4vGbNmhMnTnz66adPPPHE0qVL4SFKBLQXLVr01ltvxf1TeX7q1KmLFi3y+/05ObkQsmhqapo7dy5Ixf379//4449RyHi93uXLlz/11FMcxy1dunTYsGHvvPPOpk2b0BxBzo/9s2PHjm7duv3www9Tpkz573//W1tbi430zDPPbN26taGhYcqUKatWrQJas7i4uLa29pdffjl58uRnn33WrVu3UCjUuXNnpVJpNJpwZANZgKGdTqeLRqOLFy9ubGysr6+fN2+eSjRPGjVqVH19/dmzZ1esWIFogZES1qrRaNyxY0dpaenatWtbWlq2bdsGkWbIRezatevatWv79u175JFH1Go1JTo8YD+zLJuUlIQymEyMcMpgGzL/PwrvKJXjYzadroPBYCCQS7VazSWk4KhhuIQknhwtnTt31mq1MGtjRRYx8gSMJcH5fP311+fPn//XX3+dO3du/vz5/fr1O3/+/KeffqrRaN54441z5849+eSTjz766E8//XT48GHc8Y4dOy5fvvzhhx/26dNn7969Fy9etNvt4NZGo9FIJPL1118fOHCgd+/ePM/v27dv7dq1jz76aO3A2tbW1tmzZwMMFIvFgBMuLi5GtzbgD1RUVHTv3r2lpWXJkiUPPvhgXV3drVu36uvrcV7cu3fvlVdeiUQigiBcvHhx/fr1AwYMmDt37q1btwoLC6FR7kjwHDl37ty0adMefviRDz/88MKFC+gYHzx4cMuWLT179pw4ceLdu3dra2sBrz9x4sS6deueffbZoUOH3rhxY86cOQ899NCmTZuOHj3q8XhUKtXTTz9948aNDz744MUXX9y4ceOBAwdYlsW3bj59+tVXXwXx48svv0xNTUXShBWck5OTkpJy4MCBEydOvPLKKytXrrx169apU6fy8/NHjx598ODBmpqaaDSalZXV0NAwbNgwh8OxY8eOU6dOHTt2bMiQISkpKbFYrEePHmBTXLp06ZNPPnl15Ku///77xYsX0QI4dOjQ7t27Bw0a9MUXX1y7du3QoUNAlWm1OsSBCRMmXLx4EX1smqbPnTs3efJkr9fb0NCwdu3aivLyF1544c8//1y4cCHP82PGjNm7d28wGEIRsXv37hEjRgiCsG3btlOnTh09enTw4MFIdoiIvF6vj8Vip06dWrdu3eOPP/7rr79OmDDBYDD06NGjra3txx9/fO655+rr6+/cubNgwQKlUjlx4sQbN27MmzfvmWee+emnn44cOZKbmyuVStGFVopCdmq1mijd7t69e926dX369HnxxRf//PPPJ554Ijk5+YEHure0tDzxxBNPPfVUfX39smXLNBqN0RivnCUSCUgLTU1NgwcPBmnpf/7nfyA109bWVldXV1RUNH369Hv37hV36SIR/cZ0YmMM8yHI3JH5kFzUiCbEBppmlAneSFDFoYk3kkajiXOXlPcdEzG8UiU4AKMwViqVGKB17NgxNTU1NzdXIVpFoBmr0WhYjgUts7a2Fm29xsbGTZs2YSP9z//8z9atWw1G4+XLl0eOHAnJWL1e397e3rt3b4PBuHPnzrVr1+JtUaFlZGTgRIhEIgaDAfxMmqEfeqhXLBbLysqCVtZzzz13584di9mMPfPZZ58B6oiZk6AXqiorGYY5evTomDFjoINz+/Zts8UCjsvBgwcnTZpUUlICSRCoHFMUtWbNms8//5xoLwMp+eSTT969ezczM4uiaIqiZs6cWVhY+Pzzz9+7dw+xMRwJr1y5cvbs2SC4LVy4EEDoY8eOvfPOO5jNgObSq1cvhUJx/PjxTz75BBMjQRDu3Lnz3HPPgWKOhF+n07377rv79u2zWCwswwDgCaW7vn37xmIxjItTUlI2b9588uTJwsLCN954448//qipqQkGg+FQuKGhYdKkSaFQaPPmzceOHaNpxmg0VlVVQcCEoqitW7f+/PNGVK148qmpqSBvpASDKFU2btx4/PhxeAKjiI1EIoWFhffu3auoqJDJZP/617/u3buXmZnZu3dvqFJAd/rll1++c+cOy7J1dXW///67wxEXstu9e/fEiRN9Pt/GjRuPHTuGzi0a41rR7yolkBKLxd5++21KocjLy9u9e/eMGTMsFssXX3yxZ8+e5ORk6IS2tbXNnTuXYZjm5ualS5caDAa1Sq1Sqdra2l577TVg+HieR95rMBgSraQ//vjjvLw8NKWXLFny5ZdfajSaJUuW7Nixg6KoZIkkPT199OjROp2O41ipNI61AgNxwIABQDV+8MEHu3btoijqk08+2bhxI+odpVL5zTffrFy5Evz7xHkvonFOTg6m1p07d0YCS9O0NFmKzFnJ369nMQxLbFfFoZRoxpAOs0wkIf29/c3jlfgLy7IVFRVWqxV4awI9YUSxGNCpEK737t07adIkRO/Zs2fv3bu3uLgYjGfSpvvtt9+mTZuGZGnKlCkYSoEVBHNkiDyYTKa5c+f+9NNPcrl8ypQpx48fR93LMDSeJjhcsVhs0KBBYDsAKc0wDLTdjh07NnLkSJVKNXLkyKNHj2KGbDAYfvrpp7lz51ZUVGzZsmXv3r0TJ04cP378+PHjN23atGfPnvtGR3o9mtK//fbbuXPn3nvvvWeeeQap9dSpU0+cOKHT6dDsNZvNHM+bTKZYLPbYY4+hPxyLxT799NMZM2bMmjVr2rRpra2tr732GsLgypUrJ0+ePGHChAkTJpw7d+7NN9+EYEB2dhYmRmPGjDl58qRKqWRZFhUm4BzTp09vamqCabDJZAKHDjI6Bw8efPDBB3Eu/PrrrxBV27Bhw1tvvWW1Wv1+f0FBIQ5BjuN27dr1zjvvoCmFoPfQQw/NmzevoaGB5ViGYRwOx4wZM48cOYJurV6vR5w0mUybN2+eO3euxWJ57733tm3bptVqJ06ceOzYMafTCSAqToSioqJp06Y1NDRgssDQ9P79+ydOnGgymdavXz9//nwoNBCvSWBXI+EIlgEm9r/88sv06dM1Gs3hw4fnzJkDYxST0bh9+/ZZs2Z5PB4c33V1dWPHjh0zZkxra+t7771HJD7RxwY8AXGM53mDYOjVq9fUqVOXL19+69atNWvW6PX6goKCu3fv7tmzByc7mrKAZyuVSq1WC9UO6Fo5nc4333wTLMWGhoZZs2apVCqlSkVRVF1dXUNDA8dx6C6RcpWAc8vLyzF2YhPMU9BgZ8SREiAiDMMAQIZSWRCEDmiFx0dPoho1hlcJ0Gie4CJxgLnd7vLycjLOVqlUBK0hlUrBp01PT8dL9u7dO27cOBxvM2bM2LNnDzSKvF4vKnuKon7//ffZs2drtdpt27a9/vrrGPAi8BYWFuINS0tLBUGYOXPm2rVrWZZdvHjxli1b8DNQVFzuAKpOIIWSjgUeSmFhYWo0FakjRVGvvvrq/v37MZvleX7dunVz5szJzs7+448/9u/fv3jx4iVLlrz//vvLly+fOXMmjjlMjGBrYLVahw8fvnnzlrt37x47dsxoNL7zzjs7d+4kGtF4YrjzBx54QBCEcCQci8W++eabFStWfPzxx8uWLVu8ePHjjz9eWVkVi8XWrFmzZMmSpUuXfvDBBytWrHj++efBvAOsIhwOjxgxorGxEcMbAmNmGGbp0qW//PJLNBpFkHnzzTebmppKS0snTJhw4MCBHj16uFyuzMzMpqam8ePHq9Xq9T/9NGPGjJSUlGAolJqWCo0Io9G4Z8+eGTNm4HmiDHniiccXLVr0888/Y7uGQqGRI0cePnwYK8TpdELbgOf5wYMHHzlyxO/3Hzt2bMSIETRNL1y4EBJfOPui0VRIFEyfPn3//v0MzXAcp9PqGhsbJ0yYoFQqf/rpp2nTptnt9rj1mTii93g8eA6o/8vKynbu3Pnmm28yDHPu3LmRI0fa7XZ8xOrVq2fPno205auvvlq8ePGiRYug6zJq1CiXyyWRSBSUQqlUWq1WtCrRlEbYaG5uXrZs2eDBg1esWPHtt9/igkgkMm/evCNHjsRisblz5xIEBNq0+HEDgYBCofD5fDjBk5KSTp8+PWzYMI1ofVhXV3fgwAGyQSSiA7BKREqXlpZaLBZM0WSimA7DMGSkhEo4cXsj0JpMpg4ggsfbX8nJ/08oJfpj+fn5wWCwQ4cOSGBEfWopPpgoWuBjULQge5k+ffqePXugJvXII4/gRHA4HHfv3h04cCBFUVu2bBk3bhwAbsg/8/PzwfPMz89naObNN99ct26dw+Goq6u7du0aYr5arR4+fMTdu3cxiwYpVBAEnShkSdN0ly5d0tPTjxw5gg+qq6v77bffTCYTy3IymWz9+vWLFi0KBAKbNm2CXB6wfj169OjRowcmgYBSovKsqanBRsrNyz1//vxTTz01atSomzdvxh3DWHbcuHHDhw8vKiqOxWKFRUUURSlVyrt379bV1RHQ0nPPPde9e/dwOHz37t1BgwbRNO31etPT0wcNGoQRDgpUTIxqa2sbGxtNJlNWFqCUcaW7OXPm3Lp1y+F0YFesXr26ubm5rKxs1KhRR44ceeCBByKRSHFxcXt7+6uvvqpQKDZs2LB48WLMe1xuN5SfMjIydu3aVVdXhyStoKAAtOqRI0devXoV+C2Xy7Vw4cI//viDYRj0xi1mCxal3++/d+9e//7929vbsRanTp16/fp1MJ9kMtkLL7xw7969UCg0duzY33//PT5vi0Tb29tHjRqF57/gnQVkYgx4JkwkkNClpaWB0Ld9+/aJdXXJycl79uxZvXo1sV85f/7822+/XVBQcO/evYEDByIxtNvt/fr169WrVygUAmEoXhzRNIKezWZ76KGH2trafD4fovFXX321evVqiqJ69eqFoRemj9euXcOhTGC/KBVh+e1yuSZPngyxy19++eWzzz4je++777774Ycf7kMpk6UiIEQhkUighltYWIjKPK4Rzf8NSin937yR/gallCW4EHKiwrtEFPUgxwCmteihVVVVYYwGhjCZGGnUGuB7EGBRGO/fv3/MmDE4WmbPnr1v3z6Hw7Ft27ZVq1Yh0o4dO/bSpUs6nU4qlW7fvn3q1KkI1xqNJhaL1dTUQGk9LS1NKpVOnjy5oaHBZDKlpqbeuXOnX79+FovF6XRt2bLlyy+/lEqliMC9evViWZaiaBSQBoMhKysrMzPz119/feONN1wuV11d3f79+1mWkcvler1+y5YtCxYsUKlUdXV1t2/f7t27t9PpfPDBB0+fPj1kyBCtyBDGxKikpOTcuXPV1dXAGFy+fLmsrAwCFDNmzNDpdPn5+Xfu3HnllVeQ2GdkZGDm+e2339bX16empip55ejRo+/cuVNUVKTX61euXLlz586qrl2j0ejYsWNv377t9XojkSim3wajkWXZ2traU6dOATihVqspSqHRalJTU6uqqtrb23EqdevW7ezZs01NTZWVlejxjBs3LhKJvPPOO7FYbPjw4SaTadv27W+//bYgCAxDI8d54IEH7HY7NCUEQR+JREg9gtpy3ty5MHa8fv36oUOHYM8dn5ZTFGzKNm/e3NTUtHbtWp7nA4GUkpISiGDIZDKr1QqxYbVa/eCDD6LC9/v98+fPj8ViI0aM0Gg0W7dunTdvHjYG9hVYSlimiN7V1dWCIECARRCEyZMnnz9/PhwOKxSKocOGxmKxt956Kzc39/vvv9+2bRtEiEaNGnX79u3CwsK8vLxevXpNmzaN8Ft5nrNarIIg1NTU3L59Gx4gPXv2hOpYcnLy/Pnzv/76a7fbzbLsU089dfz4cSAFyXjWbrdjAysUCqPROHXq1MbGRrVaPXr0a62trbD+yM3NvXr1au/evbH30AG931KWJCGed+3alWVZ4mPGsizIRah7E7GWKGARltTEGwkxKrHKRUaeSCHEP2UyWTAYBLeWZVmSbCMr0Gq1KpUaJSs4mTqdbt++fa+99hqC2Ny5c/fv36/RaMLh8KFDhy5cuNDc3Hzx4sUHH3wQ77Bjx47Jkyfzou014gD6UtFoVMkra7p1gxYHLQovnzx58urVqzt27EA2gSoIGT5N04Kgx2TP5/Xl5uZOnDixra1t0aJFY8eO3bt3LzA3Vqt106ZNb731lkwmy8zM/PDDD//666/z58+3tbUtXLgQgj4ulwvHCiZG69evj8Vihw8fPnv27Afvf2C3230+H6QbiACFy+XGzRQUFNjtdr/fn5GRsX379rt37166dKm1tfXll1/Ge/r9/l27duHvZ86c6du3ryAI0GTMy8sDUnLkyJHNp04lkpBcLhdyVLSIzpw5c+PGjY8//ripqamsrEyr1UJrBgr427dvHzNmjNvt3rp166xZs0A9RZldUVGh0Wi2bds2efJkt9sNoHIsFisrK7PbbEOHDm1tbW1razt8+PCiRYsaGhqAfuF5nmVZs9kMSuDQoUNjsdi///1vu83u9fpMJhOeRmNjI9RLgsEg8lUok165cuXLL7/ctGnT66+/brVaN2/ePHPmTFpUR8BUn+d5uVyBfP6hhx6Cv+7WrVvffPNN2AivWrWqvb397NmzDQ0Nq1atmj9/Pgik27ZtIw/z8ccfFwShvLx89uzZN27cQBzjOE6vF4yGuPXZN998c/PmzZaWll9++WXIkCHXrl0bOnRodnZ2S0vL7du3/zh06MiRI88++6xGoyHYSYqiEKjC4TCC38yZM1HjKJXK5cuX3759+8iRI21tbXPmzIlTAxQKjucI3kkqitTJ5fL8/Hy/39+5Uyeavj8xwjZkRGcziUQiTU5Gpo2CF00sTXKyhKaZxLoXxwCiNmlTaUVLwZKSEmgjE3gWMmdYBzCiJzAmZsgVUZEDsAH0JfAbZWVlRUVFZC5nMpmAYQR+DSqHekHPinodUL0yGAwGgwGZcyQSQZaId4AhAxIEdMJ8Pi/o+4IgdOnSRRAEIO9xWnEc53G7UXfhrrxeb0VFRSAQqKysdDgcLMvCfgEIBJqmBYMBw9u8vLzS0jK1Wg14BkbiKpUKsv1e0RCIYRi73ZGamgpUAwC6vXv3Tk9Px+CaZVmb1ZaZmVlWVta1a1fULABXQI2ZZVmzyQzzbiClsOdBvlcqlQzL+ny+3r17h0Ih0AbLysrUanVmZubTTz+dkpICrzaYQgCeybIs3MDcbrdep8fsMSUlJRqN4nExDGMymfLz86F0gd96xowZq1evxgUggUajUcx7/vWvf/35559wFcajAGD7scceKykpwaMAhjEcDmdlZ9vtdoVcwYimwXpBD9gZ+NJWW9zRF6vCbDajkgLmgXgjyeWylJQUQgxGqxKchKLCooqKCpVKJZVK1Wp1dXW1yWT87LPPkDmbzWaLJf4RADnm5uVFIhGknyaTCScIdBRSU1OROWPmhL0H8IaS5xEqFQpFRUWF0WiUi8o4Pp+vpqbGarXG8RvSuCc4FXf0jk92QGywWCygB5OBMApY0veKj5REYgOCs1qt7qBWa3g+7qWS+L5Y34TcREbPINmCl8eI9OU4LlLEeRKsGaEQAkqJ8Ai/GZ1OR7BWuMButxsEA0plZMKwtCFFLMSB1Wo1HKsIqpkVGf92hx0MXpCQINSAXxpnEOjB6NPI5XKdXhcMBvEXQPnMZrPP56uurgbrBbw5j8cjGAwozBwOBwbCyKOAlAoEAiaziXTgMd2JIyVpKhgMxuk+fLzrmJmZic4wQIt+fwAVL34FlUpFOEZANYHu53a7tRoNfuP0tLREbQ0MfmCehO9bWVlpNBqj0Wj37t3BrATWClAqiqKCKUGUtSqViqEZlUoFXN3fPjQjIycn5+rVq48++qhKperZs+fp06eHDx+Ob2qz2dLTM9Bk9vv9P//888KFC4PBEJEu0el0xDQcuAiP15PoAofHSy4gfQc0paQyKU3R+AXVajVwcmq12ueN61RLZTKZTIYpoFarRZLYrVs3CN/xPC8TOUawhh48eHCfPn0Ad0OcQOzR6/XENBjZKJTusBQBpYybBlNx02BBEAwi3RVbRqvVQjenQ4cOSUlJGtGFM961ksrQncGeAi6SiE8hc66srIR8PMFaEa4VgVLGgdBJkvtQSiLRkJxAQiKzJnSt4seATNqpUyeA8rAIyOZEJUxSC41GQ0hIOKvA75dKpXAVYxMo0UjlEVSRz6ByNhrj4EpEWqPRCO4BJXoC4ylzHEcpFBzHmS0WYIMjkUhGRgZoiWaLWSVquyAuOZ1OSkEBBeF0Oh0Oh1YXNwS0Wq1Wm02v15eUlNhsVrVabRczZ4ZlGYax2ezQi8CT1Wg0brcbrEM8QyTSWJEsyyqVSoyUrDarUqmkGQbDG8Ix4jkO8GCUtYx4AcED48hLSUlB5oznFggECM6RYRiIb3m9XjzzkpISn8+HoOf3+7t37w6LA3iacyzH87zP5wumxEHIILgGAoGA//6HQuYGLaUXX3zxwIEDd+7caW1tnTNnDg5uh8NBhAqys7OvX7/+xRdfZGZmknkbhM2IMD1GXx6P+/5AThBASyK8RZvNCmgkLsCZjrm6VqstLy9HXxMdfrlcDll/DBoQfmw2W3l5uV4vqrgoFEaj0WA0chyXk5MD/gP2HkkMMVL6R1Ma81v5302DCUsHnFkSnHiex3pITU3NyMjo1KmTUqlUJ5gB4lD+RydYKbqKIuGVy+UZGRkZGRkdO3YE3iMRO4kMF2OwZNE0GEu6A2y7COT6H7tXIToVIg2gaRrAEblo/UZRlFZUugOMmeM4xF6FaIYGrSyapuUKOTRWNer4hiePjIjpYGpFKME4VsnYnaIohVwOJqfJFCcVYlnjEJXJZFlZWZCnIMRrHGZmsxnUdjx0h8OB1YOWAORUoWKVmZmZlpaGIhM7DRf4/P64XgRNq5RKKN0hGuACyDsCYMhxnNFoBA8WPzDae9icvOi+G6e5i6RCn88HyCEuQKOb8Ps0Go3NbidOpaiEw+FwICVApPBA4oeEvcPh6N69eyAQIFUP7ipV5CETJiMZCOFDw+EIIWCBqZOVlUWg0aDvoiGPbByMX5vVhpUA8iNhMuM+U1JS7Lb7DozAeOBZ4dCPmwarVagRoNeh1+tlMhl80lBh4TdF0MPxiu2qUCjC4XBxcTEn8vtVKhVMQ6VSKeoIpVIJSRasNLQzBFGumKIotVqNOKGQKwANvi+mI5Nig5D9TyixWHh6vb68vBzblRcd7bGeSSz9x57C7iUBBmAY7HD2PqlQgm2lSKAEYz/rdLoORqMRURuhMrGARpAhB0nnzp2hEUeJUgMEa4K/yGQyUChJ7oECBru3U6dO0K8hshhIa/EEcZ5JZTIo4xBiA0VRQMARpTu1SuVyOYn4BkVRZPSPMxW9U0L+QNbqdDqVSmVmZmY0GpXJZKCwarU6hYICqBX23BzHJSUlYcqNQwQJPPYJgVIyDBMIBP5hpUlEJ/F7OBwOZLkEv5WWloZamqZpSkFZrda0tHSxpUwplcq01DR4I+E9kWx7PXHyPfhAAELjZ9Lr9VlZWRD0QH1usVgyMzNtNhtkUpxOZ/fu3WGojePcbrdnZma63W61Rk0pKIhvhEIhs9mCssJkMoEsFef3sUwwGIyEw4mJcXp6usfjwYiOFgkYKNcBCoA9MmoEmUxmNpvJqYReZjAIbZO4OCGGzDggUA253W6U1gqFonPnzjAQRdxDsWMymQj7AjvNZDLn5ORkZGSgVQvRH71eT9F0586dzWZzWVkZWoZSqTRZIgGhUq+LvwPGqmazWaWM2w4jIdLqdPG9J03WaDSkR4N9BbI6TdMoNsvKyjwej0KhkErjoVWv16vVGiTnYOcTQAipT4kARpcuXYCmJnNcRE3+/+KNpNVq0d1WJmjKgg+RSEICfjovLy8SiXTs2FHyd4V3nCtodeAB4QKIv5Kqvbi4OD09neTePM8bjSZC35fJZFAn0mq0+F05UVMWWxGPA3ZyWI4sy9rtdnQX8ClarbampsZisSD3RuaGEwF9BVjmigc5rVAooK2D1g5O5UAgUFVVBZwdylpSS+NcDwQCcB5mRKdcwnPAVkSAItsbAYooY2HeC7IOyScjkYjPF49pFEWhMeZ0OUn0hmkw9gnqXpS1aBMAgeh0OiFhm5eXZ7Vaw+Ew+ihVVVVg3qakpDjsDpVKpaAUgiBEo9FEc2O32x0KhRzimaLVaoEYIRegRkXujTMF5kn3v6nRSKRLGIahFAqQFlCp4aRDyaDX6ykqXveC44W1pFQqvV4vIif5TSsqKvwBP9oQtMgb1YmWv6JArDo3N9fv93fq1AkyDzptvOfE0LTD4aiqqkI3JFkiEfR6OObFLzmT9PUAACAASURBVGCYxEAiEcU3NBoNJWbOCMXkAug0qsXKMTk5mWaYtLS0wsJC2PlSopArRdGSuM82r04QcEfxSDZnhw4dQqEQYNvJok1hYiju3Lkz1uffoJSIbAzDcBxLWlBAgcS71RIJEm6lUkkE3NG1JvsKqxY1mEKhADUZPXfsNKlUajKZqqurif4rini9XuBFkSqNOm4ajJcgFU+sezUaDabq+BSe51EJoxmAXMXpdFZUVPCiipXRaARSEv02GEwbjQZCrCUTC2wkfITNZkOmIJfLBYNAaMZISbDgcKwg83G5XESvQ61WO+x2WDrgAqPR6Ha5kS5ieGOz2/1+P1GQMwgChjdEQQ6VcDzLZRm01lH3olROlM7gOA7RBqICubm5FoslNzcXSWxNTQ2YbiD3OJxxNhUSVHStVCoVy7J/+1Am/qFITLAYzGazx+Mhx5BGo8VsjFSteBQESqVUKqHyibMPHWaCtULXwGAwOBxOYpiuVqstVmu878Aw+IvJZOrWLa7njJ8MStHYCfFVYTRwHIdxHc/zJpMJ+b9MJlPyvE6r1ev1ZWVler0eBECDwUAuQAlGxHQwgtHr9fHCWFRlRE6HC8jyhiQQFhvH8SqVGke/VCrluHjmjHDFMAx+XIJfxCMizWP02yoqKuRyOXgOGDKRpjS2CSl40VHugNVPMmcCbCbnBJ4aFk1JSQmSjTixQcyclUolEd9AJawXNaJRKtM0XVZWBtQowrXBYMCBh4xILYpOkswZzUMiksSyHLYijkCKovBDkkYXSkoo1OEeDAYDCKjkJU6nE4rkeBYGg+D3+80WMxH0QDau1WqLiorQ44UcnMvlQrHtcDhIh4mmabU6Ho0Jk9Zms4XDYZs1Lu+kVCpTAil+X3wKhX2SmppKgpiS5/1+P7BWaDPq9fqcnBwkkFqdllcqvV5PTk5OfGLEMBqNJhqNBvx+k9mEgAy5dqTreIyo9u12e7du3VBaBwJ+u92u0WpoMUeIg8Y4juM4s8lcVFSEgwlhIT4Qsliw90DqJAwhjmWRAqA/h8o5EAh4E+peo9EYDocxEMLTw8QIm5MRhUeIFBbDMDabzev1GgSBE7Mhm82Wnp4OmyiEQVI5YzbpcDjwECiKKi0tBWGQ4GfJbJJl2dzcXLfbjYwJjUmsE0EQLOLXJC8h74A4STTYkkWdRp2YWmM/4ySF0lV+fj4gEol1r1ar5ROMy0hhTMx90bUqKyvT6XQdO3akRQlo7FXgN5gElpL0/+iN9A8oJWZoHMdJJJJwOJyeno7Nxico3ZEh4T8GwmRihrYnrD3BfMIDIttbEPRmsxmZM7CmJHOWyeKpdaJsHfJeq8UK9UCZTKZUKR0Oh0qlTE9PT0tLS0pKgq4SKWLRtYJZAeYHWCtYwQj4fr/f4XBqNBqpVJadnZ2ZlYn8/Mknnzxx4gTD3pdiQ3BAYex0OktKSmpqamia9vv9gZQAoJRIGVAN6vV6hYKiaRo9KkyhkC4mujGg9quoqIjFYjk5OQaDAZAyOPpl52QjnhNBDyA9wuH7GvFSqTQzMzM7O7uoqAgS2V2rq90eD0BjOKZVKhV058mHOp3OoUOHnjp1Sq1Wjxgx4rfffgPjn8hrGgyG1LRUIhlJ03RKMEgGQlKpdOjQoceOHUM3DgcuMMy4gAzkoKeNTBj4LYR3RBu/3x+vWilKLpdrNFqfz6fT6drb2/v37y+Xy602G/BSWFoYCCP3RskGz2cya6VpGsURx3GdOnWCkKVO9BLAVsRKi7dgpFKO42xWK0mtpTJpXJUSWhlJSRhu4x1QbEKvAl8T2uvdunWDUDH2HlIkjmNJSzkRnpwkeiPRNN25c+eMjIxQKCSTyVlRZoPAs8hI6W/eSIBSIvbiMCYxWiGajOLWARahRFUe0k8jGx7JSeJICbtdqVRWVlY6nc5OnTrhy5AJGLYBERPDTvt7cFZgLk8SHo7jIFtHxLQwXcAPn52dDZEns9lEtDV0Oh30enieJysb/8Wa1mi1RFQJqycvLy8jIwNFwWOPPdbY2AhNU0EQWJZhaAapoN1mV6vV06dPX79+vdfr9bjvqxxDccLpjJsGY7X5fD60aiiKxpjH44nHE45lwbzz+/29e/cGqwk4R7BesrOzPV5PQMxyaZouKSmNxWKBQDyJpWkasTcUCuXk5EA4plu3bl6vt6SkBAGE6M6j2OY4zufzBfyBAQMGNDY2ogP/9FNPASmJmECsjIkyFprtJpNJKX5TOCSTMTUybaLIi+9CJvAoYl2i4DP6Xi6XC/kUJpQWi8VutxuNRoVCgQ2MOSKpsHQ6rc1mw9NGAwWaDWpRrh1zRLI5JRJJJBIpKizCLy4VxTfISpOK0jHYnPDQxQCJLHjkR6oE4TetVpvY6AVuB3M7bG/oYBEwBr4sL2pmIK7iOUulUug0FxQUkD4RtjeOUalIQsIzBNIp7o2EuJfYx8JWwb1iM1dVVZEzG5uT5/nEzJlhGL3ufuaMFAgtn9LSUtJzT5z3qlQqtKDIxEiv15stZoKJValUVqvNKPrHMQyDaIyXILVDEoVtU1xcjJWBT0E5YLVaiXRTdnY2IgOprjEm8YlrmqJppVL54IMPfv/990eOHFmxYsWIESOamppQDfbp0+ebb745e/bs+vXrX3rpJUEQXnrppdOnT1+5cmX9+vV2m12v10+aNAmaGytXrszPL2C5uEBcJBJBCFq2bNmYMWNcbk84HP700+UffPABz/Nms/n111//5JNPAoHAhg0bwuEwvLCrqqoATS0tLY1GoyGIzjGMWqV64IEHYrHYc8/1a2hoOHv27PLly4HfMplMPXv2XL9+fUtLS319/aOPPurxePCs4ESFQ8Tr9X799deNjY3ffPPN6NGjgeMdOHDgf/7zH4ypXn311fr6+nPnzq1Zs8bn8zEM88orL8+ZM2fWrFmHDx8+dOjQwBcH6nV6j8czfvz4Q4cOMQzL83y/fv3Wr19/9uzZH374oXfv3mq1un///jt27ECOwLJsz5496+vrQ6GQRqN5+umn6+vrT5069Z///CcUCiF+6PX6efPm/fHHH5s2bXrwwQfb29sHDBiAxBipMvlNsU7QzkhPTy8oKED4YVnOaDQRpUuMYXw+H0zbEZyBkMUFctF92pDg8IDRIwktKJUF0cABLyES0MmiBQKuLykpcblcUpEsgFiKPUUowcmiciXJZ5OSktRqNXDRyJNliabBSUmJIyXpPwn9CVBKwDPISdOpUyedTldeXi4eZskItqQhjlMBXTs8IFyAPBkcXYlEYjQayZAJF4DYRYveSCaTyWKxqNRqggAhjjWAW0N0EmkYam+Px2Mxm9VqdXJyMsuw1dXVCKQ4EZC94+xHApOWlpabm6sVAeU0vFE8HoM48wBN7NixY01NTQMHDvzggw9u3Lhx6tQpk8mUlpbW3t4+b978p59+ev78+VeuXNHr9ampqd9+++0ff/zxVN++PM+//vrrzc3NEyZMeOaZZzZs2LBy5UqFQg79N+KEMmfOnN27dyOXvnnz5s2bN202W2Zm5rp162bMnIntWlNTU1xUlJhLP/7448RviVIovF5vnz59IFUxevRoOKevWrUqLy+vqKjo8uXLGzduHDBgwEcffXT79u0XX3yRZVjUvRaLhWUZmqYPHjzY3Nw8fvz45cuXw7swJSVl+vTpBw8e4Diuurq6paVl8ODBgwcP3rdv3/vvv69QKN59992bN29u2LDh4YcfhlNsbW2t3+8fMWLEwYMH5XJFSUnJ3bt333333a5du06ZMuXy5ctZWVnFxcX37t174IEHUA19/vnn27Zt02g0ffv2vX79+qJFiwYMGPDzzz8fOHAAfcQFCxbcvHnzrbfeGjFiRHNz819//fXSSy9pElzIiD+LTNRUM5vNmZmZ0JfCtIxcQFaayWSqqqpCVWkyGlF7k9CK5JysXp1OR9S2sNNIaU3Qh6TvlSyqZ2Exd+jQwel0lpWVqUUZZuxG5Ke0qJUlV8hJ/CPoK57nS0tLNRoNqH4E74ELKIrieZ5SUGhKxwn92OI4upIkEoVCoVIqcdQhDZDL5bDbwa3LZFJkzqzITkZiTDJnZCOauNuIpqKiQqVUoWtH6l6dTmcQDGq1mlIoUHsAeqpUKmVyuVQmw69CelQURZHMGbA7JMYknkulUhSQ6FHJZDIM+oEbIX/Jzs7Ozs4m//R4PGQgoRDdlfr16xeLxZ555pni4uL8/Px169adPHmSpuni4uKFCxdCJ1mj0Vy4cKFv374ej2fhwoUbN27EiTBmzJghQ4agj/rAAw/cu3cPE6O4iDSlEATh+eefv3XrltVqLS0tBaOjd+/eLpfr4sWL5eXlIBJUd6sG0R+6WbFYrLq6Gk+DZVn4GNXU1CBEWyyWaDT62muj7927l5+f/9577505cyYtLc1sNhcWFv74449r1qxBK47kUC+88ALo02hrQ7HM7/ePGzeu4bcGhUKxbNmyPXv2IGVIT08fOnRoIBB47733rl27ZrFYMAL9/vvvN2zYoNVqBw0adPDgQY/H8+ijjy5cuDBemGg0ly5dqq2t1ev1mzdvXrBggd1u93m9LS0tQ4cOpSjq6NGj77//PloVOp3uzp07ffr0CYVCV65ceeONNzD3njp1aiwWGzZsmE6vg5AqMixkZChiUWlnZmYGg0HMukzG+LQWrV1sRYZhunTpgv4zwVqhIiUrDVsRRRwZz6L1TQpjvIQMpSWSOEOYBDyglNE5RzhEKE5sSkHZN7H9xIsSGrm5uXa7HdsKf0Hdi84fGSklJyebTKYOBGkkE+n7LMsmgLEkSDCi0Wh6enqnTp0UolMRDgZ0rVQqFe5eJlo5onKA2mNBQQF5iSJuP6MCJZoWnc3A+CMQGYAryYgYuTppHiD7J8wHFB68KO8itkA02I3IWFAf6vX6SCSSk5Mjk8nUapXFYsFAkhEVoa1Wq1arXbx4cUtLiyAIAMpD7kyuUADvAe21jRs3xmKxgQMHejyet956a/369WSkVFxcPH78+CVLlpw4cSIWi/l8PrvDgQUkCILL5YpEIjdv3iwrLx8zZswnn3zy448/Tp06taio6MqVK7AphFyJ3WEHJQhaBcXFxSzHomTADBnhjsjWoKdVWVm5adOm33///a233qqrq1u8ePHGjRv37t0LoDiaGjabbeHChc3NzVqtlmUZvV4/ceLEU6dOWSyW1157DWKdNTU1d+/e/fXXXydPnoyevM/vf+edd+rr65FtgQF7/PhxhmFefvnlw4cP4zQ0GAzPP//8ggULtm3bBsUZlmWHDhnS1NTkcrm6d++Oe0ai8cUXX0yePHn8+PHjxo1rbW2dNGkSVH66dOnSpUuXysrK0tJSsLvT09NZloWUglr0eRYEAUmcQqHIyckJhUIqlYoUR6hRUegiPsEmCn0ZxHOVSiUkeAmgrUOA/WjBYruyovUZJqbKBAMDhFZGJNViOcEgvmPHjqSWZBIkbjixu4QTgRZpDDAuBMOJTrA+Q5c+keeAOUscSkkmRsBvkD4WOqVyuRzwenShNAka0eiPq9Vqmo6TkNBSV/K8XC7v3Klzbm4u7H/ZBNNgk2i2gGJDEIQ4fk2hkMpkLMtaRCNSxF6DwQAhddwqpjVm8SW0aJ6WnZ2dnp4O0V273W6ziSUQRak1GgiUu1yu/Px8gJbQlMJzUalUUIfhOO6rr77auXMnGv1+v3/SpEknTpzgOO7BHj0gQzlv3rynnnqqtbV12LBhVqt19uzZ69atQ3dn2rRpIJROmjRpzJgxsVjs/sRIqYQTgsViWbdu3ahRo1B81tXVffvtt8OGDVuzZo3H64WmRFZWFojNPXv2xAbOzs7mlbzZbElNTQUmrKCgoK2tjXSMPV4PZBIOHTr0xx9/fP7550uXLl29evXnn3++bNkygtZC2v/JJ59s374dOZvb7X7ttdeampp4Xjly5Mjff/8d+I2CgsL58+YfPnw4FostW7bMZrPNnTv322++AWjE5/OPHz/+8OHDFEUNHz786NGjdru9qKjozz///OWXX5YsWTL4lcGtra3PPPOMQqHw+3337t2rrq6eOXPm+vXrWZYtLCyMxWJrVq9esmTJe++9t3Tp0k8//bRfv349evSIxWI2my0/Pz8jI0Oj0bS3t1dUVFRVVdntdqwcbE61Wu1xewyiP0t+fj7cJxIxuU6HM1ECmsivk66NxWIVy1oZVjuRgCbDSDJzxnYlMrSJ0GhS1qLRo1DIA4FAVlYWkZVlGAZiWogupO7FS0j0BpwjOzsbmyVJdDbjE6SwcARgVn9flRKtap7jKYqSSOLK8YgbSUlJGF0AzkF2L8IaaYhLRW8kVLlooJWXl4NRBTAaAC7qBNNgZM4E0UUKY7K9YQiKAQaqAiiwk+kuLlAqlXl5eW63W6FQiHLB8R8ShiAGQZDL5Wazubi4GDospOeMhrDZZMZpsnjx4ps3b2I2WFJS8umnnzY2Nvr9/g8//HDnzp04MkKh0K1btwYOHMiy7LRp09avX49Ff+bMmZEjRwLgOfiVV2KxGJkYRaMRyPEwDDNq1Khvv/32/PnzBQUFhYWF586dgyJsSkpKRkYGFPz8fj/o0B63Gxs4HA4n+hiVlZUj5CLC9O7d+969e5WVlevWrdu+fXsoFBIEoVu3bk888cRLL71EUZRUKiMODxMmTLhx4wYGXcFg8KOPPmpsbJTLZePGjTt8+DC08kKhEE0zgUBg1KhR169fNxqNM2bMOHjwD8IxWr169ffff+9wOCZMmHD48GGe5999990dO3ZEIhHgN27cuPHkk08CiLZly5YpU6bAoBRAVOiQSEVvpIEDB6ampoFk269fv2AwWFlZWdOtG8S0KisrQ6EQ9p5MJoMEPxkpURRVVlbm9/tZUdpNp9OR9Ao9J71eH4lE8/LysOB5nic4AsQeNLpJ5kyL3kg0Q0ulycnJ8dVLoJRYWhqNlhE9gTmOQ+CRSCQajQbVLJqpEomkc+ek/yOUUiU6ocEEOBgMZmdno+hN9EbCBUit/wmllCeYsqDQZVgG0Hb8E3uDoigqQdeOgLFwFGk0GoyIcVYhcsIfEBfodDpdomkwd980mBSlAGORSGsSTYOR8GhF02C8BLEahTFNUfCnAb+EpNY2mw0TIzxlo9FYWVlpEp1TUPdCuRL3mZ6e/sgjj7S1tQ0cONBgMNTW1ra0tDQ1NVkslqVLl27YsAFhGWoS/Z57TiGXT58+/bfffkO/7cyZM8OGDfd6vJlZmbt27YrFYoxoF+J2ewRB4DiWpunq6upbt25i9MowzIULF27dulVeXm4yxZXASstKkUvDMB7aOlCNx2FssVggLfbVV1/ptDq9Xr9hw4YffvjB5XI9//zzt2/ffumll5xO55AhQ1paWsaOHSuXyx2OOAIMqIy2trbXx4zxen01NTWnT58+ceKE3W6fMmXKwYMHtRrN/Pnz//vf/2ZnZ3u93tra2hMnTtA0/fbbb//111+1tS/pdLoePXpcvnx59OjREL44ePCgQqF4//33t23bBm8klK+DBg1yu90Wi3Xw4MEnT55sa2vLzMxEx2jlypU7duzIz8v3+XxjxoyBDgnP87t37/7xxx91Ol2vXr1++OEHHFJoMuNMh6w/mSyigVxeXm4wGBC4gAIiWAuO40wmk1qtQd9BJpOpVEpAI2nR7xK2PqQwBkMWUyupVCqTyzD+JJGTFRl1BGuVSEJCR6pr1656vR5viFCcSEJCNk6aTQh4AMnm5eWh74W6l+xe9PDISEmpVHYA7IthGI7jKEW8BYUJMKmwZTJZYWGh0+nE0yHYycR5L6CRnGiPhhDvdruLiorwKqWSx7yXFtHnIGrhdMEbEuYHJkZa0TSYFu0X4GzGiw7A6GPpRKM9MKqRRJFJN2yyeNEe1m63o9GFgTZoTAi2eKBVVVUej2fQoEEg0N28eXPWrFlNTU0ajSYzI+PYsWN//vnn5cuXFy9evHz58gsXLmRkZPTq1evixYsnT55kWXbYsGHXrl07derUuXPn+vfvf/r06fXr1zsdcSk8juPxLXw+X2tr6xdffIHn8P333+OMUKlUGP9Wd63OyMxA4HW6XLFY7F//+hfGHjTDCILg9Xp79ep17dq1Dz/88Pr16zdu3Dh48CA6XpFI5P333//rr78uXLjQ3t7+ySef5OXlgSFEkJJarfbVV19ta2s7c+bM9evXp06devLkSa/XO2nSpN9//51hmKysLOhRHD169NixY32f6qvT6d59993ffvvt0KFDf/75582bNz/66CO/32+zWYcMGXLw4EGNRlNZWdnY2Hju3LmLFy8uWLDg888/v3TpUlFhIZB27e3t3333HbE+czqdO3bsINIZffr0QbuoqqqqsbHx8uXL169fX758+blz56qqqvR6PQj6KpXKbrMZDPFDnPRHSkpKgX7FBBjNnfuzSbMZuOLKyipgOUhijEzTZDKp1CoFFS9r0TEhaAWe5wXRvBLVKaYwBK2F31EpCjjjL7CzQaSlRNcEgoBiaJpkzkmiXLtcrrBYLPn5+cmSeEFKMmfsuwQwlkSn03XQarUsx8UxzJI4oV/19/Y3x3FgcgBHgrw/kd+Ih5hIocIgh5QBgCUTeJZMLie0TJwIygStQJwIpHmINJhlGSjdKUW9DoPBYLfHsVZJSUl2ux03yfNx21FBEAhoGcm2yWTyejxlpaW0yDGCaSUuABiAYC0NBsMLL7wAW3CNJm6nZrfZu3fv7vF4EAaDwWAwGARowWg00jRttVozMzNheo4GQUFhQcAfMBqNDMsCx0OglIoEK12ig4G01uvxQqQC52A0GrXZ7CrRbw0JttFgxAXpaek9evRw2O0cx8G6ISMjo7S0tGfPno8//rjf78vPz4ejqva+U7E/HA4Hg8EuXbpgQRPQGFaJ2+3OysqqqanJy8uTK+Kmoe+9997atWtpioaNOKhRSqVSIZezLAsUimAwZGZlanVaiJ/k5eXheSqVykuXLj3/3HMGQ5xCCEQnmlXIy6xWK8jSkBMBgA9EqOTk5Pz8/LS0NJPZnIiUtNttaKB06dIFq87hcJJxLoomIFux0oqLi0OhMECpydK4GwFZaZLkOMeIjJQwzjQl2I7KZDK9IJDcm6APlQnqcWgW5uXluVyuDh06IHkkcC6kwYl8fRSPLMtKJBKVSlVcXIwIRCV4IyVCKaF0ZzabO/wv9t48VrY2O+s7p6r2PNUea56rTp15rDOP99zxo0NEIkVJpCT/JDIOEKIkKCQkSFF/n9sJn3HsgDE2GGPsbvdkh8HGE9gkUqAxsTNgmwhPIgQbaBsbN+DYpvvkj99+13nvud3GRCi3I5/WVqvv6V171971rnet9axnPavf7wfaUBa8fKCNdWDboL+0UqmEYagHElIxEiol2GCSJHBfQLCKokiSMjhhETfUZDfLshpFKVvlK61ACG4ludy2Go1CRp+xI/b7fRBj4a+enZ2dnJwQabuuO1C0O4mySJm6vd7NzY2nxl5CBmK/7PV6p6enzNE1TXM0Gv2W3/JbpM8mCHxhIAGnF9rQYBJj2n1FcSJN063tLWmsgykJ+1IS49IU2x1hNe7s7sik7DAKMTOuSVayt7c3Uz2GQRCUih/DAQ/SarXW1taOj4/pqXz16tV0OoXdEav53bu7u5SUgyDwPHc4HMoUQkKbra0taZakRrKzszOZTL7qq77qu77ru3zfF1EBIsY0Tbe3tkttDc9zXZfOJwg2tm2vr69/xVd8xY//+I/zKrCrtbW1fv+eSrmysiL9/Y7j1OOYTXkyGeNI9vb2rq+vhDgBYbvb6eCKr6+vGUwnCwnKl16tBTzb3983TdMwTcdx2HnFkdBJQpAiJSVpAIYx0VbVELJLnDlPQbhK24NhGLRqCh/ZUbORHpSUHNeRsg56ADc3N5EaqV2tVixtGoNUjEsqZbfbdbV5h5FqXzLVDFH+8/TpU37+er3OvYWMwpcTeppUq4G+tra2QtV1Ydt2GITywI7rgCVCDQ/D0FHSWW1t7GiWZxI5CxlLOv4BkLMsu729nU6n/Gyg1hJsw/fC0zabTfSl0XZgFyR673a7T58+7Q8GlmUlcXxwcMCIMJ5aut6SOAmCANkk6bzhBPoHgBwbjQYkROh+FG/m8zmVVZDJ8Xi8urbW6/XiOAFaZyYw+06apuPxmDEF/MD9fl8JdLWpF3ACLGXqGQcHBycnJ7x55A4PDhYXFxeEDNRR19fX+/1enMRhWH4ruhSCIEiTdDIe02OQpEkQBN1ul+7cZrP5wQ9+8BOf+ATyWjwpQCYtx+1Wi/VTdj6p/so0Tf/m3/ybn/rUpz7wgQ8AwHQ73dFoJCfU63WYVaXEiufRiFYUxWKxWCwWppqEImpH8CjoIqRU8eTJE94DlgDC0uv2hIwFRoOGq6kaYDvtjpQziYr1yJks70HeJ8TBsqSU5YJCCRnL94NKpUIE6ikNd9M0Lct+UOghIIpeHxr67NmzIAhgYViWTZxl27Zh1KQ7kPiupFJKSi1USgn0OfvFixeYtzRAETno3flckTfICWdnZ+vr62ThpNa8EWnLwhKKogijyFJCdsJHt1VJqd1ux0lC4T5NU+kmw56p39LyaplmHMeTyaTT7mC93IJ2P67/9OlTeLZlE4zvt1ot1FtkSnC3233y5Mn6+rqlWqPWSkuLPddLkoRFT3e+r3TPZaI3vRPIGrNki6KgJRgPgz3T5h4rmYutrS2BqbGc3Z2d0WiUphn2jBoznjMIgpbS1sDnxHHc7XaPj0/o+2cSzatXr3Z3dxeLBVHGcDhEZkBuCnguLUTdblcUP3zfj5MYtR15UgJjeVI4TKhM467zPCcwKYrC81ywXGnhYj9dVdomJCaAfHJCFEVQ06Mw7Pf7Nzc3UE2Lori9ve12u5ZltdttmUuMufKzstBBTIfDIR0yLKR+r8/6fPbsGbT/Xq8nzef8ylJzx53iiAAAIABJREFUEnJRmqYMQ2DxtFqtKIwk2JS+HYmcpWK8vLw8Ho8vLi7C4L7N3veDTJuuIhFuGQLXDNw1jLFKpSIlYsdxjNq9wjsxSMnEQmJHIme9oR9H6jgOaoklIGaWLG1QK9lIaN/XIXVqSBizp5qQhErJghMqpW3brXYb1EqQQJqQhEqJa5VO7iiK8E4bGxto5TWKAhK/ABiz2WwwHGK9pml0u93nz59zAqtnPBqNRqN6XJ/P56enp5hWp9OhJdg0zcFgsDpflY7/NM0QZ242m+TntLmXXCvXTZIEHZx2u0242Ov2dnZ24GP7vu8Hwdra2vrGOiJe5NsihUewzTSGwWBQj+r4iv39ffy553mO404mE8xb2v2Icql+b2xsHB8fz2azd955h2YPx3FWV1eJxnmQdruNeDLCF67riqBPpOan7u3tzWazRqN8UqYxlHmv65IYs5G5ruvYDuIbnCAPIvOTbdsuGo3NzU3QOH5T/Hmr3Wb5QZ7nZzVN0/eDly9fknRYlrW/v4+apz5KNk3TwWAAAmIYhmM7lB7kBDi5zUaTmii5NHGs4zqGYVCtwCvgz6h3JEniOC7OqfQ0YWiapV6FhNZCz5LYm1h6PB5fX1+7jksSmySJwEC1ahWoSEpKEhhHUfT8+XP+CJYMrC2zkQSULg2Yj+nkDfanMoGuVNkSxPAsJTqrV7chV7LbYVp5lr98+RI+Fmlwro1fIZBWnR9WGIZUzGNNTAzudKhEJ1utFow2T5GWu52yCYmRsJTp5CP8rtR7Xc8td+XBgGdhrYxGo/6gn2W5aZqHh4cnJyf0YxBOB2HQ7XZx1xh8q9WazqbQrfHVaGv11Ogz8OHJZNpqtQLf9zyP8HIwHKZp6nl+URRlLt2mWc8liBUVC4ColZWVXq9XjyKqJkxC4tGCIEArTwQ96DGaTqdpmq6tre3s7Ozt7R0cHAyHw+fPn6+trZ2fn6NBLx2Cw+FwbW1trGLO+5t2y2QbrUlddG4ymZbfql73PLfVapERcILruqPhcDabqXarsndCkAg2sonq78fhj0YjaRSlID8ej0vbc13HcZrN1pMnT+bzOQt6Op3e3NyIXhJ7HysHrj7RU6fdETIGnFy5Ra1W29nZQcOVpZgkCZmzcK0IpCVzjqKo0WzqTQhpmoLjYv+e5xFIB4opjQVlWYYvxRT5epg3YZpOpRSyk+M4T5484R0KyYqCsE7GorlgicxHfC+BlmTMIhTw5MkTz/OMWqmtIzA1Lp64P1AK76xColBbyYtRv4bGHEVRo1FIaxipheS9YE6IA0rFKE3TrtZNRr0Bu8rz/NWrV41GAword6FaA38rULJpfIRujzAMCcOIHkFB1tfXi6Lh+z4DwZM0EeibK4yGQ5HCi8IQXQto8Z7vZVk2HA1XVlba7RYRDfY8Ho8zijdZhuV0u924XpcTxDhhgEqbOydgrkR31DxFwccPAuQ46O/F4+3v7y8Wi93d3W6n8+LFi9XV1YuLC8ppfKtWqzVfmc9mK2/eFNNqNBrT6QTXSgLfbrchgadKbQfPyU8g35PQ2vN96kbSlgiBgcA4yzLf88EjoGfXo8hzXdRORqP7zZFd/vT0dGdnBwfV7XbfeecdykWu66ZZxgadJMnz589Zh5KCUVISFRfHcQhHu90u4jC4FqjRnACsI/2tkvdKYoyz4Y6cgFeU3Fssgqe+vr5uNBrkp4FfWhlpgjQV4uHFvC3LQsCcHcpQZCyWsZSUiKFeo1IKCi14V5k89PtXV1fCXwFztl8fGiyoHSgUgCoCP2maCvtE8l4JNqDISJeCZVm+HwiVki8K5TVX4+R835de0Gq1yuwfYbQCaQ4Gg+FwmBe5/JCg0EmSIPve6bQnk3Gr1QqDgD2VigUhw+7u7uXlZa/bk98+iqLV1dXpZIIMGtngxsaGyMFEUQQE1W63wzDwPC8vcjBn1lMYhiuzFYJYfrwsy9C1ajQavueFYQhiPBgOBDEGpoaIwqsrq1Bp5rlevV7f2NhYX98Q2apOp7O6ugptqygKUGg4hrKR7ezuzlZKRbggCFClk8A4jmOy8WazGfg+yfb29jaJMU+6traGDkGoNP0eiP7NZrPV1VIzALwdCe4sLQtyvV5PrmDbdhhFFLp4V+wR0+mUiBr6OkwpCBvVarUex5SUfd/3PA+9VLiWAqnq3WyO4xR50e10gyA4OTnZ3t42DIOKESsNxwC06XmeaRpkbZLEAfR2Om1IfqbqUhDvTQArgWS1Wj0+Pp7P5xLhYnvQs1xt/EKSvFZSury87Ha7mC78jXq9To0aQN4XKmW73bbUvDP2Wk81IVGps217OByenJwYamhwqI1IfEClzJQiNBDc0dERMHWgeN7gvTQhSWohKDwnlK0hSvGk1+3Kr8KXRFsniiKi95cvX06nU9l3oigipi37lhyHnb7Vanm+7/n+q1evJuNx2V/i+eyOW1tbT548EdLY5eXl3u6e8GzyPJcmJFC9+xmiUUS4vrGxoceT/X5/fX0dq3AcJ47rMlKIQKjT6Yh5YxUbGxvUpbGKRrOxvX2vdBkEwfr6OlsGGH5ZMV6Zwwcmyzg7O8P9oq376tWrra0tejxs2+52u4yVECoLwvS9Xi8IQsU33BbpDFz6mqoY8aRI4TYaDd8P5ElFdLJer6+vbyBmxC8CBDgYDJjH5/sBsXer2cKJ8XrVsAXHcZzhcDgZT/BdzWYTTS/gEuS+6vX6QMXepmGEYfjixYuONn07Y6xHoxGEpYoLHYUUeNjaKFXK4mw2m9J5bhiG5/niaSzVACt5L96r2WxmGu4ThmFRNASUqlQqR0dHOzs7uNlqrcoGqlMppaxjGqWQXRiGpDwMDRYQW6iUYUjvoKJSSuQchqHrOnpJKQiCSqWysrJyfHyMF/JV31IQBGTC/AaYQarUdmiq2NnZwVmx/6VpCpQvwUme5w0RkbZtWoiL11W2Begja9X1OmA+glJ6qrkEcdBUKUJ32u1ut8tOzy3eeecdOE94JAieh4vDo6Mj4p92u/306dPxeEz5AQmBkgXl+/WojpBlt1s6UipGsDjDMKxHEd02g8EgSWLlTCYi0AUwO51MRuNxlpcI83Q6XZmtdLvdOIkplU+n08lkWhSlODOCUrhBbHU2m+GCiMdggO/t7UGZJgd++fLlfD4/Pj4GRERXhFgmyzLqQyqt9dRNS51q8PzZbKZn+JPJRJIISl9krayEPM/lVcg1UVxINEVoARrZMiDDsa1TiaWrCcNoNBpI84VhaNRqW1tbJycnejknDEL4W9Jqmud5u91uNBthFLK2W61Wq90SEn4QBLe3twcHB7ZlQ/KRvFd4vgJKkRiyehXXyiTJl8zRVJM96/W6q6qwrutub28vFotKpfIg7yU5jaIw0lQmXcdlnR8eHq7M50tLS6xhyXtBy72SSmnEcbyUpqmhRnh7illFmsqOu7S0BCjiKRoXXy6JY333InKONaW78/NzBhTy/MBUggTAc2ALJMoNwkDCFUdV4Xq9Xp4XOIcgCIAfecvEVB/4wAcGg4GnWr1RusvLocEe7UcKTnSoWLzzzjtNNaqH3gkSrY2NDcuysixF+w4NAAwDqJYJA/gTJTTvxnEs2SBbXqvVEoIHRc7hcEhJiRgnVxLwuOt6VEcCttS+DPyslKFbY9VSRNnZ2RmPR4USkUV0itILGQHSyuQaW1tbR0dH0+n01atXQPdRvQ5Mhdeq1+uDQZ/IWaq18/mccB1YC3ddprWehz3LtyJ7FJVZqZZLxYiNaTabjcfjLMvxJCTwwiqh3qbele/7QaPRmM9XRCuHUs3Lly/RfjJNE4UgodxSDKOOKBXgXr/PFTDOPM8FDbGUyuRoNHz16hVYdxzH3V43yzPf903L9FyP/laJvYMgaLfuqYQkBQ01PMVSA0l08Q2QILrfcK1xHMdJTDs+dZk0vdefY1sJwxBlvL29PXhTylxrfCQMQ8expWJcNvRjvcKoFuII8PfFxcXKygqvT/LeRKntGEoCWofUsyx/8eIFuQpxb9lC6AfsPYQrFOU5YdDv80aEASNcK7wx3WRCmkmSZLFYMFjVsizPc3F6IBy2bTcajdnKCtZr27brOCgtAWKB+6+urhIGn56eEnFhA0js+6K0pqb7SMVIWCXr6+tq5pgPs4dFz9fwPA/SUrfbDcLAdd12u723tzebzqhsuZ43n6+IBDx2sru7u6rmmMFqYnhSmYKGobQQsj0Ph8P9/YPxeEwezoyPg8WCYhiye6urq5PJuFGUFaPV1VWIkEQE3JS8lxMmkwkF4TRNHduGnrW6utput8D8kNfkW2En9BhJNl4UBa8CKqXjOHBIOp1OGIRkDevr6/oJSNti/1gFUoQ3NzedTofCycbGBso4LEXQkDzPnz9/zvoGGJNyLnUEas6WGhXAyz89PSUa16XwSDRwJCx4yNUl11LNRhJVRkPJ0fDrEBgDU1M6vr29BYVhzxJ6sqSWBMaJ0tZZWloCdQq0WSrVapVN01HyHaZpdrvdJV63q01jgExDnCwiPUmSSCNiHCfirslakySJNKU77FnkS5Ik0VE7R7Ul1ZWShk7GsizLcR0gaKlL4aubmgwtNWfGIBHPo9chvaAPZOvCMOz3es1WqygKtmp2ZUlir6+vGXEQxwlDWBBVkZEu7CBQ83j8NE2m06loX3qeNxgOdBlkuH7TaTnn1vM9qRhleZmCEgbjnIF25vNVUlBQq9lsNp+vCPUiy7PV1dXpbNZS0xJRhB4Nh2mS2ra9srJyeHh4eHi4s7NTr9eZtHh9fS2cBKkYkQIQ5a6ulhQx0JHpbIqWfXnTNIXn2FSz0Uaj0Ww2GwyGihNax9O2lGRnr9cDn+cXASorI2eVbI/H436/NAzXdcEdpURPsM0/z87OxuNxmqSNZpNomUiyp+ZjhWH47NkzIjidStXpdKS6wUpTXMsACcidnR0yQcwbOD3XFJGJ1cW1snqzrLQ9CBFZnumJMSVV3JvjOBDjCTPF4UWq7UfafcXoKpVKkiQvXr6o1+tiq6R7UlICiLmnUgqAJlaOIzUMA+qZwGXk3L6aRkGYVFeTkFiUaDhfXl5aSshOklgxb16ZreQ4RBzIdd04iZHX8pUirKALrut6Xhl71+t1umd936MQwkc8z0uzVDiurhrXRIBar9dfvnxZFEWr1eYjmPeLFy+EDDwYDC4uLhB/KNd0GDabTZoW+G2oFYNsEy5ygpSI4W9CvZCSEhmmsC9BjDH4QGmp66PPOAF/TpIyGA7W1u7H81LdKQ3eD+BFTSaTxWKxvbUVRREDGVdXV4U0qkjI/SRNwzAkrcX3Ejm32x1B7LgpPQZ6jgBplG/Fg6ysrHQ6bfx5o9FA7J4AKoqiVqs1nSnJTt/PsgzuJCcEinnKCa7nJknSardF14p5V0VeUH198uQJLgHPSSDNdD/pTvWUKl2mhlHKQhJIWdQmyhQsDPEldaV0yeIUKiWrV9YqdpVlWZqk4r0py4VKyMp13aurK4Z9G2oSkk6akuKWmDdmcnFxMZvNUMZiB5SSElkAlrUEeUVYXZJhG0rFg0aWpaUlolZpgDJUQ78A4pAr0jS1LGtjYwMKa5HfP7+tBhFKsA1awxvhBPlVpGKEKSZKNT9J4sFgWBQF3maxOGg0CoGpwdJgLMRq0E673Z5MxvCNfN9/9eoVvkLcNTAJqGmtVpvNZtfX10Ia4YR7XSvXFSfGRyAtlWWSLPPKmcBlvTcKI891IUIKustzwUkS/tbm5uZ8Pu/Q2OC67XZ7p6RSpp7n1esxUljdsgnBaxQF7CtyfiCAq6sreJTb29txHL98+RIU2nVd13H7/b5UjDzPk5uWxRh1U4HKKJ6JiLTrukVRUDHK0tRTHddEzqGipvMqCqUR3el0hFUKFFoK7uY5778oirnKZRzH8QNfEmPXdavV6t7e3unpKWvPcRy0R0WdAwDp5cuX0oQEsi06wVrpkaGhZb/65eXlxsYGgSRRW7t9fwJhXaYmekuoKOxDiD1Jkngql8TgJbS2LCsIw5OTk42NDcaOgh3qeS8eEQuqqZnApmkCPSJiFalGCIGp+UpCpayxtQQalZLqfBAEz54944rUpiXYljYGqU0Tafi+X6lUDg8Pt7e3oyiK62ULJRim6HWY5WyktlR3LcuCjJEk91qBTEISqKDZaIiSBvD4+fl5luVxXJp3o9EYjYZCpQzCcDKekEu7rmuZVp7nsAtZjiSlk8kE+jg/29HREeL6kpjJDFGSGab7NJWQZa/XW9XMm9AAzBn7b7fbYt6k1qhYSauTXrzxfd/1PNLFQb/P/pjn+fbODt2RXHM4HG5tbSoqZWk2/X6fFvy1tbWTkxPGbc5ms5OTE9d1aYQQKmWz2UQ6Q3EG3Ml0ohWE3CzLtre2OIGbDgYDqY1JQVieFFiRE7B/z/Mmk8lUVWulIAdyhpejQ4PYm+WLerbOqD0/Pz84OLCUFCspvYSKcRwPFMEON0jHf/r69Olms2yAM00TXiA58PLyMvupTqUUhNVVehVITXACSewDKmWaZRhnybXyvDzLHMdhMOLy8nKoxjUI1xIEytFUKdlYK5VKvV6HmoJb4gRiZCkplSg0nlbqQwTGvE1ScN8nigyJky0lnfUa9URzzpZlUbjDO7H/USLW672F0sgHo8rzvGiUyYZVzqcp9TqwNIDBXOl1eJ63vb19enoa+D4nQAgRMlYSJ51uF4Nn506ztN1ugz3aSsmBKtHNzQ3eI8/z/f19lCs9zwMCkby3KIrRqByGSHW+2+2Ox+Meea/vU0eRuaRcYTKZiPXShCSdjHrxhmuGYUifk6SgrVaLQcREdziT2Ww2GpWDSxuNAtFJWtuLotjd3T08POx0OldXV2maTiaTTrc7Ho8+703JIe9vmjBvrRx0JAwQyJiDfp+b5kXBgxB7u67Lq5A5UtjVUFWM2MEpKYHf8PbgunECeLLgDnwkz3Jm5wJ2FEWBB9Zpj61Wi34btxwu3RbPSdAnX5K7UCc7OjqazWaO0rUSPwH1SKyXOFkCY1MNRhEGBNt6osnWBWoSEpsFqBuPbCm1KZJNCYyJofjOlUqF5JkAGXN1VROSUCkbjcZSURRBEAaB7ziOUSvRbX7jSqUyGo1osg3VkCUsR1ArgnidrVGtViGmyuYEICH1XtOyiL1zbT4D9VsBG8ijms2W1BLqqh9FuFb1ep2+OUNNYe0p1IqNqtUsOx/48rDP+/0+ztbzPPIuWkwoJhMjHB4e7u7uskGS9wpFaTAYsKZDbaow8xnIbUgXRS4zy7LZbDaZlKPP6vWYkSL3hOEsA8diLDUEQ6FSksiN1eAyLI14Xsq5SZKMRsP19fVOu+N5HvHz3t7e/v5+URRIqTx58mQ8Hnc7nTgu5/fOZrMVNXaYB39403GpIlJX04+lhZAnHQwGQqXyPC/LUiA9yXvb7faKypxd16PeJl87jKI8z4iEhQHS6/Uk4WdV8JU2NjZkrE+73b68vOr3+8SJ5L1xHN/e3oJxyJZNRtrWZqOwtjudTpKkhmHs7e2V/eqNhsp7SxwryzJP5b1JkkgYaCrZOr2kBCZaolCaPYM5O46jT9XGR/LaXdXJizsR+zcMw7Lss7OzyWTCyG/BsST2tixLqJSB8EICRYQ2TXNpaWl7e/vw8JBIUqJ8nUppKe15YasYhrFYLErpMNXxL1wrYUoIlZJNVKBCU1O6i1QTEtWdvMgFSwBwJlAn3gDhjNRwZ8gAUoWinIuDur6+JjEej8fNZsN13TRNaUZrtpqe5/G7ljVktbyCIFjRuPt4YwkXHdchMJZ+QC77Wse/58mQwboapbm5tUWRmYBzPB5tbW3RpeC6DvQsclR+v2arJbVZ13XCMKRMRTXBMI2trS26Mubzeb1ev7y8XF1dhVsLEEKzlFShPc8bDofS2OgqTtjKygrSGb7n0UJIYsyrWF1dlSdFJ3xjYwPMyXVdUgCZ+QQaJPztMjHudoVKTdA3m82E60YBhqDDcZzZbHZwcCAqLufnZ71ez3M9fnSe6/r6mhRDSHsUDmRVsBRx767rQnA4OTkRBBhmRbfbTbO0pDNYVlPJttlqeIqE1pSUdColgTGECElrHcdBMVNMMX19GgN7hK80pZHCsiwbgSRwLOF7yGykQFQpxabZ4D3FCzFNk4Gr2HZZiVaqlFIxjjVtHShBT58+HQwGKOIWavSZxB4NbWgwAU+j0YjrZRMSG+R9Sclx6EDI89xzPcu0oijq9nogUgcHB2tra3hvJXFmBWE4HAw6nU6WZp7nIUdGywsu8cmTJwBjhdI0azQa77zzDjZQrVZ3d3fPzs4oZfHNcVnSX+r5HuwOme5DN6LIILLFzOdznSnN8M52uwR7IISMReYmCKBSi3nneb6+sTGdThuqukPmLCkoZoO0aqDmrbFBHB4eQi+9vb1FOJonJUcV+DcMw9XV1fnKvNftEc6xK0k2ThI7n897vV5Uv4cA2Mj0J+2r8dxhGM5X5sCEvh/wemXAMvEUOQVfm5AVvpeUlPr9Pif4vl+tVldWVi4uLnI1RxZiQqvZKpSujed5t7e3o9FI8GGh6ISatg5+ghNs22YQHKbL92wqVVpstaXm3VrayOtYE74Cow6D0DItDC/X9GowGc/zKMULRhUpqJhcGoIjxmkp8Y1qtTqbzRaLBQGpqwrCeFlP8Q6XGo0GjtT3vUibbGYrVS4K6JTIBMeSeq9QySzLlvzt9vYW/gqJLqECbjDLcgk2CNV0piQgHpGz6zie52V53ul0iqIRqiF3zWaz2+0wRh0xfnLj0pCiqNVqDVXkTKxOORe+AeE99aF6vU5o11ETaIFVjo6OUHICiaHmIZFzGIadTueB4kS/319ZmXc6nbhej8IQvR4ZpctiAsdONYV3RmmGStADH5Xnue8HRdEYjyegu/V6vV6vcwVp38/zfDQeoTLN79LtdEh6d3d30axqt9s3Nzdra2ug0EVRKEGPVhiGSRIDSpFH8K7G4zGYM3sxHUUCdGdZxkxgvhW4N0/KCZJEdLulujq7p1S2IXjpiUmWpr1ev9z7/IAy1Wg04gTHdjzX3draOj8/ryv9QzKChop7eRtPnz7t9XrltMo4gbTHLXi0brdH0GFZVhiG9ai+s7NzdHREGghLt1CqbDys9MPZaqyR1Edc163X75e3qbXlSc0lUqiV67pIEWA14vB8Ra60lRyPlJQqlUqz2by8vBQgCZ+ql5RKFBpfWq/fW698mxcvXoRhVK1WPdcTehYGL9bLV2Ghe56HGtPy8nIU3SvdWUrxQHA8y7TiONaL7K7jNputVqtVr7+pdBdaryvdcc3z8/PNzU0yHzkBhElqyNLYwEdo6BfvQamg1+ve3t7meW4q2SSUUFgcw+GQWK6sGGUZMjfCter3+6ur94oTOMZSIKrsvOnCc2Q/jlTfknTStNttnbRIPKkP+GwoVSopho3H443NzV6vnOqW5zlDhheLxerq6vb29u7O7mQyub6+7g8G5+fnQdkhtCo37XTKMlWWZaQAs9lMFYRKf769vT1WU0UJtqUg5HpeHCcb6xsydhQcS07Aw8tMcEApEnihx3meN1Ijvz0l147Dj+PYsizbdrIsWywWx8fHlmWZphFF0ctXrwDwpTbZ7/dvb28bRcNUc4ywXlKwJElGw2Gh1h77OCH66empoSSgc5kqSjt6qy15n+u6rVbJTTCU+IaqGNvlR1RiLJwogWzIRs/OzoTOQWidaoO4ceBSlGWIAqQjwzBQiXZcp0Stjdp9Q39QtjG4EpFzlTiOnz59+mbpmZgn1oaLszmxvp8+fcr35suRGEdR1Gw1dYMHPBSgC5ZsWRA2LcuyCjVLhWiBxLjVasVJzDtN0/TZs2fD0Qi3SdxF4c5RjHa4AbESsqRn9cmTJ4FqIZxOp+12q16vX1xcUH9GHIMitu/7cDMKRaUkXBRyv+/7K7MV6bxhB0FQQsybviUpkyK+Q0LOosfpSUdBFNWxf714s7m5KbXZIAjW1ta4JttQt9vlBMDCPM+Pj4+2t7cpC9dV9C4P4r4uOsdN19cf3pTOJxB73y81/eRJO53OxsbGEAjAcShTrcxmkvemaVoCY4opyVYomDN7is5+BRtXxVjLdV1gyL29vf29/Wq1EkURE7CiKGIpijA4c548zxsMBq3m/TQGNv0syzyl64RcO9vi5eUlLTR8ltgThQCp91LvTJLEUzVU+hxCrS1PD61rhpHEsV7vrVarg8Hg2bNnrutKlpuoCeD8pa6N8pVgmyddXl4u817/XpXSlNlIOjbtui54t2EY4sH5jyTxBFe4TdM0w6iUqwbXfvr0KWE9v6JpmfWoTjjqv96WJDUu2C2FGoJM+sc79f1yCiH5SV1J4fHSX716lWYp4T1VeH4GcrlOp4Nxsuj5VdBYIu6lWoh5EzjQqLmxsXFwcEA2Ln3IUlLqdrtxnAgSS3aNn+x0OqOyjpIRLtKsI1UoAk6s1/f9MAwJL3vKObdaLanNBGFAxQjbY3cHH2aVk/IQ3uO9Lcva2dk5PDw8OjpaW1tLs/Ti4oKlI9H7m2UqdDDgupB3DAaDyWQyGPSlIASATOztex4VI8GceFI0AwhDWq3WcDQUWBsXR8WIE/Is7/Xvmark0n01bptrQoT0fX9vf397eztQ3RGIjXOXjtLov76+5sdqNJqK1edQYZKSEklsUZSU+zAMEU6qq242Yplck46J4zjLckFt8OfiOQ19wgHkYsXNCLXxQ9Rlnzx5UhQFZWd+O1t1CAdBEGpcK0/95/LystlsQufgGxpK4R38aKnT6UiEXV4oDF3XXV5epobE2pUScaRp6hFaJGk5sHh5eXl9ff309FTKyCWVMsslVQbkYLuSipHA1I7ir7VarTzLAqXXAUwtTUikyr1e7+nTpzwn1phrpLmemgCMnySPTZKkqSpGerOEaZpHR0fHx8dEBJBgoBASbHOLyWToabqLAAAgAElEQVSCGXheKWSJ7yVcTLMUbEaME7UNYjm5guTSoIjz+aoUTvXiDScURYH+W6YqRhAhAc8I0ubzuWjlua5LAQk6Rz2q397ezmaz29tb4Tk3Go211dduOhoO5/N5u92SmzKTlagKjEColORKbBlC2OZJZZ9KkoRtKFcTvam3yQlxPWYLEKiMZ5esFfYr38E0ze2dnf39fTjG/Dps60LRcRyHuRwgwDj8OK7jbAPVncpCYqWZlhmG4dOnT9vttmR5/KyS9/ERyXsp/zSKol5/bca9lJQkl4xUgdd2ysY+0zQPDw83Njaq1Wq9Xg+C+zqOp4anmKpnkMCqVqsdHR2Nx2Pcr5g3d/E8Ly8UlRKPHClNWcMwlpaWNjY2Dg8PMVSuy07jKyoJ37WM2mu1arV6cnKytbWF6Rqa0p2vuFaU1PQSMWiw9I6wXIQiR3woVErTtDDOer0+nU7Pzs4c2261WqiHumpSqTg9fshWs8VPS1x3e3s7GAwBz/jtoyg6Ozs7OjokPhkOh0+ePNHpmfCHBHcJggBmhcSTaZqSGIughDTW8ErjOKbjX7JBQtAH/C3p+Cfg39zcHA1LmQsqRmtra91u2e6TZxn8LXrxcOA7Ozu9Xm+xWMxms7gev/POO6DQEqOK6BwPvrGxsTJfEdKYXjFylXSBFISo7hCui+cEXeNJiafoMSJcJyKVri925JXZypgTHAe+kNg/voW+EUJrug4ODw9Jm9fW1g4ODqDcsv+ScOqqlFR3hgMaS8uFJO69jByDsNlsQlSuVCqWZVGm4gSu2Wm3qWVgnFIQtlTvQFONAcG0wjDUS0qmZUqkubS0xIxenc4hjQ2uDE+xbDGxpaWlvb293d1dPL9x39D/OpWyVoOidd+sj7nCIKd4RdQqELREDhJI2JaVJMnNzU2325Xb5NoURikpCTCAj8qUp8VOBMfnhI6SgGdHzPMcuzJNkyFuWZaxR5QnZJnOviQahAHCO2q32xBchJfTbrdBaxaLBbvSxsbGzc2NbORQqYRKWa/XKSkBa9m23W63qYIIfxgdLMkGm82mLqRMXYEmpFBJ0sDNwF2Q+63OV3WlS+iZhJSO4/S63TUlUoX9Y/w0Nm9vbzPL+8WLF2QNvuJvIRskFSPhhJL36nWsJEnW1lbH40mzUT5pt9udr8yJZdhT7puQ/MC2nbJiNBjA7+dBpEtJCnKl0qDr2pZNx7+wXyMlqCLl3DiOr66uNjc3bduuVCo7OztMipF1Uo/qnU4HVUpT9aJSR3RdF9wLpqQYJ0Gf7/uLxWJra4vsL9dUVmHUJEk5bIWKUabN5QxUA7xYRKyU4fQiqxjn0tISfZFi7ZbWfSCydVF4X+8F+jo4OCBJltlIUlIqqZSE/mK9JPqu68pgCGr3kWqAEvibOIHtjWAM0IwcnaJxiTB7XhzHmZqqiHGSCUtJKUmSQk0J54fM87yheJGsJ1q9uOb5+bnMemVNJ0naarVamooVAIYEUfV6fTgcCkuME0BEJ5PJ6ekp0PpkMgHocl0XOhchq+u6hOIllVKNShgOhxJaJ0nS7w/E4F3FHxSCESUl1ijvhxPKLqUoCoKg1+tNJhORmCuKgvY9/IOnxkro9EyukOf5YrEYj8fMmKUfuN1u05shtRluKkIFABbsU0JjphmAHIEtH+qLztYiVW61WqF60uFwOBwO0zQjzet0Omh68ovAo4AIXfJSmk0cIyekSQK58p79mqZFURAe40hOTk729/elFsoJjUbj5uYGj53nebvdzl/Pe4Vgy0cQ3zBNk7Y5UNiSa2VZ/FPqI55avULGgjOXqBkRhNaxNrjsAVSEu07T9OXLl9R4sSkdPKbk4WvSWYZhkC9A3sBMPEXGqtVqjUZjiVUllSVybn4wWuoqlQrotgQSujc2SmWQCGO4ubmxlWqsJAZYTqPZjOPYc8t4pmg0hH1qK6F94YKD1opAkaMGEYKywDV/9eqVMHt5HSJ6xKOi1SJQPjgWxilAl+CuIHYAXa1W69mzZ2EYiTcQBhJtrk01VTiOY50/hBmsrjKNIXYdF3ctkXMQBLTmCO2BW8g0hjAMsywTYWTXcaMooh+QxJiNEipFpsgYlHMBpUlJjo+PUc9jlAG1XD3DpG+Rm0I/IAUQ2om6adlQTfIpVCpehYhv8CB44zzL0XMnw+cEljiIHVswKb2QYQiX9MSYTZwf/ebmptVq4eXoZDCVgqK4VoY8hWEouKMq/7REK4sfsdvt8h3Aft95551ut8t+YaqpmnpJiRJxXaltlbGkWt6WaQVB0NCGhvIRwb1MRfUNw/Dm5iZJErrzhQFVq5X8jSC450TiRPv9/sXFhQDXYt7cpdPpLPV6PfkYJ4nHu76+xqKwZ+lSSlUTUskLyzJKdoPB4OTkhJ0mUcMmTNPM1dBgW1FJdSolgfE9ldIwyHvBnG2NAVeomTe1Wm1vb+/q6ipUEy6gUooOg+PY0osviTE+EHdUuotRqYpWq9WyLHvx4gVBr+d5NGMMBoN2q2wf9TwPQalCNWdnWSbdvGRu0+kEPxkoBS9MsVSccN3xeEwuHSleitCePNVj9Lrih09i3KRY4NDNt1kKZTiO53no4BBam6Z5cHCwt7d3cnKCd3358uVsNkPLXqxCz8Ydx+n1enJTdjpkqJtKcJdmSZwzTwqVWmSr4jiGVZqmqWM7juOUw1babULKMAzn8/lAvQoS49lsBnJG0DedTnHO/GSERYS18JyJe6+urnq93vLychCEiu/l27Z9dXU1Hk+arRZvBhtAWytUJaUsy3RtDTzN1dUVw+tZ3p1O2UJoKOmYhjb6iB1Bak74EnFFtWpJpUy00UeYDL/O6ekpTT6h1lSERwyCwFJUSmIisu7r62v79amiBNtskUtIDYnaBufx8Ahx8BuzkcAZEqALzwkcWqlU5vM5qLWkygpzzySJDWiALlOFcpaKRM6W0taSvJfVQ48B2w/B29OnT1dWViS1Rq8jUtq/sC+lhpymKV1HnqJS0p6SK8kyOPGvXr4irHJd98mTJ9PpVCJ8mFKytbPFiLQtAQIa5Y1GIwgDx3UBUUWdIwgCAumW1FHy/F4n2feDIAC5AaJjH5xOJ6W0YhD4vkfIWhJCXBeailR38JMX5xebm5unp6e8k3feeYf5ANhJnueTyVRkw+Sm0oubJPdYeuD7ruvRYIB8B56Er91QAvo8qY7woQEoTMksy0hDcO+e57G9snvalg3PTKQIbTXgF3aH7/uvXr2iphDHMcWYUE0CkJDt9vZ2MBjI2iMkLDS59kajAVziuq5hmEK0mE6n19fX4EkqciwFn6Wk5Gjt+3rkjKcVf0Ym+Ca5mPewvLy8v7+/sbFBLGAqhfdA9QLiEfkL6J3neaSlmI84Z3EhJZVSuJNciPYAKrq2ksKSMEB2L98PpI1haWmJFjauzuMRm0XRvV4H/XqhQq0oKSVpWdF2VecHS2EQhu9urn78aPcTh68dnzza++9PF5843P34Yod/fvJo78EJD/7JXz6+2Pnk0d63nxw8OIFzvv3kQK757ScH33a8/+YVvtBf+Oebf/lnnvDJw71/xglHv9ET+Mu3He/LM/Kifp2L/Aav+S/2hC/0kS/0k33icJen4P+S//3gI/Kz8pHPuwz4H2+eoF+fEz52uPPu5uqWwj5kcd6XlJSsqnCnCPSSJAX3LousSSLmDQK3v7+PoUpbkuBehlLFwbxpKiT6wJmLHIfzJpUy0uQtK5UKXTuu0uDiq4SaXkc9qguVhHufnJxsbm7yzdjPiqKI6vcd/4I583gUY1PVAMweqUfO723Mv/N47/F4PN7W8WWbq5L3NtWYQpY3lepIdSlB7FOhcknGkO4LjMhxHFDlSqUCKCX+T3qM9JIS4Te5PRrRTjkE3DFkNpIEeIKGsdkMh0PkMKvVqh8Eda1ZkWqtwFqGGpEo7YvsDUKlFMw9UcNjTH26jAKldTEx0pVPHG5/x/Hu4/F4vK3j44stEuNGKRldLnhsNdSEr6iwSN4bRZHe34+7chxnOp0eHR3BrKpHauSvNr9bjBNUz3Gcs7OzTqeztLQkZCys0jCMVqu1RJrhao3F5KKz2ezw8JA7CbOKnBOgS8hYvu8HYRAEwfn5ebfbFZ6nRAL8U6iUdtmWVBa4yXsFCQDhiOM4z/OPL7b+3NHO4/F4vK3jYwebQFCCQqk4+V6GlZKqnvdStZGSklSMTMPodrtnZ2egj77WO4QTdRzHMMuSElZZq9UWi8VkMmGbsO3SvC3LAn0oqZSmagAOgsAPglqttr6+vr+/D94daG0MoTY8ydCmCruue3V11Wg0AI3KxzNMwJhUm64CeCBIANpLQqUUYnOWZR/b3/yzi+3H4/F4W8fH9jfhbwRKr8JXQo6C4yZJkmWleWOuCvssW4KhPLmuW6lU8jy/uroS6nWtVjMNw3FdPXIuzdD3gZb29vYYOSDOWcjSRVGUIBYfE1sVCog45Nobw5OEaxKGoWXZlmXRPCxJuWEYlD1EbcBUDf3y/KQWeuRM5wcA8rfurv2Zg83H4/F4W8dH99ZVdbPkWtEIYVlWTeaYJYnn+RgRsNY9ldI0UyW6bBjG8vIyTN4wCASUCsNQmpBwrVFUF6PDEvf29rBbal1CxkqSZCnLspqmNMvHlpeXDw4ONjY22EJoboIpLe7af70X2fO8ly9fShGP2yRpKlwzPLNg7mwzeX7f52BZVqrIWFzkW3fX/vT+xuPxeLyt41t314gTLduC3RBq0xjEOBn5TZ+PQMoQ4IVDIXxkVOlhX1PvFesl2BYqJVsA4ud0FFLKkRJUSaXUQ3DCANM0EVXiKph3XI+Z5WcYhuO4yES4asAp3f96A3Qcx2mWIbgFOK57Y0pK4o2hf8nQYO744Z21b99bfzwej7d1fHhnjdiVBjjp+GV5S2htqXlLemgt/A2hUsIvZgQM0K8gwRgnFWBbSTvj1Ri1ATYMZ1nIWDmzkaRwLCg0iBQDDvHydaV0RyYsVEqpLHe63Sc3N1SfH1ApCc71jmcYBcJf4QQ1jaGkZxVF8eHttW/beTwej7d2fPPmnIKoSEDjFfM8pyBsmmZNzdmVSFgaG5TJlORKKEDX19dcSpjSQMrSQi+FW1jDvV7v9PQUUodOxjIMo9PpLHU6HcmniYS5zcXFRaPRYD6aTrl+EDnDNfF9v9PpXF5eYntsRQLKCRHcUWMXJXK21NhVYHqolI7jNJrNoij+1ObKJ7bnj8fj8baOb9qYoYMVRZFj24TBuRr0hT+jASYMQ+nOT5JULynRUx0EAYn05eVlr9eDrSyQsnQKSUGYGtLy8nJRFFdXVxipqVQpCVpLVUpx2fAQITBeXV1lWWap3mK93htqA04pKVmW1e/3T09PqTnJ1iJdGorgVvYuS95rK60wKTJJW1K9Xv+m9enHN2ePx+Pxto5vWp9qiW4p5Cj8JUu1JSnfK4LPsZg3tGfd4V1cXDAqiTxWSkp6G4NwrcC90JAR3Mu2bdct+6hLFFoiZ0/JAt3e3rLNiPVK+6KrlIFos6I9ajQaHR8fB0FQV4wuMHd2L8Gx6vW6qFLqJSXf9y2znBIuifGfWB1/dH36eDweb+v4xrWJjsLCX5DEELK0gMymaYZBIJFzTURktdDatuyzs7PpdEqbPXVZPXJmC5COX+Q7ENOCvwV+9BqVEtqHfAwGJogU+XcJqdVj/U7sPUFQSgesrKwwBl6CbTrjhGtG10GqdO2EjFb2TFumJMb1etlU/Q2ro4+sjR+Px+NtHd+wOrKVmFShxhSyvBXPP5IAFrYSLpBJKGmaBlq/Pg7y8PCQsYOWkoAmcq5UKnQRS2gtMe+LFy8Ip/GyQsaK43hJGkQEm4YphtyUVI3pRBXiCFGBcKcNw9jb2zs4OCBIMDVdL9u26fwAhQ/8QBJjQe1M0/T9clyFwFpxHP+xlcG3zIePx+Pxto6vn/UpiEIc1PNevX3fcZw4TqIo8lxPzLs0Tm1aoO/71Vp1f39/c3OTc8hssTLJe8vE2LZ8NZH39vZWmq5spa1To6Ffp1LW1MyVZrN5fX3NxqB3KRlqeGmkScA7jmNZ5sHBwfb29vLScllziuMwDB37fuQ31FAiZ7iTotfhuS7cSek6xHt//bT/zbPB48Hx8cPdP/+v/NY/8/L2I5sr/7yf/ejexnf+tg98dG/jrT/F/7+Or5v0yBN1zBUpgkibDSbd+SV/qZySHYrJ4Fpd111eXt7e3t7d3cW76hUjXxOHpR+hLEFbFp35AMBsEKS091RKqSx5Sn37+vraNM1azdBrzYYau6YLf5ADIIO4vLzsum6a3Y8dhb8hE82J4O8xZ0XwKPNeJUcClfLrJt1vmvYej4+f7v+ff+F77z73ubu7u7u7u1/9zGf+9z/yh75p1v/224u7L/Cfn/zT38Znv+ff+td/8Sd+vPzs5z73iz/5E9/77/wbcuWf+PZP6p/61c985u//8P/8/V/67771R/4iOf7ouEPFKFBDQxGTqb8+POVB3guV8oHJEFovLS3N5yvHx8fS31ur1WzbkURaF9/AORuGwWgrnD+JMeb9GpXSUDNXarVap9M5PT0V32u9rqDneb5hmEjhgY8bhnF4eDgej3G2wlYRzF3yfpSudCplo/GaVhhtSfDX/uvE/+o0eDz+3v/yw3d3d//k5z79f3zy4z/zqb+Csf2VL3/vTx5sfyED/hsf/+hXp8H3/s7f/rnPfvbu7u5zn/3sL/zUT8r//t7f9aVc+cc++pG7u7t/+iu/8k9+7tO//PM/zwl3d3d/+l/7bW/9qb8Yjv8mDfSKEatXl86ho47EmPKP3qVEQVhKSpVqtVqtra+vHR8fk8QCFUlZRxjNUlKCsHVxcdHtdpeXlyuVCsG2iJYs5XleUzNXpJu/0+mcnZ2hymOrFkIA8fs4wXUFHzcM4/T0dDQaweiSBmD6NnwZFRNFKN0JKB/HcZalEjlHUZSmKZJotm2/61t/wDd/kx9/dH2KUX3DYoe//PDXf+3d3d2nf/RH3o+crxl3Of7vX/yFu7u7//G/+v3886vb+Vdm4T/62Z+9u7v7Oz/4qT80aP8B3/xDg/bf+cFP3d3d/aOf/dmvzKM/4Js/8uFvvru7++m/8H1c+Q8PO3/3h3/o7u7up77nu9/6g38xHO/6lq8UkVm94nskMfT80iK81yNnKbKKC6TTbjQanZ6eSsAbaCqTtpKX1Jyzbds2fX5LS0v4PIGryn7gmlLEc5QidLfbPT8/l9Caj0mtWfqWhIxlmubV1dVgMHAcV0rENGHokbMgAZwg+xnWS1Ol0NNs234vsN8PrN/kxzdfn2PA3/Lkgr/8sZ31H/h9v/f7f+/v0U/75X/w83d3d3/x9/xH8pfv/h1fcnd399lf+7WvnY/kj187H332137t7u7uu3/Hl7wfWD/ykW+5u7v76b/4fXLCX/xP/5O7u7tf+KmffOsP/sVwvBfYsnofVozCUBJjQ7Xl6RUjz/NiJRQlJuO6brvdvri4kIBUqJR8RC/0CGp1dnbWbreXlpb15qJKpZKm6VKqJl8I2F2tVsfjMUOfBB8LXx87+kDPNgiCp0+fijoP5KpYG56ki49Il8YDld1ms5mmpUa2aZpZlj0a8PuB9ZVZ+Jmf+Rky2J/5wb/6l7/8vY++8+wr6u6D09404B/+uj9yd3f3t/7SDzw482/9wPff3d398Nd97fufz4DxyX/nr37qrT/4F8Pxrm8R5eq6dpRpkiTxPc9UbXlSMcX2cNfCviBVJtmM4/j6+prkVHwvd5GSkgKPQ/55dHTU7XYNw5TzaUtqtVpLrWZLB7HwzqurqwcHBxChQbddbfSZ3iFsKE728+fPwzCsVCrUu4W8wTYjm5OppMCkb4Pt4IFWGK740YA5vvHk4Gd/6K/pKe4v/vRPfeT5jX7Omwb8U9/3PXd3d3/9W/7Ug6v99W/5U3d3dz/9F773fWXA//jTn/6J7/xzP/Fd3/npH/0Rrv/dv+tL3/pTfzEc7/oWcTKRMzEt/5TEONQUoYVcrDch6VWbSqXi+z4jy4RkgXPWec6qsmvXarWlpaX9/f35fM6Z+F4ahIqiWGo2m7aaxkCJyDCM+Xy+v7/PeRKj19T8UpnCBK4tBsxGAFna0yTgNSqlCeYuIx3IE0Svw7JtYnXc9aMB68c3Hu39pf/iP/tbP/D9n/un//Tu7u5XPvNLX93K5P9904DxpT/+HX/2wXV+/Dv+7N3d3Y985FveVwas/+ef/NzP/cDv+73vh49v3no/sN71LX31wncSWIfQGlF0yRz1HiNDk+OQCpDv+3g7XCbJo68NRSFOxtvhbBeLxXw+B8EC6HLUSJqloihqtRL+wtNWKpXZbIZ2nl6bMlXHv6Mp3YkA6s3NDcYZqXHjJPr36hymaVlWGEVZVsJ0hPh6j6FlmtCzaNd413/7P+FbP/7Mv/1v/tDX/uHv+Q/+ffnLh59eURb65L/6L8sf3zTgv/Rf/ud3d3e//Av/4KuKWP74VUXMmf/D7/997ysD/r/+8v/0x3c3/vjuxtdMem/9eb+ojvcCW5ShcK163iviG65TWgQlYikpCftYQmv+wuAeOgRFr0pad0NNMprc+OjoCPKWpMpYOyBWWq1W9DoyvMijoyOQJENJbGGZ8lXE01ar1SzLbm6uoZ5IsC3KWPcF4SwV9qUkxgJKm0rpTqKLRw/8fmB933/8u+/u7v7x3//7XzPu8pevGXc/+6u/end3p0fRbxrw14y7v/JL//Du7u5Hv/XDfzD23g+sPxh7WOyv/NI/xFbfzIEfD/14L7ClESDLsiS5T2v1ihG5pHTIG4ahF1mF+SjZ6OXlZZZl6FXpFaMHopP4SMMwFovFdDpdWlrC5wuIJbORLJqbcNnLy8u7u7uE0IZh1KpVMGopIBmGwVchTlheXu51uxcXF5i3gFLS3yiYe1yHAXKfORCcEEUwbEaccxAEjwb8fmB9zaT3S3/7b9/d3f3yP/j5H/vYR37kw9/8j/7u3727u/t7/9v/+pVpIKe9acDvB9b3/O7fga/+lc/80s/8tR/Enu8+97nv/Q9/Jyc8GvCvf7wX2Og6PpBhfSBbR2itA72wj5nHrZsM/zw5Oen3+8TbAj9RtdULwkDQ2OPW1hYprVhvTWYjwb6SihHTHLe3t1HxMDWpePLeB964Wq2Wkz6VZDR7j+h02bYdRWFJT1Hc0RLH00rE0vHPNpOm6aMBc3zDwfZP/PnvECbW5z772b/xiY/+0dWxfs7nNeD3A+tj/9LLT//YjwoT6+f+xo997Le+kv/30YB//ePLQqdSqYRRmOd5oNGTkjTR1Sl830+0uYSsZ52tJe37+Mjj4+PZbEaN19B6AQVkNgzDdR3Rtdvc3NzZ2SEQNjW1nWazudRut/XeJZJjpstSOH7Q7uT73gMlAdd1NzY2FosFu4Ke99Y0dQIho0HPEpDdNMwkSYoiF8UDtMKSJHnMgfXjv+sUf/Ls8E8sdv7bov7P+9mvbmXfdHGsg16Px2/k+FDkhmEYJzGrFwMRKiEWEdfvqZQ4PEJrOQEcF+utVCrLy8tHR0dra2tVNTQUToTruoZhSuHW80oHubS0hMYzpk5TIQ39eZ7fUymxPQLpo6Oj4XBIf5PunH01PElydL43/OylpSXf94mcLcXfEvYlwl8CSpfSQZadJEmSxBI500KMMT964Mfj7R5fXvfiOHadsiVeunSEa8XyFuulhqIXWQNthijmbVnWwcHB5uYmoJT0AhqGQdKqGx3mOp1Oj4+PK5UKPhIvC9uipFIKnI3hnZ2d9Xo94/WGCZHMsyzLqJWIOd38Ozs729vb1VpVR8ylpCRkNE8NTXVd11LDk8h7XTXZURQParXaowE/Hm/3+PK61+l0atVy5tiDipEsb8mEfW39k8TqiTEmZprmzs7Ozs4OLcE6nQMr0wvCfLDf65+dnREjW5ZVNkJIP7Ao4oFlm6Z5fX2N1I7UmknT5dKG0gpxHKdSqezv76+vr4N1uSoT1vuWJO8VYrehZr0JTG8r3VkIK8vLyx+KHvKNHo/H4//L40ORu7GxsbS0RNFVQGaWd5qm/uvDUyRzlCKrnmxSMapWqysrKwcHB1AY9QRWCsI1JVuHsWRZxvxEMlahc5SKHMTT4rJd133+/HkcxzXVMOG9PjxJEmO+a6VSOTw8lJnLtdf6ljzDKEG5B0KWYM4SbMM11dlnQRB8ed176z/h4/Gb+fiy0EHpTedasXr1teo4jhRQhFws9A8xGQGlJpMJk7QdxyYxpsikl5So7NJcBHlL2COcUJOGfmlNxOihVeFaa0p0SxogpGFCSsSO45yfnw+HQz5u2bbE/ZI5QC4TOgeBtDhnfLW0REvH/6MBPx5v93gvsHFmsuAhWtyP8lSqNw/y3jf5i542bIHJgZZl1WqlR6SGJGYIU5ILLi8v27b9/PnzMAprqluBiDXP86Vms4kVYX6madLNz05gva4Ezz9FAr6m5hETctO7SKIrRWPSetmNOEEK3KbS65BgW24xHo8fDfjxeLvHe4F9c3MjIpKWaYmQoyxvfTaK8UbfnqxnqePUarVer4dghpii53mW8t4YhU6ltG0bUQ58Nfm2TqWsCfxlGEan0zk/PxfjlBjdVDOXHE0CHlz6yZMncRzDLNEjZ5jfcM3YHUCt9IqZaOvwjkiMbcfe3d19zIEfj7d7vBfYh4eHAE6EwQ+YkjKFE8vEvPUOQV2uXTxiURQ3NzeG0gCQvBcz1JWxBLW6uLhotVr0F4ky1j2IBQJs2zb+/fDwUAjTsiu82TDBN/M8j+4Kz79PlavVGpByoE02hM4iun6wNcQ5S2LMC7q4uPiy0HnrP+Hj8Zv5eNe3BoPB5eUlpqhP9pNAUoBevJdARTrfCVPEFdNT8OzZM7AnImfxtAS8tCeIrdZqtaOjo8FgsLy8LAlvSaVMkgRbFSI0vYS4aR3+ljTAUBLwnjZZZYQAACAASURBVBrx8uLFC3J0KUQpvY77FkISXbFnzFuiEelSgggdBMGLFy8ey0iPx9s9UOR48eIFnjZQJkCH4OtNSL4uvlH27amKca1WcxxXTMZxHBqSJNGtVqsPGM2GYdh2Kb6xvLxMoQcjF+ecZVmJQpc5bfW1cYY6wUNvd2IL4bsuLy/HcXx7eytMDE6oq1GGUnMSVcparWaZZilH8roEPASXpaWlwWBwc3PzaMCPx9s93vUtwzAuLy9nKzPLtkxN0ELIWIaadaarxz1oITSV0hWYs2VZT548EQGMSqVi1Azfv28hlGBbcK+tra29vT1ibE4oUWj6geVjhmFQE1paWnqgoKVHzuL3l5eX2+32zc2N67pclMgh0PqWwJylnE1iLMEGwYkoQhMbHB0dHRwcPFIpH4+3e7zrW67rLhaLvf09GfD5IO8Nw1DnOb+Z9xKN6vXeIAhubm6KopBr+oGPBrMUhPXK7tLS0tra2mKxQNeuWq1atlWi0I1GQzd60zRPT08Hg4EoaD3Q63ggIm2a5mAwOD8/N5T4AEm5VLfZinQpPH3OMDuTpMoSbF9fXw+Hw0cDfjze7vFeYDuOMxqNLi4vhM6ktxBSMdKdkyjC1pQy1oOmegLe8/PzTqcDRURvQqoZNV22TgLh4XB4cnKCAVOsuadS6pUl27ZPTk6KoiDalpxWAHGdGs35w8FwsVhg/9KdLFQyyeNN03RsmwK3RM5SInfUVFWQrZubmzAM/z3XfOs/4ePxm/n40tClLHRzc4OhSt4ry9tTwz1Bgu/NW9mzpw0wEbBpsVj0ej14U7oyljCaxXr5341GAzFatglTBnwnSVKtlKUn6rRHR0cgSY52oQclpZoaRFqr1YbDoYyKEHG8mtbxL5uT3mNoqBnn5QObpmma9ageBEGr1QJF67jOb4+8DwbWu4H9Qd/6oG+9G9gc8s/3Qufz/oV/fqjufaET+Itc8EN178siV/6vD9U9+ch7ofPgI/KXL3TNX+cjHL/+Nf+ZJ9x/qzc+8mWR+25gy3/zBvTjX8BN/1+9ig9qf9F/kc97zQc/GT8H/xcP9RtZBu+Fzofq3hc64fP+U/7ywcD6ktDt+SXmvFgs+v2+9/ogXpFtFK7VPRmrVnVsWxedFBQa5GhjY2M8HgPfChnLse+J0CSw3JEpv0dHR8JuBrUuDVjo0Xjd8/NzkZurVquValXIWEKlFGbJ0tLSdDrd2trCXcvD6E0YNcUL1dP6B2QsaUI0DGMymWxsbEhTccnfspFESADiTaURLy3ElmXleS6CHtVqtd1uv3jxYjKZ8CycIF3HUGparRYw3vb29sHBwe7u7sXFxfHxMQMdbctqtVrNZpPuKMuy0jTtdLt5nhNoOI7TarXlIiRIvV6v2WwiYmjbdqvV6na79F3btl2v1/v9PgOj+T0ajUav1yuKgu3P87xer9fpdOSaRVH0+4Nms8nbcF232+11u908y3iQNE37/X6e581mc39/P8uyo6OjOI53dnbOz8+n0+nKysr6xgZtXnyrZrPZ7/eLRgEth5u22+00Td37m/YbjUa5mztOp9MpT1Cq4v1+n29FUNdqtfjarI0wDHu9XnkF27Ysq8hzxrhzguu67XZbBB9N00zTtJzzHvj8ZEyKPz8/Pz4+Pj09PTg4WCwWR0dHrpJ3lR9dqhu0+y0Wi6urq42NDagHuq6TjLM1VflHbwA0NDV2iXv39vZmsxmuq1arRWF0T8aq1SAX6jRmnX2MI/X9QJiSS0tL6+vr8/lcImTJe8XaTW0SEmPNzs/PPc/j+q819PP2a7Xa8vJyFEWQPw01jNS6Z3WV35Xfm0uTXq+vr/M2JbR4UFIitBZtIc/3Q21aGqEITPFqtbq5ubmyskLq76guJaQtJVWm5iTsSxqmdf0tx3G2tjbPzs4ODg54QCab8hGSmSzLmHVarVZXV1fX1tYglhBTFEURxzH/zatkEHlRFHwxkPNmswmczgnNZhPr5ffI87zVauV5jnHGcdxsNtvtNtd0HYcTGo0G12S6KnbCppnnGZsIwUsQBEVRtDsd5lzSIsIJvNJ2u93pdA4PD4Mg2NraOj8/n8/njUaj0+mwpbquWxQFlsNN6/X6g5tmWca34qa+5xVF0Wq10iz1fA/qrzwpewofkW/Fq2s2m1FUJ6ljgA4nyPsvR+q4LgFaURQIg+MPkiSB57O5uTkajbIscxxnPB5vb2/XlL6UFC8AXODkcrWnT5/2ej3P9x4spHtVOqWtoZt3IHPJ1OK0bXs+n29ubgrfKQgVJ8IoNdX9Nwb8PmhCEmvEAllvgFjEpzqjGY8lFSM868nJSRRFleWKkCZLEIsvSqtxo9E4PDy0lDgtz6xHzq42fZhLb21tyeZkKt3JB5uT+F7DNB1NK8goFd7rMp+iVjP29vYY8iA15DiO6VsS9iUbMwGMbdthEDSKQgYxO45Tj+sHBweDweDo6KjRaNi23Wg0kiTlh2ERi59k19jc3OTRqtWqZdmsSKY38rt2Oh1xF67n4WxlRXICxsmSrccxToxvjnX1uj1cEHD9YDBotVosIN/3W63WYDDA4Fnlg8FArglAMBwOG0XBCwyCoNfrdbvdOI4t206SBDGG/f1927Yx4PX19c3Nzel0aippiAc3bTaag8FAvlUYhv1+v91uYxie56Vpon+rIAi63W6n00mShM09juN+v1+ob8WD6CfwkaIogjDk7eV53m63kyTB4fNy2BxlR5adjn2fZTMcDnd2dmu1mu+XQ7bkR8+yjO9QqVTo4EnT1A/K1M+27Xo9yvNMV6WT+d2GaGu8zhRkC+v1eru7u/xFzFvqQ2F0D0oTeuh9e0J54gRsbzqdbm5uypRgnSJF0VgnY4EfHx4eZllGF7FlWTibsh8Yj2yaZrfb3d3dpXXYsizfu7fVmjYBsaaRNre3t4fDISQvwagE9+KlO5qmpux/nCA9hqYSEzo5OZESmQRRIgHv+z5hsKdmt/GzyTRjjLNerx8cHGRZNhgMjo+PZSgG3xn/Q+zH1z4/Px8MBrZS/Gm1mrhWPhJFkZhiGU+2O91uF5/A3l9aRb2Owy+KYjAYFEXBb+P7/nA4lDXNgw+HQzwnP+FgMOj1enmec804jsfjMZbGptPv98truq5lWlEUjcfjTqeDzzFNs91uHx8fj8fj3d3dmmFsbW1dXl7O5/P19fXBYMCyHo1G+k2HwyHbkNx0NBo1m+VNbdvudDrE55hBGIbD4bDdbrGRlcH2YECOYJkmD8Lexy+Spmmv38P+ef/dbrfdbsVxzAlRFJFEBCpybjaasm3h9AgQgJROT0/pPNWHbOH/6UWtVqv7+/vQE8SRML9WlGGgNOrlXBy+3p0vza3sjDoEy/qX5Y1FOK9L5xiqCUnqo3gCwzCI8mBW6U1IPKzuIC2lLbm7uwubkvVjCJWSj+GIRqMR1zUVlVKCeAkDaqphgn/u7e3RyeCpCQ+mks6RyFlKSoGKnDlB73Mw1HSZ4+NjeNv4aopMlupbInKWTZcfMlJThclneIkHBwfs6JeXl+gT8B3ImvSwajqdkmCA1TUaDTytJHvNZlPyXt/3iR4ll4vjWAJOfg9OKNe0ZeFMyHupGRDEFkWDa4Zh2Ol0JIG0bTvLsk6n02w2ozDiTXJCkZc7QpqknU6n1W7xPT3P42vjkHd3dx3H2d3dvby8nM1m0GaSJJHIWW5KzsmTyk05IQiCdrutZ61cQc/Gm80mliNPSjwvb48sA+tl+fKuME5soNFoyAk8CJmL7J6E1r4akXd0dET/OeuTXAbbs2yrUqm02+2rq6vz8/N6vV6tVl3X4fEDNVxeNBUdRaUSni+L09MGHdF5e3R0pPcYEWlKIFmrVln/unnrobVuMsvLy6AV4BF65KwbHR9hYYN7jUajSqUiFabSgPG9XHdlZWVtbY3ylG69vFn5i6k1TLAx8B4FAccw9LxXLykZmqCBtBBK7L23t9fpdKrVqs7fMrW+JU8NcKDzIYoi17uflpamqet5ruuenJywNCeTyenpKVt7XI+LouCX4z8QUVqtFgkC5lpm17Yd+H5RFGwEtuNwi3a7naWZ2DPokeS9cRx3Op3yI+oEwkXykSiK2q17M2D94c/ZAaMoarVarVYL/8AJOGcxrWazie/FetlEut0ub293d9f3fTC50Wg0HA7n8zlZqHbTnJvKJtJq3t+UcL2rEDtsj1S5fFLPrcf1Tqejb208aZnhu24YRc1mUyJnz/OSJME587uT0kvsjQfj/buavKE8ODbQarWYuMkuTyYcaqJzp6en4/F4b2+vKApDNd+LL+Ej9XodrRxLTbQOgsCySykoaeglu+z3+/v7+47WlucrQQsJFX3f99z7yNnR5o2JybiKsNxoNLigYM5Sl9VxLDFvwKbV1VWRdy9nIyVJIrYKODabzYj1+epVpaBl23bNMKoKhRaEbX9/v91uYwzGGx3/Ogqtc80e+F5Q6CAIarXa6urq6uqqpMpgyDileyk804zq5QAHWzFAZJQrsfrFxYWkbYvDxXw+F7zRtsupEXmen5ycrKyssLGR9wrmTOQmiZmlHKMAra7rdjodFr2kJb1eLy9yNns2CCyNa8ZxPBgMmo0yiAWmJoh1PQ8zAKaWazYaDYJYnkUQY/nt8jzv9/tJkhRFsb+/3+12Dw4Ooija3t4+Pz8fj8ej0WhnZ0eyu9du6rrcdNDvsw29eVMWHzcVHDvLMv0EnlROAPvo9Xp5UfAquKYExpZleZ7LTieVBVBo0loWtMQ+UnpgJP1wODw/P2eRqIF4JYa6vb2NBNzW1lav16NaKVewNW0NWauppilJUBDVI0cjQm5vb6+trUk3XxhGOhmLxFh8b61W85X3knKueG8BmxaLhUTONaVIp0fOria+gbTdxsYGXA4+UtDQLyAWROjRaMSXkIZ+13EstSvY2twHto2jo6Msy+5Ra8vS+5bIMN+EtXgeqTnJVOHl5eVWq6WHK/KK9Rq6RESWZRmmCd6r1+Xa7fbJyQnXrFaqyOH3ej22A36ker0+m82Oj48Nw7AsE1cgOwK+QiI3FpOgJjymbt4sUEpKkvd2u129pFQUBS7rQTYoiXGe591ut9FohIFKtl8v3mAVeG+uieMliWXHGY/HBwcHjuMAYq2trQF9u2qqa7fbFTshG6few/t8cFOcMyeIG+SCRM5s6N1uB/eO9eZFLsG5mLdeMYrjuNlspVkq8RSRM/6ft8ekaImc8zwnemKd7O7ugjt6Sq7Z87x+v391dVWv13FZGxsbnufJ2sMV6wtJj5wNpYisl5R83w+C4OjoiPzTsqx6PQqC+8DY9/0gfK1iFLzet/fAFWNEaZoeHR0ZSshOMGqFOTviitk1IGNtbW1hwIL+LBFjSAKNO+UzUkMSU+TXdTSel+u6R0dHaZoqNNwhorPfgNQtNYXRVyrTptLrkERfdtmLi4t6HOvmLe7aVpNaJbTmBCkpscWMRqP9/X2BtTzPm0wm19fXYRjWFH81juOLiwtmn8dxLLNOgVXFn9uKH9YoCha9rYBxiZOBQBuNBguORU/Zmc2eE/AnemgtVSjn9YIQJ5TFm7Qs3hAD6ynofZkq8LH/g4MDokfTNLe2ti4uLlZWVubz+crKCizcosgliOWabEyf56ZlbSwuikJib24qpvXgSVkefE9Ja0kB5AT99UpRIEmSPC8kc4YeLyeIp5VCg2VZjUbj6uoqSRIiWGoTV1dX/X4fdHd1dXVnZ0e2bL1iZChtDd16Pc8LgzDUVOkw/jiO8famafqeH2jiG94bTEl9/dfUvDGxXkM1+SVJQpggkbOhNQDbimuFE8VRt1otAOaaYjEnSbLEiAcdqk7TFEjZEv07FQbwVcSeiULhDIB76Vl77XUpPHkjgh7x1fWeYVMJ+S0Wi06ng5hIHCc6+1Lnb3G+aMSbSvEjiqKVlZWtrS12OyAcx7HX1taOj489NX5qNpstDhZAX6/v/QEYlRgn2IzUe4GpxJ9wi46qzXJCnuUqXHRt246iqNvtFnlp8HxtHbUKw1B3147jJEkiibH9ectU9TqJsRROCV4Gg8Hu7i6B3+npqRhwrVbLsqzb/Tw3jaLIsj7PTSkIEc/btu04dr1e10+AOCGZs62wsTzLBbEnlhH+DK5VAmPbtiMt78UUBWgEHyH9lhMcpd66tbVFZEsccXZ2xj/x+ZPJhI2Mta1XjEzT9HxPV2WzLFvvEDSUtoZlWd1ud39/31BNshJaW29UjJxyNsp9357/On+R9Vmr1eI4puseHynWy5KWxFgyYYC0xWLBlzeFShnHsXhk27aPj4+DIMByHK25CdvT/8IaAivyfb9WqlF7tmpfdl9vwrBMK6pHemIA3iNv0FBkNNM019fXp9MpX1F/p9Hr06X0yFk/wXEcmC61Wk2KB7zi3d3dk5MTXvrp6SnuLstyqUKFYViSgZSGmJ4Ym6YZ+D4lzSiKJHPDenlYPXLmCkkcY2m+mkTRarUIYtkyoGeVbtCycC/d/4e7N4+Sq6r+xbu75nnq6q6xa7xVPXf1nB5CQiBAEhBQUERkVCMKiYCAyORiUBHBAIIiM4ooCgiIEPwCgjIGEqYwBB5IEjICIYQEknRy3x+fOrv2PfdWdQd96/d7r1YvFvdm33PuPWd/zh7PPokElFgsMbBREXqBsE0mk43hRlLX4UCGIVoqlZxOZ19fH2qIo1ICkKbvFB9is9kikYjUKeVa4Uvh9yICaOP8SwOBAOBN2lCkOUKrktVi8Xm9GCtEUywWS7gxTATQyDD+RAA3NY8YwZCBJB8dHYW7eGhoCKFas9kMiywajYLjHQ4H1CunOJeP0jkEvO08GQuqCnS6+vp6pAZSBgRxL0/GwiPc54x1x+Eo271Ie8aw1NfXu1yukZERtzgGkAK3BDEyYMmJ5fF4pk2bhk8wmUzYyVsXCASsopqk3W7HCSm4Y2W7lLh3G+06xPaD0dFRaJVcOFNIycKq0rrZpmI3S8Yy0yZEj8fhcOB0tc7OThgPkLRgOJ/fT98MHzUpXfAPBcQxykgv8YgqAlZxpI3P50PKJIxkeCNJG0cyEBmxmHjuKgsEApHmZlKt4UCibC3ofvC7UoIhKZwukWCIOIpfOHuwQEAiYU2EIk1I4+EfjHw5eBNqdLqc+HCYrM3NzT09PfF4vL+/3+v19vT0DA4OFgqFbDbb0dEBe69so4bDsViMd0oWPu9UsvCbm5uDAr1+vz8WjVY8fOxLJUlLQT6kstFQwCnQ2Njo95XRi4hRKBgifQonRVMLiALCkAEf9/b24jTcnp4esyhzA3q32z0yMgK1mVQ2DBfHnsvt8vv9Xk/FpQxBAoK6ujoE0gkmJnZMGRBhEwejcLuXh3PN4ugjEq1Op3N8fNzlcpnEjzRnsmftLMJUX1/vdDqhyTeIXzgcrmtsbMToo3olql0CvTw2xZV4mwgpodfR0VEwARkGAB4ZBqD3sjqVDm0MzW63u0URaQxZW1tbV1cX2dtokPZhQh0AXIFwuwgpUbZGX19fOp2mRcEmKl0irNrT0zNjxoyWlhaP2HgNaJHmhulH5mMoFHK73ETArUGo1jxFCVIuIJRtEBD2vF5vU7gJmjMeQdSEVFCPxxMKBROJSmwGBBSbcblcwVCQh6ngmEW+B2zgVCrV39/v8XiQ4F0sFovFYk9PD5wr9FaUjOXxeNAmLUxYhnhACGsEvRWMDtLnqU16K4w2ac70nkQAQ4ZcAJggciuUtXGfD6fPUogeekQ5YmS1WCyWeDy+zz77lEolSzmrz0c+ZyhZcM6RL43HJi3aNF5oGZhW0vJMJhOShaHBmUWCg7uSjFWp9Ghh+/a4ao3vtYvIDgQYodEsUhhtLBnLJvI3gFUsCtOmTfN4PLBwoV2W9wNDRkMvL7+Hycy921baMMESofnmBzRiFluoSHO2WCwet0f6PL+oZ8/dVBgRvH1fX18ul7OIHwv/2M0if0sq6AE5iYXZbrdPmzYtGo26xDnjTqcT4gVrntVq7ezsRKEw0ilg99Lcg/8qmXp2B2VrYHB9Xh+YHq9BgjEQCDjE2eVQtr0sjhJPxEkFRUCI9gNAIkHZpjBVIplE6BXrFCUtkncHCR4I3jidzlgslsvlKJWyv7+/q6sLoSybOHI9mUxGIuWkMbvdjiBzY2MYHwLFmOxezBeZAPhSmACBQNBud2AGk8lkOFyJGAl4Bx12u8Vqdbpc8Vi8KdwEYJCED4gjwjB6PGKElA8KKdnEZpVyZMFkslgsLS0t4+PjHR0dZpHYQAFhuD+GhoYSiQS30TQRI5uVlDiSPTxTEAjP5/M8PZGSF8Dwbnb0X5nhvV4n24REiiQ5pRx2h9vtRmVZGLCS3cvdWuTHstlsg4ODcLBbrVarzRoKhcpOLMSQotEojHW8K76HrwoOtr8fdzwez9jYmNPpJLRLwWta9fG1Tu1hE1ar1efzeTyVfUuY2rGxMTLOoeW6Wf5WMBCksBvU2iA7iBgzPT4+7vV6adroQCpSojweTy6X22uvvTKZDBZdWobBf7Cu8S3QBkW8sYw0nohLEWOuLlKKkpXlb1IU1O/3x+MxSpMAKuD+JROUS1qwOI/NcGMb79nc3IxMcliD3d3dsIGLxaKiKPX19XC2lXHCOqWkUd5p+Uubm/hbuVwuENCXIocEijG+FKI44A/YbGXFmAeE7CxiVLZ7PR4pYoTkDSJwioPgXa5ynqPT6WxtbUXhB5yUjW0PblEyEaK1r68vmUzCwwqsUrTWwSJGxCdMtRZnjjmc8EJT7FAjnBh7NzSYIL245uwSW+gBZovFQss9AIz/53avXewZBAy56o7UFLRjpv3AAH1DQ0Mymezp6eGPkRZBMp3uYKCRmEoLHl7XwlJPXOx0JR5SIk2Dx3vxJR0dHVjwrOJAGjcrJuYVtf/wPpQTR05puIiHh4cdIhEPth/5XfyiHJfZbKataggmWUQksLGx0efz05whpOERJigUOVIBQMATvALBSpgE2jjFUcpKbMDf1NQEkSV8uY1lHcFd3ucgqeuIQpF3TQpT4buQRIn/2my2Uqk0NDQEF3ShWIDPj7LK3G6XZLWiU/oQl8vV2NjY1FxxCni8nsZwYzP7UgxFOY1RRIzQArUJO5ZHjBobwxWnoNeLJGSUYcL4U56zVZyYReBERvfQ0NDo6GgoFILDFWxAfEJSsaurK5fLmUwmr9fDxYCzXHTR63A4LFYLOM3DXMp2Ee+Eqdjb24uzRxyUjGW1EXsDfqhKx+Ht0J55YhU1MyC6RkZG4LK1iogRxA9BzCR2HVnFwd3d3d2JRKKhocFkNptMJj+cWKBraGigBGtJiJtEgIs8bLROIJxlFWF0WkvMZgtHL/nc3cwwcLlcPm8lGcsmQnnTp08XKaxOPzs8yiYCdyR7kZoH69piLRNAcUX8AA36xYFMBAwCvMVi8fv97e3tSPoXkc8ghZ0dDgftOrTb7OAVWG6kT5ZTFP3lGLLH6yWnlE0XR3E4HG5XOd0arwGWjQvXt91md7lctFkKOKEwFQQjoFg2QZ1OWNeR5gieQsDQ5XL19vaiwlkgEAg3NdEqY7fbHU5nMBCANY73pE4pRcTv95NDvjyY4UYeMYKWS4oJVi7y2GNhgi5DmgukMeXDYvSIwKaNGFlEoBGaDnw/ELxtbW24g0mnr7CJoDEC/sheslqtfn/A7RY1FcXZIKQ5O3WZgm6WKYkQDmLOZhZS9Xg8sCDMInfY5awkY9lY9nElJ0okY1lEBhQ003KlK2H3UmSXvFHI3+rs7MTGIUhZjRcaR7Zgj6IkxG3Cu03oBZhNJpPP5xscHARf2pmb2uWqHHBqFpnfLrHrwizSsxxOBzkGYAd2d3e3t7fjpFI/8znbyHnodKFNr9cbCoqCHhYLVhPEM5Cz4mChPwwxBKmXbWwid7Hf7+/t7R0fH29rawsGgxhBqMqhUMgtDLNAMAD0krLNfc5Q+GOxWKix4kdF6gVtGIKcJGPPZrPBXKS8KOioZGxbbTbKlCbfeCwer8RmrFYEbyEMu7u7uRd6YGCgUChkMpnOzi74ZsRbNWFrlNPptNnsTqcTnZJM4Emj+NJYLBaJNNOXIuWbkrHoS+FShmJC+IckgRJBr01+B7dbDG8gQEqHxVKpnI5hyWazY2Njg4ODdCauRbuFCJxJC3RdXV0ymYQ/z+l0ESMFtVXpPOwUPpOoSsdDSlhDu7q6urq6sJtPHzHyasvWQdnkxqaL5S/WNzTY7fbh4eFAMEB16vSas505pfFrb2/P5XIAsMlkCofDdeFw2CqcWMViEQAm0FO7VhZSIuEMmwrlETA6JraFmN7eKfb3W1gqNQ8pucTZEz6fDz5tLG+ucopceWsIWRcYYu4qJMPY6XTW19cXi8Xu7u6Kb9BqhVwth52tZaTxyD5WBGQRA8aQRRQMAE7I0Q11EVEQiqNAxBEU4TkjfrLZbEG2qR1QhC1dyZRmO5/0xjYEFC0ZdrvdZrdTOhcWrIGBAWShgef6+/vb2tra2to6OztJQEUikaYmjTWut/CbWNoZOuWZFY2NYYq3QZlqbm5u1EaMiMDKMtWJAKoQmSEYPXJVAmlujweO/fb29tHR0cHBoUQiQfPlsNsDwSBf5b1eb1B7yFgymYSAAdu4tIcNWLQRI4vFYrPb9PFOslnGxsbIhW5nRSelXbdOLf+DE+zaXCuHwzE0NOT3+2HA21jcp4GVrTOJVEqrCGgVCgV4oWH214XDYbSLnQz5fB5paPQYE+KVQ1mo6UAgMDQ0RIsZpsrJSuGRYWwTmeIOFt21sBrxJpOpWCwiHuBm2Zcac0Wkc2EaHHYHKTOkWjc0NHR3dxeLRYc4BxktUPAAMKAoFEYTd7AShUKhnp6e6dOnT5s2DfqnTWT/eL3lFqAggOnREXEkpSghqgxtnAh4xYmAP0B7m+12u9fnrdioQrWmwClaCIVCzc1NlJ4ZEFUs8CHIuT0gwAAAIABJREFU90qlUpRKOTg42NnZCY3dYrG4nC7ExiirDDaqYaduVzlTEmikPFO/319WTIRZS1/qEMlYkt1LlguF9OB6dLHj7LiVa7fbGxsb29vbh4eHR0dHu7q6mpubIQYcoswD2b024V2XMiUdDkdzc/O0adMANj0jOUUyhq2c5+uQAkIOcSa21WqFCdrW1gZQcPYm/dQiIkZl9ApEcOXUKpKmBgcHfT5fg6mBGiS7ly5p+wQAnM1m29vbgXloH3VIY4aG3dXVRRq2SeRwEXpNpsrR4CahGMCdYLPZGkQNLu5ztmkD3BhEKaTkEwecW61Wiv1wR5ff7/ex8lpk99rtdpwzHggEA4GAy+22WqwWs9lmsw0MDKTTaVKZwKM8+5JcmvARIH+A57gDKul0ulQqjY6ODg8Pl0qlTCbj9/vxqvCN8awSHtK0i/I6tDUHCUYkxOyUfREsyyj4sSk901Z2U8cJBi6XCx5jahMqA8VmrVZrIpHo6elpaWkhL/Tw8HBra6uiKPl83mQyBQNBrhhDXed1rdBpqLHRJZa2smIs9F6vSKWirDLE28qvbbW6XS4YxqSNY8nw+/12ezmqT7LXLDbKwu8AA6S1tXV4eHh8fLy3tzeRSAAeSK5yOh1WqxXFDEhlgBggZwcZscAzEo0sFktA1FQkVgywauxWq9XnqxxTZtYV36ivr29qaqLgLQVZuJPZLs4EJVPZxQrakGcXPAYAA2UEVzM7EYWCQTaRjNXS0tLZ2QnomUwmv99fTqXEG3d1dbW0tEDL56sChZS4GmAXVciQk633mDsq6RyVXRo8GQ2GsVscmhqNRpFcxtc/eCPsWnOF4nh2hwObS8qplKJW4PDwMFXGRcS4kozl9lDEGOwFwxgcjBGn3eSYp1AolMvlurq6BgYGRkdHh4aGent729raWlpagEYSBdayN9JOqjU69fl8kWiURBbs3kgkEgwGcEIsBW/IEwMfFQVvEDECvCFwKH/T5XLZbFa8djab7enpQVUGm83W29s7NDRUKBQURSkUCiR7CYpSTijtW6ZOyxEjr89qtVotFgRv6a2ENt5Eo+cTHj6n02ljw4v0OARaMFZOUVcwlUq1t7fDYT46OjowMNDT04MkHCiGbrebajaAm8ONYVRHIi0XM0gWFtQrKD6Dg4NYN73iqBCTycS9oWZROsbrreT5usQhm1bhUsY7T5s2LRKJYMO8l+VF4xGuWltZ9jFZowQQs9k8ODjY1NSE5YbbvVz2cjADwN3d3SCGAVsXCASADYvFUiqVmpub6+rqrBaLzSrLdC7lcWk2mSKRCPLmbdqdD3axCcPKdmlw08LhcLhclZCSyWQqlUrFYhGLk1lb0MPK9i15WCI0Be5IiUKyJAxpG9u3ZNMeREw2KjycJJw9Hg82KhLSkOBObhifz5dMJpHp2dfXNzo6OjIyMjAwUCqVCoUCEEWbKzAxTpcLjVAcKxAIhFjSGCmcpI0Hg6FwOBxiKUrhxrJqjTcPBYOkOdtFBhig0tjYmEqluru7nU5nqVQiLzSSPSjz1O/3h8NNPO2Jx8ZsLC+KDPhAIMAJoAqFQo1ktXrEdh+7tk4yFmVEBFKpVFtbW09PT29v77Rp08bHx4eGhrq6utLpDJY8HjW0aEtnWMtRwABNkEVXlQ5GATeMEQombgSfeNkeG4e2dIxZpDNweAOcJpMJNVgtrMKzmRV85m4tuL4I3jYRhTWLiFFfX180GkXQhwK3kt3LRTF22uLYI7i+yhv6yXoGgFHD0mrR7GaysYCwRWRpNtTXNzc3A8BQn2gtcLJjmoBGKcGD68kQrePj47Sa0CiTTmsXydIUCeB2r1WUa0PceGRkBGHMAKueh3BOgBX0AHJo5XY4HMFggAISdrHVhqJQNhHHIivL7XZHo9F0Oq0oSmdnZ39//8jIyPTp04eHh3t7ezs6OhRFKRaL2WwW29ChdJBEqq+vt1osSKwnX45T7NBwCUc3maAYdpfL1ST2LdpE1AQmYiwWa29vx/Z9l8tVKpVKpRKUBaRS0iIi2b1ut5sy1TCYlLRIo0cOPJogLIXEoHAII2YbiUSgDpRKpd7e3oGBgbGxMQjYzs5ORVFQTgBeK1iYtMKSi8Sh3UKEKcME2W3lJFxalcg/EmRV6cxmc09PD2X1ESNxzZlzmlm3oV04WbzQyJACSa44CqnSomNiKU9EYGE5UQTO/v5+CHPK37Ay5zFpzoTnhoYGyEtKrmxsbKw4sRoaGpDibxK1ag2921zSUmWQsqNLaPkuXRo3NwysLD2LzHrsQScC8jljDiikRGOKRVeskRYUPQIqkBAKAndlu4mDdpOSlkVOUQwfuaCsIj5MewwtIsGL13YADKBFw+5AmwhsxuNxRVFKpVJfX19/fz/0w5GRERz7BHeIoiitra3ZbBaKK+V7UAYYVFC8JKWyNjY2ekXta7giAeaGhoZ4PN7d3a0oSnd3t81m6+/vVxSlp6dHUZSuri5Sjmj3Ba2efE0xi01gTmcFq4A3Ji4YDKZSqVwul8/nFUVpa2vr7u4eGBgYHBycNm0arIyhocG+vj7kUUAPJx8BtEFCGq3IjVSuWaQVkGMCrxEMBkOirigNBRFYxFJIk261Wt1uF7a1wHOLRYcrxjxiZDaqrcGFM6ZgcHAwnU43iH32gr011dhJc24QtTU4eoEppFXhDCO7NmJkFdlXELxYH+uFvGwQ6dOV/cAgQhU4grtZG0c26bYaNzQ0xGIxZF+a2C4lOwteIzeFBDg5pUn3gOLR19eHA5lo/SMlCiNIs4JlmIeUoHd53OWa95FIBAUESfeGKKZV1sb2LZHdG2LnjIOA213Aallzs9qIwF/Z46Y5qdwkdlNyYYKN8rFYLJFIpNPpjo6OPvEDwsfGxqZPnz4yMgIB3tvbCwnW2dnZ1taWz+cBGFS3jESj4XAjkpxhCTscjqbm5lgs1lostrW1mUym/oH+tra2UqkEeWsTuVahIFAfgk2bTqdTqRTeKpPJtLa2oshuV1cXLIWBgYFp06YBnFiGhoeHkWWNAFVbWxu0DJ/PywcTRixQwfUpyn4layikPecdUCT5DzXE7/e7XRWvYdk/IvAvLdkYf5vNhjJv9fX1Hm1lGLtuh5yL5QWS3etipeAwlblcrlQqYUXgEZYGkdXsEGnPWGUAVxPbY4TuoPCaxJlkJDJt2pASsAp52djY2N/fbxWqrt/vrwuFQgR6CkzhMTJHuSVsFfFe3I/FYlDKTUb7llhIyWwWFQI4eqG/IaEaRqNTexCxU+RO00S62MYmqwgRUUjJZDLBdWwX9T1Aj6RWq/akYoe2ajwPaVCOu5WyL6G52e2kyBHDgYAc3ejCr6u/Jzm6XKK2gU2UQcYaAVM2mUxmMhlFUbLZLFiQII3/GRgYGBkZAZamTZs2NjY2Pj4+ffr08fHxvffeO5vNQla0trZ2d3c3NTUBe9OnTwfNtGnThoaG0MJA/wDahL7Q3d3d2tqKTYj4L3YyACHwGtAcwVRxi2OsbaxAHFmtfHhp9PjwkuS0syAfWxwdPGJkE5vbyPax222ko9FbYd03m80ob4BmSYnD+EsRI2736r02drFh1uPxlD3bYhMCGYZ2toverNtjRL4kslgjkQge5JozQYxgaBEVr7xeLwV9GhoaKl5oDD382uSFltq1s92JoDebzWRVm0V6lpVVz2IBpMrpSuSFwyCazeZ4PD4wMCAp2xaR+cg1Zw+rFWgRecsecYYFBgiVkEwiGRWClJKxPKJAoV3sDoVhTG4q7tIkaUwRCxBABcUjIGhqavKXg5xWZDXwTW0IU5EDySGq4VL8zO12U5iUVDvKIYNXgpQItEkGvFOkUgYCgdbW1o6Ojo6OjkKhgBU5k8mg7u/AwABMAKiIYHEY205X2YD0sfMxeKc0ZV6vLxgM0VAgIMQ1Fx6QA0NLX+rxeGgoLCIviux5rKd8Y5lVhPRIXUKbXHP2eNzcrUWuR7vdXldXF4lERDKWkzMSt3vt2nOMzCzeSU4ZYrOGhgbs2bSySA0pm5bqtTWwuJM12tvbi/JVZm3EyMK2EFL79fX1dXV1Pp8PlbTq6+srXmiLKCU5ODjo9XrLTiytRs51dFLi6+vrE4kEjCsJ3k5RfIfQ7hYlo3GHnFiIPyuKIgGeS1qzKIHPxxTpHBzemBK4jurq6pzs6EOynCXNmWdKgyDE6vXY7XbJMBNQRCJ+2TDm6Zler5e8QRaRP8izrz18542wcsnYJmU7JDY2Wq1WssZJrYCl7RG7OLHoYBXwer0o6+l2uwcHB1EP1efzpVIpPnp+bSlWfIihC8DJdvNpv9TX3NwcDAbIgVRJGhfHFCHfi4YXfmyv10fDS/gHAaK7kt1LCwS+lG8sxXvygBDcb0QAxw+dpUSmMg2FSUSMuGjxaDMl7WKPEbgXBSJ7enpM4mdh1dgJIA6Hw2rT1Nbg6IUKjagtmcqEdg5moBd6Mfw7UKcbGhoaGxvrkE6NB+D74U4s3AfTkBJPOnpdXV0qlQKASdm2sGwt+n6Ho1Jlz8J87sD2yMgI1RUwm83InXSzkgAOdvwMZhr6D0UCbOJkU7PZjPoJFrElxS6qbVGIgowov6iVR/KHzCqryOwh3Q9AkkIaiDlR8Bb4DwTKkhaWGzGcTaSUkLgAAU/PhFzlEWMQUOgLiw4pEdQpMkyQsNHR0ZHL5ex2O0qLDQ4OQgq5xI4OvBXPiyrLSY/HJvaohEIhf0BWGcqyt/KlAadT0yaNnpcdXkWKTIBF7KBp8zgC5D9pGbCciQCLo9/nL4PTYrbarFIipEuk3NKk2+12nFZhFVsICZxlu9ctV6Xj4VyzOBMb6zWpuKFQiHbz2rT1akysGju3e7l4Q9ednZ087cLKXEtgcrO5jF7caWho8Pl8ADCWgLITi64HBwcDgQDZt5Ify2QqX9K7cgCbWSUByTCAakF2L5fGcKyh0g8izxYRLeDJWHD0O0XGtZ3V37GICiGQxliSp0+fjgweThBkNeKhe0uJeKSRWlmNeMIeCCjQAtub9F6r1ep2V6BlEztv+AkPaCHMapRzcY2XDIna62QNkjYOAkRoCM/QSLHV3mw2Q3lGbWCr1Yq8/+Hh4Xg8joxXrBG8xE+NTt0iEdLv91NVKlL4K7nTtvKH0JeiTSLAt4fDYb9IViWvAWnjLrcrxIpOOsrFSSqas8Pp4I4JK4sYkX/Ep91jhDV3bGwMe4ZtNpvHXTHBuB/LxvJ8aQUh3uPxzrKeaLcPDQ2Fw+GGhgYpYmRlpwoSguwsPQN3AGA4bvHykteK4xl3cPYg8qbQVzmVklzVfX19kUiEV47W6tKajQ2wqrPZLE5tI58bac4N7KAXbhjT+od+Ozo62tvbSRvBmHJPIDRnijfaRSqPXWQLYNpIiTKbzfl8Hpu/6MQmHhu02WzkgsJMc7uXCELiQCazOEcnENCoi1yfdIqKH1wFpbxIi6g40SgUY3xXOWlJVBdrbm4ON4Upq8njdvON8jabDRsb/Lz+G6tcbbFYkGuJeYQTK5lMoi4UTs/wskwpi6icTslYMA6lTsOsGjMmNCqyyqp9KS06FrFLpIx/u91stthsdtpCbBHu3ybtMUVwU5ONUI4CCq8VzSlhzyZKYVFsDPrO8PAwUpfMZrNPu8fIrq/GLlQ2s3Apk3gHc0ITtNlstPPHKnYIkxpMaC8jQjiGwO0Wsem9rq6uo6OjpaUFTxnavRy9UHjD4TAFfUw8lRJ0vb29yMQiIc5VdiaKTaRmYwsx1ABIFRs72dCh3WPoFLsOSdl2OBzYTI/wo9PpdLGDiG3Cc2i321E23sl2KZFh7BWZ0rC9MQe5XG769OlIG/RUNjaVd356WWlb5GbwBC9eusEi9riQEQt9UkrwIi3XKjw3ZUvMBqR5SHrbxF486L1o0+Vylnna4yYCKgliFZXreWQL8p80AqxrPT092M2Pev3Dw8PkvhoYGMBrk/MW3jhKpbCI2LifnQJHoW+y8Kt9qU3s0CS3gs1ms1isPNfNIiJG5HcAvKWIEVetzSJ4SwSQqywLoFx8g9Qriyg/Pjw8DEsVfOJ2u+32Sk1JHjGyakvHmMphgorXxiyiuzaWATE8PEzcTqYioZc0Z0KjleVaAcBQDSRJKxmwdIlOKROr7MTy+/0Noow7RZbNon4Xea0sOu82FhW+PcLGgkxkCVu0ISW6AyUhGAyOjo7aRSoFV7atWj++RUQsuGrNA3fcVIZvLJPJzJw5M5FIoC+LiC6QngwFySdKFlpExIICElar1eVy+/1+v6+i2nnFxiaKQnFT2eFwwGtKqjUIKEyCFngcBQSUSmkTO9S5ag0CahPyJxgKud3l0lnwQvf392MzMMTyyMhIMBREeH9kZISSMa2iKiCUCN4pfQhpudz9FmBbiOhDfD6fw86GIliJGOER7jXw+XzBQHkorJbyIzwZDh/C11OSnFgy3KJIi40lQvIgM5SCkZGRUqlkNvPN9xp4EyNJnGYSGwCleCfnXuAZKVlAoJWdY2QSESOytBtYtQ2zSM+Aq4JSKfXoJRiCHvYmB3AAG/rJgq3kQuuWAavVarZU8Ays0gZFclyTJcy9Vibdlkgci2yxWJD01yCq59CCZxE170mnsrEED7Mo6MHd1DbtQcSgSaVSVDYJShT3WrnFqTnk8/SxPUYkYbgnlkIakjR2V5KlK4axRcQ8eJgEVitp4+SmImPbKTZL6cNUdpYTEhJlBmwiPQPar8fjgenrExtxSqUSjgj1s6pgIXZiGO/UJZJGA+yoCosorRxkASEf1TZxlPcYUBI4CHhszGKx2ITeQUNhZwEhC9sExqO1hH8zy990a7YQ+XxMtTabzdFoFDu6wXtukSlJjOTV1pZwsh1yJrZvwcoyJblwBntbrVZyI1trVqWjRrhZi9KrxWKRe6ENNWegt0HkQiMTq5ILXXZiMZkOCUzuL8meltQA5BgA5KRaO7Rpn2QY0/eXh89s6unpSaVSZu3JTrBwXNpSeKQGm8oBSc3haXaxLdFGgT6v1+v1WiwWCPmuri6vyNo3i5hTgG1ssomCHi7hAvFqS2FaRUiDRyx5eiYIQuwoYx4mJQLiaUwqoEiGsd/vb2puCgQ0+ZtkbFtZFJqHqRrD5T3GPT094XB4ZGQEBKjyXSqVUqlUT09PY2Njg6lB3ymFqaVOKx4mnQsgJGqbYHCkLyVtnJwINputsbEx4K8QwO7QD6/L5bJaLBaLxakNCFlExIiSYWwiTE1WK0wnnK4Cs84rtlIQI9EKbmI75OxsEwJXrU3aPUYNIlPSbrfX19en0+nu7m6SvSYWMeJmrVVXW8NqtaLsBO3O5/TMC11Br8Vioe2E+DQzFbUzmUz1DQ11dXXkFjOJ5EreEIlirpQj5IhHTGITIqHXzErhmUWeMy1OZrMZcQ6LyC8zMa81+f1gGEuOfilbizRns4i50zTU19e73W5eA83MzlsjpJFwxoLl9Xr9TLW2a0MaZQKm+4GAVgSrRQ6T2G126J/0CIxtnmDkD/ixiBBBSOyFLBP4/UF2PLLdbkccC0as3W6HQ4FK7UPHg1O6p6cnEonYbLZAQLPdCm/Fo9AkSIFen7YqIKQid+m7XZovxXtyqxUufcOIEXcgk1kLGehjlcMhNqUp8woCMJvH48FxqqFQCDm5+tAjF61WUTqG0OvQVmNHL1z2WJlbBykig4ODdqOIEckzGxN4wBQ+kJfXwOsZ2r14BMovARg3K06s+vr6hvp6yPR8Pk8ynavgJuEi53hGlS0q0mNhZnCD2HLh0KaS2VmuGWqAtLa2mkRkzKLJviz7sdzs2GELO3bVKjJaaZ7MLBLAQ8ToNJ/PT58+PZvNWrXlMtECZy9ydEnnx5Jh7HS5AoGAj6nWblZ33marpAe6XC6r1YYuuGGMJSMYqoDT7XaHQo30Gg6xb4lsVLTAvVYecTwyWZioMj00NIQWAOCurq5MJgNlwePxBAKayiRlp5SuU7sInklbuBDdoXCuk2VK0liFxDElVkuldAY58GB+87XPzTar0HrqreSul01lmlO7tmQkttpPnz4dpfzgkXGJOk0WETGSkrEcojIMcRq3e8nJwn2udnaOEQ7TRgDFzGKoXHO2aHcpkC8JbjDyH5GziWi47MXLQF7m83k8AvqyEwvXfEmQhHiDQUipwSKC0clkEmqA3WjfEqnfFu0eQ/xaWlpoE5JZFPQgwEv6jFmkmzu0GXBuViTAxfZhk2GMiayrqwsGg0jKR3FdvBVFoSwipEH8R4YZz9RzaitdWoRv1uv12u0VzTkYDLrdFQKeawVzkYeU3G53c1NzwB8gFSDIjyAQRafIMLZayulZPrbNPRaL9ff34+BZtDl9+nSXy9Xa2opdEIqiYDTIRqWCPqTha2NjrubmZjil8CF+v4+/lV1s4XKJs6ngG/eKt7JarSTwrSLXQtpC5BdVfq3sFDKvrugcn1OKGmCnRGdnJ+p7E6dBBRMtlGOTPCDkoiQfXVU6svsk9PJ0DvQC/ZHUT4hrC/M5c/5v0O4xgjjt6upCd4RVye61CF8yUilxTh0QWkmlBDZoSSAvtN6e5kq8xWKBBE4mk/V1dTZtkAl6Mo2XVRtSMolkTK/XCzvNIoqPkC3hYFuIzaJICh9TLmnNIsGVElbNotIlzx+Ex7JYLO61115INpQCVx6xz4FQERDnx4JB4f4tCz22scYjDpiGIJWswRCr1eZyucLsKGNwsJR9jZgTt1HLScusigg3tvFW0Wi0v78ffg6oDGNjYxaLBcVGOzo6ELcsdxqYrFOvD2e+cbtX6pS/Ff9SmyjB38hcgBax3c/j9TB4l48psojaGlL2K1etyYh1uVzg8kQiMT4+3t/fT3IITMXNWgpVECN52K4Gk8hNkOxeYkWT7IItO3Hdbvfo6CgJfG73mnQHHZnYHiPSXlE7ta6ujpxNkuZs0bqg4aXKZrP0SDAYLNvApGHjBGGOVbPYD4FlgC7RdKlUwukk9HJm4VInPFtYSIlEKxEMDAyg3hop26TPOBwOm7XsAnGwI13MIsGNdCroch5WI96uO4jYKU6NaGho8Hq9vX1906dPVxTF6XRiiJ2s6JlVFN8j35hV7FuivFkoCAF/5aRiqIL+QFnZKxMEKvUiKKREj3g8ngA7og1dcB3VI6qIUGyGh6lsNtGp34/Er3g83tvbixDu0NCQ2WwGo+BcEoyVx1vZbkWdym+l7ZSitQ6RjMUlp/jSynYLp9Pp83lJcmJp4wEhLKZ+6XheEdUnHcHn87mYao1zkq1Wa3Nz8+Dg4NjYGA5tNzF3Ma2/pCfz0KNTV65c8rlwI87E9thxaWSxWKDpGGrOVk0pyMrGPguLwnKXsl72olmO3oYGE3YNUPq0yWQKBoPlRA7gm6JMdAeI5Q1RT+gGBYcaxBZiUrYtItHKJOrvWFhOiENka2FRwdG13BNATmmi555Ai3D008yRsm1hkQBahs3sKFfqxW63I0942rRpyWQSc8/DVB5W8YM0N6+3shcKXijsQyYCzrKkDdpFFIQCwhUZpfVj+4x23og2LVar1e1yNYrwD7gNNipU6La2tnQ6jVOtg8EgAIxyHOl0ulgsNjQ02B123qlNWxidd+pkSYshdqSQTWyo1uu9ZU+EKGZEohXvyX3ObrcbTmkxvFZya5nNZrPF4nA4yuMv5hRIa2pqQqXBbDZLmpFJSqUqm6BWzhVmkSnAGcmlKzrnklKpBHobRCoVXNAwRxFDsrPMQnwsCTzyDQEydKe+vj4YDGIJaBBBHA46k/AT445JlNxApgbeze/3lw83s4pEPGTMWkXlS6fInbKKs7OdYpsR5mBsbMzv9wOi5E+CvmET5VrpDgjIs49GFEVBEWMigIXjFEeWQrZ4Rb0ol8sFJRaqLwiC4nwGEMAxA/HrEFtt/X6/y+nCWkDRXYfDkUqlxsfHx8bGcrkceBRWLhm60NVFeqAXS3hYnCrqElvzkCkJ+Qxsk9UKvkFpZb84CQVZzbA5oR2Uz+8MBl0ul8NZPlU8LA62dbtcKBAZDIUgiLxeLx3IZLPZsNG8o6MDsY1QY+O0adNCoVA6ne7t7c3lcj09PV6fF4WpqVOcKhoIBFxOp0McZU4ELnFcQ/mtcASE9ktDoRAdVVH+0uZmWiPgtS4PhcdDbRIB2kQU2iPOOg2JSoM0p8FgMJFIDAwMzJgxo1gsYn6JT6RJt4tdx8QV5An3MEaCykDM6fP5/D6fx11Op3GKYwqJn8sagctls9lKpVIul3OIyo2AAKnroIfnjAhIrXOKgn6jo6NecV4PCEj3tIu0ZbvYC+RwOFAHzyoCV+FwuK69vT2ZTLa0tLS0tKRSqUKh0NLSQnfw//yS7iSTSUN6w0fol0qlUqkUv5PJZNAI/SsnSKVSqBchERCJniCdTte4I10mk0lUosjn8zgBLJ/PZ7PZTCaTTqertYnKFdXaBIG+U+kR/aXcZiaTyWRqd8oJstlsNptVFCWXyyWTyXQ6XSgUQKMoCorgSG9l0Km2zUk7rf6ltcZ/j0YPswP/DQqSJBIJ3OdcoZ/0qTCSxJn6O9Uucd4F3eEgapkMEYSgQqFA9IYE0uOgp39tb2+vi8fj3po/rHPSHa/XC3uGXxrewU38D5lqdIlFkX645P9a4w49AkeIIUFA/Pgd6Jz8cWohKH70COilR/SXhgRoFgoClFIQ8F4MCcpthkJ8ZEAAGhDo2+Tjye/gv7xTfQuGH6InkO7QW9X6ENYpb5MPL/9Sw+EFTY1Z1nOFIQG/49M+QvxZrU2pBT9jZtzkKOD/T3c4QHQo83q9Pnbp0f5rBXQe8YvHE3XJZNI32Y8Gt9odfslHkH6Y1yD7hcSvPKnBEPbi4Q4noEeoYisR0B0iwB1OwO/QJb0DUo6oWYkgGAxyArSAO7wFfgcE2ANALUgE2ABIdyQCqU18BX+NUCgktUBtVuuUHqlBMGmnhh/CB2fSTqW8j8RpAAAgAElEQVTRqz28gDoR0JxyAsM5xR09V0yFkahNuuTciMfxYoYEnOGDbPWk36SYqnZp+Esmk5MDuAZW6Q4tV9KSafj9NMScOaRRpkv8qtFzmhpAkgj4Jb8DbqNHYOVKBMSReIdqBLgDAn4HbQq+D+rbDIfDOE6JWsBRuvo7Uqd0h3dq2GYoFKI296hT/ZfqO21s1HwpXxHorQiH+tHjl/rhpSmrNqc06dIjEkE1RpqUFfUEnEVDjMNDDO0cCxwmNTDlY/J8DwCsb8Lwjr5jaeHhP/o2/qkYRJp7GmX8DC9r3AmzH92huTe8w/mP/tWQoNqdSQnQJoENBBwYnAB34MTiBNId0BOWDNs0fGQKnTbXaAGPaL/UuM0aX8oHvNroSTNoSMDbNJx0PWPU4IrKZSgUBmeyZYsTGN6pXIYqa0SjDsyhinCugNnPfjWgW0MU/0cANsQtva6kEUnfX22eDC/BCph7if/wk+40NTVFmiPEcMT0nCPhekWbaBz72istCALcgftXIgCNuFF5hDieEVQeQSMgiEaj5UfCYVzSIxKBvlMikNrkb97U1KQnqHTKWtjTTpubDTrFxE5x9KoRYJb5WNEjHMPSI3yWDdep2oxkuMpUY04O/sqKENKsCFy2a/GsUU4l4/w/BXCNx/y6nyRvpeVHv1zxAZKAx2dFhiJDBZ82zl56VpD4DxxJBDUYNKwDEpgpGo1GBMs2N1UICPwSTlAZg7cZi8U4DEBAj3ACtBmNRqPRGH0sMjT4m6PENLWJFjhBJBKp0abhI9QmdUoENFaizcm/lHUqj79+eKstOnoCgjdvMxKJNEc+z5LRJBZxPe9VY84agoQu9bI6FAoB5ZJ1GWQOvGois9plDQAbC94a6G3U/mhxoh8foCatrCAY8DtEwHGiJ+A0EfEjAsIJEfDLagTEQNIj6JE/QiwODgMB7hABUEF3JiUQbcai0Ui1NmOxGEGLCPidz9tprQ+ZypfywZHGShpe3JEGUxr/mhMkTzqfU2l5lTinBiNVI+B8WL4jXoD4uRqeJXWdm5MczIaGsaFw/Y8ArDd0q6FXWrr4EEtDRjPHJ1L/I+7RswIn4NwjcXk1AukO75QIqAv+CF2iFxBAVNIj8XicXgMN4g5vkPeCFmKxMoBBwNskAnqHeDxuSEB3eKdTbJMTUC9EEIlGiIDGX0OgHQq+ylQbTMM71Qj2aE4N+YRzGl3WYEU99zY1N/E7MsIrV00SmOknQUkKZf0nAJ4cvYZOKUnY6pdAPkDSEBvOdI155aggGHDg8Tu1eZoT0B0iwCOEE+kR4lFDgkQiwe/E4/FEIsHb5ARooTYBTmaRCECDO7FYLJFMTr3N8iOshWoE+qHA2cLVvrT26E1xeKW1b9I5nQqfVOM0acmIiJVLv0ZUu9QKJw5mjXDGT/LvShieFL1TArAheqk/7pTilgO9sV6WRtlPGnSaSH5HutwjpPEW6BHcIf4jAuI/3NGjIilQgfcgArwGWqBHCDa8TWR9cYJkMpkQBOgCjUh3eAv8NUDA75Tb1D5i0KmuCz4UUgv8Sw0fqfGlNB2a0ZtseAn/caNFRz+nU1kgqE1DRqLX4JdRI+WIsyLnZ87hBH5JOBNAuHksebmqebY+D4BroFdyKXPBy3/8e8rfH60gkwbIcFYMgYc7nJkIivo7ElarPcIv8ZNYFgxKDFeNgFiQCAAD9FiNgN8hvtdfau6wy2QyGU9M3mm1NtECfVqNTqlNPUGNL+WjR+OvHz1aAmiCpCWjxpTVZgPDyykS6JmzxiXdlOBNYJZkm+To4mEnjRyuGRCeEoClZAwJvXqnVESnGBuOiDRPNP0cSxIBB5JEgDucgO5whpN4Gj8uxPRcTgScR5GeqicgnLSILGsioEfwDhJBIpFAjitvs6Wlhb6FP0KvzV/DsFNqk1poSWraBIH0nvpODd+KDwX/EE5Aq0w1Aml46dMMp2wqBLX5ZCoEfE3hTGu4pnB+1uOZwMxVUUPDmKvTQV3Wx38K4GroJWcV0/uZnyCmQS//4KlgT5JRNG2cvThD65HG+Q+NIDVcy8FVUUEszh8hVOAOCDhOQMAfoWx1IkAWPhFQBjy1CQJ6hBL3OQHvVCJAp6lUKtnSwjtNpVK8U+mRPe1U/yHYmlBj9PClUyeg0au2FGJOayyvMa2WITESx7/ESJw+rgO8dMnhrcezJI0jwsHORTE5kkIs5ZNE8R4DWNKc9ejlS4hk6OpXoHgVrHIgSassrdxEwKchLrBqKNOIgN8hAjyCBjmeywJKPAKCMvYS5Tu0H4Xen29pMoQiwRv0fLeKYZsEm2oEBEW6g3020lvtUZuTvhV1qv8Q/qUtOgJaMujO5xjeBIO3fso4G0iTTmDmBJMykkSQ0GlkCS3gOTPTIkLcHmWGdJR57EmdBpi4Z4u7tWr7tCYBsGT36vMxJD87oZcrHnGtaOXfj5t8TGlq+TzhXyVocbDhUmK4agS4Q+ylJ0AjLWz7GBHQ/jUiIGAQAbXZwrawcQL+SA2ChCCgPWvJZLnNTCbDW6Cdj9QpHqHX2INOBa6oU+lL+YrA983p26TR473QpExxeA1XGf4In1Np0jVrRHUCiU8kTuN45pcEYEPA68Gs1645hnnMteLU0kWJ9xjAhl6r2rI3pv3x79F/P02MfkyTycodvu7qZyWhlQZEQMyUYDKK5okLMS1PtxCBhEbCCZrlBHjn8h5XRsCwxwjEIxx7nCCdTksE9EhG7BCWOxV3aKtttU6rEeg7lb6UCAzblPBs+KWGBIYrArVpOGVGc5pM6hSTFq3eIbiiKryrsaIRc2q4Fy9cQ1yTKObSmANYH2TS+6X3AMDVxG819Ea1PnfJTuA/+n760QDxS36HFl0i4OCkia+29usJUmL7uJ5B9eyFO5zp8SMg4TKdTmezWeqFCMD0eCUUCZBaoE6JgDrNZDLZbJZgQATUJjolPLeIDf30npyAOiWCPe2Ut0kE1b6URq+FlQTgneqH1xDekxLwOeX4T4mfIVcYMpJevHP0GjKndEnsXU21lgxjyUfNvcLcoSUleEwJwPqEDe6yktDLl5Y4+0nQlT6YDxkfHX5HGvQU+xFBOmVQhyGlK/Wgv0PsxdGb0hbKkPivhVXSIBoQEIeldGUu9pRAjz0QcL4vAymjqa2hJ6jRKT2yR53u6ZemtcU3NATsjjS80pLBRzvFSoLQKqOfU84n+J804yVDRtJzmiFzSpJGfyfJxDUBmBAR16YnkCg2dGtJcniqAJY2GPGIkV5zlpzMEm654DVc//TYo4FI1SySktLWdsEM1S7+QszBCTiDShxJLRC7SDxNLeBOJpNpb28vFAq5XI4a4QTUgp6AF7tJp9O5XI4/AgL+GrlcLpvN6dvkb0V3iMCwzUk7rUZg2GltAsPRk1aE2ssQTVmNOZVWBAneekaqzWnV7vBLYm8OafwkLEjSWAoyUY5HmO2CqCGEDQCsF78SgPV2b1z7S2jtfkNhKw1HOqWRky1i3eWXFXCmUtK0STONm5lMJpPRzDQIHnroIVVVDzzwwEwm84Mf/EBV1UceeQQEL7300o4dO9ra2lKiC2JZEOBSB6Qyw82bN09V1UWLFpE6DQKAE3eACs7EhWJx+/btL730UjWCfD6PO/RWuJNOl18jl8uhjhd1CgJ6z2w2CwKpzeoE6VxOQ4BOeQv4Ln2nhl/KR48IOLwNCTB69A5ok1siKabh06QbwpsKdEkaQQuzhlJsEZlUcmi4V8u6xO2EAvofDhMpyCSFiPWWsKEQNgAwF7/6kK+h14peiKM3qfEcpKTv50oO15FoanGnxUgqpgRWOStIuBIEBmLwnHPOUVX1Rz/6UTabvfXWW1VV3bhxYzqdbm9vn5iYePLJJzk9lye5Mvdk8W6cQfEbGhq65JJLDj/8cCIghsMdYnq0CQ5WFEVV1ddee00iSKfShFXeAr9DBPQa9FaGnU5KkGKrkv4RXNK6ViHIVNo0HD16RE9QwaoYq2rjzwczZSTws6wFLRuk9Ze0IugVLsJnykinM+RePXolOSyJYh5k4plbfAdBWLt1ibxZtQAsiV++PyHMNhVJPmdJc5ZsekP06oeMRpmgS49zAKeFTktP0R1OwBkU/0p3ZsyYoarqvffem81mlyxZ8sILL6iqOjo6+pWvfEVV1Z/97GfpdPqHP/zhq6++unr16nvvvXfevHmZTGbevHnLli079dRTFy9e/KMf/ei888577rnnFi5c+OKLLy5ZsuTb3/52NpudPXv20qVLzzzzzEw6/cADD9x8883XXHPNO++8c++9986cOTObzY6MjDzyyCPr1q275pprbrnllr///e+5XC6byezYsWPZsmWEk6xQyEm0EpA4ekHPa2jiDgjoq0Fg2Ca/xB3DNvN5zVtJbZY7FeABge5DKtq4tIjQ+iutEdLal8lkclkNgX6W6QWqsYGEZ77u82Y5MiXmLF+mNLyqR3iL7mcoirkuLQWHJSFczRKuBWAe+J0UvZLs5TZ9iv34B0vYk6CLz0syF7F+GU4zacCZg9MYiItsdtWqVatWrcpms1u3br3wwgtVVZ0/f/4ll1yiquoXvvCFffbZR1XVV1999cYbb9y2bdsbb7yRz+cB748//nhiYuK888677rrrVFXdtm3bww8/PDExsX79+kKxcNBBB6mq+otf/CKbza5evXrnzp3r1q177rnnVFW99dZbFUV58MEHVVV98skn33///Z07d65ZswZsvXLlygceeADlYIkL8/k8wRWshpK3dAfSm/i+NgHuTEqAI5T0nRIBVwGmQpDR6giEf36HLtmSoSEgHaHGnFZjg9oEhGdD/EvMKYlrTmAojbnoIlAY6tKSIs0jw7VdWTKAq+nPUs6GJmJkhN4amrP++2kZxv8kEonWRMtPx/b9/sBYSyzO3YwSevms4CbNa0YrkTh75XK522+/XVXVL3/5y6qqzps377333rvqqqseeuihDz/8UFGUAw444KKLLhofH997771XrVr12WefEYBfeumlffbZR1GU3/zmN6qqfuc738lkMtdffz2QDwAvWrRIUZTVq1d/9NFHONdz9erVK1euLBQKW7Zs+Z//+Z9sNjswMDAxMbFmzRq81bPPPnvzzTfTewIVHEioisy/TiLI5XKFQoEjp0yQr7QpERBWa3fKwVmtU0KaRKDvFPDmbfJ1Ks1shGoEHN58TiV4SytCeTmoAu9MFTGQ0UpvLq45100FzEkWgtH7tPQJHqRIG+5VMgZwNfHLd1EAwFKqBs+moheVBG9GK2YzWh0pI3wPyWQyHon8bd5X1G+eqX7rB+cMz4hGo0kRn6RHaJI4r0h36FIvHL7zne+oqnrnnXd+9tlnhULhoYceeuSRR9avX/+3v/0tn893dnbeeeedmzdvnpiY+OSTT7Zv357L5YD2RYsWoQUAeMaMGYqi/PznP8dyAABfccUV+Xx+9erVL7/8Mrjt1Vdf3bBhwxe+8AXIZ3D5a6+9tmbNGhDcc889P/3pT/GqkIoELcIVcS0RkB5LJw8aPJLNEQG1oL8z9U4NW8gIuVqjC7pDM0Jg5gQcnIRVuiMRZIT05m0aLtl6PqlBwDlNL/A563Lu5QDmsmpSt1YNRTo8mRCeBMD6Lb5SulU15VmPXvo86YNp1LC2xWKxQ4qdE984/YOjF2w6ZuH7Ry9oiyUSiUSKeYD100DTz+/oCehOqVTatWvXxx9//OKLL+Zyucsvv3zz5s2qqp599tn5fP7yyy9XVfWnP/1pT0/P888/v3379kwm8+XDD1dV9cc//jF6ufbaa1VV3WuvvQqFAgB8+OGHA6JXXHFFLpdbvXr1Cy+8ABn16quvrl+/vqura+fOnX/6058URWlra9u2bRtU6EKhcMIJJxx00EGEEy5sQUB8D6YnuZcVYlDCM8m9qbQJuFbanFqn0iKS06oAElzpNUj2ok0S15xAusOhxaV3tUmviPc0YwMjtklLXoN0hYawWg2uhgxM7I1fimUlpFnaCXdrcQewPkMrbOSOrgpgadsgT70yRC/lWk0Rvfrvz2rHK5FIJCORZw45esuxp3xw9IIPjl6w/YTvXzq+bzQapQgBX5j5JXGS4UzntMZeNpuF7+q2227LZrMnnHCCqqqQqNlsFuD8yle+ctxxx+3evXvHjh3ZbBYq9MUXX4xeIIFnzpyZy+UuvfRS0B966KEURlq9evWLL75YKBTyirJ8+fL169fncrmnnnpq586dv/zlLx977DFVVdesWQOc/POf/7zllluAAQ6kvDjthYAkEeRyORzpLEFRUZRsNgvnsL5NCZy6NjWdZrNZfacS/jXwnhqBJM85/ukRCfAEb74w8Tll9FkCc5mA0K7jE+oxw3RvzjlZ8ZPkM79jKJyquakNFWme4EEY1rujJS26AuAa+nMTq1nFk64ME62mInv1+kwmk2lpaYlGo0d19EL84m/TMQu3HHtKX0smHo+nWFhVzIqB5parqZjRxF999dWqqv7whz/M5XKjo6Oqqr7zzjsg2G+//davX6+q6ttvv/3EE0+oqrr33nsfccQRqqpedNFFaAFOLPiWAeAjjjjikEMOgZKcy+Xee++9F198EUBavnz5hg0bCoXCoYce+vrrr2/btu2BBx5YsWLF6tWrwYI7dux4/vnnAUXiUUAR4MQPl8S1hNVqBMA/b7M2AbVp2Km0QNToVFogaoh36rSajUBtKoqS16oMfNXm8C5POkOvng0yzJ7SgzlDCwDDM7uhUbbpEQ5vLoo5gMkrxHVpIEhK7ZiiK0sDYL57wdB9JW3u5QDW270pFv6RtBG+dGFEIH6zsfjrX/nmx0L84u+z40+7ce8Do5EILGEO4Gwumy+jtTL30qX+Tj5feUS6JIJisThjxgziHlL26BHOQHlhgnLs6QlaW1u/9a1vffnLX87lcqVSafPmzQ8//DAeAQFHGsFAIqA7ivgZElCn1Ka+hal3Kj4kJ32pjqDqUCjKJOCsPbz6KeME+jmlia3GBhyN0iV/pNq/8psSP9MlF11ci9aHiCVLOKqtyGOY1EEpWQYS2FB/rp01mdSmhkriV/IYZ5lygh/EbywWO6l3eCcTv/j78JiFnx5/6lgml0gkpKHUTxvNqzTTnIDfkVg2VxYOGiaWCDgM8IPCCRZEj3TKIbWAR+67776JiYmnnnpq8+bNu3fvPv3004mAHqE2SUxJBDmxxEgEra2tHK7FYpG3ibcisOkJPkenNb6UZocT5Ji4pk71wyutEYbjX3tOpUmvxiecwPCRnE4q6O9IYOZWMYli/pPiw1yF5h5pQyEsbRKuCmBD/VkPYEP0togsSL3Ry5cuPiJwPhdiiXePPHHzsd/74OgFHx694JPjTiFL+NPjT/vLnMPi0WhK5PTkmBFVDYrECjTo1aDICbh2pxdZnIP5HWqTUCER4E5XV9d3v/vdG264YdGiRUcccYSEtFw+j3eQoNja2sphAGHOcYIWDB/hb1WtTUP8Sy1Qp9KXSksGH5za+EebtQlq4F8/p9lcRV1XtAo8v9RjVbrMabVxQ6wa3slNQZcmFZpEsT43aypatAGAeQS4hv5MzudJ0SuFiyT00oqVzWbhfD57aPrOb3wf6P3omO8tnvuVZw4te7M+PHrB9hO+v3++FZZwRa1i6K29puaZasfnlfOKtJDr0culh54gpxUvOWbEcpkmERhKxRqCFKjgQoxf1uiU2qROeZucQOpUek9CL1pAL9RpPp+HUSN9Kd2pNpicgDrVzwi9M5/ifD6fy05GoOMKQ9FKE1GNQM+90h36n4zul2YJmNwSxk8CsOTKIi1aigZrAFzNAJ66+OVhXr3mzK0R0qUhfjuTLRu/fvJHxyz84OgFW487dWFpuCkYioUab93nC1uPOxU3Hzv4a/FItKWlJcdUZfykmVOMzEXOspzLDS8NCfQaKd0hAmJrTkANSo8Ui8XW1lZJDEptktyjSzxCbdIj1EU1At5poVBQptxpjQ9hX9pqSFBjrPR3qk1QXquucwLOAxI9XwL4HQ5vcWnASLxl6ZLLCQ74Cp61opi7siSPtATgalq0YTCpAmBDD5Zef9ZnPie1KZOSum8ofqW1Kp1OR6PRS8f33XHC9+F23vD1k5VIFC99SLHjs+NPgyK944Tvf7G1M5FIZFhAPy80Z4UZZjUkJ7GCJIK4JNQTcMHIOZLuENMTRwIVEgFnQQIStdnW1mZIQG22tbXxR0DAYQCCYrFIBLxNvBVvoVAogEBqc486ncqXSqMnPVJteA0niHSE2nNqyAYcwDXwnNcJcGqT6A0lPJfM/JfRZjFVCylNRYuW/FhTBXA1/Tmpy3mW0CuFi6RfNptNJpN9yfSWY7+36ZiFAPC6o04qxsoxsYOLnZ8KAH9y3ClLv3RcKhZvaWnJMucwH2VpGc5X0XuF+DFY6Umf1PNfWWQpxuJFz6BSC8WCAdPjjiSR9DzNYYMfoEiPVFsgDJGGO0XxM/hSJa8nMMS/8ZeKFYQPDv/SGoujnqC2cNYrXHllz7CqBye/KUnavFHwopooNtSluSLNhTDPrJS06CkB2NAFrTeAJfGrT5yUZC9eWsItPrVs/Uaj186Yu/2E0yjwu/6ok4rx8mp0SGsFwB8cvWDiG6cf09kXj8fT6TQNOp9a/bTp1SqOtCrwlnVp6gT/aigc6JEpEhiil3qsAW+61BPoZRoRSDrCnnY6KUFet/bxR2oQ1F499TOoJ5DQqOgWcT0BfhzMxAN60SphdVI8S5omyTCuSNcAsKRFS2U6JEe0DGC+hbAGgCl9spr4ldxxhgDOZDKJRGIsk/v0+FM/PGahBGB8zBeKHRzAHx97yhtf+WYmFjO0hA2nrTwxeYMgp4Re6U6+YneB/wzcP0pNLxQnoEckaCk6+7CoU2K5wqnkKzaq1EI1FUDRicE97TRvZCNM/UsNCaSVLmfkXVO0dm+1KeOXevTqCSRwKoqSz2vQy9EoXdbGs6RdchVaUqQ5gFt0W5RqAJj7sfYMwIbJz9VivzwaRt8jid+WlpZYJPLn/b/46QmnfXDMgg+OWfjBMQs3Hfu99V8/uTVRtum/UOz49ITv45/wt/Mbp5/cOwxLOJfLYeiVipzUrOX6hVwRXtNqUDRi+goq9AxaW12shgpOYKijEoHGMFbykuasCMsZ35s31pzbarSpMG2chk4iqAFvRWjjki5t+KU0BdXWFM3wFioE1aaMz2mNSeeX1KBEoJfG9BS/NLyjh3dO67gleVYDwEndPuHPD2BeQKeaB6u2/qxHr+SUT6fT8Xh832xh+9cXfnDEie+Lvw+/+p11X57fKlTogwsd245a8D4j+OjI7646/FuFeAKWMM0KZw79Jc09cQ+fbImgwDRS3CxotVbpUmHOXrqDS9JR2SNlGmJ6apOAZEjAkcYJCBj6FugOfYi+U/J7VetUusMvcUf/pfoWqhFUGU+D4TW8M8VJlxYImnTOA1ILhlJBYT8J7YaimIdguA1cQ4s29GNJRXb2AMCGLmie/1zNfcUBLAWQ8kL8JqPRv4/O+XjOURv2+yr9vb//kWv2/UoxUl4pDs4UPpnzdU6wYb+vfjr36HM7BsgSlgCsv6yhuRFTTgp4zvSFivlXFc96wHOk6YFU1LqppEVE/0hnZ2dPTw8Xa0TQ1dU1Z86coaEh3iYaqdZpf3//zJkzJ+2UCLq6unp6evRwlb7UcChoeCWEV8MePTIpQUGEvjga+R1FJ431SwDHaqFQaG9v7+rq0gtnRTEQ19UALDmx9EKY722o5oiuBWBpH9J/EcBckSD0plKpRCJxcDyztX/Oup59+d+Gntmre/YpNpVPgvxCPPNx7/4SzcbS7LWlfTuaK5YwRxqfEqXKujs6Orpt2zZVVU8++WRipryRGqxojT0dgaLoRFA1pufgJL0Xd6pJTsM2W1tb//Wvf+3evfuqq67iBG1tbbNnz37kkUcmJiawuerxxx8fHBxE+59++qkqfi+++OL555+PLhYsWPDss8/ikVdffXX+/Pk1PoTe6pVXXlm7dm3RSFxLX6ox4HXDi/JGN954IyfYf//9L7vssv33399w/KXlNS9CSnzKUFzlsMMO45NO9BzeShVhy8f5iiuukPBvhOfy/0vuHm4G/1cALO1JqgrgGkHgai7oGgDmynMmk0kmky3NkcebOzZG+96LlPjf2kjp3Uip0NiELzkoHN8U7ZdoVkdKH8X6fx7OxWKxTCaT066pfA6keaWF/A9/+ANY+Wc/+5m0But5ha/9ZWYykpMS03MCQzlJbzUp/iUwf//738eu4/Hxcf7IAQccsGXLls2bN996660nn3zy888/D2woinLwwQerqrpkyZLLL7/8xhtv/Pjjj1VV3W+//WbPnv3pp58++OCDJ5544mWXXaaq6sqVKw07lSTtT37yk1NOOUVPIH0pfRdBURLOJ598sqqq3/ve9/gjeJN58+bpAW84p/oF+v7779+5c2dHR4dSXdJWgy6RnXbaaaqqXn755WNjY5yAw1V6RPLU7hGADSNJ+lDw5ACGofyfA7ha/kYqlYrH41/1hDdbs6usKenvPWvqHWuqGCoD+EBf0wfWtCHZWlu6PxhuaWnJiOIvkgpkOG2FQuGAAw6YmJi4//77VVX9wx/+QARHHXXUs88++9577911113z5s2D+nTppZe+8cYbK1as+NWvftXT09Pe3r5kyZKbbroJDT7++ON//OMfC4XCokWLnn766ZNOOumll15Cfbwnn3xy3bp1Tz755KmnnorXQPtr1qy5++67DzzwwPHx8WXLlt1www2AwZ133vnYY491dHRwLh8eHr7nnns2bNjw/vvv//73v29tbb3ooovWrFmjqurTTz/d19dHLN7W1rZixYqtW7fOmjULLcyZM+fhhx++8sori8Xi2WefrarqWWedhdd+9NFHVVU94IADMAh77bUXsPfrX//6mmuukRaRQ6Vctg0AABweSURBVA455I477li3bt0TTzxx/PHHK4pyyCGHvPDCC6ecckqxWNx3330fffTRdevWLVq06M4777z33nsVRbnkkkueffbZ008//YUXXli6dOnxxx8PpePiiy9evnz5e++9d9999+2///7FYhFbr1GlCIvdRRddtG7dOlVVH3300WKxeOSRRz733HNbtmx5++23TzvtNMzg8PDwX/7yFxqWtrY2aYrffffdV199FYvjJZdc8tZbb23dunXJkiX77LPPnDlzli1bdvHFF+fz+V/96lfLli2bNWtWV1fXs88+e9111xEaL7zwQozzU0891dfXd8QRR9BrnHrqqejr6aefvuqqq6699tq//vWvHMBcDku+6P8QwFI69P8HAIb4zTSGn2+Irq2LrayLSn+r66Jv10WLoXAZwJ7w+0ZkK+ui79fFfmNpikYiZAkrOguHo5cW8r///e9btmyZOXMm6suB4IADDti1a9ebb7755JNPYtqKxeIvfvELcNLKlStRiXbu3Lmqql5//fWKooyNjamqevvttyuKsnz58m3btk1MTLz55psjIyMohXfLLbd88sknmzdvVhRlv/3227Vr11tvvUXtd3R07N69+/nnny8UCl/84hex2Euy94033tixY8f9998PnkY1zG3btq1bt+7Xv/41F4xHHXWUqqo333yzXsq1traiBthBBx2kKMq+++67devWtWvXFgqFv//976qqrl69+rrrrjvqqKP4I5CcfX19GzZseOKJJ6688sqPPvro6aefVhTloosuUlX1mGOO6WhvX7NmzdatWx9//PEdO3ZMTEwAwEuXLp2YmNiwYcOzzz6rqurixYtpEVm8eDFWjT/+8Y/FYvGJJ57YvHkzJguvfd555+3YsWP16tWXXXbZgQceuGvXrg0bNtx33307d+7ctWvX6Oio4bCQAC8UCgMDA2i/UChcccUVqqouXbr0mWeeUVX1mWeemT17tqqqt9xyS6lUghk1d+7cM844Q1XVY489lgTyOeecQ+M8b9486TVGRkZQ+RBFDq+++mpu/f4/C+BsNptOp2Ox2HxneFNdfGVdTP+3ui72dl2sNRSGDXygJ/x+FcpVdbENdfExfxiWcF4E32vI3nw+j335v/zlLwuFwieffIIt9YVC4Z577lm/fn2pVMrn83fdddfNN99cKpU2bdr0pz/9KZ/Pz5s376GHHlqwYMHpp5+uqiq0x/nz56MKT0dHx86dOzds2AABdeCBB1588cUzZ8784he/uHHjRnSB9vv6+gqFwl133XXTTTcVi8V169a9/fbbiqL87W9/27hxY29vL9fGTz31VFVVTzrpJEVRUJHrnnvu6evr271795///GdJTt50002qqp5wwgmQvRvE76yzzioWiy+//DLU45UrV+7evVtV1TPPPBOv+tprr5Ft/Morr4yPj3MN//zzz1dV9e677z700EMPO+ywb3zjG8Vi8S9/+Yuqqv39/WeddZaqqscdd1yxWFy0aBFKDrW1tX366advvfVWb2+voig7d+5cunRpsVhcsGDBD37wg97e3vPOO09V1euuu05RlI8++uiJJ57gevLQ0BCKeBYKhcWLF3/00UelUqlQKNx8882qqs6fP/973/sehqVQKKBMyt13380n/eijj1ZV9dxzzx0YGNiyZct9990Hrli3bt1nn302PDwMAJ9zzjkrVqxQVXXOnDnPP//8yy+/zBXjnp4eGme8Bpx2GOdvfetbCxcuVFX1scce23vvvQ09WP8PAhjiNx8Kv1ofXWOESQD4f9XFlEAjAtkHehqrAXhlXWxjXfx2c3MsEsEWJUVnESlagyefzy9btgwG5AUXXLBp06aJiYn29vZZs2ZNTEzceuutZKoVCoWf/OQnqqp+9atfLTDDGPO33377QW1WVfWQQw750pe+pKrqtddei35nzZr1xBNPbN++HXW2Fi9eTO1zdaBYLC5ZsuTDDz/cZ599du3adcEFF0i29JtvvrlmzRpgCcV6br311q997WuQOZK7CGINmv9hhx127733vvnmm6gT0tHRsWPHjk2bNj311FOPP/74ZZddBlFcfo1Ccfbs2RdeeCG0jJ/+9Kdceh922GGbNm0i19fcuXOLxeKKFSveffddRVHeeuutd999lw/XUUcdhcp+V155paIo4+PjqqrecccdhUJh4cKFr7/+uqqqGJaFCxdCiF177bXc74DyRmecccbcuXN379590003YQavvfY3+JwVK1asWbOmtbUVyjzQyGcZJcoOPfTQK6+8UlXVL3/5y/iWVatWbdiwobW1VVXV3/72ty+88MKPfvQjvAncmRzARx55JMZ5zpw5eA38K3T+I444AiVZDj74YG4J13Bi/V8PYFi/0Wj0+/bGj6pjclVdbGVdrNUbwAsc7gx9UJP4g7r4Pt5G2uEgmcGkEeEOXCbSb/bs2d/97ndVVb344osVRdl///3PP//8WbNm3Xfffaqqjo+PF4vFb37zm2effXahUPjnP/+5Y8cOcM/SpUt37NjR0dEBkQLx29ra+txzz73++uuHHHLIMccco6rqZZdddtJJJ1H7++233/nnn7/vvvsWCoW77757165dv//971etWtXZ2VlGTqEMrYmJibfeegufcN111+3atWvu3Lk//vGPVVU9/PDDueu1UCg88MADqqqeeOKJ+OrBwcGNGzdOTEz09PQA/LfddhtfIBRFufzyy1988UWyP8H3Z5xxBo1bR0fHzJkzZ8yYcf7558Ml9pvf/Kanp7Rr167777+/tbV1165dqPulKMprr722e/fu/v5+nFbzjW98Q1GUE088UVXV8847b/bs2du2bfvd7343ffp06PP77rsvIYfmqFAowGyZO3cuKodeddVV0K7ffffd1157rVBQMCyY5d/85jcYFpp3CMzt27e3t7djBufOnasoChkp+Xx+27ZtzzzzzKZNmyDtn3rqqbfffrvIEnIURcE4H3bYYXgNrEfFYhGvoSjKU0899fHHHytaV9b/XwD8X/dC4+0TiUR7oPHfdbH3qgASf+vr4leaG7Nef6/b/1BDZO1kxItNzYnmSCqVyml3hBKn4rKtre3f//73Rx99dPDBB8+dO3fOnDmLFy8G8I499lhVVf/1r39985vffOWVV9atW9fV1XXHHXeoqvqLX/zijDPO2L59O9xdL7zwwsTExMUXX4wDll5++eVisfjHP/5RVdXBwcG8KB997bXX7r///suXLwcrH3fccWj/hBNOWL58+bp166CPwULbuXPnGWecwWUvkLZ69epPP/30/PPPv/TSS7du3XrPPfcoinLvvfdOTEyUSiVJXMM1vXXr1htuuOGKK6549913d+/evWLFCkVRzj33XFVVf/jDHxJO8MiNN96oquqSJUtOO+20Cy64YPv27WvWrOnp6ckrZYL+/v5du3b961//OuCAA7BIffvb36bzK4rF4saNG3ft2nX11VfDK/bOO+8UCoXf/va3qqqOjIwUi0UUHjv00EPR1+GHHz5//vyJiYktW7YUCgXU0545cybNVLFYRO37I444AuvOihUrvvvd795zzz3onQ/LJZdcQsPCda733nvvpZdeUhQFQvKuu+5auHDhG2+88eGHH2LY165dq6rqDTfc0N3drarq7t27zzrrLMmljHHu7OzEa7zxxhvf+c538Brz58/P5/ObN29+6qmnaijPexpGmqIXenIA/x+KA7e0tESj0R/bmj6sS9QAJMFyZV1sXV1sbV3s3cmIP6iLH+xpZMmVmowZmtcLLrhAVdVLLrmEJMyvfvUrqEkdHR1LliyBQH7nnXcOPfRQqGcfffQRbt5///19fX3gyN27d09MTPz5z3/evXv3H/7wh0KhsHz5chi6xWJxYGAAnpVVq1Y9/vjjqqoeeeSR+vbxSrCoV6xYwWNIhMyTTz55+/bteOof//jH6Oiooihvv/3266+/zqEIk7Wtre33v/897NutW7f+7ne/W7x48Z133qkoClYiqM0KU+DHxsZQmlNV1Q0bNvz5z3+ePXt2Pp9XCpXXePjhh0Gwfv162AgYxmOPPbZQKJxyyinvv//+xo0bb7vttp07dwJLS5cuRYi4UCj84x//2LFjR3t7+8knn/zZZ5/t3r370UcfXbt27fr161tbW5955hlU0ueWC/C/fPnyQqEAY1tV1e3bt1955ZUQswsWLNAPC30aTNzbbrstn8/PmDHj3//+NyhXr1799a9/HWRvvPHG7t27Z8+eDQCvXbu2tbVVWvTffvvt1157DXfuvvtueg0U/Z41a5aqqvBa/7cA/B/FgaV6Ov9dAGfEeQslf+PauvjqyQC5si62ri7+eH3zsvrIuur6Myf+Z0Okpak5JYp1VDODFU3oT/ZRz5o1Cw4JeqSzs3Pu3Ln9/f0K84T19vbCrVLNVVYsFimriWu5s2bNmjVrFlcXYYMde+yxxMFcrhYKhZ6enoMOOgiynd6Tt0mPgKC/v3/evHk8rFLUJjkUdIHr6dOnw7KV4E1tzpw5c/bs2fyt8Js3b978+fMHBwcLhQL80oQQaXDQZn9/P/8Q/lbSHJVKJYywoijDw8Nz587t6OjgBF1dXfPmzUOOiqIL5/I7CHSh/j7/Sau8/lLS4IaGhubMmdPR0ZGv+ZtUf/6vZGJNvhupdi50NRXaMBcar55MJqORyNWWphoGLRe/51pDYZ8/7fX/0dS0fgqPbKqLf90VjsfjZAkrRiEl7aUB90g4kRDO55hnFxg+YtgC5+lnn312x44d8KAqIngjtSA9UmwtFquniBSM0p4M2+RvNWmn3CnN4Q0n/LvvvvvKK6+oqvroo48aDgVfRGoMb2Gy0eOX+ilTtPkYEoGEcEMLC00oWpuWE+SFlTtF9NYGcLVcaEMAf/5c6CluZpCEMAcwxG88Hh/xNW6si6+aDIqr62Lv1EUzHj9UhXkO/1Qwv7YutrQ+km4MkyVcY9qImQxnuppwqMF/elRweOe1myVwOTg4eNNNN5100kmdnZ356nsMDaFoSMCRpogEQ6lNDsUpdVoothaNtyXi8eOPP/7Xv/711VdfXXae5fNFttLRI3wKpKGojH+hoOiGtwYUDdErTToHnv5ODTDTnWqXU0HvVAA8ld1InwfAU9/QbwjgtHZTYTKZjDY3/87cvHEKUFxVF1tbFxt2+vAyJ9qCNcJI/O/DuvjJjjB2OGS1tYLzuo2deb4XVNFcTmVeDacWc1aNe3jXU2QvTi8R8DuGnU5F/tQm2KNOMXq0pEnjWe27qhFUayHHov36S0OCGmxAMDO8w3Eo/esUf1PXn1uMqup8zv3Ahmea1djQP6kZDPE7y9v4wRTErxCn8X80RA6z+79lC75RP4nLmv7W1MXeqI8poUpyZe15Io7hd6pxTw0CMLGeQM+RU2FZ/H+hSjV2oq8NeAlailbpMCSo0anha1T7kDzDT+2hkD7ccHj1E2Q4ZfkqWJ0iGj/HI5P+strfFF3QU9zQX8sGrlbVfdKaWJIZnBaFKVtaWmLR6J3m5g1TE6Qr62Lv1sXW1sU31sU31sWniF4Swmc6wolEIsuO3qg2tXqCGiu9nr1y2pBVe3t7d3e3If45E0sY0N+R2JoTUKey3Jsa0jhydASFap3mq9SUmrRT/WsbtqDkFcPxz00BnNKl4ZxKBJO28F/5TRG9kxrA1WpiGQP4c1SlrGEGawAciSxpiH5Yl1hbF5/637o9IcbflrrE5fbmZDKZZcdSSvO07777/vznP99vv/0mnVfDlT6fzy9atGj79u0UvQQNttdJsNFz+RSxWg02+ktDMOuxaohe9kjVasy1X7vah1Qj4INZbXj1l7kq6DWEd+05Nbzzn2BV/6uG3tr6cw0DeEpF7aZYF1oC8FSEMAJIc31NTzREnqmPPF0feeb/wN/T9ZElDdH7zZGOcDmtUj9tmCrkG82bN494RSLIG/04Pz366KObNm2SCH7yk58sXLhQ4uDa2OMsnjeSk7WRMymQpoK02o7ZvBZ7tb/L4EtZCxKBNNrVCPiHSI9wghqX0h0J3tUu/yvQrY3eauJ3ijEkuS40B7C+KMcUC1PqhTB+LS0t8Xg82twcbWqKhMP6v2hT09T/DJ+KhMOx5uZ4LNbS0pIWx6vrJ+bCCy9ElsUjjzxy+OGHL1u27NRTT33ooYewz+6CCy6gzW6zZ8/O5XKFQuGSSy55/fXXV6xYcc0113R2duZyuffff//xxx/P5/Pnnnvu008/fcYZZxx88MHLli1buHBhNpt97LHHrrvuuuuvv/6dd9659957R0ZGcrlcW1vb9ddfv3LlyieffPLss89etmzZjBkz+LtJHKbnPwk2MtMbSK18Pi97d6r1Uq3TGgSSm9CwhRrI0fdSA0vVWsgZHZUg0We1BRX1l1ntXtdslfrHNX563NZAbw3xO6kHi7ugjQE8RUf0HgnhFCtFn/xv/3ibgC6PP+uH+Nxzz92xY8eqVasuvfRSnAn68ccfb9my5Utf+tKZZ56pquqDDz7417/+VVXV22+/PZvNYmf5I488gkT/c845Z6+99lJV9Ze//CVyMH77298qIjnpa1/72sjICFIjn3/+eeTrQSzfeuutqqo+/fTT69ev37lz56efflosFiWGM0SFniBreJSmjmV5C9maJ4ZI2oq+UxpGw04N26z9GhwqtemJgGawBtiqTbohAUdaDRB+7l9t9E5F/E7qgpYBPMXTCWsD2BDD+l/mv/3Tj6DhtA0ODqqqevPNN2ezWWT/X3rppR0dHdls9qSTTjrzzDNLpdI5Z5+NZOaurq5Nmzbdcccd2Wz2gAMOePDBB0866SSktv/zn//kmXR33XWXqqq9vb3f/va3VVW98cYbc7kc8hwuvPDC4eHhzz777Pbbb8/lcrNnz1ZV9YUXXqDXm1S8cEsva4S9Gi1Id2goJiWQOt0jrFZrU0Kj/rI2FCclqPGIRKBnlamhcko/iTNroHfq+nM1D9YkB3xPer7Z/27v/F2rWKI47n/wlFe9+/xxdzYXRWPUVCm84FPRoIgWgo2V2li8NCGN2mijhY0oFsEIygWxlZBKkkIsLIWUNprCgIUI3sBFwrxinsO555w5Mzu791cy30LcyZmZ3TPfj2d2zd5biOEQ6qJFF4Ye5nluXlqYnZ1VSq2trX3+/NkGzMzMmJfdzO8/z/w7Y95HuXLlChzh6dOn+rfm5uaMBc3rdXmeP3nyRGs9PT2d57l969281HbhwoU8z5vNpta61WpBo1NPWypgAAQDupklBwWYP+mYivsXIWJSoYs8KcwtJY22FF504hPGPRWJOjyaXtf+uewXfAfeCYcz3AvRbNoUmydYZ8+enZyc1Fq/fv3aBJw6dWpjY+Ply5dTU1OtVktrffKfk2/evNFaT01NZVl27dq1W7dujY2NvXv3rtPpPH782LxdpJQ6dOjQ5ubm4uJinucrKyvtdtv40vwi/uTkpHlTt9ls5nlu9uRzc3MZ+MhOe5LQkZn9Ogv1f4wrABkUjukNkMeMmxR52jUpXCZvAIUEtbgCol1UXjK93rtfGWDmC77hbXDIVwTHMdw3jI3Qui4tLZmiaj604c6dO+anCwsLWutLly5dv37dvOyW57n54LuHDx/Ozs52Op1Xr15lWfb9+/fl5WWl1NramvlolcuXL2utHzx4oJT69u3bhw8fzJifPn368uVLlmUvXrzQWr99+/b58+ftdltrfe7cOeo/aGJFSpBQo9gRYAs8FND6HcBPKk+BQIKTBpJGA1xdvCNkg6YXGT6cXgow3D+jFwkNs10As7fB7C6aFmGZYdctcZ/TalhaXV01Hzt68eJFs9I3b940L7stLy9//fp1fX1dKXX+/Hn7YRSLi4sTExPmCdajR4+UUvPz81rr+/fv3717V2t99epV8wRrYWFBKTU+Pr65ubm0tJRlWbPZXF1d3djYWFlZ+fjxY7vdbjQagmXLmJ4GKKXq3V8TWdWkGeEEBtS7vx/LLLcrgO0Ch7UrSMdESxzmherF2hv630UvLb/C/hndADsBprvokDthL8Pyk60+KMuy8fHxgwcP2kP7o8OHDx87dgytxP79+8+cOXPkyBE4AoxhD2Hj0aNHb9y4MT09Xa/Xjx8/3ul0Wq0W8p/FrA6eotOADBhUCKhzGLgCAie1LfRQCECpgIcZoBEtkJDekBY2oN53IduH0Mve/co3wDzAwi7au5FmGR42jI1c7LlaZEe6Ag4cOPDjx4+fP3++f//+169f6+vrJ06cgD6mGFAqvCDRGgUHEfAWpgihl+bKm5zo9LqWDK1pfdAS0A2klwJM9888wHFF2MWwF+MBCuWaZh+1lAk4ffr0vXv3nj17dvv27YmJCdglA98WS01QB47cR/7VswF2ENOOxiwUIE/KBggX4s1V+fQKKzhwsei66I0rv0EAex9Ho1eUZIaHCmOXqA+KGq5ol3q39hGXywFCF4HG8pPSgEKpcHVxjVBwGQcm6nkXvXL5tfQWBjikCIczzGI8WJ7R1PRk6LmxLXRY77zsmNage8Gvo8JI6mDUhQ1Ak9p424UNkCeFXQSuimZPTrh3gYbBTqwgBYXodZVfD8DeIiww7MVYJnlIRN2Afgob6SqGB0R06cWk+3wsVXVWQhdXAFoOdkWGU8j2LnRD6BXKrwRw4EY6hGGD8UjAHH5W3kgaENGlD5N6VX7SogFDaw9ZFFqIrpfekM1zEMCoCHs30gLDCGMXyUOrvd0vS6B18rZUGODq4g0Y8kld2WYDRkKUW4huCL3s5pktvx6AwzfS6Bc8KMaUZNcee6gEz5A94cAWEoBnofMWCmDPvGhA5ZOiVMiHIQFDK5e3EQIIXS+93vIrAcwWYZZhdD+MSDbnTUkWkN4mQgtPrSAfBnYpHyCfdpIV9DaEFj2sQvRaiAR6bfkNBTiaYRfGtCBvKXWvGV1F+lMYw5ogMCCiSwWT/s13MY1CHujhbneitoBoyWULbzS9EsB0I+1i2FuNzQXUuuW61FEXvCJ6gaglMGA3+E9/mjfh0LZYVFxjegMquRAYYBt7ux49Fs02lDW/XHW99LKbZz/AIQzTUixsqinG201eB7MBIS3hXaID0HkKp822bCtR5yN0aeGNoDcIYIFhWoopwy6SE9hJW0BeY0MKKLqo8LrojQc4nGEXxohkF880ZssLXbvr0LTQXBUN8E4RN6Zt7FWahlt/EdEYturSwhtBbxDAAsMyxpRkCzNLdZIgLzYhXJUPSJIFHe7i1oVuBL2hALsYFjBGJLMwJ/VOyEbQYUl9E0IA0uFCtxC9BQC2GO/6rUCMKckJ6QjRpLGHKKs0ycIIrjErOf/tIJfPEQ5edOWnVqUA/sNXig3G9Ek1y7OMd1LSqIg1NsutBaRk4Y0HGDFMMYYFGZZly7PAdlLSSIv6nHJrMWELbyF6IwFmMRZIhhgjpJOStp6Q4b3cxqFbFmCIsUAy0p+cBpjrpKSSYi0tIEC5jUO3GoCjSRZ4TkoaOXmtXi231QNshUiWkd6VlLQlJONq/1IVt1bVA4y0EwhdFWpJShpduRxeObFIe/bs2VGr1Xb2XuiSBpTnpKQeSjB8j1Sr1XY0Go3+/+9272ZMShqU+u/2RqPxH/AHHKrPC7nmAAAAAElFTkSuQmCC" width="213" /><span style="font-size: small;"><b> </b></span><img alt="" height="320" 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" width="213" /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-79411223964371859842011-10-25T11:23:00.002+02:002011-10-25T11:33:31.007+02:00Obbligo di catene da neve o pneumatici invernali<span class="Apple-style-span" style="background-color: #7c2230; font-family: Arial, serif;"></span><br />
<span class="Apple-style-span" style="background-color: #7c2230; font-family: Arial, serif; font-size: 10px; line-height: 10px;"></span><br />
<h1 style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #005295; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
<span class="Apple-style-span" style="font-family: Arial, serif; font-size: xx-small;"><span class="Apple-style-span" style="line-height: 10px;"><br /></span></span></h1>
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<span class="Apple-style-span" style="background-color: #7c2230; font-family: Arial, serif; font-size: 10px; line-height: 10px;"><img alt="Catene da neve" src="http://img.poliziadistato.it/catene.jpg" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 5px; padding-top: 0px; vertical-align: baseline;" /></span></div>
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<span class="Apple-style-span" style="color: yellow; font-family: Arial, serif; font-size: xx-small;"><span class="Apple-style-span" style="line-height: 10px;"><b><br /></b></span></span></div>
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<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">E' stata completata la mappatura della rete viaria nazionale interessata dalla </span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">prescrizione di cui all'art. 6 comma 4 lettera e) del Codice della strada così come </span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">modificato per effetto della Legge nr. 120 del 29 luglio 2010 ("Disposizioni in materia</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">di sicurezza stradale").</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">Gli enti proprietari o gestori della strada possono ora disporre, mediante ordinanza, </span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">l'obbligo per i veicoli di munirsi od avere a bordo mezzi antisdrucciolevoli o </span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">pneumatici invernali idonei alla marcia su neve o su ghiaccio.</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">Le ordinanze permettono agli enti citati, ovvero al sindaco all'interno dei centri</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">abitati, di poter disporre, ove ragioni di sicurezza lo richiedano, di uno strumento di</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">regolamentazione cui far ricorso, per fluidificare la circolazione ed evitare blocchi,</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">non solo quando vi siano concrete previsioni di criticità meteorologiche per neve o</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">ghiaccio, ma anche quando tale situazione è solo astrattamente prevedibile.</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">Le nuove disposizioni, inoltre, permettono agli organi di polizia stradale, cui</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">compete la verifica dell'osservanza delle ordinanze lungo le tratte stradali e nei</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">periodi indicati dalle prescrizioni, di controllare la presenza a bordo del veicolo</span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">delle catene o la dotazione dei pneumatici invernali e, in caso di mancanza, di </span></b></span><br />
<span class="Apple-style-span" style="color: yellow; font-family: 'Trebuchet MS', sans-serif;"><b><span class="Apple-style-span" style="line-height: 10px;">applicare la sanzione pecuniaria prevista (da 80 a 318 euro)</span></b></span><br />
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<table border="0" cellpadding="1" cellspacing="1" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-collapse: collapse; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-size: 13px; line-height: 1.2em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline; width: 400px;"><tbody style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><strong style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Regione</strong></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; text-align: center; vertical-align: top;"><strong style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Ordinanza</strong></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><b><span class="Apple-style-span" style="color: yellow;">Abruzzo</span></b></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanza catene Abruzzo" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Abruzzo.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><b><span class="Apple-style-span" style="color: yellow;">Basilicata</span></b></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Basilicata" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Basilicata.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><b><span class="Apple-style-span" style="color: yellow;">Calabria</span></b></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanza catene 2011 calabria" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Calabria.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Campania</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanza catene campania" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Campania.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Emilia Romagna</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanza catene emilia romagna" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Emilia%20Romagna.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Lazio</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Lazio" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Lazio.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Liguria</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Liguria" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Liguria.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Lombardia</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Lombardia" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Lombardia.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Piemonte</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Piemonte" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Piemonte.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Toscana</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Toscana" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Toscana.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Trentino</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Trentino" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Trentino%20AA.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Umbria</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Umbria" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Umbria.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Valle d'Aosta</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Aosta" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Aosta.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a></td></tr>
<tr style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><span class="Apple-style-span" style="color: yellow;"><b>Veneto</b></span></td><td style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; height: 50px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 3px; padding-top: 0px; vertical-align: top;"><a alt="Ordinanze Catene 2011_12 - Veneto" href="http://img.poliziadistato.it/docs/Ordinanze%20Catene%202011_12%20-%20Veneto.pdf" rel="popup" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 13px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: underline; vertical-align: baseline;"><span class="Apple-style-span" style="color: orange;">Ordinanza in formato pdf</span></a><br />
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<span class="Apple-style-span" style="color: blue;"><b>Fonte: Polizia dello stato</b></span></td></tr>
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</span><span class="Apple-style-span" style="background-color: #7c2230; font-family: Arial, serif;"></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-24882003377591331012011-10-25T10:27:00.003+02:002011-10-25T10:27:34.562+02:00Pneumatici importati illegali<span class="Apple-style-span" style="background-color: white; font-family: arial, sans-serif; line-height: 18px;"></span><br />
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<span class="Apple-style-span" style="font-size: large;">Allarme ETRMA: il 10% delle gomme importate ancora illegali</span></h4>
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<span class="Apple-style-span" style="color: yellow;"><b>Nessuna buona nuova. Lo scorso marzo l’associazione europea dei produttori di pneumatici, aveva denunciato, dopo accurati test, la non conformità dell’11% delle gomme presenti sul territorio europeo relativamente agli oli ad alto contenuto di idrocarburi policiclici aromatici. L’appello è caduto nel vuoto. Al termine del secondo giro di test infatti, l’ETRMA (European Tyre and Rubber Manufacturers' Association) conferma la diagnosi: il 10% delle gomme testate, tutte d’importazione, sono risultate non conformi.</b></span></div>
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<span class="Apple-style-span" style="color: yellow;"><b>Il secondo round di test è stato eseguito tra aprile e settembre 2011 su un campione di 94 pneumatici prelevati sul mercato e disponibili pertanto ai consumatori in 11 paesi UE. Le gomme prelevate sono state prodotte tra la fine del 2010 e il 2011 in 50 fabbriche situate in 11 diversi paesi. I marchi analizzati sono stati 51, 31 dei quali non presi in esame nella prima sessione di test. Ebbene, il 10% dei prodotti contengono ancora livelli di PAH vietati dalla legislazione europea REACH e risultano pertanto venduti illegalmente. Gli idrocarburi policiclici aromatici (Poly-Aromatic-Hydrocarbons – PAH) sono un gruppo di oltre 100 sostanze chimiche, 8 delle quali anche cancerogene, che sono state bandite dal regolamento europeo REACH per i pneumatici prodotti dopo il 1° gennaio 2010 e destinati al mercato UE. Tra i marchi risultati non conformi appaiono per le gomme vettura Linglon, Fullway e Fullrun, tutte importate dalla Cina; per le gomme autocarro ci sono i marchi Torque, Chengshan, Boto e Austone, anche queste tutte gomme cinesi; infine per il settore moto il prodotto fuori norma è Golden Tyre, proveniente dalla Tailandia.</b></span></div>
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<span class="Apple-style-span" style="color: yellow;"><b>Alcune delle gomme non conformi, non avevano superato i test già a marzo, confermando così il persistere di un comportamento illecito, afferma ETRMA. Inoltre un’azienda ha dimostrato di operare sistematicamente in non conformità: 5 pneumatici di 4 diversi brand, sia vettura che autocarro, sono stati testati e tutti risultano superare i limiti del regolamento europeo. Il secondo round di test ha preso in esame anche pneumatici autocarro, vettura estivi e invernali, moto e agro. I dati dei test sono stati inoltre confermati anche da un secondo laboratorio di prova, certificato e indipendente, al cui esame ETRMA ha sottoposto i prodotti non conformi.</b></span></div>
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<span class="Apple-style-span" style="color: yellow;"><b>“I risultati dei test e tutti i rapporti di prova sono stati consegnati alle autorità nazionali e comunitarie”, ha affermato Francesco Gori, Presidente dell’associazione. “Un altro 10% di prodotti non conformi sul mercato significa che ci sono produttori e importatori che non si preoccupano della legislazione europea”. Non solo, la persistente presenza di prodotti illegali relativamente agli oli aromatici, fa temere che possa essere vanificata anche tutta quella serie di provvedimenti legislativi che, a livello europeo, stanno entrando in vigore per il settore. “ETRMA è preoccupata, perché gli sforzi della sorveglianza, a livello europeo, si sono dimostrati insufficienti per evitare l’importazione di questi prodotti”, ha aggiunto Fazilet Cinaralp, Segretario Generale dell’associazione. “Questo potrebbe compromettere l’efficacia delle regole che entreranno prossimamente in vigore, come ad esempio la legislazione sull’etichettatura che diventerà obbligatoria nel 2012. Non rispettare la legislazione sul labelling potrebbe significare infatti ingannare i consumatori, vendendo prodotti con caratteristiche e performance inferiori a quelle previste.” Oltre a penalizzare – aggiungiamo noi - i produttori che operano nella legalità e investono per la sicurezza e la qualità dei prodotti e della produzione.</b></span></div>
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<span class="Apple-style-span" style="color: yellow;"><b>Il presidente Gori ha concluso la presentazione dei dati allarmanti, che riportiamo di seguito, con un appello: “L’ETRMA e i suoi membri (Apollo Vredestein, Bridgestone Europe, Cooper Tires, Continental, Goodyear Dunlop Tires Europe, Hankook, Marangoni, Michelin, Mitas, Nokian Tyres, Pirelli e Trelleborg Wheel Systems) hanno sostenuto l’intera gamma di regolamenti comunitari che disciplinano l’industria del pneumatico. Questi regolamenti hanno richiesto importanti investimenti da parte delle aziende associate. Pertanto chiediamo che venga preso urgentemente in considerazione un programma chiaro, coerente e coordinato di sorveglianza del mercato, che assicuri parità di condizioni per tutti i produttori di pneumatici. Le leggi, se non hanno un follow up e un’applicazione efficaci, sono dannose”.</b></span></div>
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<img alt="" complete="true" height="1" src="http://www.pneusnews.it/fileadmin/pdf/Lucia/etrma_updated_111021.JPG" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="1" /><img alt="" complete="true" height="274" src="http://www.pneusnews.it/fileadmin/pdf/Lucia/etrma_updated_111021.JPG" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="545" /> </div>
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<i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="Apple-style-span" style="color: yellow;">Fonte: ETRMA</span></i></div>
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<i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="Apple-style-span" style="color: yellow;">Nota: Il codice della fabbrica viene assegnato dall’americana NHTSA e può essere verificato in questo sito: <a href="http://www.nhtsa.gov/cars/rules/manufacture/index.html" style="font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">http://www.nhtsa.gov/cars/rules/manufacture/index.html</a></span></i></div>
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<i><span class="Apple-style-span" style="color: blue;"><b>Fonte:pneusnews.it</b></span></i></div>
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</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-57316331019707500462011-10-14T09:29:00.000+02:002011-10-14T09:29:03.600+02:00<span class="Apple-style-span" style="background-color: white; font-family: arial, sans-serif; line-height: 18px;"></span><br />
<h4 style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: bold; line-height: 1.3; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px;">
<span class="Apple-style-span" style="color: yellow; font-size: large;">Gli analisti prevedono una "stagione forte" per i pneumatici invernali</span></h4>
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<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2Fsnowtracks.jpg&width=500m&height=500&bodyTag=%3Cbody%20bgColor%3D%22%23ffffff%22%3E&wrap=%3Ca%20href%3D%22javascript%3Aclose%28%29%3B%22%3E%20%7C%20%3C%2Fa%3E&md5=3a72f2c0532fdc6e367f4fbadcdc797e" style="font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><span class="Apple-style-span" style="color: yellow; font-size: large;"><img alt="" border="0" height="157" src="http://www.pneusnews.it/uploads/pics/snowtracks.jpg" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="" width="200" /></span></a><div class="news-single-imgcaption" style="height: auto; line-height: 1.4; margin-bottom: 5px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px; width: 220px;">
<span class="Apple-style-span" style="color: yellow; font-size: large;">Il trend della domanda di gomme invernali in Europa, secondo gli analisti finanziari della Deutsche Bank, è destinato a crescere ulteriormente a breve e medio termine</span></div>
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<span class="Apple-style-span" style="color: yellow; font-size: large;">Il tema molto attuale dei pneumatici invernali ha catturato l’attenzione anche degli analisti finanziari, che prevedono che la prossima sarà una “stagione molto forte” per l’industria. Le gomme invernali rappresentano il 20% del mercato del ricambio in Europa, con circa 60 milioni di pezzi venduti, di cui il 45% solo in Germania (27 milioni di gomme). Secondo una ricerca condotta dagli analisti finanziari della Deutsche Bank, il trend della domanda di questo prodotto ad alto margine dovrebbe continuare a crescere. Da un lato infatti, dopo l’inverno particolarmente rigido dello scorso anno, gommisti e distributori si sono ritrovati con le scorte molto basse. Dall’altro sono entrate in vigore in vari paesi delle normative che prescrivono l’uso di questo equipaggiamento: in Germania, già due anni fa, in Italia dall’anno scorso, con ordinanze locali, e in Francia, a quanto pare, prossimamente.</span></div>
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<span class="Apple-style-span" style="color: yellow; font-size: large;">In questo segmento Continental gioca un ruolo chiave in Europa, dove è leader di mercato con una quota che la Deutsche Bank stima del 30%. Seguono Michelin e Goodyear con il 20% circa, Nokian Tyres con il 17% e Pirelli con il 10%.</span></div>
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<img alt="" complete="true" height="413" src="http://www.pneusnews.it/fileadmin/pdf/Lucia/pneumatici_invernali_europa_DB.JPG" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="506" /></div>
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<i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Fonte: Deutsche Bank</i></div>
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</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-56317570962093314322011-10-10T17:14:00.002+02:002011-10-10T18:15:33.882+02:00Scorpion Trail offerta pneumatici<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Offerta pneumatici Scorpion Trail!! Set completo a soli 200,00 € compreso di spedizione</b></span><br />
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<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Direttamente a casa vostra senza alcuna spesa aggiuntiva. </b></span><br />
<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Pagamenti sicuri con PayPal</b></span><br />
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<span class="Apple-style-span" style="color: yellow; font-size: large;"><b>Per ulteriori dettagli del prodotto visita questa pagina:</b></span></div>
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<a href="http://boxgomme.blogspot.com/2011/02/scorpion-trail-per-iron-man.html"><span class="Apple-style-span" style="color: red;">http://boxgomme.blogspot.com/2011/02/scorpion-trail-per-iron-man.html</span></a></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-91024389044482311612011-10-06T11:27:00.001+02:002011-10-06T11:32:02.586+02:00Pneumatici invernali!!! Offerta Set completi 4 gomme<b><span class="Apple-style-span" style="color: orange; font-size: large;">Per essere preparati all'inverno e alle condizioni difficili del manto stradale!!</span></b><br />
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<b><span class="Apple-style-span" style="color: orange; font-size: large;"><br /></span></b><br />
<b><span class="Apple-style-span" style="color: orange; font-size: large;">Offriamo set completi di 4 coperture invernali (DOT 2011) di vari marchi premium e prodotti al top delle prestazioni per un inverno sicuro, a prezzi imbattibili.</span></b><br />
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<b><span class="Apple-style-span" style="color: orange; font-size: large;">Per maggiori informazioni visitate il nostro sito <a href="http://www.boxgomme.it/">www.boxgomme.it</a> e cercate tra le OFFERTISSIME.</span></b><br />
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<b><span class="Apple-style-span" style="color: orange; font-size: large;">Se non trovate la misura desiderata o per maggiori informazioni non esitate a <a href="mailto:infoboxgomme@gmail.com">contattarci</a> per avere un'offerta personalizzata.</span></b><br />
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<b><span class="Apple-style-span" style="color: orange;">Ecco un esempio dell'offerta X4!!!</span></b><br />
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<span class="Apple-style-span" style="background-color: white;"></span><br />
<table border="0" cellpadding="0" cellspacing="10px" id="table23"><tbody>
<tr><td valign="top" width="10%"><div style="margin-bottom: 10px; margin-left: 15px; margin-right: 20px; margin-top: 10px;">
<a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET195651591TWRG2"><img border="0" src="http://www.boxgomme.it/Database/Catalogo/ImmaginiPrecaricate/setwr2.jpg" width="120" /></a></div>
</td><td colspan="2" style="border-bottom-color: rgb(192, 192, 192); border-bottom-style: dotted; border-bottom-width: 1px;" valign="top" width="90%"><table border="0" cellpadding="0" cellspacing="3" id="table24"><tbody>
<tr><td colspan="2" width="100%"><div style="margin-bottom: 5px;">
<span class="titolo_datitecnici" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>Dati tecnici del pneumatico</b></span><br />
<span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>IL PREZZO E' TUTTO COMPRESO E RIFERITO A 4 PNEUMATICI</b></span></div>
</td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>pneumatico</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>NOKIAN - Set(x4) - 195/65R15 91T WR G2</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>larghezza</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>195</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>profilo</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>65</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>diametro</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>15</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>produttore</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>NOKIAN</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>tipo di veicolo</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>VETTURA</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>indice di carico</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>91</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>indice di velocità</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>T</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>periodo</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>I</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>codice</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>SET195651591TWRG2</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>disponibilità</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>Spedizione immediata</b></span></td></tr>
<tr><td valign="top" width="40%"></td><td valign="top" width="60%"></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>Prezzo di listino</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>400,00 €</b></span></td></tr>
<tr><td valign="top" width="40%"><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>Sconto effettivo applicato</b></span></td><td valign="top" width="60%"><span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b>27,49%</b></span></td></tr>
<tr><td width="40%"><div style="margin-bottom: 15px;">
<b><span class="titdati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"></span></b></div>
</td><td align="right" width="60%"><div style="margin-bottom: 15px;">
<span class="dati_schedaProdotti" style="color: yellow; font-family: Tahoma, Arial, Verdana; text-decoration: none;"><b><a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET195651591TWRG2" target="_blank"></a><br /><a href="http://www.boxgomme.it/Scheda_Prodotto.asp?IdCat=ROOT&IdContenuto=SET195651591TWRG2"></a></b></span></div>
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<tr><td align="right" valign="top"></td><td valign="bottom"></td><td align="right" valign="bottom"><b><span class="Apple-style-span" style="color: yellow;"><span class="prezzo_schedaProdotti" style="font-family: Arial; text-decoration: none;">290,03 €</span><span class="sottotitolo_boxProdotti" style="font-family: Tahoma, Arial, Verdana; text-decoration: none;">(cadauno)<br />I prezzi visualizzati sono inclusi di iva, di spese di spedizione e contributo ambientale DM.82 11/04/11 art.5 c.4 .</span></span></b><br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-60238011589633209132011-09-28T08:35:00.000+02:002011-09-28T08:35:17.040+02:00Test pneumatici invernali 2011<span class="Apple-style-span" style="background-color: white;"></span><br />
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<tr><td style="padding-bottom: 8px; padding-top: 6px;"><img src="http://www.tcs.ch/main/it/home/auto_moto/tests/reifen.ImageText..UG5ldW1hdGljaSBpbnZlcm5hbGkgMjAxMQ==.TITRE1.002E74.FFFFFF...gif" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial;" /></td><td align="right" style="padding-bottom: 8px; padding-top: 6px;" valign="bottom"><a href="http://www.tcs.ch/main/it/home/auto_moto/tests/reifen.html#" style="color: black; text-decoration: none;"><img border="0" src="http://www.tcs.ch/global/images/composants/icone_imprimante.gif" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial;" /></a></td></tr>
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<tr><td valign="top"><img height="152" src="http://www.tcs.ch/main/it/home/auto_moto/tests/reifen.ZoneContenu.0009.ImagePicHeading.gif" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial;" width="228" /></td></tr>
<tr><td><table cellpadding="0" cellspacing="0" style="border-bottom-color: rgb(193, 192, 192); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(193, 192, 192); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(193, 192, 192); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(193, 192, 192); border-top-style: solid; border-top-width: 0px; padding-bottom: 1px; padding-left: 1px; padding-right: 1px; padding-top: 1px; width: 228px;"><tbody>
<tr><td class="tcs_style_text3" style="color: #c1c0c0; font-family: Verdana; font-size: 9px;" width="228">Sono in particolare stati esaminati il comportamento su fondo stradale bagnato, asciutto, innevato e ghiacciato. Si è anche proceduto a controllare gli pneumatici per quanto riguarda il rumore, il consumo di carburante e l’usura.</td></tr>
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<tr><td class="tcs_style_text5" style="font-family: Verdana; text-align: left;"><b><span class="Apple-style-span" style="color: yellow;">Emmen, 22 settembre/2011</span></b></td></tr>
<tr><td class="tcs_style_text5" style="font-family: Verdana; padding-right: 5px; text-align: left; word-wrap: break-word;"><b><span class="Apple-style-span" style="color: yellow;">Nell’ambito del consueto test sugli pneumatici invernali, il TCS ha esaminato in tutto 30 gomme delle due dimensioni. Risultato: in entrambe le dimensioni, il consumatore ha a disposizione complessivamente 27 prodotti “molto consigliati” e “raccomandabili”. Inoltre, ancora una volta il test ha dimostrato che i produttori affermati occupano le prime posizioni.</span></b></td></tr>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana; font-weight: bold;" valign="top"><span class="Apple-style-span" style="color: yellow;">In testa alla classifica della dimensione 175/65 R14T, adatta soprattutto per piccole vetture (per es. Ford Fiesta), figurano con il voto “molto consigliato” gli pneumatici Continental (ContiWinterContact TS800), Michelin Alpin A4 e Dunlop (SP WinterResponse).</span></td></tr>
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<span class="Apple-style-span" style="color: yellow;"><br /><b>Questo sulla base delle buone prestazioni in tutte le discipline rilevanti dal profilo della sicurezza: viaggiare su fondo asciutto e bagnato, come pure su neve e ghiaccio. Inoltre, il modello Continental ha ottenuto il miglior voto sulla neve e per quanto riguarda il consumo di carburante. Il prodotto della casa Michelin ha convinto per le migliori prestazioni di percorrenza.<br /><br />Anche nelle 10 gomme “raccomandabili” il consumatore dispone comunque di una vasta scelta, nonostante alcuni aspetti negativi da prendere in considerazione: per Goodyear UltraGrip sono state constatate lievi carenze sulla neve, Semperit Master-Grip non ha convinto del tutto sul fondo stradale asciutto e Maloya Davos ha perso un po’ di lustro a causa delle sue caratteristiche sul fondo bagnato. I seguenti pneumatici non hanno ottenuto punti addirittura in due criteri: ESA-Tecar Supergrip 7 su fondo asciutto e bagnato, Vredestein Snowtrac 3 ed Eskimo S3+ su fondo bagnato e innevato, come pure Uniroyal MS plus 6 su fondo asciutto e innevato, Firestone Winterhawk 2 EVO su fondo bagnato e ghiacciato, nonché Pirelli Winter 190 Snowcontrol Serie 3 su fondo asciutto e dal profilo dell’usura.<br /><br />La gomma Ceat Formula Winter ha denotato lievi lacune su tutte le condizioni di fondo stradale; unicamente il consumo di carburante e l’usura sono stati impeccabili. Soltanto il prodotto Falken Eurowinter HS439, a causa del cattivo risultato sulla neve, ha ottenuto la menzione “consigliato con riserva”.</b></span></div>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana;" valign="top"><span class="Apple-style-span" style="color: yellow;"><b>Test complementari per l'inverno</b></span></td></tr>
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<span class="Apple-style-span" style="color: yellow;"><b>Troverete più risultati sui test di altre dimensioni nell'info-guida «Pneumatici invernali 2011». </b></span></div>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana;" valign="top"><span class="Apple-style-span" style="color: yellow;"><b>I risultati della dimensione 175/65 R14T</b></span></td></tr>
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<span class="Apple-style-span" style="color: yellow;"><b>Marca e valutazione TCS</b></span></div>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana; font-weight: bold;" valign="top"><span class="Apple-style-span" style="color: yellow; font-size: large;">Video sugli pneumatici invernali</span></td></tr>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana;" valign="top"><b><span class="Apple-style-span" style="color: yellow;">Nella dimensione 195/65 R15T, dei complessivi 16 pneumatici esaminati, sei sono stati giudicati “molto consigliati” e otto “raccomandabili”.</span></b></td></tr>
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<b><span class="Apple-style-span" style="color: yellow;"><br />Anche per quanto riguarda una fra le gomme più diffuse in Svizzera, in uso per automobili quali Peugeot 307 o VW Golf, si impongono le case rinomate Continental, Goodyear, Semperit, Dunlop, Michelin e Pirelli. Tutto ciò a causa di buoni risultati in tutti i test di sicurezza rilevanti. Alcuni prodotti ottengono addirittura il voto più alto: Goodyear Ultragrip 8 sul fondo stradale bagnato, Semperit Speed-Grip 2 nel consumo di carburante e Michelin Alpin A4 per quanto riguarda l’usura.<br /><br />Nel gruppo di otto pneumatici “raccomandabili”, in test figura Nokian WR D3, nonostante lievi carenze sul fondo stradale bagnato. Pure a causa di piccole lacune sul fondo bagnato, la gomma di Kleber e Barum è stata declassata nel gruppo “raccomandabile”. I prodotti di Vredestein, Kumho, Bridgestone e il GT Radial hanno dovuto accontentarsi soltanto della valutazione mediana, a causa di carenze su fondo stradale asciutto (Vredestein), per prestazioni meno buone sulla strada bagnata e per l’usura (Kumbo), per problemi sul fondo bagnato e ghiacciato (Bridgestone) e per via di difetti su fondo stradale bagnato e asciutto, come pure sulla neve (GT Radial).<br /><br />Come anche nella dimensione più piccola, la gomma di Falken (Eurowinter HS439) ha ottenuto soltanto la menzione “consigliato con riserva”. Fanalino di coda, con il voto “non consigliato”, risulta lo pneumatico Trayal Artica, a causa dei cattivi risultati sul fondo stradale bagnato, asciutto, ma anche viaggiando sulla neve e sul ghiaccio. Ha inoltre registrato i valori più elevati per quanto riguarda il consumo e il rumore. </span></b></div>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana;" valign="top"><b><span class="Apple-style-span" style="color: yellow;">Inchiesta pneumatici</span></b></td></tr>
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<b><span class="Apple-style-span" style="color: yellow;"><br />Il TCS vi sarà riconoscente per informazioni sull'acquisto e sul prezzo dei vostri pneumatici. Le vostre informazioni aiuteranno a migliorare i criteri di test rendendoli più adeguanti alle vostre esigenze.</span></b></div>
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<tr><td class="tcs_style_titre6" style="font-family: Verdana;" valign="top"><b><span class="Apple-style-span" style="color: yellow;">I risultati della dimensione dimensione 195/65 R15T</span></b></td></tr>
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<b><span class="Apple-style-span" style="color: yellow;">Marca e valutazione TCS</span></b></div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-53706309723079668.post-82289501846331659042011-09-27T15:58:00.003+02:002011-09-27T15:58:43.787+02:00<span class="Apple-style-span" style="background-color: white; font-family: arial, sans-serif; line-height: 18px;"><h4 style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: orange; font-weight: bold; line-height: 1.3; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px;">
Tecnica assetto: gli angoli caratteristici delle ruote</h4>
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27.09.2011</h5>
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<a href="http://www.pneusnews.it/index.php?eID=tx_cms_showpic&file=uploads%2Fpics%2FCassano_angoli_200_01.JPG&width=500m&height=500&bodyTag=%3Cbody%20bgColor%3D%22%23ffffff%22%3E&wrap=%3Ca%20href%3D%22javascript%3Aclose%28%29%3B%22%3E%20%7C%20%3C%2Fa%3E&md5=ca7a451316597212b654800da710de5a" style="font-weight: bold; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="thePicture"><img alt="" border="0" height="143" src="http://www.pneusnews.it/uploads/pics/Cassano_angoli_200_01.JPG" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="" width="200" /></a><div class="news-single-imgcaption" style="height: auto; line-height: 1.4; margin-bottom: 5px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px; width: 220px;">
Gli angoli caratteristici della geometria delle ruote vengono impostati dai progettisti per assicurare al veicolo stabilità, direzione, tenuta di strada e corretto consumo dei pneumatici</div>
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La copertina del libro “Pneumatici e assetto ruote” di Massimo Cassano, edito da Hoepli</div>
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<b>Pubblichiamo di seguito la prima parte di un approfondimento tecnico sugli angoli caratteristici delle ruote, estrapolato dal libro “Pneumatici e assetto ruote” di Massimo Cassano, edito da Hoepli. Il tema, di grande interesse per i gommisti, verrà trattato in due parti. Pubblichiamo oggi la prima: generalità sull’assetto ruote, la campanatura (camber) e la convergenza (Toe in). Proseguiremo nella prossima PneusNewsletter con: l’incidenza (caster) e l’inclinazione del perno fuso.</b></div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Generalità sull'assetto ruote</b></div>
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<b>Per assetto ruote si intende l’insieme degli angoli caratteristici della geometria ruote che determinano la posizione e l’impronta a terra di quest’ultime rispetto al piano longitudinale del veicolo, al piano trasversale e longitudinale dell’asse di sterzata e rispetto all’asse di simmetria. Gli angoli caratteristici, misurati in gradi angolari e minuti primi, sono impostati dai progettisti allo scopo di assicurare al veicolo stabilità e direzione, tenuta di strada e corretto consumo dei pneumatici.</b></div>
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<b>Per l’assale posteriore esistono la campanatura, la convergenza, l’angolo di spinta. Per l’asse anteriore gli angoli sono la convergenza, la campanatura, l’incidenza, l’inclinazione del perno fuso, l’angolo incluso, gli angoli di sterzata. Per assi di simmetria invece si intendono le distanze geometriche che determinano la quadratura del telaio ed il corretto parallelismo degli assali. Tali distanze lineari, espresse in millimetri, sono il passo, la carreggiata, il disassamento, lo scostamento laterale.</b></div>
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<b>E’ opportuno ricordare che prima della regolazione degli angoli caratteristici bisogna verificare lo stato di usura dei componenti meccanici dell’avantreno (bracci oscillanti, cuscinetti, scatola sterzo, snodi sferici). Forti deterioramenti di questi elementi non consentono una precisa regolazione dell’assetto. Molle ed ammortizzatori scarichi, inoltre comportano un andamento dinamico del veicolo tutt’altro che soddisfacente, anche in presenza di un corretto assetto geometrico. Le variazioni dei valori possono essere, in tal caso anche consistenti.</b></div>
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<b>Gli angoli caratteristici delle ruote sono facilmente rilevabili tramite banchi prova costituiti da una unità centrale (computer), da quattro staffe o griffe che si applicano sui cerchi ruote e su cui vengono successivamente installati quattro rilevatori o proiettori. All’interno di questi componenti dei sensori elettronici molto sofisticati a microprocessore elaborano i dati tecnici e li inviano al computer. Il tecnico ha poi la possibilità di interpretarli tramite la visualizzazione sul monitor. La trasmissione dei dati da un rilevatore all’altro avviene solitamente per mezzo di telecamere all’infrarosso con la tecnologia del CCD (Carge Coupled Device), elementi fotoaccoppiati a carica.</b></div>
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<b>Altri modelli di assetti ruote possono essere del tipo a radio frequenza, con tecnica tridimensionale, a raggi laser e con trasmissione a cordini elastici. Per mezzo di quest’ultimi si effettua però una misura meccanica anziché elettronica e ciò può comportare sicuramente una minor precisione dei dati rilevati. Inoltre eventuali sbalzi repentini della temperatura ambiente influenza oltre modo le operazioni tecniche eseguite con tale metodo.</b></div>
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<b>La campanatura è l’angolo di inclinazione verticale delle ruote, guardando il veicolo frontalmente. Può essere positiva (es. +1°00’), quando cioè la parte superiore della ruota è inclinata verso l’esterno del veicolo, negativa (es. –1°00’), quando cioè la parte superiore della ruota è inclinata verso l’interno del veicolo, nulla, cioè uguale a zero gradi (es. 0°00’), quando la ruota non è inclinata né verso l’interno, né verso l’esterno.</b></div>
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<b>La campanatura è un angolo fondamentale, in quanto da esso derivano importanti funzioni che il veicolo deve svolgere, tra le quali la <span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">tenuta di strada</span>, sia in rettilineo che in curva, la corretta sterzatura, il corretto consumo dei pneumatici. Dal punto di vista della direzionalità del veicolo è opportuno ricordare che quest’angolo deve essere più o meno uguale sulle due ruote dell’asse anteriore, in quanto una differenza incrociata tra le due ruote di oltre 0°30’ provocherebbe una deviazione dalla marcia rettilinea. In questo caso il veicolo devierà dalla parte della ruota con inclinazione positiva. Se invece entrambe le ruote hanno un valore positivo, le forze laterali si compensano e si annullano a vicenda.</b></div>
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<b>Dal punto di vista della corretta <span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">usura dei pneumatici</span>, la campanatura è un angolo fondamentale, quasi quanto la convergenza. Infatti un valore troppo negativo provoca un’usura interna del battistrada, un valore troppo positivo un’usura esterna. Ciò è dovuto alla non perpendicolarità della ruota e del suo piano di appoggio sulla superficie stradale. Bisogna quindi ricercare un giusto compromesso, soprattutto in fase di progettazione.</b></div>
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<b>I progettisti sempre più spesso preferiscono impostare il camber a valori estremamente negativi (es. –1°00’), per trarne un’ottima tenuta di strada in curva, anche a velocità elevate. Ciò avviene perché inclinando le ruote all’interno del veicolo si abbassa sensibilmente il baricentro, si allarga di qualche millimetro la carreggiata e di conseguenza si genera una resistenza ed una opposizione al ribaltamento del veicolo, soprattutto quando quest’ultimo marcia ad una velocità sostenuta. Come svantaggi di questa impostazione, si avranno usure precoci dei pneumatici, anche dopo un breve chilometraggio (es. 15.000 km).</b></div>
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<b>In fase di manutenzione pratica in officina, trovandosi di fronte ad una campanatura ai valori normali della casa, però allo stesso tempo con delle irregolarità di usura dei pneumatici, si può ovviare impostando il valore di convergenza totale con segno opposto a quello della campanatura. In termini pratici, se quest’ultima è positiva la convergenza dovrà essere negativa, se il camber è negativo, la convergenza dovrà essere positiva.</b></div>
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<b>Un altro metodo pratico per cercare di compensare il problema è la rotazione più frequente dei pneumatici, soprattutto se l’autoveicolo e di grossa cilindrata e di un certo peso. A proposito di quest’ultimo, la campanatura è molto influenzabile dal peso statico della vettura e dal carico in essa contenuto. In accelerazione, frenata e sterzata del veicolo, le sospensioni ed i relativi gommini e silent block subiscono notevoli sollecitazioni, con l’insorgenza di forze laterali e trasversali che possono modificare il valore di campanatura. Inoltre il fenomeno dell’elastocinematica, cioè il movimento strutturale delle sospensioni a veicolo in marcia, contribuisce oltre modo alle possibili variazioni di inclinazione.</b></div>
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<b>E’ opportuno a tale scopo tenere sempre efficienti gli organi meccanici strettamente connessi con quest’angolo. Ad esempio gli ammortizzatori e le molle scariche determinano degli spostamenti più o meno consistenti, a seconda dell’entità di inefficienza. Il gioco dei cuscinetti e del fusello, inoltre, non deve essere eccessivo. I bracci trasversali inferiori ed i relativi gommini non devono presentare usure, deterioramenti o deformazioni.</b></div>
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<b>Chilometraggi eccessivi del veicolo generano delle flessioni della scocca-telaio, dovute a cedimenti strutturali dei punti nevralgici della carrozzeria, con variazioni notevoli degli angoli di camber. L’angolo di campanatura (espresso in gradi angolari e minuti primi), è facilmente misurabile ed in maniera completamente automatica con tutti i moderni banchi prova assetto ruote. Viene inoltre sempre regolato prima della convergenza. E’ consigliabile prima della misura, la verifica e l’eventuale regolazione della pressione di gonfiaggio, per livellare le altezze di assetto da terra fino alla scocca.</b></div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">La convergenza (Toe in)</b></div>
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<b>La convergenza è l’angolo orizzontale delle ruote, osservando il veicolo frontalmente. Viene misurata rispetto al piano longitudinale del veicolo. Vi è in pratica una chiusura delle ruote se esiste una convergenza (es. +1,0 mm), un’apertura delle ruote se esiste una divergenza (es. –1,0 mm), un perfetto parallelismo se non esiste un’apertura, né una chiusura. In questo caso vi è un valore nullo, cioè una convergenza uguale a zero (es. 0,0 mm).</b></div>
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<b>L’angolo di convergenza è il più importante per quanto concerne il corretto <span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">consumo dei pneumatici</span>, sia anteriori che posteriori, pertanto, per quanto semplice sia la sua procedura di regolazione, necessita sempre di una particolare attenzione in fase di manutenzione. Esso è fortemente soggetto a possibili variazioni durante il moto dinamico del veicolo. Le alterazioni sono essenzialmente dovute alle resistenze offerte dalla strada, all’elasticità e ai cinematismi delle sospensioni, alle coppie motrici e frenanti, che sull’asse anteriore sono molto efficaci. Anche i giochi eccessivi dei componenti meccanici dell’avantreno (bracci, snodi, scatola sterzo) influiscono notevolmente sui valori di quest’angolo e pertanto devono essere preventivamente appurati ed eliminati.</b></div>
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<b>Solitamente una convergenza nulla, cioè di zero millimetri risulta sempre efficace per qualsiasi autoveicolo, sia in termini di usura dei pneumatici, sia in termini di direzionalità e stabilità del veicolo. Tuttavia le tolleranze fornite dai costruttori sono abbastanza ampie, per cui è il tecnico gommista o l’autoriparatore che deve saper valutare in fase pratica quale valore sia più giusto per una determinata autovettura.</b></div>
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<b>In particolar modo si deve tenere conto anche della tipologia del veicolo, della sua potenza e cilindrata, del tipo di sospensione meccanica adottata, del lavoro che deve svolgere l’autoveicolo e dell’eventuale carico in esso contenuto. L’angolo di convergenza raramente genera disturbi di guida eccessivi, soprattutto se è variata di 1,0 o 2,0 millimetri. L’unico modo per riscontrarla è la frequente ispezione visiva dello stato di usura dei pneumatici o comunque un controllo periodico con un banco prova da un gommista specializzato.</b></div>
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<b>Le anomalie di tiraggio del veicolo sono principalmente attribuibili alla presenza di tensioni anomale o forze laterali dei pneumatici a struttura radiale e quindi raramente generate dall’angolo di convergenza errato, a meno che non vi sia una delle due ruote anteriori molto aperta, cioè in divergenza (<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Toe out</span>) di 4,0-5,0 millimetri, tanto da creare una traslazione della stessa dal suo piano centrale. La ruota eccessivamente aperta tende ad uscire, specialmente alle alte velocità, dal suo asse di simmetria, anche se è ben vincolata ad un gruppo meccanico (bracci della sospensione) ed alla flangia del mozzo. Ma tutto ciò comporterebbe anche e comunque una inefficiente tenuta di strada ed uno sbandamento consistente del veicolo, tanto da indurre l’automobilista ad una pronta verifica in officina.</b></div>
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<b>La convergenza è presente sia sugli assali anteriori che posteriori, ed è costituita dalle semiconvergenze di ogni singola ruota e dalle convergenze totali. In pratica sull’asse anteriore, la somma algebrica delle semiconvergenze di destra e di sinistra formano la convergenza totale. Analoga cosa dicasi per l’asse posteriore. Su quest’ultimo, se le semiconvergenze non sono uguali fra loro, ma risultano differenti e soprattutto di segno opposto, viene a generarsi il cosiddetto <span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">angolo di spinta</span>. In pratica le ruote posteriori non sono perfettamente allineate con quelle anteriori (parallelismo incorretto degli assi) e costringono il veicolo a marciare su una direzione assunta e determinata proprio dall’assale posteriore (asse di spinta). L’angolo di spinta è pertanto l’angolo formato dall’asse di spinta con la linea di mezzeria passante per il centro del veicolo. La linea di mezzeria può essere denominata anche asse geometrico o linea direzionale.</b></div>
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<b>Per quanto concerne i disturbi di guida derivanti da un elevato angolo di spinta, il cui valore normale non deve essere superiore ai 0°15’, si possono verificare sbandamenti del posteriore, irregolarità di usura dei pneumatici, andamento diagonale del veicolo, sterzo decentrato anche in presenza di un corretto parallelismo anteriore.</b></div>
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<b>L’angolo di spinta è correggibile solo se l’assale sospensivo permette la regolazione delle semiconvergenze posteriori. Se ciò non può essere effettuato, ed in presenza di un assale rigido non regolabile, l’unico modo per centrare il volante è l’applicazione del principio dell’asse di spinta. Questo consiste, ed è effettuabile solo in presenza di lievi scostamenti (es. 0°10’), nella regolazione delle semiconvergenze anteriori in funzione proprio della variazione posteriore. In termini pratici se la ruota posteriore sinistra è aperta di 1,0 millimetro e la ruota posteriore destra è chiusa di 1,0 millimetro, altrettanti valori devono essere impostati sull’anteriore. E’ evidente che se lo scostamento del posteriore è notevole (es. 0°40’), bisogna andare a ricercare eventuali deformazioni degli organi meccanici interessati, primo fra i quali l’assale rigido, i bracci trasversali, i mozzi, gli ammortizzatori ed i vari punti di attacco alla scocca di questi componenti.</b></div>
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<b>A titolo informativo, si ricorda che la convergenza va regolata, dove esistono punti di rettifica, sempre prima all’asse posteriore e che l’unità di misura è il millimetro, essendo una frazione di angolo molto piccola e quindi difficilmente interpretabile in termini diagnostici se viene misurata in gradi angolari e minuti primi. Sull’asse anteriore di qualsiasi autoveicolo, la convergenza o la divergenza sono sempre regolabili.</b></div>
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<b>Quando i due tiranti di regolazione della convergenza hanno uguale lunghezza e simmetria e lo sterzo è ben allineato si ottiene un perfetto angolo di sterzata sui due lati del veicolo. Quest’ultimo, quando compie le sterzate per curvare genera delle angolazioni denominate anche divergenze in curva. Questo parametro è misurabile soltanto a 20 gradi e con l’ausilio di un banco prova computerizzato dotato di piastre oscillanti elettroniche. Effettuando una sterzata interna al veicolo ed una esterna al veicolo, si possono diagnosticare eventuali deformazioni ad una barra di accoppiamento o braccetto dello sterzo e nello stesso tempo appurare se il veicolo ha una differenza anomala degli angoli di sterzata. Il valore massimo incrociato tra le due ruote anteriori non deve essere superiore a 2-3 gradi.</b></div>
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<b>Per l’acquisto del manuale “Pneumatici e assetto ruote” visitare il sito <a href="http://www.hoepli.it/" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" target="_blank">www.Hoepli.it</a> o rivolgersi direttamente all’autore: <a href="http://www.pneusnews.it/notizie/ultime/detail/article/tecnica-assetto-gli-angoli-caratteristici-delle-ruote.html?tx_ttnews%5BbackPid%5D=17&cHash=1fe34a6acf" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">cassanomassimo(at)virgilio.it</a></b></div>
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<span class="Apple-style-span" style="color: blue; font-size: xx-small;"><b>Fonte:pneusnews</b></span></div>
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</span>Unknownnoreply@blogger.com