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		<title>Orthosanit: eccellenza nell’Ortopedia su Misura a Torino</title>
		<link>https://www.ortopediaorthosanit.com/ortopedia-su-misura-torino/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Thu, 19 Sep 2024 14:17:43 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
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					<description><![CDATA[<p>Orthosanit: Eccellenza nell’Ortopedia su Misura a Torino Orthosanit è una storica azienda ortopedica torinese fondata da Michele De Martinis, tecnico ortopedico, che da oltre cinquant’anni opera nel settore con un approccio innovativo e personalizzato. L’azienda, nata nel 1972, ha costruito la propria reputazione attraverso un servizio attento e di qualità, specializzandosi soprattutto nella realizzazione di [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ortopedia-su-misura-torino/">Orthosanit: eccellenza nell’Ortopedia su Misura a Torino</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1 style="text-align: left;">Orthosanit: Eccellenza nell’Ortopedia su Misura a Torino</h1>
<p>Orthosanit è una storica azienda ortopedica torinese fondata da Michele De Martinis, tecnico ortopedico, che da oltre cinquant’anni opera nel settore con un approccio innovativo e personalizzato. L’azienda, nata nel 1972, ha costruito la propria reputazione attraverso un <strong>servizio attento e di qualità</strong>, specializzandosi soprattutto nella <strong>realizzazione di presidi ortopedici su misura per pazienti con patologie neurologiche infantili</strong>, un settore di nicchia che ha saputo sviluppare grazie a competenze avanzate e a un know-how familiare tramandato di generazione in generazione.</p>
<h2>Produzione di Dispositivi su Misura</h2>
<p>Fin dall’inizio, Orthosanit ha puntato sulla produzione di dispositivi su misura, come <strong>protesi, busti, plantari, calzature e ortesi,</strong> ampliando negli anni l’offerta a <strong>carrozzine e ausili specifici per patologie neurologiche</strong>. La crescita dell’azienda è stata alimentata non solo dalle competenze tecniche, ma anche da un costante aggiornamento sui materiali e le tecnologie, come l’uso di ortesi in carbonio preimpregnato che garantiscono leggerezza, resistenza e dinamicità, particolarmente apprezzate dai pazienti più giovani e attivi.</p>
<h2>Patologie Neurologiche Infantili</h2>
<p>Uno dei pilastri del successo di Orthosanit è stata la decisione di dedicarsi alle patologie neurologiche infantili, un campo in cui le soluzioni disponibili erano scarse e poco sviluppate. De Martinis, spinto da un forte desiderio di migliorare la qualità della vita dei piccoli pazienti, ha introdotto nel suo laboratorio<strong> sistemi di postura innovativi</strong> come lo <em>Shape System</em>, appositamente creati per bambini con deformità significative. Questo approccio ha permesso all’azienda di differenziarsi e diventare un punto di riferimento per famiglie alla ricerca di soluzioni su misura.</p>
<h2>Corsetti e Busti realizzati su Misura</h2>
<p>Orthosanit si occupa a 360° di patologie neurologiche, tra cui spasticità, diplegie, spine bifide e scoliosi neurologiche, queste ultime trattate con metodi personalizzati e una <strong>stretta collaborazione con medici e fisioterapisti</strong>. L’azienda offre corsetti e busti realizzati su misura, attraverso un processo che parte dalla simulazione della postura del paziente fino alla costruzione di un corsetto su misura, usando anche tecnologie CAD per le scoliosi più complesse.</p>
<h2 style="text-align: left;">Competenza nella Protesica per Pazienti Diabetici</h2>
<p>Oltre ai dispositivi per patologie neurologiche, Orthosanit ha sviluppato una solida competenza nella protesica, dedicandosi principalmente a pazienti diabetici che hanno subito amputazioni. L’azienda offre una gamma di soluzioni protesiche che va dai modelli base a dispositivi avanzati dotati di componenti elettronici, come ginocchia e caviglie, che permettono al paziente di recuperare funzionalità avanzate e di svolgere attività fisiche impensabili fino a pochi anni fa.</p>
<h2>La sede del Laboratorio Ortopedico Orthosanit</h2>
<p>L’azienda si sviluppa su tre piani per un totale di circa 650 mq, con spazi dedicati alla<strong> vendita al dettaglio, laboratori e studi per la valutazione del paziente</strong>. Questo assetto consente a Orthosanit di offrire un servizio completo e integrato, in cui ogni aspetto del percorso ortopedico del paziente viene gestito internamente, dalla diagnosi alla realizzazione del dispositivo.</p>
<h2 style="text-align: left;">Continuare a migliorare il proprio Servizio offrendo soluzioni Personalizzate</h2>
<p>Guardando al futuro, De Martinis esprime una visione pragmatica: il settore pubblico non garantisce più le risorse necessarie per sostenere l’innovazione e la crescita delle aziende ortopediche. Di conseguenza, Orthosanit si orienta sempre più verso la committenza privata, con l’obiettivo di continuare a migliorare il proprio servizio e a offrire soluzioni personalizzate che rispondano alle esigenze dei clienti.</p>
<h3>Orthosanit rimane<strong> un esempio di eccellenza nel settore ortopedico,</strong> guidata da una forte passione per il lavoro e dal desiderio di fare la differenza nella vita dei pazienti. Il messaggio di De Martinis alle nuove generazioni di tecnici ortopedici è chiaro: affrontare la professione con passione, competenza e volontà di migliorare sempre, per offrire soluzioni che possano davvero fare la differenza nella qualità della vita delle persone.</h3>
<p>&nbsp;</p>
<p style="text-align: left;"><em>Estratto da intervista pubblicata sulla rivista ORTOPEDICI</em></p>
<div  class='avia-button-wrap av-1twkll-38d4ae018113a62dc1e9125e0d3d26b4-wrap avia-button-center  avia-builder-el-0  avia-builder-el-no-sibling '><a href='https://www.ortopediaorthosanit.com/wp-content/uploads/2024/09/rivista-ortopedici-maggio24.pdf'  class='avia-button av-1twkll-38d4ae018113a62dc1e9125e0d3d26b4 av-link-btn avia-icon_select-no avia-size-small avia-position-center avia-color-theme-color'  target="_blank"  rel="noopener noreferrer" title="Ortopedia su Misura a Torino" aria-label="Ortopedia su Misura a Torino"><span class='avia_iconbox_title' >ARTICOLO COMPLETO</span></a></div>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ortopedia-su-misura-torino/">Orthosanit: eccellenza nell’Ortopedia su Misura a Torino</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></content:encoded>
					
		
		
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		<item>
		<title>Articoli Sanitari</title>
		<link>https://www.ortopediaorthosanit.com/articoli-sanitari/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 07 Aug 2024 14:13:32 +0000</pubDate>
				<category><![CDATA[Senza categoria]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4625</guid>

					<description><![CDATA[<p>L'articolo <a href="https://www.ortopediaorthosanit.com/articoli-sanitari/">Articoli Sanitari</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
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<section  class='av_textblock_section av-povwl4-f8800b11e8be80de8551fa255350b334 '   itemscope="itemscope" itemtype="https://schema.org/BlogPosting" itemprop="blogPost" ><div class='avia_textblock av_inherit_color'  itemprop="text" ><p>Orthosanit è un <strong>Laboratorio Ortopedico a Torino</strong> che offre da sempre tutta la professionalità e la massima attenzione ai propri clienti.</p>
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<ul>
<li>prodotti sanitari</li>
<li>prodotti ortopedici</li>
<li>busti ortopedici realizzati su misura</li>
<li>calze terapeutiche</li>
<li>tutori su misura</li>
<li>ausili per disabili</li>
<li>plantari ortopedici</li>
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<p>L'articolo <a href="https://www.ortopediaorthosanit.com/articoli-sanitari/">Articoli Sanitari</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Lesioni da Decubito</title>
		<link>https://www.ortopediaorthosanit.com/lesioni-da-decubito/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 17:25:11 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[ortopedia]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4371</guid>

					<description><![CDATA[<p>Il rischio di lesione da pressione nella pratica quotidiana del tecnico ortopedico: azioni, reazioni e pressioni applicate, nella realizzazione/utilizzo degli apparecchi ortopedici per l’apparato locomotore. Lesione da decubito, ulcera da decubito, piaga da decubito, lesione da pressione e ulcera da compressione sono espressioni comunemente usate per indicare una stessa evidenza: la perdita di continuità della [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/lesioni-da-decubito/">Lesioni da Decubito</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1><b>Il rischio di lesione da pressione nella pratica quotidiana del tecnico ortopedico: azioni, reazioni e pressioni <i>applicate</i>, nella realizzazione/utilizzo degli apparecchi ortopedici per l’apparato locomotore.</b></h1>
<p>Lesione da decubito, ulcera da decubito, piaga da decubito, lesione da pressione e ulcera da compressione sono espressioni comunemente usate per indicare una stessa evidenza: la perdita di continuità della superficie cutanea. Una “offesa” che interessa la cute e i tessuti sottostanti (sottocute, muscolo, adipe e osso) e che si presenta come un’ulcerazione o piaga della cute stessa.</p>
<p>Quando si parla di decubito, il pensiero corre subito all’anziano ed in particolare al paziente anziano allettato; ma non è questo l’unico caso – seppur il più noto – in cui il pernicioso evento si verifica.</p>
<p><strong>Ogni qualvolta si concentra sulla superficie della pelle una pressione applicata direttamente o indirettamente che, per intensità e persistenza, supera i parametri di resistenza della cute stessa, insiste il rischio di una lesione.<span class="Apple-converted-space"> </span></strong></p>
<p>La domanda sorge spontanea! <em>Quali sono questi parametri?</em></p>
<p><strong>Il tecnico ortopedico, nello svolgimento della sua attività professionale, opera abitualmente l’applicazione di pressioni applicate alla cute; anche molto intense!</strong></p>
<p>Un apparecchio ortopedico agisce sull’apparato locomotore ed esprime azioni che si traducono in forze tese a correggere un’alterazione morfologica o funzionale; esercita azioni che producono forze applicate al corpo del paziente e quindi pressioni esercitate sulla cute interposta tra l’apparecchio e l’apparato muscolo/scheletrico.<span class="Apple-converted-space"> </span></p>
<p>La sede naturale del decubito è in corrispondenza delle prominenze ossee e particolarmente in tutte quelle aree sottoposte a pressione ma non sufficientemente “stoffate<i>” o </i>dove il trofismo tessutale è stato minato da alterazioni biologiche intrinseche. Abbiamo anche visto come la migliore pratica preventiva all’ulcerazione risponde al criterio di una continua alternanza della pressione esercitata localmente ovvero di una <strong>ripartizione della stessa su aree surrogatizie</strong>. Per contro, sappiamo molto bene che gli apparecchi ortopedici hanno necessariamente precisi punti di presa, appoggio, contro ascesa, contro discesa e contro rotazione e che questi punti sono proprio in corrispondenza di salienze ossee. Sappiamo che se vogliamo correggere o contenere una qualsivoglia deformità, per esempio in età evolutiva, si devono concentrare delle forze sul corpo del paziente, espresse a tempo pieno, in precise aree e per tutto il periodo dello sviluppo scheletrico.<span class="Apple-converted-space"> </span></p>
<p>&nbsp;</p>
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" 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" alt="pastedGraphic_1.png" /></td>
</tr>
<tr>
<td colspan="2" valign="top"><i>Insufficienza vertebrale in paziente mmc che richiede l’applicazione di un corsetto.</i></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Se vogliamo contenere un angolo, varo o valgo di un ginocchio in un paziente, sebbene anziano, diabetico o neuropatico, dobbiamo farlo applicando <strong>forze uguali e contrarie a quelle che agiscono in senso deviante</strong> e dobbiamo necessariamente farlo per lo stesso tempo in cui il paziente desidera camminare; lo stesso è necessario fare in un paziente amputato che per contro graverà sui punti d’appoggio della protesi, con tutta l’azione gravitaria statica e dinamica espressa dalla sua forza peso, senza soluzione di continuità nell’arco della “sua giornata”.<span class="Apple-converted-space"> </span></p>
<p>&nbsp;</p>
<table cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top"><img decoding="async" 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" 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<td valign="top"><img decoding="async" 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</tr>
<tr>
<td colspan="2" valign="top"><i>Sofferenza<span class="Apple-converted-space">  </span>e ulcera apicale in pazienti protesizzati</i></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>E ancora! <strong>Un paziente paraplegico o tetraplegico esprime la sua attività da seduto; questo tutto il giorno per tutti i giorni e poggiando su tessuti cutanei spesso insensibili ed ipotrofici.</strong></p>
<p>Viene spontaneo a questo punto, chiedersi:</p>
<h2><strong>Come si può prevenire l’insorgenza d’ulcerazioni?</strong></h2>
<h2>viste le esigenze funzionali, correttive e contentive dei dispositivi ortopedici; soprattutto in considerazione delle sempre maggiori attese di qualità per la vita del paziente.</h2>
<p>Il tecnico ortopedico nella sua pratica quotidiana si trova continuamente di fronte a questo problema e il rischio di un’ulcera da pressione è sempre in agguato.</p>
<p>Spesso l’esigenza sociale del paziente od il piano terapeutico contempla tempi d’applicazione molto superiori alle capacità intrinseche di resistenza della cute; le forze applicate sono spesso esuberanti rispetto ai parametri di tolleranza locale e sempre più spesso ci si ritrova a dovere applicare apparecchi ortopedici proprio in quei pazienti che per fattori biologici intrinseci hanno caratteristiche di sensibilità, trofismo e circolo sanguineo alterati.<span class="Apple-converted-space"> </span></p>
<p>In questi casi una <strong>piccola vescica od un flittene</strong> sono il primo pericoloso segnale per una via senza ritorno verso lesioni profonde che, nella migliore delle ipotesi, comportano una sospensione d’utilizzo del dispositivo ortoprotesico nell’attesa di quella che sarà una lenta e penosa guarigione.</p>
<p>La perdita di correzione o il confino nelle mura domestiche sono il minore dei mali che possono affliggere il malcapitato.</p>
<p>Ogni apparecchio risponde a precisi obiettivi terapeutici e assolve &#8211; affinché sia <i>efficiente &#8211;</i> a precise funzioni biomeccaniche, esprimendo o scaricando pressioni selettive; pressioni specifiche a cui non si può sfuggire, pena la mancata <i>efficacia</i> del dispositivo medico. Queste pressioni sono teoricamente valutabili ma calcolarle oggettivamente è assai difficile quando non impossibile.<span class="Apple-converted-space"> </span></p>
<p>La superficie d’interfaccia tra cute e apparecchio è spesso la chiave di volta del problema; a questa può essere sommato il benefico effetto derivante dall’osservazione di rimozioni del dispositivo, cadenzate durante la giornata. Una particolare geometria del presidio, un’ampia superficie d’appoggio, un’eventuale materiale interposto contraddistinto da opportune caratteristiche chimico/fisiche fanno la differenza.<span class="Apple-converted-space"> </span></p>
<p><strong>Il tecnico ortopedico deve, pertanto, progettare e approntare, caso per caso, il dispositivo medico richiesto affinché questo possa consentire “l’esercizio” della massima funzionalità con il minimo fastidio e rischio per il paziente e ne deve anche indicare i limiti temporali massimi d’uso giornaliero.</strong></p>
<p>Ecco perché il tecnico ortopedico ha avuto sempre, ma ancor di più oggi, la necessità di sviluppare specifiche competenze su questo delicato tema.<strong> Il perfezionamento delle conoscenze, biologiche e chimico-fisiche dei materiali impiegati, è una connotazione obbligata nella nostra professione.</strong></p>
<p>Nella valutazione dei rischi di lesione da pressione devono essere tenute in ferma considerazione due distinte dinamiche causative che costituiscono i fattori di rischio <i>intrinseci</i>ed <i>estrinseci</i>:</p>
<ul>
<li>I parametri intrinseci sono fattori biologici d’ordine generale quali: patologie neurologiche, malattie metaboliche, disidratazione, neoplasie, anemie e malnutrizione. Sono tutti fattori che in associazione all’età e al peso del paziente influenzano significativamente l’indirizzo terapeutico/riabilitativo ed anche il rischio di lesioni cutanee.<span class="Apple-converted-space"> </span></li>
<li>I fattori estrinseci (patomeccanici), invece, possono essere sia biologici sia meccanici locali.</li>
</ul>
<ol>
<li>Il fattore biologico locale di maggior interesse per il tecnico è costituito dal rischio derivante dalla macerazione provocata dall’eccessiva umidità della cute; questa la rende più morbida e meno resistente pertanto più facilmente lesionabile. Questo fenomeno si può verificare nel caso d’eccessiva sudorazione, per insufficiente traspirazione, per ristagno di liquidi o essudati ovvero per incontinenza; il persistere di una di queste condizioni determina, nel tempo, alterazioni dello strato epidermico per riduzione della secrezione lipidica e sebacea. Patologie quali il diabete, la sclerodermia e la stessa senescenza alterano la permeabilità del connettivo e dei piccoli vasi; queste stesse condizioni comportano una distruzione dei recettori nervosi cutanei tattili e dolorifici con riduzione/assenza della percezione di sofferenza da pressione che stimola fisiologicamente il paziente, a cambiare le condizioni di carico locale. La scarsa o la totale assenza di sensibilità locale deve essere tenuta in seria considerazione in quanto non consente al paziente di percepire l’insorgenza di un’infiammazione, il dolore per un’eccessiva pressione locale o per una plica cutanea secondaria ad un cattivo posizionamento del presidio. In questi casi ci viene in aiuto solo la ripetuta e frequente osservazione della pelle; è d’obbligo indicare al paziente o ai familiari una frequente ispezione visiva dello stato della cute.<span class="Apple-converted-space"> </span></li>
<li>I fattori patomeccanici sono principalmente rappresentati da: compressione, forze di taglio e frizione.</li>
</ol>
<p><strong>La pressione locale applicata determina un danno del tessuto, quando la forza esterna è superiore alla pressione con cui il sangue circola nei capillari (circa 32 mmHg) e ne determina la chiusura dei vasi.</strong></p>
<p>&nbsp;</p>
<table cellspacing="0" cellpadding="0">
<tbody>
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" alt="pastedGraphic_4.png" /></td>
<td valign="top"><i>Il tessuto sottoposto ad una pressione esterna più elevata della normale pressione del sangue capillare (32 mmHg circa) ha una riduzione del flusso sanguigno e quindi una insufficiente ossigenazione</i></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>La diminuita circolazione sanguigna porta rapidamente ad un accumulo di prodotti metabolici tossici nel tessuto con un successivo aumento della permeabilità capillare, dilatazione vasale, formazione d’edema ed infiltrazione cellulare. Queste reazioni infiammatorie suscitano nello stadio iniziale un’iperemia (rossore della cute) con aumento compensatorio della pressione capillare; in questa fase i prodotti metabolici tossici possono ancora essere trasportati via e scongiurare il danno. Tuttavia se permane l’azione della pressione, si giunge ad un’irreversibile morte delle cellule, con la formazione di necrosi dovuta all’aumento dell’ipossia tessutale. Il valore indicato, come visto da studi presentati nei precedenti articoli, non può essere considerato un riferimento assoluto ma solo un mero orientamento; un dato intorno al quale eseguire considerazioni e valutazioni “soggettive”.<span class="Apple-converted-space"> </span></p>
<p>La forza di taglio, di stiramento o di torsione, determina un progressivo spostamento degli strati cutanei uno sull’altro producendo sulla cute interessata una pressione tangenziale con effetto di stiramento: si verifica una trazione dei tessuti molli, ancorati alle fasce muscolari profonde con effetto di stiramento, possibile inginocchiamento, ostruzione e recisione dei piccoli vasi, trombosi del microcircolo e conseguente necrosi tessutale profonda.<span class="Apple-converted-space"> </span></p>
<p>&nbsp;</p>
<table cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top"><img decoding="async" 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LhObgrmndiM8InckOYxetNBye6cSplcBREzqH6CvPeGisqbz6pKn6vK+FlSvm2V8ey1aGZSIdRp4HCO4ym12K6OK+xEX/6iD2WtznESjN9pBCdbouJgciAH+Q/CENkeLs2geq1O7inBfIqkwnQuY7XW4ujp/bg/qcWtF+5iGDTQQzi8/VHsHx4RptqGm7ToBpjf/TS7nbuRAA2pKdJkCoIlUJ3SKuOdAh8NAcc0gK6fXE5jj3jn+7duxLs/eClG/WG8/s5r0bsYxfdffo0L8ATRhhPP9XdvEgxuQfUtALT/6H7sIA+dGEYp7KppCtULCkUUwFJsgCpnlZNV5KUFAiX9XoRxfQIFYKizMiAIlSkKksJtBUDKhaUFSGAihkhS4XMOduJ+gM25bEnkyDWeAotaYYlMEJuwl4IdG2MQ0HmhFydnFZ+JMG/inQQkYpHzhnM84Dx0JvXrVvDjvv7+qzgbEGG5uRnLSy2iKFD/oAyMHkQHS299Y5O25nF+iqWL+FNU97rnCa8acUDnOiMSUSIAAI0nMTuXHjpF/TRDYvz2eS+Ga5O4g57uLBFKg6s2b25EFytyMprE/v3H8bvffgwhg2Uj0LAToh1rDFaXtZ2MokEA/t6E5HvGmVD4igT5WARlBAEHVhiUkOs6iIlM8JjOLELfMAq3AwiQaZsCxj86dQkl9ADIEYmFaKQN2koLjsvki7QgmbFjXMi5OQbuB9gc5AoRAvKvkQGReTwHBrEkp9kHV5l20IzVh8kQEL9HhJjk4LVSL+7vfev0ML+NjBsJidhcbcbR0WGcn5zE5vYO4bFlIv69mILoJobF5UUP4A+is4wOn9fhvEu6NKTDeGlg73xIoLYIAI+nIInUTX+1Hu+stDMwTISX1Ec9Juifd372XrQwFJQzUUHGTgjhk1dQGhQvbXuAl+LKg06awTshL8m8iJOHE+SGBE0qdQQklFhW9IAIJ1lSsXNXIlJ2x7fSN5rJiQJJgqCt9FNskwmlpSYXpEwtutckL+G3JB+IXMUvY5MhRExhpfBVZIgu23e0yZUOBApBrolsb5KTFaNlrlcsSZi9HgTEfKrdZ3G2sslx5jNfYb7q2HKsrK7EAId27+HDWCMctrW9m11PQUQbxGjZdc/PkzudVzr1tH92cRkPzwjoMidFKZoFGMzj65N+XGKAvIuBsMa8jeBraCipqnBXtQygVqHA6tlxlHa3GQRKmkGVpFQ5AZY0oOmccuJSLbfrgHqdTquNpZ4CIH5X0ecN/FbeC+yMDtNGBgHzOi7xBaBUogW3EhYSOVfcmcZIEgaXpb9B24jbAtBXQAaw16ItkSoersSbCEoLbu6YuZfJq8ccI+TCVQW3pYHi2OhX5S8Xt9F9l31CXupFgL9OWGgC4S24v7W2gqjDers4jaO9J9EizbFMHkq97DzHQ/QN3NNuq8eLaER91ohXWou4ByP0IIDJpIhJqoO/787ibHIZP91sxTaBX19Tda+EYofL2Pc7bZSckWInJVUxGf8Jcq5OOSsSDK97SEKXcvmar0KHMBkPcJ3Wj8aBx9MgAJBe7XmdNr/IUSUQnOJSLtW4uBJ7dI9YtBMQ4L1J/bZx9b7qJ8WgSNJSQiRec5zXpTHh5ba5QCRecXLRRoG0NONBjCbyvIlRhNlehUPacH8fHVPfepnLGyTPenCPoks9gu/TXorN2ysxItowARkXmMp1RB6TAC6qB0xxLLs6gDIPpFP62mY7XoBTHpz04gERnAvngFQwHXPMXH+Bw/wKwetdRGqHVMnQWOgirSDk7soSwCTWROcFNzAuKKaOFZNYkMqZRPHSW4az6FRq8x7FWgkH1z71jUAhAwU5sLkABu8woGc9Jn+DPA5KQSp+HVG5NcEv9rVj+ExEabmBPJHlYDQaUs943kMQQUEt9ssBj9kGwLSfgnPUkfzmWv2hRKixJvvkErnI9IVOZwN92jASf3oRPSTLGz/78/jV3/0ivvjqi/jg3bdIm7Rj1DsnudiOFpxTH7diSCJwTPyyinshMclt+MfZl5afxGMKvI6IfUNErTTjwSlirzeAUxFpZJbPj/fiKRZikxtf2r0Zn//2c3QQA9SUbRFbGvJ9hplYh2L0up0nBl4SpvNM0cfkdPJSH2gQpHUnsAvACTHNaKWU4kikJhBpTMFSxOb8Ztsgljfg4gfIthPbg+ILMQfAOaS4zRfEcM0VaQl6Gy96Tjz4XeAnm9KWzeV3cMWIsh2j3WCHEwWyzFqafpYAkiwgqDoIiDJxOHzD6ugivvnmWyytVSIKw/ji3pN49e4u+afVHO+ISLdxufbqZgwIC036gzSCDFWNsdpSdPcuMSLaZAJa6S+Nh/yGeN/aXoob5Mq+/OKrGOx/E1Wy1mX06vE5Y1upx61NEqDzyRAR1IhWmyIH8kAjIrZtJlnGAgK8KR2Uo3KKvkNSu5TLe+5kEwYAQ/B7HOCm2SwF85J7JHD1RPoHcpzHgV7qAyhtzjUVzxOQ1IAQCXM8ddEi8BNx3gVgM9rt92xe1Bb9eIArpQKx5I1+yTHldxGXDcI1cGdxG4CQeryc+yQKlXoDgEugNtEcHsZ4Skpm9068+NKt+N/+9/8jjM+/90Yn1upYaIx3jE9URkfW4KgFbcyAaQNd2saPUqrqNw3gnibRhhptN8hIa81KnOtYhv/05z+O/sXr8fDrb+Lo4GG8soGew4nvd4hWTLGKynXj1gCG0P61d5yzYfAiKl9Jkc6+UOpSpwAplHCCMSl2JuDlMCClI5mWFJzm9angi9YyfJNRY01uRR8izgRdBZE3N2VJ294iItNnSsgD2OIgHyCE8RU+VUKeY/TNV0dT6J2Cs1I8er9Y8H77AzgFJ9GGxz2hmIbAjBropIro/slR9EoPOd/hsxwfvvtenA0v4guCyzX08TsUy3TIwnr/HOljJKVCCiejLDicRWioiMlNCLAqQeQ4M7ea9EP0lzZbZ3Mt3vjpT2Nz7248+g4/jGomK6HKo0E32U46LM0wfTH5iooVfgtVAU6jOqJFiL+Yi1nNpFmVN9co1rIaRsMgpYeQUOkLNv6JLACnaX2NVOEIW/Fb7tTiI2ePYsz4GicVflpGY0TLmHzNlHMzDJkpnJx6TxFpLI6XvWV7tFWwLI37XVmL2PR7GiAaEozd6xORfJfDLfCgOIOjxXU1CMXiFdgn1qlGWt2AiKnVeP8P3o+b6J1H33wfIwysb/aO48v795kD/g19aSYLAAmthNNqKkJjwVCXwecpxoQcNx71E4nXMDW2BwRi6/Z2vP7BT6O2CqIOuM9EXXm2TIMdAn5YISDDPMp0glhD4RVIYE76RIotgQrQwRaT8iyTTcKUWp0s0+bAguyrbeW13gMUMpDKtfpQhkacBHISANKnVh/B1zm2f4VUgIg0djfFq57qlQtnFLg9VuQ0dRsAER7WQiTS5VQJRN0IJYuCfEPpBSd7zvH6pn1am4s8rpNAFLWKJImJS3KulUozLp48ivtnMyIIN3K8fYjkD958I+6fHMc9xnz7xno8PT6MFpHtNcrNGiBGDsqoNnN0PsYsR5Sf6aRLzMbu1N8aUc5BcTfBFhDG2hnv/uj1NFZAEMUdhNoXKDABMHEySVIMVJlPWELnVJykQ4oJaYMeSIXM10RacSgB4AGBoM6aQZVMt+Ag2nZQ4k1T3hCLCcGEhdYefWn2T2lbREtVwz6eOnrRiEZdyvQ6AOlbB9O+yg6O84EESCLiqGJScSJH8CsJgC+OLMdVEJPj0lp0nlxFe1MwJHIKTiefg0U3Gkxig3KwXYyDGXG5Brpmg3rAjz/5ODbfejM2b+zE02ePMSqo5Vg6Yn4UVm7dJEy0hjU34c1YIKoy9RI6vKlfJaqyGQH0HtzlK7mJT/vXom1iblfHs0sGswYhM3lq1UaUJAkYQxcJSQAJvXE3EwUQ5mbydzbpYTlFzrpGCggFLpraM2x7o8pgi1ulWD1jL2dA+iZSO79VsALKuMZ4OEhxprgbYLSMkesq7cbVOBJxUJ++RYaEmHgBUZDFpJJo5CxGKbUWCT76B0hJVFCXhKOI1FVw7CLLZNsEcWb4Xz9nTC1CrUoNAgAuLYZx8fhB7F0M44Wd3Vha2ozv7z2If/LzP43Di+dx/7vfIcyBHzBpAbfB2Wk8fPhFvP/Bn+JjrtGOsJFDiNaAjAaFlfY/oQ4ikcc4DLgqAkWS8FUkZhZhSHji9OIYxUVEsAxvSe/crMiR/ZwkrTFIJiNgFWd0pvskgAWEL4k4v3EizVYpXQ5KGHAVF+iQpg/D/TrCsn6FQo1keQOJ6hdktP5CT5MVYugsI/tR2A42OcKOGJ8+kuEVi0d0iDVuZtyrqDOCbkSisD7hEAchUiCS1He04XXXL0Wa91plo2gys9kjbtZGVJluF6HnJ4NYhrreeAc/CJj84lcPYuflt2Pw1bMYEGgugbQ1/J2T8ws4px4vrL4Wz58expdnX8XdF19OZ3RtBUZAbPdwgJOjkrBJKCrKYQoThBYxMtOUBBoQ1eYLP4rDb76OdQZWoxQpQ/HcIIZzDlK/CIFTTD9IwckNIqrADVTId4HGdcp/IJnH/JPUmg0VAMPGATFc4028MjJB21bNzHVgaWdE9cuIqs9lgogd4oM1AKJ5qlMLCYIQrkHRDk0PA9gqSM54HlzYx7OfL3qM1/JlOA8RlT3xW8o0/D9Gp1kBKoIdmpaWgVgjGyM4+HhvL85OqM0jyrxEhKXTJqJNzubZ4cP47uHv4sbKCiL0Iv7T3/117GyuxxoE1KU86xIOaBDqacyq8fp7P44vPvkSJD2LnRu34uDZURy1TuLG7k6a0MJKo0c95Vj1LVOVANcJBFGB0EcYRtVNklPx+oew5RNkOZzDDRkDYzL5/To1zEwyNMNETBNAujQs4sR2EWGQS/LFp18z1ZCUC5AyxMRB8Sd3YUTo05gVTWQJRWrZpLA+JmYNr97clLFBy51E0AJEKn6G3VOyopPY3FghvIIzR+1AAhjRN4Y6VcZ19ISFHiUj6cbxFJEQYXIryLfmrUtG8+jwJPafPKPfEY4kEQIqehgCJVlECCAaBY7RlJ31pTh5ehD3Pv8sGj96J+7eukla4iHjIT29S17nwZf0q0FAffrKTnyBT3Mx7MZ/8V/+q/j0H35rXieePHiaRf7LS6S5Ed0rEGCd8uQSc9JoGEMwHaLnbU1wJJiZhnK7MYydF16I6dZOnE56JJWoD+OfHremow6bIkPLSTWkjKtCMVWCelJBRgJEHhgRWfyRCZIiZogM8yx5I9Qt9yQHUUZlu8nmcg1IdEAiWBEnu5tjqUKNCSIQiZol6ziO88PnUBc15Bur6fFXiFnZvobEBIDTIRSP471ECJ93hZhZcp7jYyi6DlW8dxNxq8tNqHstNrY3WAHRi2Miy5X6MoWNy9Sjzwl2zqMJB7mYYAXxtcvx2elpPNunLIBQ0Bri9/DoOAtj1te3qV0fxtb6C7BkJ76//32sYt1VO80YMLbz45O4fYfVFbNaijL9ra+//g1IPMWQqsUh7Up858fHRMM5BqMoFarV8iQeHt6PWudm9DoncXQ6jh0TE1pwoCPFlpabsSW4JwOgcpogS04oRN7VxYlUkVuIQu6jAlXA51v8KnBAovdqmaWhrtkCBWmKjnHudCxdgSDb51IUTdRT6tjgjqUmBMNylBHmt6K0VsaZA/mYJpjJijEO46kDQaQhetUDqRcp8EiCgmjsDnmfy0OQBFXiY3r9jXVWcYCsClYtI4AQ4G7nirFTISW9CUKWzwZx9Ow0dklZd+CKLj5au7UTSy+sxRbcN8At+/jXn8U6yF8hCP13v/jP8eY7bxCyKcfDR99CgOhIcj47t7bj+Oh+PN9/gCV4J/afHcfRaj860Pgm3KXK0MKm7gElxbqbHuGJ19/7FzEu/4I5IZ+hVpX4FFMw5bvuAoDVU55RjKhugc/QW4ZmIFyRIADM2fA7fY3EmlYgv7XaRA79eZ0HPaI4VZQmi5Mw00fSODF5N0cMut6nz9KYMiJoGY6QM0ronAzx0JEiqWw6gYnNSQ/UcReQhzSuGFVAQSAgeAIVz7GaDA5bF6FxoUDwc4JRotqsEPGGvqlocszcS58ll8mwKKBcbWbfB0dH8XTvWTy/fSNeu/MCXHaDWTZJ4N0ivlaLf/83fxUv3bpDifFmHJAmHxn2wRDbv/cYf46cEoSwCjd++eXfx/rOZnSJbH/7zVcQyTwuqIc/R0QuJoPkoO4pK09k3yUDecj4w5MuKV/CFgBM8zkL2sFkESFA3whUGlK3KHo0DYX7dXWO5xMxIIupp/gTEfSSXMEfDnuRb+6lbdtRNOofnB2egRCdOdcmYcl1L+PZ0z3zzbGxRc0aeqHcXEJsrCDTOzRH4Qa+k/HDwckhRMPQaS8jD5RNzSznRQ9MeBsQtl5bcSpRNqirqyMK59MhCTi4AF22sY6us3IUBDUQ6XWuazVx3uEyFwpssTbqD//gJ/E2wemnX3wdW7fe5JpWfPGbX8ejB3vxzbeItc4WFtxSPL3/KH77+bfxAurji88/J/JdiQ//4Ofx/NkzjB64F//uMRy1vsVcgMLB84PYRm+ub5J3Qux/x7mDo5Oo/Lf/9V9+dEaYvLH0YtxAD5VYSFV3JdvSSlrVWldJhwBX0SW8RYz+hjb8GICmsgchmW0F2BaGFGEVdJj1dXToajdD+baWog1ulIOyQRBmAeTp8Rmih3pu+hxBbUdUt2rlraxjCOAGuBJQlJqzN8KgjlMHLrCgMsVBm1k0zzWKSWiJ88icJCh4gjHTdIpGOVZT/vTgBPiXcCzXUdpwiQWRLAqzFMrlK5Y/NRCX6WaAqAYW3Ssv34nS+WH8+tPPYrRoUbuwE7defDFTDT96/0fx4NvvIJrLePG1N6j5HhIA3YuXXn4lHj54ELew6Aa941hZW0VKTeP8/DkM0oy7d99E/5zBeViISLDB5XFsbe0eZsx6FbFwyE0XKOVLAnptxYUATzEhSngpGqByAWUYZZoOK8dloQQGzqYAhEPUHelnyFIASaSICf/p/yhOVNYqSn2UOcCQEFYonDh4fhZdlQRiTnk+ZWljv08oqkkqGoTINWmYpLlNs+SwKihna68psEgrqqiAxYghSlHGybSPBWJZ3GS0AC7qYY6fsvhrhDW3vr4aWxgL4JeROh8SdJNz/CEi0BCYy25aECyjRZET8OTzxx/8MJa//z7izlosb96Oz7/8PCaLOhy/HwMWmG3ADXNyRt8+2Y8fvf1GHB4g7hjLT9//IP7+b78Hcefood14cO+bhMedOzfgdHQYRDDDjKxghDw//F7fndVnWDrjSjt++ff/mRA6AbutQk8kpQNNrWEHrsIuSZHIfnWFlpeg1yG0hsO5JTCYkKIOXuGY78JEF1kZpgEBcxBOK9wLg2ODzzCNmxgAm1trjAhQ0K/F6qdPz+LkAKsG5Cu/Ra5RZ4sH1Y1twiFNPPMqVO4aogqiWh1YhujkmBjTVnK/qS/1zQiE96nIuYBrF7G1ybLJzQ38Jdpm3HOMhwmU0bR4A0BPJ9QZoKMYMWIRQiFSvWCxgYh+6e6deHT0bXx3xKo98kBvvf8mEehh3PnwR3H06DHLND+Nn/3o7biHGX9xfhQ/4fjvvvj7qAH8/vFlHMSjePXVt5EYO/H4wfcQ3gRcNOOcJJ56tg/xUL5trI38Or7Fhx/8UZztfw7wT1InAIp8FTl7Q4tYSuoQEQEHWE/NF37Shn6GiAOB1jnosQvN5BtuSd2EOEoDkaNCMc1yevAqowyKF8eirhrCoUaTXZo5wEn0foFoeEcd0kQsLFGB2USB6+Oo5ySGLCPmvJwlp3EjY9K/og6A8E2/R3zvsvitmFlZIdlGNtliVYsp0xKUCFm62CZHNkXkDoflOAUJnWUMCCwzA6hOT3N9uXQWp+PTuPnGD6kYPcIau4i9vccETqsAuxObWHrfI04/+PCnEMgF63sf4wZ08J1eZpHwF7H17nY8+A7n+Gw/3nr5B0gNFltjcDx4Bvfgl1UFtMsRIReSdijJu6/G5P4JE9SSo0Bcc1WSlCMYlABXF8ATAANOQTwJPHVSGmrAPjkL1Cd3ZHD1SuRxlwArChBpjN/eZywu8/gj9ZjcphkMghDALqucQcHpNMN5GintVer3FLl0aFmW3KOZnXFBuNKaOsuWU3yCnFx6iM4aUgcAhdEGBAEHttGLNR3vnJsIRrrBeTWqakok2dRj52MWNmNenx1TaA93zGinhgNcRj/J1S24d707iKf7+3GCD/P+T34epyeuKF+jUvUyPqW27Y9+8rP49vlDVi3uA3DGIVzhop2bd+McxDdY8nnnhdfi6BzdpMXIONYo++lK48AzueFFnKjDZ9/Erz/+GFHG5HnPAJJUqKJNZSzl+wapTkYqVYplihqS8rDn0+rzu8AHuRlHyxs4i7zM67yfd5EtBTAYEjU86Aalx+qpKhEAV58ZqV4hnFKHui3VEsGYZihvxASA6WGCGz9LiwCkmW6YsipgAoD7FAH2WJk+vOA3CjnTG8y406nHjW0iBegXCRBvKudbFD8itrHgHHOuLMRIKFWJ+LNkUJVqpFrET/uISEI1WaOHUdU9fh6vvfY6xy7jBE761a8+jkdP4KTGMg4tyO8fMwZWTQCwISmKPve8/NbPkBJbcXl5xPxq8TlWn3r0q88/gWvPYhOjpSAbgEDuEJOSCsc2VkTpAjgwWQYk5QrohWIE4CR8RAPiLeNvAMRI8e8rS/Om4t4MKSjKQF5GtZlhFptA3VURoUllP/hOFttbPJ8iEsQoMqXgXn9MuW0nY3JyrfpO4iEWGnWoTe4da1LXzBnp+FKwAeDSmIEzW7Sj0WI/7nNQBwAdTOrknCyIgQAZDxeAKAyOMuILYpD7rVdo4jD3UPZW2RrDE0vqOStC9K1st0m/MT6MA6IFF3DRux/+BKLBR1oiVAXBfvLr/5ew1A4Lx1i8jHjQ6W+t3SBSX4v9o0eMuBZ9srR/8k//PB7e+x3R8gYW7CFpcmoUpAq1CKhHRu/FBz/7eSwjA1WonvG/L7nIeXqpzp2ZTIN8gJ8DxXUZKea3YlOgqK/MzyivlZIlxIrAHWMN6kul2BKB6Bq5dsyAbKvMW4vRnA7ggPJwIBEJijxzJDY4wAqzqnMkp+AzDXuMH2TadxOLS050hUIVvda4QuSM9nOPBBxK273m3jLxRn0vg8CZ0aVvdZpSI1csMFclhWNcsAKkkCq4D1h7VcbSIVY4PNyLR4++h4tYtbcGUi8fxz/89m9j7+AbIgZUB1GYv0MOSYnQbq/FzZ0fYMHdo5S0Hq+hv87gwEoV6/JyTFhplbDQS1wLESfEAaoUs4YzdXBEBPb0KAebiAOAmd3Us2eAxtwSWcp/IS8iBL7I8jdTL0I9XsuEuMdXFoxwTttfc1K/haY4gr4BAIOMo1ksqj7SMFffLHAeV7PuTHGETKIhCIAmp8j/0XhOgSAyHcqckEKGpQEaUR4sIS08RVGVCIBIE5mNBv4U86yoH0ljp86UQLi2ZLYWywlGSr8JCnIECQexMyH8ok9nvMzdVGZyD2OpqrO4/1WqTFeg/D5O9b37v+IaUhbUFDw7eMYmILvE7zAO0DW3Nnfizp13Yp+dWo5ByhIpiE++/DRu3tiN44PH8cGP/4idWyginV/EDQrshSgvh1JiCWSHrV++w6I4ZiBygW+TSRamC2wGjTgTqeZbkkOcMGLDVXZMh395GuDSovizbbiIuVwhCdkOEtz9Q7dzQoZydNplbRLcQf/ek9uiODI4qQMHuBpuwGJnGIh2rpbCQNRAln6LiIZh+wGIOjk4iO7RAdEE5D2IP33+PA6IOmuhNXAnsvYAI8LIvHOZ4yAvjM7DDZXGEh1YSVpwi3FHCYqJZa5IL1diUnpcRyYUuZaW7e6wlQFB3AcEUp+Qrmihs7bQnUeHh3C/EYsqC5gP45UXXoznT57E948exA/QWV2KUqpENG7efQUp0Iuz0wOCtbuIwQWr+460LuldMAJZix5MSm3uvhpTSNGSLLmmyAUZg0PMAQgpG2GdnCXk9ZekUtGdraUhgLjgU7GQBMB1RhqamJ0rmxSkg4w6IaYWQcWldTx4Ki6zUB6E27zIds8GCyKXYfnLiwnRBcYClbtM0WArwyESXCm4CD9qjDk7QgGfnpzFAbXTh/giZziILrHXqNDcVgfOcChHyH8dy3nJCAUGCMtSjIhAE/nOoDAT0uBR96ncnY/ORsKM+Tjl9MWokVslR9SknvvBoz10TYVa7KPYotBEa/H07IRIwhtw0M3Yvfkqltwcn+gDVp0PWdbyDINlM375u1/HnVffQWT32L/oDSw9E5gDwQsAoUL6yg7vsKjI/QOOMRGtRhHADla5K5dluEfRhZyG6NPUrqFs5RIHbIvJR1czdYKZWuZoCRMzraGMt2BSQwxmbGuY9wKeP7SHMcJby/ACK2xqkJQNNWqs9JsSd5sRQJ0iRiwErOOTdNbJZ2Hr9CnNVUzK6RLUCP0l51sf7XYyM3SVRYWuPbXuYg7SFhTKTLEMEYT4P80Uu4axTAJqaExBtnOX8qqMTTM+iQKQVTW1YWmdS/VdHbH66o2teOeV27F9+21WQVxAkLN4+823Wfv6Uvzwgz+jjuFu/M3/8+9SUvVIUzx6+ijeevvdOCdFvkKcsUei0hLj02P2p4Ao9feAqhQukgr90qHj+uw0Li3BAtjFqmY5rAC8w1VHZC0ZGJLDNAQyt8OnprGIUjwWmVfEiPqLYwJH5Gl5KWLmyHGRrlhJ5GDelqB0QzVGyyu1JmyO107YfxURMmF3qjmAG0J5gnWJ3baMPGuiG58bYCgcPzukoH0/RWETs93EHpPIMTlVjYOcA+PTCsPborIH5GM+J6K4ZoRDq1luwYpp9wm6rvDPQJjGC2M3tugeCGYCZrmguEReCf/s7Gl8xxrU/pjUxPKNePuN92DzRvzNf/jbuP/gYYaW3n3nR4Sn5vHOm69lPunps71YBu4Pnj6It3FoT6kWms1Y9YDfVlVXFNGBBFUC8ub6OjAjfUy9cYOGACWUCwyVX3zJT/74KYeUkeEOVqssow7kmJTjiRiulwqHyPqy+gTumXGyDAGkblKkIVqxUuBOGjQKwbHMTGL1DIdU/hNE7Ojtwwl9kGP98xxrh9ILuEoBwD1Ygi5/1x1w6UtuwoSsFCmqqzlIqoLwNNDgSp1Z69bk1hKGRFGTByHBNWZ7GfUVR2m1cZn5KQs7k/sReBpJIFunvI+F1qKCR0PoJvUIfXb5ahC+qbVvwREDxOxelnd98Cc/j0tSCv/ur/+KSMJuTAlSn50exptvvhvPHj+Bw9oYaI9ZjkL6A2Le3n6liCQkkgS+pM//Fkp5Y5lV3+djEkhsbjQHIBwXQKCJgRbI0tZi6jlI410cTj2jok99NQXoXGwqIQsjkPtT80XUviWH0ZYA9HrbdRwiydS28TjWxrD9GTuBkOnsnVHoB5JrXGw6W50wlhMZqxzWYmXBKrqJQRLD6wFUuIA51RCdiqKS48APMo4nZVXRJ3V2wNJyU5RP4c4ZcToGzvzkEl0BsX9FkMw/9yqiDfgpkZZLdRB9A2qtq6RB6DzWcIJXUfrl1lr84uPfxc3lVvz8j38cT56ckMj7JENARvXffveH8emnn8Qrd27Ht9/eAy6juHP3Jnve3Ysm4m2tCYKrt64c1QQPIxBg/BMZhLko1CNzCQU0kcmQB0YEgUgQJh4zjqY257iYyQJ3Jl/QlbrCdnjTWGZFuUYndERcC/Bg+ZHLQfQhZwoggLTUhVxnBOOya5R6xjIQ+mhVYsSERy6Np6ijjc6qcnx2tZ2XK99KFGq4SLdEeyWsLLlUzp3AEdf5HYaeQM+NNDiOJ4gIxD3FEZ1RYWvpVIaIEIvWW2TpGEiqomNnRs2ZKCKHuepHId4EFASjnnZcOspaukeIrMvSaYbB3nrt5XQHnj97wqaCw/jJn/9z1sE+jr/7D3+Nr/Mi4Z8zCGdAHPTHcXBgmgJfDZE9RcLsPyGRd2196RTwPzkozSg636GA4YJIs4BJP4HO3eZFawwogxgmKRKMtzFkkeO9We5UgQphD81fzV0X2NZMf3OvoZkKUeZSipJEF9PF3EXMySUaBy5V3yWYae1A9/gCS41gZQcP+7CLSOmy2dO2+IR7MBoQMyr1XBYp8uEOk4ip8E3SOTImV1TvmM43fgfxwTEzkX5JxhY3wejCdXQEVCZ3Z9gKQqjIWcyzfE2k9DO1yIW+1GtGGaoYJFp5r778asya6xyfxQlz2b//MN58mxgntPibT36Bb4olSiD05s5tfKYn8fprL2BUPKBq6DE61RoNlqmQkXVnySLUk3hJiAviBDUfTApFvESVvWzNQGR5h2PuJeNvDgcKgo4SUSJbEaVyLyFiNBLkSCMBM8RGWoQgXlmdlZsgzZ065DR1m3mhEb7M88fPs2SqzfYsVts0WMh7jO6RyQBLpq69h+GAJPuEEUHSAsWudTemjTQ09JG4KFcBQkxy1Zy80BSTeqmGTsMydD+8dKZBjmZ9JZFQ+FcpbrlngjM843wW1MNdaeQwB3UuET4+FfvAht8aF5998VVMIQBXf9SBz1uIMQn0iO1FBxdn8eGf/QWlXc/ir/6v/zN++N4H3DsCQfeT8FUHC7lX7odY4Vi5IJUAgGKmwCoXdSm+eFUAbL2F+CA3YphdC2am2BEZ/EuEJpIAsDcjZgzDuwR9DOtWAZy7cRSAgji4L+sZMAbS/MA+cBs0j2tVHZD2npCn2dkCOQxNPdekPZ3hAZ65qXkXMmvuzrH4NKcNpNYRgReXz6OE4jUqYnVQFquDxDEWXuZ6WP6untOx7KKcO2s7WcPg+OZYYyV0mZynWBYWSrAF15qllUvZYA6RzkHGYkmv1p6EkP4R8FqA4AV67e7Wa5RQWRHUiRPS1g+ojdsbnseHH74Vt2+/Fv/fv/8bJEOLCPbt2N3djG++pyxLpCBpNJCsydCIuaTiBxGnuBJBBbATK/4RWQKcd43Qd/oFcFKZhkUS88w7/MwYHNTjHVpxnnSiTiI5h88sq3UAiDijx2W2z5L3NNMT2ZzrUpV54VYooE6r0AErFhWrLmyayH28dTxzDS30W4XLa0QB2mzrOSQmN+kb2GQ+ADGJgus1jY0WzBmXM9JwoHEi4USRjddRh6BRYNojzX+IMo0buEJ9MO5BPMwh6xVAiJJlACGkDmLe4CLFn+M9JX1eqrm1KPG5cY8ag1as3MG3JGJynCl9dA5Fl2/+5MekNcbx8S//byIHWM3AO/U6I1xiLgt26jo+3gcWWF80z7t4FXgpkJPfOSz6GlgmQ0LpZQbk/mtFDgjYQjnJbEw+I9Zcq2UmtrJSksmkbgERsq9UnSe5ALqF0tFHEIjLSy7ZpNaMptnSoZwIgKqYwsSr0S/u28baUYKlVhJlmIgCxDRaiHhUSSdbctujGB3cOIqCA6F+icjQVYtYWYpW+i0jhnVkBwRYG+7MBdfOcIAbVA3VIcKL48Ms7ZpzzryxNUBW5dTJOOeyekq1rne5UnyhqhW+cQgiTin4aMLdmkxas+tEGTYaG/HpLz+On/+TP4w//vkfxvcPfkteydqLc4aKroUQFME1wk3rK7fjmJDRDPGeRoITUNyIFj7yU/YW8CLJjjJcskyRSA8nEfmr6EnEeLVcwUcGSxlQ4gege53bFvuSmjUWZkQpphVkK2ycuodGZlg31qhdlx1fICq00tZZ8q6MN8og0LWQyqScTRiWeY8RWRNLwOrsjAiduZNUGTGV6QUD/eiDzO04RAhRkazemFGmVSduxq/0m8Ym0PjlRq863ZdwsvK/Y4kXEgHcpv+mFLEkGVzAUVqfOPJQo+drKPdLCPiC+Rbb2+m0I668H3HbHT2Pl994iesWcd5H5D2m3HqbZfxbt9FNTymg3GV+DWoj3sjNlmb4QiOqkYCsqLnSJnQkephnsk06jnzXAvKV++9QN+C+oGLnOpoNnXgX9121k8oDJF5FFWT9XLeD6JCsr3NJIsiu1EnGykyQ6fhJ0UUAFuTxTwJgpHCBxfHwDr9d2FWn9GoCoi5IiZ9QrzaGerWoRmRmU2d4ndBTLDEFy7EE6gyumjGHhqJOAwgga3kajF2ArL56DKfXwsEBlt4E3y3HCqzGcIshJ7euHAN4XQfFuOn0Z2wG0uf+CX6RVUHGBtPFSJgu4vDwUfzmN/+R1MNR3GAjwed7T3Pe1osL9N2tVynFesqQkBToWuu8pcsctCgQWPn3+gefRc7kSgQyS8uOIM4st5Ln0tJhsN4rX/npW27xi5x2HQ13MlkfwAkpOWUQwHETpgYmGmWuGQGoJOu6XIPYGZSsI2kmtk49nKlwOZop5fWp86BSnVu9/QpVp1N+a9XJtZrakmCOhJBSkcPiGGJxhlhlHzI2SG8lMJTNhm40CgZwsbtYGXx1xbYhp0ssSeRbirY0bCAG5YtW6gUrRMYgf2P9Vs5hhv6ZwlE6oBomGQyg/RbGzAH7jlsM6aiOT/bZVOlFRPcNHHJ9MQQ//tnR8dOcZybsEpLKNG4p/jqd7JvfyRtXZzgOBYukGRWnlunmlegZla70XjRwhQDOqoekkNQ36BUdx+u8kmZ3ch0cZLpCmVuBjCt8V8QIGPeyNo2A8CLqvW4PcJPTAEnWB0Bpip1CQBchnjaBy1zBhxjNrQMQbym+oMgm+muZiEOumCCt3kFvuV9RCYXt+ItsqkRFvEDpArIUrzKxla4lXAwtLelLLpVLBih973UzqFJ5I25uvxa3SMhtrd0E8BR+QDzmoZQ8LiA+ItbWxa/bIK2wmFMfvvU6Iu8Z1yAdWHKS4m3KJ4hNHVRwQiGernkg8UW3YiqRxXd9H6lMxdzEPxpQ+RlTvPq8ACBjwWgCI1F4KUqMVmvNIQqQ3/o8FnBMMRSmzLhKgLIItnoto+CYaQQXNhk5nsMtE5ClUpaTFugOeVnDJImJe9wGuca1rl2djQUE6QwdJrhCuTY3v4MF57grEJWRdzOhI4hDx9SodBbylyjTAiEmAGsaEPg7pzjLGj7uQiko3EzXQkbEAyIbPQTBKWrlSqN3mInJ7YcEWd0nXLHdYUvorY3NWIW7z45PIQ6KSVZeID1xO25tb8bXX34Rjx88VsKxJumYMUHcJAEZJe1iKDmJfAH8q28p7+2vQI1UXnBRcaFXQc/I7IZb8xO01H3MZetMkCEDEEQVlDbEr/GlX+IeNnWofcF9Jr0qRBrc6kwTNXcUUT+h4OW4OSbRBMNBgzwRR9TBICnmVZq2kAD+CaVX6KwRegdSdsOOuDg1hw8HkrlsYT7Dv/QDEgEUxE7fcAZjk9tb1EebfjbdYY7L7yLfevQylK4RMNeR5do+lp6FlS0sSuNoLhPRBrWprHyiXUNXJh/luGUc7IQmeuiMtMKERNyEWo9aqUPxP7UJBJPPrRIq7XM/+qoGkoFHpkEYvwxQw5FeEFGAgwShr99/4QQXQXEyTCJJg8DReOzqUj/ToVrCVGTXd4sAtWTS7OUkVwNskcs3RMyUSpxi5QK0AUBEpRZeCWqcEs7P/unQ7SBnIHpo7of8jSZvn4nPaaMBkC4ZgSGbCbqjTGByhnhTDGKZA2Trygm/YCSMGQ/sCLGo4ziJaG5TImVN9oS4mfUN7oQvfbp4d4hiV+lbMClS6T77oQMZI59V0QHRYwr0B/SX0RHYaELZMQqMyYI8xo1yRQJATIxT8HUweJYwoQ+JaCvSnz15xFHhyBzZn6fdca7srEhE3fFLlF36MAk6XxDqsZFC8/CFbyLEY448hV6BJY8kwv4RocV5OaeBHB+xm9MEs9d1RNr+M9bBmNoeoCc0FGxXGWyqwKKRpuIBSgKzSG+dYSwqr1KaMHF1i+KvDzBGiLIWiModHXlmhMA2RjbAKtNaGsKR5qE6piFIT0jFw7FlU8pagI0lZ+2Zi39blnY5RmT9EEC6g1WFSAUhgCQKoJJirI6zqWPcRl+5z461Kt3zE6ic8eASqB/d/0dx7DJOrcUayFEI64BbTGK1UG5IuFqNzZ2bSIHL7A8lS+3Ht+CJZZXtjeTWMvpNvTammP+yvw9B3KAQnxoKkZA6KHGTqBFCiSTBWpznpOcL1OXR4gDXK9tFEqVRQ3wkxY1cNNG3AMjGtjLMD6LHWE7NmRs41DPu5apnV5elmUtFi/1aRC+FVclGjiHdojiEtiAY/Qpn4Qbh7twxxuqzpmAKVt0NXznmskGjDFXaNh+lNdfQqICbtRw9ZpTAMJTcOQLQ1m83iHxYdos0gzYBcJmHibD3kDlNLdnnJOHG3Ie3yv0QINeow+R9uZCJ0h4GBNu5LK/cZCHCbpwcHlHOjEhEQnTJra2QGZ6xPPPs9Cnikto7RN7CxWzo4skYnQ7CVnWUK5t6PyC3kESAHejTiZ+pfxNPYuT67SgSjb+/liMJ0OsP9UyToKbCSxNb6neFtmawzh+gB3eIIwCY+zBAbS7aNfziDLWIvEdOQvIkMO1dD8ulicp+CUGRODLGp7LmeunVcRqYdZtKqyyaFIfoHNqebWfsj77c4mtiqRbphRpK21WCypAemdgjgFmbksoAMmXEpGkHnz2kL6Jr4BbJEkUfvWrYx7SDiKpjpZm6d3W3xkd7bScWVA89pnClDPdN3NqGfrZv7UR3sE/p73eMDUe8rBHTiB4cOJy2i1IsikyaIPrSTQKJiHAB2laQX8ktVzsnsoCMwPHc9bdCIf0jworzVxfmj8JwaFIE4toeC9/12GvwaN24nJyhWFL+89sdc7MiFOSBwQzza8FlXgmkQvt0TzQAznB7zqapCrmVcwO2n2z64I8cIfIcUWRaowJ3qPw1RBQvTkujQ46W8NwoaoT41ViRu+eSqMYJIm+ITrvEKTXO1nPsILQBktVLI9rWb+nuPwYcOMjUQswJBmvt1bEMyyDR+F6lIocCYGr2LGzpErpCyjOOS+rj9pKUauzs36oUW411B4e5OcZy3fWwFSLaR3HRewZhs/Es2djhgEomO5SRUtAhhgo+4VCiCAQxy1RDzDAFn8hIhCZW8muBxuJaGcJ4VrmKOU2ljYUXLoY1NiWAXHroPtQiKZ1M43oUqqtfiiA5FJ9GBfeSJLN01rG4WFjn0kqgBRaeonRoHE+u4voRjmGbBdGKREWdulCEJmc6P0UGHLVEnbWBXO9z2xudZ9cg6RB2QZLbX+rr6Sf14bQhCJKljRnSAtFvxkNOyMCqULMYs8HKEFMO6QoYz4OrpjysajGj9JhEoGuolrDiGmUrYRXHwu4EmDAvEo3HrFEyK9vG8tT6HHUpgiFyPnC3YRWuuMjYWoIieerqm0j5x5dyMat6HBgnCsYTPSK5uDKRyPcqEXBTzS73GBBXquGP1Ni0yZ3Vh4QyhkN2NgEIJc0lhoAgQxfQinoG6wsZFguMjjH5mippjhmp4xpp5VWA010c0CPWI9yBsAGI6C/a0CpEIGW/6bNBLYaMsjgeMSQ3uZJ9AaItYAErXAuJG6nA3/K3G5BfnDxPkfnGvYgAAD1uSURBVKbr7QJgucodq+qY3W22JSshnrMAEmXPLTAh4VzEY432N8yfUVc9ZpUCHcWKiTu41fSL+nXG+qJu7ym6D4Ohus3GTBAbYrmFAytB9S5JMZTZR3sNE3+4RcA42UPgavrBQQl5AUbPYKQwrz3vOcnQb6LDv2LsisM4UqDIQ3yXZBl9zXU2KEn37Cyj9NPigZOSi9Ajigcp9rpikynkhNUtI9rQnO400F0YBm4R00TOr7Jnjokv9/UeYE5vstqhO3BvBWQ7w6pADIagLBzRuKhrgim+FX0M0iL6KtacVDZ2dd6AgCfiTq46J93xOCPZrLCDu6vtTZAqhyH+QFDOAYRpFsMi+Z7DNcpbkhLsi8CuI8xJA6BWXUfnuR1Zl77UpTUMhO9B3iUGwwuI5FU4hxWNuAFz1sL6kI/ltZfQSfhNrNxbIFKYzxXwCxQUMBcBDD5XwIkErxGRIi8Zm49EqJ/F/SIqX16aCPJUcU4/pNwkH3KBLEdEuLBWB605wotHFGUXtOM/xdiQvXF8+BJqIFogucWaTw2LSwtHQMr6CtSGyBsj6hpwVr+i5bYOETyDGeAKpQLANgBkJCCLHKF6/GDErB4IAMe8zuwlRGAKxAJEpGYcs5rcwn0ylVkIsoJprtM64rz7Ck0BdtUdjtVNILVD+5oqNfY7qMDBQ3Ts+vJd3CeDyggCzhsjzN1MKKXqDS6YLzoOJLRILbTY68F51xCLuhsnXYKlnN8i5T3mekbiSySAKgHr5PJ3AfoEe6GEOH91jt/CvuAkLs+L/MWdtpHfJBoGLydxzLrkHhTOprrE8VZ5OCEJLUSdZb3mUvQN3LrZiEOfCpsJYSPXugJJqJvt8qkb36GO+SmbSfS6iARMYgvPS0ysxvkqIsgUhFuVmcGpoZdcyWD4aEL/ubk45reDHiHblQD6x1pk7vxuQvGixydIdAOMIQ5wPgoOyrfyR92kV2+K3RItRVhGK5ifxqLO8oy+1rZfjrW1FylGtLbNiAlmtosC6M+Q0Moy28HML9Nhbuazi1j7BOHPCQ+5p0+zhSmOocB6lcwRCfF8iaLr9MLVIT48yithn1fkz2sUqAcKUXeFozx79afAFz+8GuoFWStt2FzLVh8F9u8Rq3PvNE1po71uEeMy+lU2D3e/NoGrRaajOkKUaVjssDmEj9x08hOMEIGdu5KQQDO1Z7rBVMAMvVIo9gIwEl4KccQPLJDRAIOwPitIR9YnRHYBkjrL2us24qYD93jOosUVCMw9eoy9nXsfukNdpChPY0ck0XsJIPuwQQ2B3KkEGlO0NbHqqEKLIePokS0dMNrjCxKUsHUJEWoEpeaaWvNYtGn7uixFqAfgpPS6RoS4yO/iD37wf3IRUyx+FqdpiDsdFm/+eTIvFhTe4x8bkuOIBsAtLf0JxJQO4ogAZYvFtJqzC3RLLtyidtvnSGCKQa1QLf4PmGMneEtxjygDJqaFv9WzypRxlpHdBibdY7oF8LNmAt3WhzMaiEU5qlnGLwJp6lQcKcaCg0pQVP/IuGCXwsMu8bIF48odp+h9eQXljsjTgmsD4CkAG105wq4z2tzchks1reBQ2tEyJFERzbVbcU5uaADnCwXH4+N/JAaXRJawHXxwlMsh1+CmKRas/pmWaOaOEmiMk3Wwrc7mlYgTkLxEkoAGnkxC0DuhPMMfvnOOMaXJWiDDc1c3extvB3V15Oqcv3iDTHG1xJZnVbzxMzZrHVFdczInsInZrYLWl0iu4XofH8Oe0Ug+FDiWXwVntQeMp4gjCy5UtFNEojXXc4DjeH18zBzEWetcZo2Qnr/7Liwql5RsEcCkD3M2Y+qfdYHMM11cnoFs0s6IU3fzdUFzxy3EII4RuqBJ2/pvymH1hrrTpaJNS6TxgZyUVD8GsPtwYZ3dUJqIcM1m/bNVCMpdq6xRMBq+Qk6rj39jBF4TPev3gBD2bKY9OuSLlupsh5DIyJi22Co4RdBqPYmY4gJh61GBfCXO+Oo3X/4tvnl9Xnp1UKzabnGvekn0iiTFRSfjXGc8WJdlJVUcOkydBuasW+xbZaQ4ch2oJrimuKnwMsZDCUWcyT+Ga1WnuoUVq+yOgg5iVJrRbQKolyNEJ37EEvv5SPV9Vz6M2LUDEWOU3fyM4SceLoIxgojjXsVZrUmRvg4nk3EBm6vqXDurn1YGWQsISzN5GV3o1pfCysCtOe9jlP8YBJQpPGyvb1FUQvwPgmggMjXXrWy1skguSVBwt8UtLebawI2wYraNeDcCMiYud3zKQzZIjWcaI8HIffJMAl9g+49PxidkkZWcT5h75volIhRfANWDIoRPh54tcYNiKBviGj8Vh8a2lqmkmbGb7jEbOB2gk6qkmXPRlUFTBpuPrkFj53ocxRMAk6qldKlOc7rNLogDHOExyj0fd0Pw0uf43MTCO2NPnZrcsGyUACuMiVtNMyPP7wzMtLq9S7vmpkyu9GafBK00kQlXYniBSHQBum+OH5e1DIhTwz8V2M9sqbudKMLOGfuhJqKczHS1HDVKRLTw0KwfM4eGzq1ERBs+dm2bwsxRl12u6K/PuPpESNSdc57QLCG5IyNLVVLQAhQaY9K5cppOipdTEai8wHwBfC7iSx7zuIDPX8W1xXcvKX6LDK8oXtf3Fq2uEqNa8IThp10sHqhIirPCxQIPw+0GJBVTVX4b36tiGGg85HPgON6AG1eJDJwY/hcA6BAJwzWjKy34AiB1ADxZBlLSp/hJBlDpG/9FhMIAjJN2oOQSy/2LTWvhVGje/SDMQZkBluq12swNuWY1oxNGK3C8pwD2CK66JI3B7OBMfCIISJmUYoWDtt8hPrdKQLk5Z//tS8zxPvs/HD0kh0SMkbkaaNXwMSp/2ttDfBPzw7Ks/Ju/eP0jtxNOgIMkrS25ItEixjhTgNPvBRf4zeN50xUiEml+512cswW+A+Q8luc44/n8bluKAYOgrTjHETXuhSsIldGDFhzjyXCoCIOFR2ZlUfKao64BEhACW+c3c03oEF/aa+l/2AaAVAG3sKLSqgIhxu0u0RdgCdEGqwAUq4FKGCcCeDQAmXj0prN96K6VQybTpJ+aDir3GYGwEGaAcVK68zpPQe7hSpCQI1B7+8ZdHg9aiXUoY5koAsIiRdgRyyFNTZ2e7/HJvtqsgqiW0ZW4H6bvfSSoxzc2fMCUqYz5YXXO8wJmPI4l2A+ggqdcJXBX9gm+AkmuSvJHZCVQRc0VR4iHxND1kTyQx/KbSk6u8wh/fHsoXzST5bMe5LVK3oYYNJZaOZ6Tz9khk9gAiO4cYpxM09Y9S9NPQh8tWFzWYGf2haIDBDjONjG6GSIqs6CIH7PexIDSeipViRKQlW1CpdZ6G6jNzcvJkLpwd4IImyJmRiDENMkYfZLpaoA9xoz3eeaazYo5Y4kuozS+eA6SK+yxc/fu27kRiDpgAYLHbKsz4WFZlEbSP0YF+tRk5jKid4vtzsZsfHGOUz3G4Og04HCsNQGkLSJcXN09pR78kkRlVXPXZRVEoaAe99AmXMKmdtXmGhQDgOSmK0DKQclNV8Au4nJwnA0DD8VFfpHyucdr84CY4W0zRVPwhedFPsdRnWxBQ1obTp62ttm89Ty2WITbasAdAN0OyMAATGUSxSrqD4yKrAuXkqFWlArlyQCWPD8h7eiTXCul+Q61q1AYirE6A5x1ivBNPyn75yT9ptRGWwhiRtSiySCzuYSZnTdpayd3YyBwf49ij0pnnS6WY+Wld+MCb9cMLQNIczk3w8XqHI0wz12GAttt8nxxl0S6OuT+/e8yebjKowSaiMUOi9BODingxzHugRg3MRzDyWNwMYRzCRsNPzo+xgegC5+1rSk4R6ambkIppyhxdgVkuSqHnfpKxBQv7/YlArlUpEIJv/+thZGXXCNJB684xJU0KBHwSTRBKjbScEG6W74SoJwu3libGi0q3XrKfKCMiBNBih8foG74pmbjiE7Lr5gAQMJBNvdDQ4rY3AiK/gzmGg2o+TYPpaIHSV6b6QjHYi4IwJk57XHPYXktdt//03jGljINTOYLihwrsOve3neZobXMao2E3SXn5cJLnF/XRCkSq3CetX/MkpjfCaW9RLFBfp9ilz76BrbMqD+h4chkysXlYfXze+ycviD0/dnDePnWBlvfvxh372wxl3MoA2upsUXjynZBKZSdpJwCsIW7iLjmDs4nXpikx9KCywMihuv4r07xq4eznWxPrLLDL2K1j2XnarUz9v88JJg1Nsuos6pSpwFAnhPNjQABvHmbGZsfueq8SRFLLl8EYJrzlhSbLrAI0W1rZogvzXTT3p4vo7gpYMDcdREXxIAyjz6r+ABqhrWQICVicj4B0mLJjdf+CMNkic2XtmP/Odti6gpw3OjD2to2PhfiEJi0Gb+PXNCw8fl3A4r6vcZVg27SNMMaPCVnZm1dHQJYR+zy5HAi18ANP69E/Yb1FyOkR2V9o/MRc2YQLI9gJduDvSMmMiJYZzS2oLjMfahwuS63cslvgssXI/KbCBPyfE8xmIgpeCivyFNeo+ldXFukBLy1OG4z7tRratzgoSJpCHegvvNJJMbmrNAx3y9C05jgniyC5JxmbQP9MkXkqNRzMZcjhJNaOqGIq8w70YYIqPvMCqSGZruqrGXRI0QhMjU1anj+PSIMY5C3dOPlqN14FY6a58YVJ0S8t3jo4PEhBfhw9Ai/q0WKpd87yT3gdKTpgVifG9zijOOwKj0VpZrZVThtg32515lfCyu0pt5E19UwgpoQWAuHvt+Dg2YkjHY3FW1TnCOrJ8fxnz55yN6l/fizn73GToc4Wkw+jQc+00RIRAgkZZxizaN5JkVQpixElRTBtV4lYkREcchPICvn5UkoFEpSj9heh0GPodwhfozm80VjE+BjHJCU08ox6uCCKtItUCwRCDhEE1Uer7tDMBM8BXADTFkR3Wjuch26xxSDyFZv0X+ugjAaAAWtblEHoDULF1jxY5rKnfjdVaXFYzMHYLCKAbC/9zjtJ40Nxam7mVhjhxNAeyyDbHTZToyNKCp9ltxvYFr7OAEcdOZlTqhq4cz5gM2S1tkblWgbeib0dzCUJLgyYj6dU6+X6wgKftTEB/jR6zeRnWXC3ShOqOmYhw+dYy3dvkHlPaVDor/YfllBB3BhT0UcX/K/iCg4yIPqFK/KK3OABXIsxy24Ug5wO8o5a2DmQzbOIPRTItW7IJyyYE9qgidCCGkNIZC/L2PpCAaCaBl+kcaZTooYRpBWmEFOS57AReoU9Yr1ci5P7GDytlY2ENfoVTDrEnkROYdqDXpmGhzECzBzTT7sCniRcHTLmTOsLt4gdnX3ldg/OYwNit0Pjw5jma06j9mxdxmjoYfRsba5hc46KcxoOHCtwvYv3ZNogZgWBNCEo3gmEP4OhAIMpFCrj4wnuoktH4h/jjOmbm94WKHS5CP0GTs0jeIGj0hpNsjqcUCT7xhMK7NfAEnm34tn+wgagCP1ixzApqjyGzi5el1ZaXnwGn9cB9Vm2IfOZ5r3/edkTQEG3CMwDNVI3VaVwkNMggW6JL5ch1PCVyL5w7WsBUUEm6aQ8pXzRq0LixKFS420+8q1qVkwXZDRCURcsf92J5fRuObUildtiBH75Ll/KAPimH6XbxFFu/hdjnl8ybaZ9PnN3v249eb7iDMCp4hhjaoeUYQ1ou990gs+M6gJkGsgYpOxLhMiqhIdaNC2poF1Ls6zjig0SVcDhvAqSAE5EF9ubQAELcZ349uL7uVhpdVqfeTTOsZElh8+d/GUbGaIAwoHkM+PqXTB09pltbWhEQODCRnJVC4BkYXil6M8ViCqOM6l/hYhEgWfZk5neOULnnosJasfrAiyCNKy3dwYUO7iWhsfYNFZn1YnuVV2O05y+wYp+1AlKAWQFoxYLeSWYyCOmJp78sxR7KYwshiR+637LrsnuH6OtRL4OgKrWK0HgVylrxlu+kJG0cF9OrXW87Xwibpnz+OQdPab7/xxHO4/Yd8dRC/lVOuQ/RIieB0ELKMf12ukKuR8a+ZSPZDuxwCRSHxeXQN3AVpILlGzG8VnhBAm+hb4CEZ9vl5/dAghVT9SH3TIf6xssIX92QUmorkIbmKCE8zAEzayu3uTfc98EG4uftGW4pUsY+P2xl8RJjclR9ELslfRZqgko7b4XC560vmbMtHC24ck6MfIrgMsIhkMGqSZbR1XtrB2LGRk6xiofh0LyXrro4OnZC3dLZ7wDbJcc3gAZbtDoy+6hPNEEGEgAFWl4sZ9S3PRL+1JpQkYJIRLUSr4YfZvRtfCRPdVsGpUDhIWjn8NJD3+9mOKqHtxa5WnEtPOEnio0VYTiFvvoAHrHgemEFQBEpx600Bp1najVywzdoAZkOb+LFeGWqyLyASn8AR2573uYeUv/3zno304p8sa1BvbL8Srb7/FZkBP2H4fGYyc5HaK7pDZfHvtlVt0hOmJYrYN1b/IKZhJ8UW7eUREed5jAq8oi7reJdh1pRewvqJFUzh3KmGgKnlwxe/iU4S7C8i4wj6m03P2DiDHD/WfsInf+u5dOgCQAMLYnQmuKUq4jr40vG8hieW5uaIc0SkF60TKlRbJGw5SvCx0UpmAM7XqSABpyU1BqucNJVlBOnR5PGmOLZzUk0//I9uPPeBBtLdJZ2uyI5oFNAg28mFlbJrxHFT4yzmevwIn/TNXJwoSJEi/OoBcKqNjnD8Qcecg6H/66L/7qFI+i6++3k/O+eM/+Zex+8p6fPnp59xBp7C+bHdJncDrL+9mdaQAyfZBAv07DT7FSME9fk+rDYzlWk80dbFUg1IpxJBm64K9cSxCH6DUhwDdjGYWrCsy4bTc8guuKOE0j3EOXeFgdPmYjcC3WZlWo7bhEu7OiDNixqL4CqKam6H2gnKlWPd7s67OcmC5WWKicYDkqEUWkxRAUj7UjswFbnA6yPVw8UARfoNcuc61sJu3Xo4uCDp+8BlGAnE3HFYraH1l+3CbcDPdLfJ9oklWFOlNMwZwle8EmUD2i6RNv9JDEiacnTrov/mv/vVHL929GefdxyDJdZH1+Bd/+a/j63ufxPnzU9hTo68EIKeY48s4sbeYA3oox8Os+Cz8Gr77w9/Zs9yDdhI5QCyrSkHOgCqdkY4fyPPBEnUChi6H9+7eyXkc8EiXc1YpXMDR53Cueya4F1x77S4uAHvaLJNlRF8enxxkXmaJGubhBWVYTM71PMbMNIuNf7XIzgo4j2s6JwVzXRlEGxtTxEloaQ3KVZI2Y3c/u0JfMnYUkaLeNIBI0sRv4i/duPMDEn8Hcc7mr52dV2gPIwroSlhKjkQE99kOMoK2eTsACcEe6Us+dmWFURuJwU0M7ceLrDK6wA+q/Nt/888+qtd50O1Wi+Xg3/PgIj3kdaydWuw9uEc/Dt/sIxU57Hr49hsvAVBjdCLHv05K8PJx9cefKbsBhkXl+igWzA+N2ILoDOFrNXCDlNWEcueEds6fHMTglHgcJVQXVPB8s9+Pbw+H7Lh7Hpvr2+nj1Buc49k+ppx1EE/ceAj/qI4RsESIZpVtVNyYdZk0hNWoppcNjppCFVlylYrZ40Vsr6BcLTiTb2PG53hhyTRAJCQtWV8W6lsG7Lgb1Oht3nwpLtnbWotuafsO+oe2QGgiJfUpIg8YiXdjcvn8IxEEQBOqchdv2SZ9RvpQlwIZxmuN3OUhQy5E2Au7P4h/8oevgsVu/PZXf4vtr2dNoQPiplgJF+xtxgMuTI5xv1ylzhE5MowoSjOagxxJLhIHaRwkoihCtC3EUrE8vuCq/slZPPrss/j+N5/zZBO38AKgGAw+z+7UZfnH7NTxeC+ef/Fb/IYWm+KxGyTbrGgGn/JsAxdUqVs6mM7bW1uU0q4SHW7ym2wl7pt7LDQwEAwIK+oEjkstBUwBOKlbgCmeGRtcDlCQEsTv8JPqrMk1X5PPSsVsF7ku7r0kYiAM7rzzs5h1H2JmH+S8nLvcYIvC1jS7bKohI+GW9b34kgu/ZF8Rib9n9CKNBjguV0RwjeViwhpkMSJ0wrtvvcUu7NQJUEd8AWXWyG8AWzrmIi7pUjN1gSObP/jrQJyUQ0JC0LGD4gvHMlqdn4gI9QJizmWFDo7DKGG2SXm6F999+ll8/tVjdnmkUARIWUyvdnD5lhslLQAqDlEMT5/F4HAPMcLyRRT+6fl9cjmkiNEVF6xM29neRj+yvASnz/WuVvqYXnDLAGwzRLXlVJi7lE9JzcXYOaffpQZ3gvQp8gx+tthpawn/ZgkHd8VndxOhsJBknci0SyjVjZds3+9OWeus1O49+yrnaTv5TwBDBEYrjFAr1sS8ll0CXqYWdlynoWAUPfHA/P1XUAnEpAizUYG3Q+d3bnfiHz5F3BzvAdRi0AJXQnBLsVMqL18CyxlMFCFcoh/kSzNTk1rLTcTmrlF8qrRT8XPQuNmI1dDHrHDu8iygHoHOr88ibi2x7J7YpWhXn7iZUKW1GQ0sqDr+i8mxgy8/iZ33/iTmjW0mxVJ5HupngfrdGzdzyXw6f8xFszYXoCmO4DTH7njdhFDkON/csBarTarVV0lOx2AxNif3OHcDoepbl03q/JpUU5cuYxQAU6xttoTGr2qwu0j3jIpRfKsmG8a6+4h7/iDABQKAAX4QmXAXYMVqD79CihhcMy03OZr7ypRkyYVyhU9fwQIQCQUmNSN3d1biN1TjawK72sxXcgn9+JSRU/YXBco2wXE5ouAar6GPvJbTUFPBLdkZ13qdBRHn7AR1+Pgx+RpMZEZ8xjILi9ZPofhjklwvkB/RBE5DQ3Fn/Ar9YdrD7ZdP733Bdsx/nJbT6fnjWF/bjTb9Cfam3jljzrHQisRncNStWnwAlKsZ5A5QknMAOqmYXcClaDXu5zENAcwDRgfQ/Mvcc+NZ2q6ytsnJS/UEcYAJRSeY2n0eNjjsHhLBIBMALGaEsa6NDj9FivcxKMYhvBWnmtQcBIHK27lYl4O41q2qRTICRGB4wmtquctuqbSHxYItz4SlMHWLYkwn85SSJXVIUokdcsZ0dFpsyk+OCVw3eEjF5ye/x5Q2Hdz7LvYe0jYDcy9P2zsCKSbeTtiP9GueYb20TsQZIeeT4rW29Fn0vFM+c90Azh4fPSX6jqnNCr3LwYO4ubGdTq8cbIJPyygDogkTgA4c5hoH+HAizHyQdd5JUFqZxOWUcm4LI4AMD+WSFZCmmLKqiJtz3unpQ/XcnuN27JLrMo7r4elzrn0jS8WKXfARcaZKxDDE4r7gIi+RhIhX76hLC4TQR44pBVy2z8ghCG5MMHuSAW1vEkphUauDKhCU9JyIUMycnrHUEVFXw8anRTqUzvjH/QwDSIgYhuynFIGY6aPTHn3+Vew9ZS8BauFy70/G6Z2asTNLLqHiKpvyXWJ6u/TinPMscINGCS4CpGs/Q6p69uXHsfPKa9Ehd59LUrZ3UkwpvvTcy+ieFC3c68qCBSvo5ApfGVaSkHRcSbGYp3Ehl76diGFwHCvigT503eSgdQq5TZlzVDJ4P0TpMk3jakqWJs+lK0E4o94pURkejYZFCHsWIhWxZfCV6RacZBv0m6suGJeR/LQWjS3JDBCY8NcizMi2Xm0BZOJIlAK12EPmss8R2YFzNiwFeM05G7cODLFg0ShCfIpJoptLRFaxkZ+oAsl49EcPviE8QvrijMg14JZTk8Vpa8r1VnKaAV1r4mfxuLObRA66EIiLiH10s7qjTJxLUcPd+bkgOj2CWitsOCiAkjqh8CKuB6B1WO2IQnrlePoZV4aKXGOgtIrct+6tjBWoEldRKrbkwCzo57u5m+Q6gDjDNzIqYbTA2g39FcuOLcZXupRJ7plPmpGuYLfv5JS04ECkRojGhCJWQjanxkXMi/HxmS14SHh6Pq/B3MYAquqEpdfPZcpqH6a3vFLBWhPwyRNMVgwBHj4uCAFZ3L68IiVxWIxng4oy7+EiJjs82I/9776Kg70TfJ+iHTtXrDEWrkNkcli234J73t5hmeCK1ZdwMds9dlGglwADM44KGfQLitqmFREibUT0wJBOG1fA1tPfknOhfoehU1giaFpCdMo16tfcaTHHywUcK1Hqpf/jgBTZAt+AravM5QABV2xrBkIhWpK7aeToeLvdTO5ATMDX3yr4JmGgGQRn4tDB2q+EJVfKBMWqdwkB4XV1TARzJolPglH86tom6Jn+lZFQwFUh1cIBWwdQj59A8QKEhpyBg7XfS8RPD1/ohmAByHmO1q4pw+33Tx5+H0+/u88qBKLHdFGGI9yfh3kkcCf27hyg0g2kUQcumGAMfHsOq5+dU6pEqhpKrrWLiIMWUAsTOc1T7wMoioABlaG58ImB+VzUGQpcfWqSrQ5FO2AfV1PH8IAcOS9wmCXXlhmMBFnCvQAn6BfEHW6FjixQ0ohiBQJ1b1BxLtVUTzNGN+dIV4HNmK4NmRIbRJUR06ZkwApciYgUJgJQ7gFKUJZCJaVMFrmkMYMeElG2qcUpEnkXfiID4BYQREM0kSjgQB3xsMWzB9xEQaCn9eFZOnP9qLViLsZKA4DGEjG2AWf0j57F/jefxSFpc51vZbntp//jYPnPZVCI4kqZX4pNCtMHiLNHPSPAcAB9nqEKOqs8BhPlbcZtH9OeXTCpb2bxFr5Ph/U5bt81gRiKBx66nxt6QcODIKcLhP/RDTD3g5xnHEAhxVeZ9IlVqkYITDdYRuVjN4ttBOBiuNWdrQz5JFUyJj38nACTSBMaqFsWbLC3xJYDLmUBQKkTnXPheIJUiUT4eYw+3VWyGAvtIHZ1IDWElHoZTacZk4Z5DoICFHZb/BPJLg3ZJOZWKh2l88kIaMTOsy8AoYcvggAeAPHl9sKnj+/Fs/v32EsAhcrFucMhE7sWPdyGSHOJIZNCrDXhCkMw55jYZ1g0SaAMVBcyeZbJ5IQZlDuWDI0cEFStYUWibqINZbYRJ++u3oy7L6HIIXnzQW6A7pIN9Zy0m8pXynVdKY+Zcdm7hKbyl8k0APJa7qtjFVqE4nnXmWoQFNTMqHQyAXIVxzfjZ/SR3HJF8V6nhJBNDPkAdTotUOp16ueMEHAqDSjv56UVKChz0sh881t5owfUkxzKsynbBS0st8WqL3cX1OlUJzCGpGxvhFDTksvnCSFL+zwQ4vk3n/OMhCP0i6IdpoTqbVWxUUSm6dRBM0h3MPTxy3MmcKK4vEqsGeTU+5fFVapaXYZAgqWH3IikYBAAyblkPTT3mZ7fYOv/D+xLvYR1aaWNyCrBfQJYWe+Dbuc4vkAG6oWeCbaqHXLDDPRUXq8VhzO6oD8RAZi5l6ukbvNIzIXDV+cK/UJjyVlZWZQsgPkNtOWejFakoSH/sMSEXJVskL6RjMOY/StHOT+ZQymmqEuO469zBZpJZwzI272klJZcnUCjYqPIV3DcAXBOAaWI6/O03MHRHg+u+I7sJoE7JuiOHNoD0oBUKbeZruY/7RBlRjQZbkGzUHbE4zGZtBUsmbADfjUQoEhVFBQmL9ROa01rZ69e0NsV8GgTP8ltw1z4S7fp6DF3y+tI4RglENGIOKk3EWPGViKDswG+uk3CBFUAnhuBiJsAltA96aPw3byQHKBYc+FxVhDRm2IT7DBHpURhTmuRjtlzwcacQ4ILmVD4OvSTYxAe3IN4zf1iAU7CXWJmXIk4B4PFZzuFiONGzxROVKQl18EJOTqlIJ1/qUssKGdgmoKHB6dx79e/xGIgD0Pw05SEXvBE0xiqLZDDIKRg2vVJii4LYVZxgrDushjLZ2x38EWaxqqSyguRN2KQ6qd6HXGCInbvgca6STHGjHL3kTQiXZ0I+QAg6s+YrHUJGgkGd83xiBh34QUKmMM8fB1C1Gl0syQ5Wap3W0zdBPndnbUYSLbrxn9uWSNVO4HCCZcwJAKPqL+I0GtxMWe3DdCkVn/qI9l2A6vPvm1CuBW13LQAUWm5uiBA6cJA6RODAyRrMcqpHGAuIJ85MQsHyDHetJRY84EUPsDv6JSjAC/f6ZdwAYfOmcCz/ZP/v6h76Y7rRg443qRIPSlK1tuyPJOxczKbnCzyFfK5k0VW2SWLLCY5yXE81tjjlyxRokiRFJX/r9CyW2p29724QKHeKACFzZPWR48HVIUIB0D1j8EOgVSj4OW9vMLzAPq2pHiBMKv9bxZtJu6Twp9KS+ffKHJ8lNoTh7N45drVpp177sNFAUnHjAWrHQdnrSDVzs0OQJenVM7qy4Y+rmGOPvphzEKV4n5hG7jhsISTvEbTy2ZOeyJmpUwiWhKCh013UzymQtbMZ1dDqj2wLXvtfu0z5Po9/wZttY0Hk8z67CX2l40YPHCitIWxjH92cuPt3sBYiDPXPROgpvixH3U5wdLVpSqA5ApxL++UVPuS4++K3nlFAEg3fqEycL7pKQtJSI4Ao3EORCl7UDrn+0VAIenPZRM8iksnWoy7e94ofnRygPP0pFJph0btNkVgAJs3ZU8nfS6CfdmI/MbVtuW3Pf1tMTxjICdHGjkMl9esMUmyOsgSrjHilyl+NyTg9FGGwQoBEDpMRdJ6TQSk/pGysTddY0f9mDgZ0odUsmSI0P/xMgdrPTe5Fro/2yi7edkAWz9rapiLyl32sSdC/kIsomML7+AOFlI40YQYqK5+BE6RCoVYuTzv32uW87KTPQIQxScFcQSRquuwDBmHnWBlw+yVuKoSEYW6qa3GDeyNsdRhyRjeFtr5vxeF5tsIdZCbTLdzbd/muZm4o4fZ/yu59a+PisMVPuHlgcsM5Uwf1L6sWXYhmNu51fLZ8/bYiAvucACyA14TBY8j30nsN85KF4NFbYgx0fbqwtkIM9JBStgJqlHcLCLClNDMZK7nFQ1icx400vMJQfcRH+5VrAW/+8vmNV5SWAbGmfzLtk7UOm+0Ur3rXYSYrTFDKBV2FXGS3vESq2tyAo1MBSy+0IiXXQ2ffJKrvWndGqaJgwHW/3GNb+VqHjSdzKZoRGNz9BkJ6fK9uwcTnv+h41W+bcraRB2jymn4EFdAyIz0o4wWR3cHgxnL0d8ST5QyZWeclHJUu15HZHHnWb06LlLRzKc0yY4he5uN+fDh0SBIqMn6hzHiEYceFx+H1Xc5FJBMaieBOSIlXeMo5KwgsI1bsFGHRxPYyAw+9UAAyVnjuuRIMc/3McSqf/vNG7HZ8DIMn1OyYyVUdVR5TNLVeXDheoV2kEwd3aODQzp1e95behy3hoILW93MED/K47p7I0RU2PEzaqDGTuP8ozr4Lq7dz5Brdw4ErOJb2ZDDkk4It3zzqq2NJfqzpk0on76ekEgdpCJmcXuEZ7ylliTaM+Naxy6zD9dxWCP0KwYC4YaU8f7YNyYDUwDqrKnft63onOBibXESLLGCsISourQWsRnnOB3/UjXD2frUnBCisjfqgxjcDi+amIFwdSAY4iDijFXECVsRtAgZe+uDvhbsda0L/QZ/bfdzHempDQ5KNjO1BifrBY/Ki04QlAX3qf1BPToPKYiTnATy5i//s7mXd/SPv7+x+Zf/ai9mkmIQaMpYLgNnbJ+GiMKlvyLqsD03Tgc+ifOfl+vzpxZ9kMg1wIvRAhKgoXoAQNnVKSEaAFGRtp8kkX2eFR66fj1Cxhvyw1FEnAR2ZTiwn5F3CHZUmMEqnJlWRoSQPFECSMf1qFWrstcjDoeGLYCUgYdaC5kyoqibNwV2AVG7JqwF5DGOCvKcflROWVJvH+3kZVVHAVMeGwaalTyptx7ECZXvYwiwYAKWOsb2VX5UZMxc5fXFVEreZBY8AEJWuu/0xfebl9/8dws3fhkOf1i4xeQzDhyqVqMB3lke3XH242GAml+5nm25llo6qbGvfvx580ML73fydmyln/FHK0Fn6lq3G0AumENA17fk0v2RAh2fvalRLQHtend0qrYgzZhGtg/bGRHILu6jlt1aoPguJjLAlV1+nVwZUSJSKKjT6vHW160NIsERkISbTDwPkdoLyEHacHPM0iPBll/XdeEYdVlDx9sS36MZMBkY9wVlI5S3MNC8aoOjAyZEDgp8MXTzZ/3Wbu+ei1IRuNQ32e298/ZjCkEct3/y6K/fNLEm424Fe+x2ao45eFd9w3kernIDveOixAyxndYJ2Ga/vTm37j/e/P2zNyWt+77FHsfN2Z/MokcbmPLJtgDNcCPiBFbIizcSjJDW20BXJ6FgVuIEQ/2etoEkZQpsmTWd+Z0KW6b8+k1b4Gc6Gjdzc0Nw5Y3Dkpk4eqkmapD6mvB/BSbSULk15QxhMQduhyj/s5sTQYj7SVIKbEnpEMXUAXBCeng5z745e9s5EvYhuekUk0ja/QoayC3dXNU6rZnawq1DGBTWdu0geLDaSbj3+qt/79iuVutkbGsr4JOWHhBsvDlByfY0tZGLuI7noee1hXOL2DQ51iKNtm4cPvldUePDzYMa/8MXf0zl5LllvI+KOLxMIo9zFl4mWUdHLVyscTmoudXm+HVmxhypUBJ6zaeRenBgiVqs1qRhylkQIicP7IT8kOYQWSknZYvC0c7bvmx5lkOZxojHyWxebJD6Sk36nRqyG24oWQskaTQie1mDQkeYY5hoWu9aCDZ2Yitm7UUEtRwNXuw3dXqmhZLvzZbWBm8xq7m+Vyf8kkL93UkNk+4+RmIQETOwgdzzutEakBjs+6+/2a7lCkAIiVskp3ufdFBsNhJdNnk3a8h6qLq7GtF6eKcB3+1nn28OHj1r5G3wN2hM7ZWFo4V8ZhYfPfysDnB9ZbF6EzKPZvvfL60QfZWtevNKxl0iTQdHlNowPrIOZtJl6tMguBs+U22jqkan6EjIbfrhp04y+fTJZ5XGSCGuwetuM6WXDQtGcmI89rDKBk7DgXFeamsEE4IQXOfqIZvHZWbMPc/bGpsZlocJOCt5rbTDWatiDWQPDtZmYHAiOO8tfaPCiBEsbYx1HrmB6cAR7MsGhbekUATbjnuzu/qBd/eOW9l540beVlPZ+wHIUWBUKRfjhgbqISExHsJ0r0/UPQmI239TZqeWwc7iEuzRtVmI19NUEk4cpBZJvtXg7xYJi2AAZDMQjHpy7unPvV/+0pHKzbyKDJxkJKGJmzsJY5PWSQNdGwGo4gAJmDCKAX744fnm3Rd/V1ipqQZqJs6WykXmYSdnmddpoJNARfqA486zYlaYUikTTajuRZ/VyXo9uJid5jlFM+KPgYcBitOxE5wRWybvdLypSAPPDfJ5RWMRIsJQHeLUHjdgZIgcZ6Y6lBvb2JeZkogwCMax2Nu781mqsSnk9qmyRVeIfdy8G/kQ64A+j7IrWOrBwK5No4v9AxuiAkrbITIna2AbUAKSyuiGP+sVcEbWvBwqxhLdT+492Tz7nAS1H7VlT/bbvHzxomVMJXqIYMcFZk/a9Wfp8dlJz8bV2mQPhiciXODMCfQ/v/ipwXDTzk2ejY1KE0zAN/cfkq+UF2g8MYQpWgJfYOd+J3PZDkt+g1h4Jsni+g/i2IYhTLFAOzMi1qwUCi8SE6LBraTHnh6Vcgi8HKlTCwvWcBtpBlb043Gqf4jcGjuqbU5KqTLjHxye8+paqZGb+r3R/P7El0rt+OE8t7WG95r7L/1olXJ9l9hOI3Ham2Jm7aHsgNbWiNXh2h7igCA0jn5FMR1MLrtYgT7Zt/66spDTN7r4SlJ2jVpse8njznbDifaqnrSl/XVpu45aS/fy51cRr3dzTrLvbpmsZynEdzkn35YO+XHEL0yVatpDmDDuOy2wmycWagMrj2oEnh8YjDGHgzYusl3gm0M6tos+eGgAHWmu36ILCMT8z6Reux4ePPtdMUW5s0Nyrropgwl/DUNWf3YPk+v3qMchPArCSG8MG3zvY3K4wAycD6G0pnsyaiFxBspVG2ulIlo5eTPzVh6dp3svNv9QjtDn3+WRlW7qsnGOap0MctTutCcXZQwsvbCNxq4v3RsxNbR9oQ3yeBnHjAhW1ldApw+GY4IqOtaZdDAngcG9Wc6Du598WpkMfFJ93sD02Pq4trG/anqcWnydLTstgPvnb/60+cPvv2xnnXUKwVPDpEFnwWUAnSzM5q4wPVJi5RK1LKxy2sJDXCbFDKioINpiYnqpRGpStt+G66OeT9oe+cmTp0Vd2NmMvo7qEUKGcMw5kYOui8YY25BY7EmSo1zFSZuyffQeRyyeYGtvN8u7F3G7sXSv+fyJvdU5IH7YubN58OjO5p+yG7+U6+Z52Q6/fp7qOQrEdPyr7FZLd6o+wFs3LfmrOBQkaJSs1N/VSV96MYBj/BGi36QtDMy9fiwCd2MV3xJ8iMqtLzFeruxhiwMfP/l8kHCelDkx2CrPX0pnebbzIsm7N9PeOJ1rK5fcLmPf9xkXhXVtR5XVburMSqBrt4Ntwr+YIeSFtb4NgUmOAamE6JO2JVV36/B2aVs+nfsYQD8QBqapN8w22RQjBto5xsCwczxKjNNUeYqsMeNAM5I8TEGSqu9mcO+Jca0RfRXg4KpnqNgEudMQ2HlqD5uTeXzv/uaPXx5tvv/+x83/fv1TbmD+PgSLxQTBhMk7vFwsL7nt3f/eizuq23f115GFosUYrv/2qtxHKevTdzyWNu6tje73nlnX4NzfStm9+0+zZUb0eYypw91jI6Baqww1tryxFZkYxomRJmKQCvtQ1BzhJt1As7jU4TgVVHQsf9YYx8mSCM65OYkhrqf7nz79or5agLlsFfVYRVup0ansWITFscJXyyuNgNWJjDPd3SfCDoHrKw/Vi4dJirJBK8G3jL642xQvBHK1RZNl7GWN53DX7NX19PqXbfD67NPHnY2z0zq5UoA1IBqcto5akBAXXCkHgOWyjPkiSNxaB6q6+voTHPoDie4j3PKAgLcIGXyKdd/f6dd8zmAzRODKJYdD9mDIS2OgDxp4dyTzrAMAT4tIGGCNfGhG94p1BXzYruk3FYhJV7+zBVQRstYPqZTPygR/2iKSd1130PvN4o1Pnv5ttNC//sUwE+QMTsw4ajGpRFwzsnonSUatDfxZsWlz7GPwrU/eXHDEHBhoouWVL8P9GlnHCHFfUWOnJfqkIyO99MPjlIQQKbLYIJxytSRAst5+9Ze2JjaZ9iBnwSF+q3KL/OLWEvZxQBBlMsojTNAjipcO9Hc61MV5YRKdnGh37YztmDu+V6eCxLrv81VtlYfcgBuiXG0q5GjzMseirLwXrVXLwMrzVufGBuy1kshUyai7OEuYZ+xUBFueW1GIsXeWXOU8RJjTCCPE9PCzZ804t3gfcQKFLGBOK0UDogh8BIe76U/wJp36O+Cl4uYhhKgMt51J+egZq1Oqg/ethOWwSWldIgseWh1LVRBJ3CACa7EI9BmIOSZM+ijrqQ32GERjCuJ8Vqd/bCH1Uem77t29uZYOF4EweaXu3aRwDr5t6hzQOkRpaWcFBzkLkI/PApbKrJxf/vqBSysyndNRt7qi2LwXovoOwYgUAa+Y1Mtx2Ckp0YSIKkuxzuEaqeHdpsd3m1I3oqduVIRhSDGCm+m0xPm9nRWFZG61HeVu9uZa2UkcZ0N69R9TrE0GJNTFqgrYGccEJR5U1nqEWYVamQQ2IUiKuKG1KyoxHZkOrf5bZ2HmFx9lfMuawWOplO84AgVtBUe3wUkVO2DCr8nsUelpNKmgS09Lo/zXH09m/9Djh7c2hxnQ/cZQdTWOWpNdxj7cU9DwdKogpG5/6xzJ6KW+RYIuLcr0GxH9dqe2+zIkqvdD6K6BbUvOcXdFry9r87QNV+/z/mSONw8kXYBsWTiXjdsZ1zi7kyQJ46yddEUaYsqDwzudc/ppU/B5hsFIGsNdTSUBwTCrd/p5mZsOOMxBGkFjACy+B+8TKHVtscPqSP0UUR9898A4GMXvJNeYwwx7MHivp9qSiMYGpqO9JjQizBhx4O2KcHuDKdkOaxN6Yh46unt5I5C1zls4bU1BOvu7RtYtRHz04HbjGosg48QkapOnZ6HGvKqYDvfs9sJ0yvdRNz7dw26I+rFYn4gwhKMupx6kIh2kZ+RkTRPEmVT0flPjYTYPLDuSsXcmg7GSQS8C2eTL3ox01ZR8qXcPHzUj/LjIROdQhIOLCHBeh3F+QA3sjtYJyEFyd4ahx6ZtpRDypgsIBc7MSM2k2tpBP/avnlWfHob0YKm6NBa150APDNDuhr70sJfJs4lXxdWW2TK4vCIN4Wpq0BJenoslssIwMjYxkAAYCai1i9THi6avT0rx8rCp8zsZ1avFxXbKxXmZutxtuS3DBtGL26D3t9dCvs5XJRqBrW6MJoiRcNy0142a756nF5HYCebY1sid1rgxvA5Iv9Z4apJTOGmrnG/6syfbSH01uCS8EprfKLH49dbKzdrs6qd+1Dnw6mNInCmHnp/5JNIUY6iPZE8EAqOAGo6EGfqqDFWHoahi/YYLEjX4p0kGlyvGZwc8J6Y0oKmyIsuySKlnAFJT/4n6zOdAQgAAzHhUbCzns7IMXVyqg+GTjoV8Zy7gDOGvtyWDuFOk/LBVQnfbOSE9C8nc3XWIrGb8AaiOIEodhQQ39SsKre9s4PSwi3NHbxfRhjiuUbf0enWN+qrzcSJdP2owuG83htp78KSSwa1uUlzUQBszL4TZIur7qaeqgNQfiN8DeAjVPCZBXFqEqpz20iY7OVlOlPRCVwWNfQDKPv5KxAKtohrihFU00jzLgivj1JMgz05qU5QVlxi3jHIN8CRkpmDFp3BsncDV84ZQVdfxRKoBYVwY8I6WxJE4e2Jb4l6ptbP313Igyj7VJtvn3367edCc0ZPHj8pYmC1LfYz3FccPUqt5SURfsDRU+D8MgoB6vC2K2yLQcjAGP90PUYgTfCLiotHgWVqiq0m/Y9kwa6RJZEhOdoqTxPX2Tx3r2xY20qGtGBAjbWHAT5h3mESLITb27ecaDIN77fuBL5KkfHXF5NrzfWBNUMj+xOWqw6SjY9IQXx7WNaXEY8swKWi0zvCxLVfT33J7LtsUUUZixKuSou71d2YTLXo3njJW6k+eX55h1J9jnStzjsj79xvQ3dj8x3/+afPP//pvTTOUaye7MC5mNXlBGiNLtIbQXWMffNcf0jYS131qYoYIwYL7vcfgK9E9J3bZV7TWFFQmdVNRlWD2Pj7WG9LZDBxeIyMNU66CSRKVNA94qDIzDPA9yeiJKW8VE4bIywjWNc8zDenHSLDnVIoQ4THtMoSuGn2WpYuQnMXkb4vuG4dhXPHGvRv56dN2QDKaji0zeWaeZboRoq1DIP7TgagfyPPMRJbjLm73x+QUZjtJknHE7ELLGGNWI2TZG8s/1Oqan/utMybMEMVKtmqlwgJ5+jK/fVtvCNVJd3VqcbLyi0MJzswTeS6k+m3QPbo+pOCqsRlUaP+GERBGwXlxg5e0jOOCODNSRgjErNWq1nsMAIY5CDdvbgKqU3/PkKJKYQgOwUg55dRmspk5nrYX1Mv9V3t2J1MjUj5n8KXVok/05iQwRnHt5OCpcon9gPwxyBiL+N8rp6GKdiyicC33mV4eDy8Kj9QFlIAhLikyOVBwHdksC/9M8e7ftF3+TtxSDY0nGO4JKYGojrFp9bVrixCAgaJxHICh+ziZoAWRFyKM94bbh1IDcF8hrPrqPIbZLxIyApFxpv9J4aAToegSHLClOdszWOoDTG78Kl2+Mwddtq+XylTjTmsAx1z0vYZ7bsXghknCg7annuEeFXetMuam5LmTgB0teI7vWrTzuhmDbJDwOCPaWKUKBExJq8znMGxcIGuU8MgE8sKerek8nwE75PD2oFeH2SOpwRhLut/1FT+rjrFlpd+82Nt890O74xrRHxT7sjXEyN5r2Ye+RGjIRS0qBMcORtzqt5nJIUbf+zKwI2mk670IZK/QxbnVp11PbVw0jODE7DXLqs8IgsOhd70j1yBB3YPKJbVdG+SSqEJgczMm8aSXKlxdV5TFRBHdP+V6a8+0BkJqC7ExsigFZ8z6cWcPWVmU1KTJSujXjEHxwe14oMok0JP9DzNbZjVhnZqWHdBSXDoeKJOhCsKGWDkK7JbobNeCo0YsXMxVzTO0H1SqMXs/PT1Ej3gn59ebRXVuT6539m/qqsRHow/Z66XDvpGS7tfsvIfFcfEiBvR4ZJ4fOFOlceD5JHqttiqZtdXpnakHVkPEr2MSP3tjBd7UrD4Vx+NA9G/W8fk2MKQNpmyIr/0x+IAcLVA9g/yIn+StCTntJCmVnXXrtIR2eoazddqc12nT5lU+q3pBIQTqVLE94YyxOUmOfw6esDRqGc2MVYUn22IPyyxFb1JnGuzS4EXYh6e3EUPKZU/uQmqSRTK23KrwZSEWCwUnBpVL/uOry/a6nm4eNO3+8TWqbGhDeuuGfvvdH5y5vkclnNjvhal5YO65H5jDKM4WJ/Um0sZBjiBsz9RRDeN84PbaCKieg7i0wLbA0BBh6+/qqIK/NckdJ83DdLUzyTH6NW49gqRWTY8vR2FLJCaFMetZuOe1zTRG0jXSU9u2MiHQUQsXW3awHsT/OmtJFcQKifCM5kyBGrL0dbYVpnNnsUVlpTMG/GzXS51JyjREDAiqk2eTVZvvg1zxu/H0Qn7NHZ+2uPgneaUXIwwHhjBlSQY8YcoluRCB7/wL+vkMeRXyr4dW4cqIXBj5k9xZb1CfiN0KwNZ2v7nINbG4vf7BM2acrSD1ZeyaKwHKRmhR+9oZ9cRTDW5qalbW9n0WffQs5l3rF0g4Zt8SBw6TLrh0Jqv36Rxpimkt0HFCpUFiGiYKWcU7wVLAG6imp7roWBbJIACCU/WbmGOyPkcsk7QQvVzzJCckGTuZV5+lrnEIT+ci42yBvKPKZkDdb6P6nBO2sOediGgmUyrLuLs20GYI06+xNbw8HMchQISckxnJur8lFJW3pqZ7eBAotESC61OOiaNoJtrR2Iyz4Pn9VDnbyIOamVBEq8Za6xmAkMIQHDCRoB+usR0RC24K12iLlJNmNY30+x1BSE83R1KEbj4S7aK45NieYBIksCL2PIYSRrMucIYuEf9t0xsC1f8PtUT0V5Vm8wMAAAAASUVORK5CYII=" alt="pastedGraphic_5.png" /></td>
<td valign="middle"><i>Moncone transfemorale che presenta aderenze, tessuti flaccidi con esubero di lembi, pliche, invaginature cutanee e ampolla terminale con insufficiente stoffatura della prominenza femorale.</i></td>
</tr>
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</table>
<p>&nbsp;</p>
<p>Le forze di stiramento agiscono parallelamente al piano interessato: la pelle tende a aderire alla superficie d’appoggio dell’ausilio tecnico, mentre lo scheletro scivola sotto l’azione gravitaria o dinamico/funzionale provocando zone di stiramento dei tessuti superficiali su quelli profondi; questo si determina in particolare nei tessuti flaccidi, nei quali la cute è lassa e scarsamente aderente ai piani osteomuscolari sottostanti. Lo stiramento e la conseguente strozzatura dei vasi, che a partire dagli strati più profondi vanno a nutrire la cute, provocano ischemia e necrosi. Tali forze intervengono, in genere, unitamente alla compressione e riducono in maniera significativa i valori pressori necessari per determinare il danno tessutale.</p>
<p>La forza di sfregamento, attrito o frizione è una forza esercitata tra due superfici che si muovono l’una contro l’altra (ad esempio appoggi, invaso, canestro pelvico, tomaio e piede, contenzioni tutorie nell’alternanza del passo in deambulazione). Lo sfregamento non è un fattore determinante, ma gioca un ruolo non secondario rimuovendo gli strati superficiali dell’epidermide e rendendo più suscettibile la cute agli eventi lesivi.<span class="Apple-converted-space"> </span></p>
<table cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top"><img decoding="async" 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" alt="pastedGraphic_6.png" /></td>
<td valign="top"><i>Piede deforme con evidenti segni di sofferenza cutanea da sfregamento in corrispondenza delle salienze interarticolari che frizionano con la calzatura durante la deambulazione.</i></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>E’ stato dimostrato che la rimozione dello strato corneo diminuisce l’attività fibrinolitica del derma, rendendolo più suscettibile alla necrosi da compressione.<strong> La frizione, inoltre, aumenta la perdita d’acqua transepidermica, con accumulo di liquidi in superficie e conseguente diminuzione della resistenza della cute.</strong></p>
<p>Espongono maggiormente la cute ai danni da compressione anche la<strong> secchezza cutanea</strong>, dovuta a scarsa umidità nell’ambiente (meno del 40%),<strong> l’esposizione al freddo e l’uso di sostanze astringenti disidratanti e a base d’alcool</strong> che rimuove lo strato protettivo idrolipidico superficiale. La cute, nell’anziano, ha già una diminuzione del contenuto idrico e una riduzione del mantello idro-lipidico di protezione quindi la disidratazione locale provocata, determina un altro fattore di rischio.</p>
<p>Spesso nell’applicazione degli apparecchi ortopedici si sommano tutti questi elementi in una miscela difficilmente valutabile per singolo fattore. Nella pratica quotidiana, pertanto, si agisce per osservazione clinica e possiamo sostenere che:<span class="Apple-converted-space"> </span></p>
<ul>
<li>un lieve rossore della cute indica che l’apparecchio imprime un’azione ben tollerata;</li>
<li>un rossore della cute che alla rimozione dell’apparecchio scompare entro un termine di 15/20 minuti è al limite della tollerabilità;</li>
<li>un rossore che permane oltre questo termine è indice di un danno della cute per cui si deve provvedere;</li>
<li>non sempre il danno si presenta subito di superficie e quindi è reso visibile; spesso accade che la sofferenza parta dal profondo dei tessuti e si manifesti visivamente quando ormai è troppo tardi; la prevenzione in questi casi passa da una sensibile ed accorta palpazione dei tessuti alla ricerca di flogosi, tensioni, aderenze o algie occulte in corrispondenza delle salienze ossee o dei punti di appoggio o contenzione;</li>
</ul>
<p><strong>Devono essere accuratamente evitate tutte le costrizioni/contenzioni che possono ingenerare un “effetto laccio”.</strong></p>
<p>Rispetto a questa “spannometrica” ma efficace metodica di valutazione, il tecnico, con osservazioni seriate e per approssimazioni successive calibra le pressioni applicate, nel rispetto delle finalità funzionali, entro un range di valori tollerati dal paziente.</p>
<p>Abbiamo letto nei precedenti articoli quali sono i parametri di valutazione e quali le scale di riferimento per la valutazione del rischio d’ulcere da pressione. Il tecnico ortopedico non ha a sua disposizione delle “scale tecniche” pertinenti a cui riferirsi; deve pertanto fondare le sue valutazioni prendendo mossa dall<strong>’esperienza</strong>, da<strong> ipotesi di tolleranza al carico</strong> (azioni meccaniche dirette o riflesse, statiche o dinamiche imposte dall’uso dei dispositivi ortopedici), al livello d’attività e alle condizioni dello stato biologico del paziente.</p>
<p><strong>A tal fine è necessario conoscere sempre, e con precisione la diagnosi, il piano terapeutico/riabilitativo, lo stile di vita e lo stato di salute del paziente.</strong></p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/lesioni-da-decubito/">Lesioni da Decubito</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Noleggio Stampelle Ortopediche</title>
		<link>https://www.ortopediaorthosanit.com/noleggio-stampelle-ortopediche-torino/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 17:22:09 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4368</guid>

					<description><![CDATA[<p>Noleggiare o acquistare una stampella Ortopedica? &#160; In caso di intervento chirurgico o quando gli arti inferiori sono coinvolti in una lesione più o meno importante che limita la corretta deambulazione e l&#8217;autonomia della persona, le stampelle ortopediche rappresentano ausili ortopedici in grado di supportarci nella deambulazione in tutti quei casi in cui gli arti inferiori non [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/noleggio-stampelle-ortopediche-torino/">Noleggio Stampelle Ortopediche</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1 style="text-align: center;">Noleggiare o acquistare una stampella Ortopedica?</h1>
<p>&nbsp;</p>
<p>In caso di intervento chirurgico o quando gli arti inferiori sono coinvolti in una lesione più o meno importante che limita la corretta deambulazione e l&#8217;autonomia della persona, <strong>le stampelle ortopediche</strong> rappresentano <strong>ausili ortopedici</strong> in grado di supportarci nella deambulazione in tutti quei casi in cui gli arti inferiori non hanno la libertà di muoversi.</p>
<p>Lo stesso vale quando le gambe sono limitate nel movimento.</p>
<p>In tutte queste situazioni il ricorso alle <strong>stampelle ortopediche</strong> aiuta il recupero più velocemente della corretta deambulazione, oltre a favorire la corretta distribuzione del peso durante il movimento. Grazie all&#8217;uso della stampella possiamo muovere gli arti inferiori in maniera autonoma anche in situazioni in cui questa autonomia è stata compromessa.</p>
<p>E&#8217; possibile trovare sul mercato una vasta gamma di <strong>dispositivi medici</strong> pensati per facilitare i movimenti di pazienti con problemi di deambulazione. La caratteristica distintiva delle stampelle canadesi o delle stampelle antibrachiali è la presenza di un supporto su cui poter appoggiare l&#8217;avambraccio e l&#8217;impugnatura per la mano con ci fare peso. In alternativa le stampelle ascellari presentano un supporto morbido in cui posizionare l&#8217;ascella e possiedono un&#8217;impugnatura da afferrare per camminare.</p>
<p>La scelta di noleggiare o acquistare una stampella dipende dalla situazione specifica e dalla durata complessiva del noleggio. E&#8217; possibile richiedere le nostre stampelle in affitto per un <strong>periodo minimo di tre mesi.</strong></p>
<p>Contattaci per valutare insieme l&#8217;acquisto o il noleggio di una stampella ortopedica sulla base delle vostre esigenze personali.</p>
<p>&nbsp;</p>
<div class="sppb-addon-header">
<div class="sppb-addon sppb-addon-text-block sppb-text-left">
<h1 class="sppb-addon-title" style="text-align: center;">CHIAMA IL LABORATORIO ORTOPEDICO:<br />
+39 011 7761668</h1>
</div>
</div>
<div class="sppb-addon-content">
<h3 style="text-align: center;"><strong><a title="Officina Ortopedica Torino" href="/negozio-calzature-ortopediche-torino/">per una consulenza o per ricevere informazioni sui Prodotti Ortopedici</a></strong></h3>
</div>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/noleggio-stampelle-ortopediche-torino/">Noleggio Stampelle Ortopediche</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Ortesi Plantare</title>
		<link>https://www.ortopediaorthosanit.com/ortesi-plantare/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 17:17:38 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4363</guid>

					<description><![CDATA[<p>Chiediamo al Dott. Michele De Martinis che dialoga quotidianamente con la prescrizione medica, anche solo per capire esattamente che cosa si voleva ottenere da quella prescrizione e in questo caso dall&#8217;ortesi plantare. &#160; Come si inserisce la figura del tecnico ortopedico in questo pool di esperti che devono valutare la postura e gli appoggi del [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ortesi-plantare/">Ortesi Plantare</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h4 style="text-align: left;"><strong>Chiediamo al Dott. Michele De Martinis che dialoga quotidianamente con la prescrizione medica, anche solo per capire esattamente che cosa si voleva ottenere da quella prescrizione e in questo caso dall&#8217;ortesi plantare. </strong></h4>
<p>&nbsp;</p>
<h4><strong>Come si inserisce la figura del tecnico ortopedico in questo pool di esperti che devono valutare la postura e gli appoggi del piede? </strong></h4>
<p>&nbsp;</p>
<h4><strong>La figura dell&#8217;ortopedico, del fisiatra, del fisioterapista dialogano insieme?</strong></h4>
<p>&nbsp;</p>
<p>&#8220;Il medico ortopedico e il fisiatra hanno il primo approccio con il paziente che descrive quelle che sono le sue difficoltà. Dopodiché il medico dà un&#8217;indicazione, a volte una <strong>prescrizione dettagliata</strong>, ma il più delle volte <strong>un&#8217;indicazione sulla patologia</strong> e quello che potrebbe essere il rimedio di questa patologia.</p>
<p>Il paziente viene da noi e si procede a tutta un&#8217;analisi di approfondimento di questa patologia per verificare nella quantità cosa vuol dire avere un&#8217;obliquità pelvica piuttosto che una dismetria piuttosto che una scoliosi, utilizzando gli strumenti che abbiamo a disposizione <strong>per misurare e non solo verificare</strong> se c&#8217;è un obliquità pelvica, di quanti gradi è questa obliquità pelvica se questa produce o non produce una scoliosi, se produce o non produce un valgismo del ginocchio e via discorrendo.</p>
<p>Quindi misuriamo queste cose e poi di solito l&#8217;ortesi che ne consegue tiene conto di tutti questi fenomeni, per cui direi che la realizzazione è pressoché perfetta.</p>
<p>Mi confronto quotidianamente con i medici, anche se a volte alcuni, non tutti per fortuna, hanno la presunzione di indicare nel dettaglio la prescrizione che noi riscontriamo non essere sempre congrua.</p>
<p>In questo caso è d&#8217;obbligo per una questione di etica professionale, informare il medico che si procederà probabilmente in un modo diverso.</p>
<p>&nbsp;</p>
<p><em><b>Dott. Michele De Martinis</b></em></p>
<p>&nbsp;</p>
<h3><a title="Consulenza Tecnico Ortopedico Torino" href="https://www.ortopediaorthosanit.com/contatti/">Contatta Ortopedia Orthosanit per avere una consulenza professionale </a></h3>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ortesi-plantare/">Ortesi Plantare</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Alluce Valgo Rimedi</title>
		<link>https://www.ortopediaorthosanit.com/alluce-valgo-rimedi/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 17:15:08 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4358</guid>

					<description><![CDATA[<p>Parliamo dell&#8217;alluce valgo e della correzione dell&#8217;alluce valgo L&#8217;utilizzo di fasce elastiche che tirano per correggere l&#8217;alluce valgo, oppure in caso di speroni calcaneari oppure di oliva retrometatarsale, è da considerare superato o è ancora un rimedio? &#160; In questi casi bisogna sempre valutare l&#8217;origine del problema di base. L&#8217;alluce valgo è sempre la conseguenza [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/alluce-valgo-rimedi/">Alluce Valgo Rimedi</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1 style="text-align: center;"><b>Parliamo dell&#8217;alluce valgo e della correzione dell&#8217;alluce valgo</b></h1>
<h2 style="text-align: center;"><b>L&#8217;utilizzo di fasce elastiche che tirano per correggere l&#8217;alluce valgo, oppure in caso di speroni calcaneari oppure di oliva retrometatarsale, è da considerare superato o è ancora un rimedio?</b></h2>
<p>&nbsp;</p>
<p>In questi casi bisogna sempre valutare l&#8217;origine del problema di base.</p>
<p>L&#8217;alluce valgo è sempre la conseguenza dell&#8217;appiattimento dell&#8217;arco plantare trasverso, la distanza fra il primo e quinto aumenta e la conseguenza per la tensione tendinea e muscolare è che si determina l&#8217;alluce valgo.</p>
<p>La spina calcaneare (o sperone calcaneare) è sempre la conseguenza del piede cavo, perché l&#8217;aponeurosi plantare tira al punto che tende a staccarsi dal punto inserzionale sul calcagno, quindi madre natura provvede creando dell&#8217;altro rinforzo calcio che poi si determina la spina calcaneare.</p>
<p>E&#8217; ovvio che in questi casi bisogna provvedere con un <strong>plantare</strong> a scaricare la spina calcaneare e ricreare se è possibile l&#8217;arco plantare trasverso.</p>
<p>Tutti questi accessori che tirano, mollano e spingono sono più fatti commerciali che realmente tecnici, l&#8217;illusione che si possa correggere l&#8217;<strong>alluce valgo</strong> solo attraverso la tensione di queste fasce mi sembra vera utopia, tuttavia purtroppo verifichiamo quotidianamente che le signore piuttosto che rinunciare alle loro scarpette sono disposte a fare qualsiasi cosa, compreso la chirurgia anche quando non è strettamente necessaria.</p>
<p><em><b>Dott. Michele De Martinis</b></em></p>
<p>&nbsp;</p>
<h3><a title="Consulenza Tecnico Ortopedico Torino" href="https://www.ortopediaorthosanit.com/contatti/">Contatta Ortopedia Orthosanit per avere una consulenza professionale </a></h3>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/alluce-valgo-rimedi/">Alluce Valgo Rimedi</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Platari su Misura</title>
		<link>https://www.ortopediaorthosanit.com/platari-su-misura/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 16:57:06 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4336</guid>

					<description><![CDATA[<p>PLANTARI SU MISURA Plantari: QUANDO COME PERCHE&#8217; I piedi con morfologia fisiologica appoggiano al terreno in modo perfetto ma, in alcuni casi e per motivi differenti (scarpe inadeguate, eccessivo peso, iperutilizzo se pensiamo agli sportivi ) questa morfologia si altera e l’appoggio fisiologico diventa patologico generando disturbi, dolori ed in alcuni casi gravi si arriva [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/platari-su-misura/">Platari su Misura</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p style="text-align: center;"><b>PLANTARI SU MISURA</b></p>
<p align="CENTER">Plantari: QUANDO COME PERCHE&#8217;</p>
<p>I piedi con morfologia fisiologica appoggiano al terreno in modo perfetto ma, in alcuni casi e per motivi differenti (scarpe inadeguate, eccessivo peso, iperutilizzo se pensiamo agli sportivi ) questa morfologia si altera e l’appoggio fisiologico diventa patologico generando disturbi, dolori ed in alcuni casi gravi si arriva addirittura a non poterli utilizzare.</p>
<p>Cosa fare in questi casi?</p>
<p>Innanzi tutto occorre fare diagnosi certa, per verificare quanto e come si è modificata la fisiologia dell’appoggio.</p>
<p>I personaggi preposti a tele indagine, <strong>il Fisiatra</strong>, <strong>l’Ortopedico</strong>. Gli strumenti:</p>
<ul>
<li>esame clinico obbiettivo.</li>
<li>Rx piedi</li>
<li>esame al podoscopio</li>
<li>esame videografico</li>
<li><b>esame baropodometrico statico e dinamico</b></li>
</ul>
<p>L&#8217;esame <b>baropodometrico </b>statico e dinamico con supporto di videografia risulta essere di gran lunga tra i sistemi più moderni per documentare l’esatta condizione di appoggio dei piedi e l’eventuale variazione rispetto alla normale fisiologia.</p>
<p>Accertata la patologia, il medico di turno provvederà a dare indicazioni sulla costruzione dei supporti relativi <b>(<a title="Plantari su Misura" href="/ortesi-plantare/">PLANTARI</a>)</b></p>
<p>Cosa si intende per <b>PLANTARI </b></p>
<p><b>I PLANTARI </b>sono dei supporti costruiti rigorosamente <strong>su misura</strong> per ogni singolo paziente ed inseriti nelle calzature (scarpe) in grado di modificare l’appoggio da patologico a fisiologico.</p>
<p>La <a title="Plantari Ortopedici" href="https://www.ortopediaorthosanit.com/articoli-blog-ortopedia/plantare-ortopedico-piede-piatto.html">progettazione dei PLANTARI Ortopedici</a><strong> </strong>avviene con la procedura cad cam che tiene conto di tutti i dati oggettivi prodotti dall’<b><a href="/valutazione-baropodometrica/">Esame Baropodometrico</a>.</b></p>
<p>I materiali usati per la costruzione dei <b>PLANTARI </b>sono composti di polietilene e schiume di uretano e realizzati da una fresa a controllo numerico con un’approssimazione di errore di un centesimo di millimetro.</p>
<p>Scritto da <em>Michele De Martinis.</em></p>

<a href='https://www.ortopediaorthosanit.com/platari-su-misura/plantari/'><img decoding="async" width="300" height="268" src="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-300x268.jpg" class="attachment-medium size-medium" alt="Plantari" srcset="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-300x268.jpg 300w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-600x536.jpg 600w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-768x686.jpg 768w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-705x630.jpg 705w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-450x402.jpg 450w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari.jpg 900w" sizes="(max-width: 300px) 100vw, 300px" /></a>
<a href='https://www.ortopediaorthosanit.com/platari-su-misura/plantari-torino/'><img decoding="async" width="300" height="276" src="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-300x276.jpg" class="attachment-medium size-medium" alt="Plantari Torino" srcset="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-300x276.jpg 300w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-600x552.jpg 600w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-768x707.jpg 768w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-705x649.jpg 705w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino-450x414.jpg 450w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-torino.jpg 900w" sizes="(max-width: 300px) 100vw, 300px" /></a>
<a href='https://www.ortopediaorthosanit.com/platari-su-misura/plantari-su-misura-2/'><img decoding="async" width="300" height="225" src="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-300x225.jpg" class="attachment-medium size-medium" alt="Plantari su Misura" srcset="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-300x225.jpg 300w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-600x450.jpg 600w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-768x576.jpg 768w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-705x529.jpg 705w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1-450x338.jpg 450w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-su-misura-1.jpg 900w" sizes="(max-width: 300px) 100vw, 300px" /></a>
<a href='https://www.ortopediaorthosanit.com/platari-su-misura/plantari-costruzione/'><img loading="lazy" decoding="async" width="300" height="220" src="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-300x220.jpg" class="attachment-medium size-medium" alt="plantari costruzione" srcset="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-300x220.jpg 300w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-600x440.jpg 600w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-768x563.jpg 768w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-705x517.jpg 705w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-450x330.jpg 450w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione.jpg 900w" sizes="auto, (max-width: 300px) 100vw, 300px" /></a>
<a href='https://www.ortopediaorthosanit.com/platari-su-misura/plantari-costruzione-su-misura/'><img loading="lazy" decoding="async" width="300" height="245" src="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-300x245.jpg" class="attachment-medium size-medium" alt="Plantari Costruzione su misura" srcset="https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-300x245.jpg 300w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-600x491.jpg 600w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-768x628.jpg 768w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-705x577.jpg 705w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura-450x368.jpg 450w, https://www.ortopediaorthosanit.com/wp-content/uploads/2024/07/plantari-costruzione-su-misura.jpg 900w" sizes="auto, (max-width: 300px) 100vw, 300px" /></a>

<p><a title="Plantari Ortopedici su Misura" href="/plantari-ortopedici-tutori-e-calzature/">Vai ai nostri plantari ortopredici su misura</a></p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/platari-su-misura/">Platari su Misura</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<title>Tutore Piede Diabetico</title>
		<link>https://www.ortopediaorthosanit.com/tutore-piede-diabetico/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 16:52:57 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4332</guid>

					<description><![CDATA[<p>Il Piede Diabetico «Rinunciare alle passioni? Il diabete non mi può fermare» Passeggiare, correre, saltare, nuotare, giocare, ballare I piedi sono il punto di contatto con il tuo mondo, con le tue passioni. Tra le complicanze del diabete un ruolo sempre più rilevante è assunto da quella che va sotto il nome di &#8220;piede diabetico&#8221;; questa e&#8217; in assoluto [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/tutore-piede-diabetico/">Tutore Piede Diabetico</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1 style="text-align: center;">Il Piede Diabetico</h1>
<p><b>«</b><b>Rinunciare alle<span class="Apple-converted-space"> </span>passioni? </b><b>Il diabete non mi può fermare</b><b>»</b></p>
<h3>Passeggiare, correre, saltare, nuotare, giocare, ballare I piedi sono il punto di contatto con il tuo mondo, con le tue passioni.</h3>
<p>Tra le complicanze del diabete un ruolo sempre più rilevante è assunto da quella che va sotto il nome di <b>&#8220;piede diabetico&#8221;</b>; questa e&#8217; in assoluto la complicanza che comporta il maggior numero di ricoveri ospedalieri e per le quali i costi risultano ingenti.<br />
Se si pensa alle previsioni dell’Organizzazione Mondiale della Sanità che ha stimato in oltre 300 milioni il numero di diabetici nel 2026 rispetto ai 120 milioni calcolati nel 1996 si può facilmente immaginare quale dimensione assuma questo problema: stime di questa patologia dicono infatti che circa il 15% dei diabetici andrà incontro nella vita a un’ulcera del piede che richiederà cure mediche.</p>
<p>Il problema più rilevante legato ad un’ulcera del piede nei diabetici è il rischio di una «amputazione maggiore», ossia effettuata sopra la caviglia; pur rappresentando la popolazione diabetica all’incirca il 3% della popolazione generale, più del 50% di tutte le amputazioni maggiori riguardano proprio i diabetici.<br />
Ma il fatto che più deve far riflettere è il seguente: su 100 diabetici amputati circa 84 hanno avuto come causa dell&#8217;amputazione un’ulcera del piede aggravatasi nel tempo.<br />
E’ evidente quindi che se si vuole ridurre il numero delle amputazioni è necessario migliorare la capacità di curare efficacemente e precocemente l’ulcera; per raggiungere questo obbiettivo è necessario disporre di protocolli diagnostici e terapeutici efficaci e di tutte le professionalità necessarie.</p>
<p><strong>Ridurre il numero di amputazioni è un obiettivo fondamentale per la cura del paziente diabetico; ma quali sono concretamente le possibilità di raggiungerlo?</strong></p>
<p>Fornire una risposta a questa domanda è estremamente difficile perché mancano dati precisi su quanto avviene in tutta Italia; tuttavia nei Centri che si sono specializzati nella cura del piede diabetico è stata rilevata una riduzione significativa del numero di amputazioni maggiori tra l’inizio degli anni 2000 e l’inizio del 2010.<br />
Questo potrebbe significare che i mezzi per ridurre le amputazioni esistono ma l&#8217;ottenimento di risultati su vasta scala non può prescindere dalla creazione di una efficiente organizzazione che implementi le linee guida esistenti e identifichi i Centri specialistici a cui inviare i pazienti con ulcera del piede.</p>
<p>E’ necessaria a questo punto una considerazione fondamentale: il piede diabetico è nella maggior parte dei casi la punta di un iceberg, al disotto della quale coesistono un insieme di altre patologie, legate direttamente o meno al diabete, che necessitano a loro volta di essere curate contemporaneamente al piede.<br />
Tutto questo rende il diabetico con ulcera del piede un paziente particolarmente complesso e fragile.</p>
<h2 style="text-align: center;"><strong>Il Tecnico<span class="Apple-converted-space"> </span>Ortopedico: come e quando?</strong></h2>
<p>Accanto al ruolo del diabetologo non secondario è quello del <strong>Tecnico Ortopedico</strong> che con la costruzione di ortesi<span class="Apple-converted-space">  </span>plantari e calzature idonee prosegue la prevenzione e la cura messa in atto dal medico.</p>
<p>&nbsp;</p>
<h3><strong>COMPLICANZE</strong></h3>
<ol>
<li>piede vasculopatico</li>
<li>piede neuropatico</li>
</ol>
<p>PIEDE VASCULOPATICO</p>
<p>E’ interessato principalmente il sistema circolatorio periferico e si manifesta macroscopicamente con:</p>
<ul>
<li>➢<span class="Apple-converted-space">  </span>l’arto diventa ipotermico</li>
<li>➢<span class="Apple-converted-space">  </span>si instaurano facilmente flebiti,</li>
<li>➢<span class="Apple-converted-space">  </span>parestesie,<span class="Apple-converted-space"> </span></li>
<li>➢ occlusione<span class="Apple-converted-space">  </span>di arterie,<span class="Apple-converted-space"> </span></li>
<li>➢<span class="Apple-converted-space">  </span>ulcere ischemiche,</li>
<li>➢<span class="Apple-converted-space">  </span>gangrene</li>
</ul>
<p>PIEDE NEUROPATICO</p>
<p>Sono interessate le terminazioni nervose nell’arto e si manifesta macroscopicamente con:</p>
<ol>
<li>La morfologia del piede tende al cavismo e le dita tendono ad assumere un aspetto di griffe (dito a martello)</li>
<li>Cute liscia e atrofica<span class="Apple-converted-space">  </span>con segni evidenti di desquamazione</li>
<li>Alterazione della sudorazione</li>
</ol>
<p>È classificato tra le complicanze del piede diabetico neuropatico <strong>il piede di charcot</strong></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><strong>Trattamento ortesico del piede diabetico</strong></h2>
<p><strong>1° non <span class="Apple-converted-space">n</span>uocere</strong></p>
<p>Il trattamento ortesico del piede diabetico richiede una serie di competenze se non si hanno si rischia di fare dei guai molto gravi.</p>
<p>Ciò che si vuole proporre,<span class="Apple-converted-space"> </span>è un approccio metodologico di valutazione del rischio per l’insorgenza di ulcerazioni nel piede diabetico utilizzando <strong>le scale di valutazione. </strong></p>
<p>Vale a dire una serie di atti e di considerazioni, che, prendono spunto da esperienze e da controlli a distanza, (follow – up) che portano ad una evidenza scientifica<span class="Apple-converted-space">  </span>accettata e applicata dagli operatori.</p>
<p>Tra le altre metodiche per la valutazione del rischio si fa riferimento alle scale di valutazione.</p>
<p>Il principio di funzionamento delle scale è basato sui seguenti fattori</p>
<ul>
<li>progetto iniziale</li>
<li>obbiettivo</li>
<li>gli atti messi in essere per il raggiungerlo</li>
<li>valutazione dei risultati</li>
</ul>
<p><span class="Apple-converted-space"> </span>Una considerevole casistica di pazienti con problematiche simili e trattamenti<span class="Apple-converted-space"> </span>uguali porta alla stesura dei protocolli di trattamento. Ed è proprio quello che<span class="Apple-converted-space">  </span>insieme oggi<span class="Apple-converted-space"> </span>cercheremo di fare, per arrivare<span class="Apple-converted-space"> </span>ad un percorso ed un agire comune che:</p>
<ul>
<li>Previene errori nel trattamento</li>
<li>Migliora il linguaggio</li>
<li>Aumenta la professionalità</li>
</ul>
<p>Le scale di valutazioni sono molte tutte tendono allo stesso principio</p>
<ul>
<li>Valutare il rischio per l’insorgenza di ulcere</li>
<li>Prevenire l’insorgenza delle ulcere</li>
</ul>
<p>Alcune tra le più diffuse:</p>
<ul>
<li>Texas</li>
<li>G.a.s</li>
<li>Wagner</li>
</ul>
<p>Io proporrò la scala di Wagner.</p>
<ul>
<li>Facilmente applicabile</li>
<li>Che tiene conto in base al rischio il tipo di trattamento da adottare</li>
</ul>
<p><em><strong>Attenzione! Non è la verità vera ma semplicemente un’ipotesi che basa<span class="Apple-converted-space"> la</span> sua applicabilità sull’esperienza, sulla casistica e sui risultati.</strong></em></p>
<p>&nbsp;</p>
<h2 style="text-align: center;"><strong>WAGNER</strong></h2>
<p>Wagner suddivide il rischio in 5 categorie e più precisamente in:</p>
<ul>
<li>Basso rischio</li>
<li>Medio rischio</li>
<li>Alto rischio</li>
<li>Altissimo rischio</li>
<li>Altissimo rischio non emendabile con supporti ortesici direttamente applicati</li>
</ul>
<h3>Basso rischio</h3>
<ul>
<li>Piede normoconformato</li>
<li>Assenza di neuropatie</li>
<li>Assenza di vasculopatie</li>
</ul>
<p><strong>TRATTAMENTO: plantare morbido anche di serie Scarpe di serie predisposte confort</strong></p>
<h3>Medio rischio</h3>
<p>Piede con malformazioni iniziali</p>
<ul>
<li>Alluce valgo</li>
<li>Dita in griffe</li>
<li>metatarsalgie</li>
</ul>
<p><strong>TRATTAMENTO: plantare modellato su calco in nora<span class="Apple-converted-space">  </span>o materiali simili shore 50% scarpe termoformabili <span class="Apple-converted-space"> </span>automodellanti</strong></p>
<h3>Alto rischio</h3>
<p><span class="Apple-converted-space">P</span>iede con vasculopatie o neuropatie in atto con possibile perdita parziale o totale della sensibilità con o senza deformità</p>
<p><strong>TRATTAMENTO: plantare rigorosamente su calco di gesso composto da materiale morbido con uno shore pari a 50/60 Scarpe automodellanti con fodera<span class="Apple-converted-space"> </span>in materiale morbido possibilmente senza cuciture nei punti di conflitto.</strong></p>
<h3>Altissimo rischio</h3>
<p>Wagner suddivide l’altissimo rischio in<span class="Apple-converted-space"> </span>4 categorie:</p>
<ul>
<li>Wagner<span class="Apple-converted-space">  </span>1</li>
<li>Wagner<span class="Apple-converted-space">  </span>2</li>
<li>Wagner<span class="Apple-converted-space">  </span>3</li>
<li>Wagner<span class="Apple-converted-space">  </span>4</li>
</ul>
<h2><strong>Altissimo rischio Wagner 1</strong></h2>
<ul>
<li>Ulcerazione che interessa i tessuti superficiali spesso associata a deformità, vasculopatia, neuropatia</li>
</ul>
<p><strong>TRATTAMENTO: plantari modellati su calco di gesso<span class="Apple-converted-space"> </span>in materiale morbido con shore 70% &#8211; 80% avendo cura di scaricare le zone di determinazione dell’ulcera. Scarpe termoformabili con rivestimento interno morbido senza cuciture nelle zone di conflitto a suola rigida.</strong></p>
<h2><strong>Altissimo rischio Wagner 2</strong></h2>
<h3>In questo caso l’ulcerazione interessa anche i tessuti profondi siamo sempre in presenza di neuropatie / vasculopatie molto spesso associate a deformità o ad amputazioni parziali.</h3>
<p><strong>Il trattamento prevederà la confezione di un dispositivo ortesico che sarà costruito su calco di gesso con impronta rilevata a paziente in scarico<span class="Apple-converted-space"> </span>(neutra astragalica)<span class="Apple-converted-space"> </span>avendo cura di evidenziare l’esatta posizione delle ulcere al fine di ottenere un plantare che sia perfettamente congruente con gli scarichi che si intende ottenere.</strong></p>
<p><span class="Apple-converted-space"> </span>Le calzature potranno essere di serie o su misura purchè corrispondano a queste caratteristiche:</p>
<ul>
<li>Allacciatura molto ampia per permettere una facile applicazione</li>
<li>Suola rigida a dondolo</li>
<li>tomaio morbido senza cuciture</li>
</ul>
<h2><strong>Altissimo rischio Wagner 3</strong></h2>
<p>In questo caso l’ulcerazione oltre ad essere profonda interessa anche l’osso. Quasi sempre associabile a vasculopatie/ neuropatie sono sempre<span class="Apple-converted-space">  </span>riscontrabili edemi importanti e spesso<span class="Apple-converted-space"> </span>deformità imperative.</p>
<p>In questo caso il<strong> trattamento</strong> prevederà la confezione di:</p>
<ul>
<li>Plantare rigorosamente su misura, con presa del calco con il piede del paziente in scarico ( neutra astragalica ) al fine di ottenere un modello che rispecchia l’esatta conformazione. avendo cura di evidenziare con precisione le aree da scaricare.</li>
<li>Materiale morbido con shore 90%</li>
</ul>
<p>Le scarpe costruite su misura con le seguenti<span class="Apple-converted-space">  </span>caratteristiche:</p>
<ul>
<li>Suola rigida a dondolo da consentire lo srotolamento del passo senza creare conflitti a causa del movimento del piede</li>
<li>Allacciatura ampia ed allungata (ciclista) atta a consentire una facile applicazione con possibilità di controllare ed eventualmente posizionare il piede al suo interno</li>
</ul>
<p>Ovviamente con tomaio morbido fodera interna morbida.</p>
<h2><strong>Altissimo rischio Wagner 4</strong></h2>
<p>Nella classificazione Wagner 4 siamo in presenza di fenomeni di gangrena che interessano solitamente le dita o parte dell’avampiede. In questi casi si dovrà procedere alla confezione di un plantare a scarico totale che permetta l’appoggio nelle zone non compromesse.<strong> La metodica sarà quella adottata per il rischio 3.</strong></p>
<p>Le scarpe dovranno aver cura di lasciare la parte dell’avampiede libera</p>
<ul>
<li>Saranno in materiale morbido con suola rigida a dondolo</li>
</ul>
<h1 style="text-align: center;">Quali<span class="Apple-converted-space">  </span>sono gli strumenti<span class="Apple-converted-space">  </span>per effettuare una corretta valutazione del rischio?</h1>
<h2 style="text-align: center;"><strong>VALUTAZIONE DEL RISCHIO</strong></h2>
<ul>
<li>esame obbiettivo</li>
<li>Baropodometria statica/dinamica</li>
<li>Scanner</li>
<li>Videografia</li>
<li>schiuma fenolica</li>
<li>carta podografica</li>
</ul>
<p>&nbsp;</p>
<p>Ho accennato all’inizio che vi sono dei casi in cui ( causa la gravità delle lesioni) è necessario fare altro.</p>
<ul>
<li>Quando le ulcere non sono emendabili con calzature e plantari</li>
<li>Quando è assolutamente proscritto il carico</li>
<li>Quando ci sono grosse perdite di sostanza</li>
</ul>
<p><b>In questi casi</b></p>
<p>Lo scarico della lesione è fondamentale nel trattamento dell’ulcera in<span class="Apple-converted-space"> </span>quanto le possibilità di guarigione,sono estremamente ridotte, se persiste, l’ipercarico pressorio. In questi casi, che definiremo <strong>Casi a rischio gravissimo non emendabili</strong> con</p>
<ul>
<li>Calzature ortopediche</li>
<li>Plantari</li>
</ul>
<p>Dovremo necessariamente ricorrere a dispositivi che garantiscano assolutamente l’appoggio evitando in<span class="Apple-converted-space"> </span>modo totale il carico nella zona interessata dall’ulcera.</p>
<p>Lo scarico può essere effettuato con:</p>
<ol>
<li>Gambaletto gessato</li>
<li>Tutori di scarico</li>
</ol>
<h2 style="text-align: center;">I <strong>gambaletti gessati</strong> vantaggi e svantaggi:</h2>
<ul>
<li>Inamovibili</li>
<li>All’interno uno strato di materiale sintetico <span class="Apple-converted-space">  </span>con un alto rischio di intolleranza<span class="Apple-converted-space"> </span></li>
<li>Devono essere rinnovati periodicamente</li>
<li>Possono essere rinnovati solo in ospedale e/o comunque in ambito medico</li>
</ul>
<h2 style="text-align: center;"></h2>
<h2 style="text-align: center;"><strong>Tutori di scarico:</strong></h2>
<p>Il tutore ortopedico è una valida alternativa per il trattamento delle ulcere plantari, diminuisce la pressione di picco plantare con una durata del contatto uguale o minore rispetto a un tutore gessato o una metodica di casting.</p>
<h2 style="text-align: center;"><strong><span class="Apple-converted-space">T</span>utori ortopedici<span class="Apple-converted-space"> </span> predisposti</strong></h2>
<p>Esiste<span class="Apple-converted-space">  </span>una discreta gamma di tutori<span class="Apple-converted-space"> </span>predisposti. La capacità e la professionalità del<span class="Apple-converted-space"> </span><strong>Tecnico Ortopedico</strong> sono fondamentali per:</p>
<ul>
<li>Interpretare la richiesta medica</li>
<li>Individuare il tutore<span class="Apple-converted-space">  </span>idoneo</li>
</ul>
<h2 style="text-align: center;"><strong><span class="Apple-converted-space">T</span>utori ortopedici caratteristiche:</strong></h2>
<ul>
<li>Su misura (previo rilievo del calco gessato)</li>
<li>Predisposti (adattati per ogni esigenza e per singolo Paziente)</li>
</ul>
<p>I tutori ortopedici devono essere:</p>
<ul>
<li>di misure precise</li>
<li>Facili da indossare</li>
<li>Ben compresi dall’utilizzatore, famigliari<span class="Apple-converted-space">  </span>e caregivers</li>
</ul>
<p>Il modo migliore per raggiungere questi obbiettivi<span class="Apple-converted-space"> </span>è il progetto all’interno del quale si valutano tutti gli aspetti</p>
<ul>
<li>Soggettivi</li>
<li>Lavorativi</li>
<li>Ambientali</li>
<li>Sociali<span class="Apple-converted-space"> </span></li>
</ul>
<p><strong>È importante che al progetto partecipino tutte le figure professionali interessate.</strong></p>
<p style="text-align: center;"><strong>CONCLUSIONI:</strong></p>
<p>Personalmente ritengo che l’argomento trattato, non abbia la pretesa, di aver chiarito completamente tutti gli aspetti di una materia che di per se è:</p>
<ul>
<li>Complessa</li>
<li>In alcuni casi irrisolvibile</li>
<li>Difficile da spiegare al malato</li>
</ul>
<p>Il mio auspicio è di essere riuscito a creare in voi un minimo dubbio e molta curiosa responsabilità. In modo tale che di fronte a pazienti con tali problematiche ci si ponga nel modo giusto e con il giusto bagaglio di esperienza tecnico professionale al fine di evitare ulteriori sofferenze a soggetti già fortemente penalizzati.</p>
<p>&nbsp;</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/tutore-piede-diabetico/">Tutore Piede Diabetico</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<item>
		<title>Gli anziani disabili e la giungla delle Forniture Ortoprotesiche</title>
		<link>https://www.ortopediaorthosanit.com/articoli-ortopedici/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 16:41:43 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[ortopedia]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4328</guid>

					<description><![CDATA[<p>Gli anziani disabili e la giungla delle Forniture Ortoprotesiche Considerato che le società di assicurazioni stimano le aspettative di vita in 85/86 anni per le Femmine e in circa 82/84 quella dei Maschi. Medie ineccepibili sotto l’aspetto squisitamente statistico/matematico, ma se si considera che si esclude dalla statistica tutte le morti per infarto e tutti [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/articoli-ortopedici/">Gli anziani disabili e la giungla delle Forniture Ortoprotesiche</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1 style="text-align: center;">Gli anziani disabili e la giungla delle Forniture Ortoprotesiche</h1>
<p>Considerato che le società di assicurazioni stimano le aspettative di vita in 85/86 anni per le Femmine e in circa 82/84 quella dei Maschi. Medie ineccepibili sotto l’aspetto squisitamente statistico/matematico, ma se si considera che si esclude dalla statistica tutte le morti per infarto e tutti i decessi causate dai tumori e da altre cause, né emerge una situazione di tutt’altra natura, vale a dire che i sopravvissuti (3 Milioni circa ) hanno ottime possibilità di raggiungere o sfiorare il tetto dei cent’anni. Questa categoria sarà oggetto di trattazione della nostra analisi.</p>
<p>Con l’avanzare dell’età si va incontro a quelle che sono definite malattie sistemiche le più conosciute il diabete Mellito, Dementa senile, Alzheimer, decadimento fisico e cognitivo.</p>
<p>Soggetti questi che per continuare il loro percorso di vita devono ricorrere ad <strong>ausili ortoprotesici</strong>, da quelli più banali a quelli molto impegnativi che richiedono (tutti), per la loro applicazione impegno e professionalità. Il Servizio Sanitario Nazionale da parte sua con leggi e regolamenti appropriati regolamenta tutta la materia attualmente con il Decreto ministeriale 332/1999. Esso è costituito da 3 allegati.</p>
<ul>
<li>Allegato uno che codifica i dispositivi su misura ( ad personam )</li>
<li>Allegato 2 che codifica i dispositivi costruiti in serie</li>
<li>Allegato 3 codifica i dispositivi direttamente acquistati dal S.S.N.</li>
</ul>
<p>Fatta questa debita ed opportuna premessa, cerchiamo di capire qual è l’iter per poter addivenire all’ottenimento di un dispositivo ortoprotesico con spesa a carico del S.S.N.</p>
<p>Il richiedente deve recarsi dal proprio Medico di base e richiedere una visita specialistica, ottenuta la su detta deve recarsi presso gli ambulatori della A.S.L e prenotare la <strong>visita specialistica ORTOPEDICA O FISIATRICA</strong> (tempo di attesa 60gg circa) lo specialista accertata la reale necessità, redige la prescrizione indicando in essa (spesso in modo approssimativo ) il tipo di dispositivo Ortoprotesico.<br />
da questo punto in poi inizia una vera e propria odissea per il poveretto che ha pensato di richiedere il dispositivo ortoprotesico alla A.S.L.<br />
i funzionari delle A.S.L. (fenomeni) hanno pensato di distinguere i 3 grandi gruppi i dispositivi in questione:</p>
<ol>
<li>Molto personalizzati e quindi costruiti su misura</li>
<li>Personalizzabili ma costruiti industrialmente</li>
<li>Costruiti industrialmente che non necessitano di personalizzazione</li>
</ol>
<p>Per questo 3° gruppo, si sono inventati (nel tentativo di risparmiare) l’acquisto attraverso GARE D’appalto, vale a dire che assegnano la distribuzione dei dispositivi ortoprotesici ad aziende non specializzate ma che hanno praticato il prezzo più basso.<br />
Ovviamente il risultato almeno dal punto di vista dell’utente non è quello atteso, sia pur trattandosi di dispositivi standard essi richiedono, controlli ed adattamenti che solo personale ben qualificato riesce a garantire, senza contare che il risparmio è una vera chimera se si dovessero considerare tutti i costi indotti es: redazione del Capitolato, costi di magazzino, costi per la domiciliazione, costi della gestione delle pratiche ecc.<br />
A conforto di quanto asseriamo, alcuni anni orsono una regione del NOD EST aveva commissionato uno studio ad una nota università sempre del nord il risultato che né era emerso era stato il seguente:</p>
<ul>
<li>Il 18% dei dispositivi ortoprotesici erogati attraverso le gare d’appalto non era conforme alle problematiche del richiedente</li>
<li>Un ulteriore 14% non erano mai stati utilizzati perché a fronte di questi non era stata fata l’opportuna istruzione all’uso.</li>
</ul>
<p>quindi lo studio in conclusione evidenziava la non convenienza ad adottare quel tipo di prassi per soddisfare le esigenze di persone prevalentemente anziani, o molto anziani, spesso soli e impossibilitati ad accedere ed a seguire i complicati percorsi burocratici, al punto che sempre più frequentemente rinunciano a ciò di cui abbisognano e che forse renderebbe la loro esistenza un po&#8217; meno problematica.</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/articoli-ortopedici/">Gli anziani disabili e la giungla delle Forniture Ortoprotesiche</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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		<item>
		<title>Scoliosi: cosa fare</title>
		<link>https://www.ortopediaorthosanit.com/scoliosi-cosa-fare/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 16:39:19 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[tronco]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4325</guid>

					<description><![CDATA[<p>Cosa fare Scoliosi dorso lombari Con angolo di cobb compreso tra 20° e 40° trattamento con busti ortopedici ginnastica correttiva Ginnastica respiratoria Scoliosi  cervico dorso lombari Con angolo di cobb compreso tra 40° e 50° trattamento in corsetti gessati busti ortopedici ginnastica correttiva ginnastica respiratoria Cosa fare per curve scoliotiche oltre i 50° Consigliato il [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/scoliosi-cosa-fare/">Scoliosi: cosa fare</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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										<content:encoded><![CDATA[<div class="itemIntroText">
<h1 style="text-align: center;">Cosa fare</h1>
<h2 style="text-align: center;">Scoliosi dorso lombari</h2>
<p>Con angolo di cobb compreso tra 20° e 40°</p>
<ul>
<li>trattamento con busti ortopedici</li>
<li>ginnastica correttiva</li>
<li>Ginnastica respiratoria</li>
</ul>
<p style="text-align: center;">
</div>
<div class="itemFullText">
<h2 style="text-align: center;">Scoliosi<span class="Apple-converted-space">  </span>cervico dorso lombari</h2>
<p>Con angolo di cobb compreso tra 40° e 50°</p>
<ul>
<li>trattamento in corsetti gessati</li>
<li>busti ortopedici</li>
<li>ginnastica correttiva</li>
<li>ginnastica respiratoria</li>
</ul>
<h2 style="text-align: center;">Cosa fare per curve scoliotiche oltre i 50°</h2>
<p>Consigliato il trattamento chirurgico<span class="Apple-converted-space"> </span></p>
<h2 style="text-align: center;">Le scoliosi idiopatiche e i busti</h2>
<p>Non esiste una vera classificazione con relativa indicazione o correlazione tra scoliosi e tipo di busto da adottare.</p>
<p>Esistono varie scuole e linee di pensiero</p>
<p>Ne cito le principali</p>
<p><strong>Scuola Francese</strong></p>
<ul>
<li>corsetto lionese</li>
<li>corsetto Michelle</li>
<li>corsetto cheneau</li>
</ul>
<p><img decoding="async" class="aligncenter" src="https://www.ortopediaorthosanit.com/images/busto-scoliosi2.png" width="700" /></p>
<p><img decoding="async" class="aligncenter" src="https://www.ortopediaorthosanit.com/images/busto-scoliosi.png" width="700" /></p>
<p><strong>Scuola americana</strong></p>
<ul>
<li>Busto milwaukee</li>
<li>Boston brace</li>
<li>B.O.B<span class="Apple-converted-space">  </span>( boston orthosis brace)</li>
</ul>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" title="busti scoliosi" src="https://www.ortopediaorthosanit.com/images/busti-scoliosi-5.png" width="300" />  <img decoding="async" class="aligncenter" src="https://www.ortopediaorthosanit.com/images/busti-scoliosi-3.png" alt="busti scoliosi" width="600" />  <img decoding="async" class="aligncenter" src="https://www.ortopediaorthosanit.com/images/busti-scoliosi-4.png" alt="busti scoliosi" width="300" /></p>
<p>&nbsp;</p>
<p><strong>Scuola italiana</strong></p>
<ul>
<li>crocera</li>
<li>M.Z ( Martino Zucco )</li>
<li>sforzesco</li>
<li>Univalva</li>
<li>Bivalva</li>
<li>Statico equilibrato</li>
</ul>
<p>&nbsp;</p>
<p><img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi-10.png" width="200" />  <img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi14.png" width="200" />  <img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi12.png" width="200" />  <img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi15.png" width="200" />  <img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi11.png" width="200" />  <img decoding="async" src="https://www.ortopediaorthosanit.com/images/busti-per-scoliosi13.png" width="200" /></p>
<p>Tutti i corsetti e i busti si prefiggono le stesse finalità</p>
<ul>
<li>contenere ed evitare il peggioramento della scoliosi</li>
<li>cercare di correggere per quanto possibile</li>
</ul>
<p><strong>Va considerato che un non peggioramento della scoliosi è già considerato un buon risultato</strong></p>
<h3 style="text-align: center;">Caratteristiche del corsetto/busto</h3>
<p>Il corsetto/busto deve essere:</p>
<ul>
<li>ben compreso dall’utilizzatore</li>
<li>di misure precise</li>
<li>facile da utilizzare</li>
<li>quando è possibile ben mimetizzato</li>
<li>deve avere la giusta indicazione</li>
<li>deve essere utilizzato per un tempo sufficiente</li>
</ul>
<p>&nbsp;</p>
<h3 style="text-align: center;">Conclusioni</h3>
<p>Credo di poter affermare che, non esiste il busto ideale.<span class="Apple-converted-space"> </span></p>
<p>Ma che vada sempre ricercata la soluzione ideale per ogni singolo caso, valutando anche fattori diversi</p>
<ul>
<li>fattore ambientale</li>
<li>fattore culturale</li>
<li>contesto scolastico/lavorativo</li>
</ul>
<p>Ed è solo facendo un buon progetto coinvolgendo più attori possibili quali:</p>
<ul>
<li>medico</li>
<li>tecnico ortopedico</li>
<li>Fisioterapista</li>
<li>insegnanti</li>
</ul>
<p>Si possono raggiungere risultati altrimenti insperati.</p>
</div>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/scoliosi-cosa-fare/">Scoliosi: cosa fare</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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