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	<title>piedi Archivi &#187; Officina Ortopedica Torino</title>
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	<description>Negozio di Articoli Sanitari</description>
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	<title>piedi Archivi &#187; Officina Ortopedica Torino</title>
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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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			</item>
		<item>
		<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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		<item>
		<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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		<item>
		<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 fetchpriority="high" 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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		<title>Plantare Ortopedico Piede Piatto &#8211; I nostri Piedi</title>
		<link>https://www.ortopediaorthosanit.com/plantare-ortopedico-piede-piatto/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 16:04:59 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4288</guid>

					<description><![CDATA[<p>Ortopedia Torino I nostri Piedi I nostri piedi  rappresentano il tramite tra noi e le nostre passioni. Camminare, correre, saltare, ballare, fare sport: tutto passa attraverso i piedi, elemento fondamentale per reggere il nostro peso. I piedi, oltre a essere fondamentali per tutto quanto detto sopra, sono anche un organo di senso, invero, se si [&#8230;]</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/plantare-ortopedico-piede-piatto/">Plantare Ortopedico Piede Piatto &#8211; I nostri Piedi</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="itemBody">
<div class="itemImageBlock" style="text-align: center;">
<p><span class="itemImageCaption">Ortopedia Torino I nostri Piedi</span></p>
<div class="clr"></div>
</div>
<div class="itemFullText">
<p>I nostri piedi<span class="Apple-converted-space">  </span>rappresentano il tramite tra noi e le nostre passioni.</p>
<p>Camminare, correre, saltare, ballare, fare sport: tutto passa attraverso i piedi, elemento fondamentale per reggere il nostro peso. I piedi, oltre a essere fondamentali per tutto quanto detto sopra, sono anche un organo di senso, invero, se si provasse a camminare a piedi nudi si avrebbe immediatamente la percezione di quante informazioni arrivano da essi. Alcuni autori descrivono i piedi come pompa periferica aiutando in<span class="Apple-converted-space">  </span>modo significativo il ritorno del sangue venoso verso il cuore.</p>
<p>Quindi, essendo i piedi così importanti, è opportuno trattarli con estrema cura sia dal punto di vista clinico, sia da quello igienico, senza trascurare quello relativo alla protezione di essi.<span class="Apple-converted-space"> </span></p>
<p>Infatti, uno scarso interesse verso questi aspetti può dare origine a patologie strutturali, funzionali e morfologiche sgradevoli ed anche molto dolorose. Convinto di non essere attrezzato per scrivere un trattato di anatomia con accenni di miologia e biomeccanica, mi limiterò a fornire alcuni elementi valutativi in grado di mettere chiunque lo desideri nelle condizioni di guardare i propri piedi ed avere una ragionevole certezza che in essi vi siano o non vi siano problemi di natura strutturale rispetto ad una situazione di piedi normoconformati.</p>
<p style="text-align: center;"><b>PIEDE NORMOCONFORMATO</b></p>
<p>In condizioni di normalità, il piede <b>NORMOCONFORMATO </b>(normale) ha 3 punti di appoggio:</p>
<ul>
<li><b>IL CALCAGNO</b></li>
<li>LA TESTA DEL <b>I° METATARSO</b></li>
<li>LA TESTA DEL <b>V° METATARSO</b></li>
</ul>
<p><span class="Apple-converted-space"> </span>Questi punti di appoggio determinano:</p>
<ul>
<li><b>L’ARCATA LONGITUDINALE MEDIALE </b>che intercorre dal calcagno alla testa del <b>I° Metatarso</b></li>
<li><b>L’ARCATA<span class="Apple-converted-space">  </span>LONGITUDINALE LATERALE </b>anch’essa inizia dal calcagno per terminare sulla testa del <b>V° Metatarso</b></li>
<li><b>L’ARCATA TRASVERSA,<span class="Apple-converted-space">  </span></b>detto anche “arco trasverso”, che va dalla testa del I° metatarso alla testa del V° metatarso.</li>
</ul>
<p>&nbsp;</p>
<p>La linea di confine per la determinazione di un piede normoconformato<span class="Apple-converted-space">  </span>e un piede patologico è rappresentata dall’angolo di <b>COSTA BARTANI: </b>la determinazione di quest’angolo si ottiene tracciando la tangente il 1° metatarso e la tangente il calcagno.<span class="Apple-converted-space"> </span></p>
<p>Se il risultato è un angolo di 125° parleremo di un <b>Piede Normoconformato.</b></p>
<p>Se l’angolo è maggiore di 125°,<span class="Apple-converted-space">  </span>diremo che il <b>Piede è Piatto.</b></p>
<p>Se l’angolo è inferiore potremo asserire che siamo di fronte ad un <b>Piede Cavo.</b></p>
<p>&nbsp;</p>
<p><span class="Apple-converted-space">   </span><img decoding="async" class="aligncenter" 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" alt="pastedGraphic.png" /></p>
<p style="text-align: center;">(In figura, immagine di piede Normoconformato)</p>
<p>&nbsp;</p>
<p>Questa elementare premessa non ha la pretesa di metterci nella condizione di fare una diagnosi precisa ma sicuramente ci aiuterà a capire se i nostri piedi sono più o meno normali.</p>
<p style="text-align: center;"><b>IL PIEDE PIATTO</b></p>
<p><span class="Apple-converted-space">  </span><img decoding="async" class="aligncenter" 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" alt="pastedGraphic_1.png" /></p>
<p>In esso, la tangente, i metatarsi e<span class="Apple-converted-space">  </span>la tangente il calcagno determinano un angolo come detto di COSTA BERTANI superiore a 125°. Il piede piatto è classificato in 3 gradi di<span class="Apple-converted-space">  </span>piattismo: 1°- 2°- 3°. Maggiore è l’angolo, maggiore sarà il grado di piattismo.</p>
<p style="text-align: center;">Le conseguenze patologiche più frequenti sono la presenza di calli, extrarotazione, ridotta capacità di attivare la spinta podalica e ridotta autonomia. Nei casi di maggiore gravità subentrano deformità delle articolazioni astragalo calcaneare, sotto astragalica, le arcate longitudinale mediale e longitudinale laterale risulteranno abbassate l’arco trasverso inesistente. <span class="Apple-converted-space"> </span></p>
<p style="text-align: center;"><b>IL PIEDE CAVO</b></p>
<p><span class="Apple-converted-space">  </span><img decoding="async" class="aligncenter" 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" alt="pastedGraphic_2.png" /><b><span class="Apple-converted-space"> </span></b></p>
<p>&nbsp;</p>
<p>Parleremo invece di piede cavo, quando l’angolo COSTA BARTANI è inferiore a 125°, le arcate mediale e laterale risultano molto evidenti,</p>
<p>Il calcagno è evidentemente verticale, come pure la posizione dei metatarsi, risulta con decorso più verticale rispetto al piede normoconformato.</p>
<p>Le pressioni esercitate dal piede, rispetto al piano d’appoggio si riducono, all’area calcaneale e dei metatarsi sviluppando, in queste zone pressioni tali da determinare dolenzie e callosità.</p>
<p>I rischi maggiori cui va incontro il Paziente portatore di PIEDE CAVO sono:</p>
<ul>
<li>Metatarsalgie ( dolori nelle aree di appoggio dei metatarsi)</li>
<li>Fasciti plantari ( infiammazione dell’aponeurosi plantare )</li>
<li>Tallonite <span class="Apple-converted-space">          </span>( dolori del calcagno )</li>
</ul>
<p>il PIEDE CAVO volgarmente chiamato il piede dello sportivo ha come possibili evoluzioni il cedimento dell’arco plantare trasverso ( arco che intercorre tra il I° e i V° metatarso ) il cedimento di quest’ultimo comporta nella stragrande maggioranza dei casi l’insorgenza dell’alluce valgo.</p>
</div>
</div>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/plantare-ortopedico-piede-piatto/">Plantare Ortopedico Piede Piatto &#8211; I nostri Piedi</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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			</item>
		<item>
		<title>Ecograffi Passi di Salute</title>
		<link>https://www.ortopediaorthosanit.com/ecograffi-passi-di-salute/</link>
		
		<dc:creator><![CDATA[daimonart]]></dc:creator>
		<pubDate>Wed, 03 Jul 2024 15:31:34 +0000</pubDate>
				<category><![CDATA[OrthoNews]]></category>
		<category><![CDATA[orthonews]]></category>
		<category><![CDATA[piedi]]></category>
		<guid isPermaLink="false">https://www.ortopediaorthosanit.com/?p=4264</guid>

					<description><![CDATA[<p>Officina Ortopedica Torino di Simone Panero &#124; Passi di salute. In onda ogni Venerdì alle ore 13 su Rete 7, oggi in studio il dottor Michele De Martinis tecnico ortopedico, past president Cidos per parlare del piede diabetico.</p>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ecograffi-passi-di-salute/">Ecograffi Passi di Salute</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="itemImageBlock">
<p><span class="itemImageCaption">Officina Ortopedica Torino</span></p>
<div class="clr">di Simone Panero | Passi di salute. In onda ogni Venerdì alle ore 13 su Rete 7, oggi in studio il dottor Michele De Martinis tecnico ortopedico, past president Cidos per parlare del <strong>piede diabetico</strong>.</div>
</div>
<div class="itemFullText">
<div class='avia-iframe-wrap'><iframe loading="lazy" title="Il Piede Diabetico" width="1500" height="844" src="https://www.youtube.com/embed/T20l3wKOZSE?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></div>
</div>
<p>L'articolo <a href="https://www.ortopediaorthosanit.com/ecograffi-passi-di-salute/">Ecograffi Passi di Salute</a> proviene da <a href="https://www.ortopediaorthosanit.com">Officina Ortopedica Torino</a>.</p>
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