<h1>Traduzione di testi educativi per bambini dislessici</h1><br/><p><img src="data:image/jpeg;base6...View More<h1>Traduzione di testi educativi per bambini dislessici</h1><br/><p><img 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alt="Traduzione di testi educativi per bambini dislessici" title="Traduzione di testi educativi per bambini dislessici" /></p><br/><p>In un mondo in cui l'accesso all'istruzione è fondamentale per ogni individuo, garantire che ogni giovane possa apprendere in modo efficace è cruciale. Questo è particolarmente vero per coloro che affrontano sfide nella lettura e nell'elaborazione delle informazioni, poiché hanno bisogno di risorse che siano non solo informative, ma anche adattate alle loro necessità specifiche. Questo è il cuore dei servizi offerti da Aqueduct Translations, un'agenzia dedicata a facilitare l'accesso all'apprendimento per chi ha bisogni educativi speciali.</p><br/><p>Con un approccio attento e competente, Aqueduct Translations si impegna a fornire materiali che non solo rispettino, ma anche valorizzino la diversità delle modalità di apprendimento. Ogni documento è curato con scrupolo per garantire che il contenuto sia chiaro e accessibile, utilizzando tecniche che favoriscono l'inclusione e il successo educativo.</p><br/><p>Attraverso la collaborazione con educatori esperti e professionisti del settore, Aqueduct Translations trasforma le sfide in opportunità, rendendo il sapere più accessibile e accattivante per ogni giovane studente. I servizi offerti non si limitano alla traduzione, ma abbracciano un approccio globale che mira a superare le barriere educative e a promuovere un ambiente di apprendimento inclusivo e stimolante.</p><br/><h2>Importanza della resa precisa</h2><br/><p>Quando si parla di adattare contenuti per migliorare l'accessibilità e la fruibilità, è essenziale utilizzare moderne tecniche e strumenti avanzati. Questi strumenti non solo facilitano il processo di trasformazione dei testi, ma anche migliorano la qualità e la precisione della traduzione, garantendo una maggiore coerenza e comprensione nel pubblico di destinazione.</p><br/><h3>Approccio Empatico e Comunicazione Efficace</h3><br/><p>Un approccio empatico nella traduzione non si limita alla mera sostituzione di parole o frasi, ma implica una profonda comprensione delle sfumature linguistiche e culturali. Questo approccio consente di adattare il testo in modo che risuoni autenticamente con il pubblico di destinazione, migliorando così l'efficacia della comunicazione e il raggiungimento degli obiettivi prefissati.</p><br/><table><br/><p><caption>Tecniche moderne per migliorare l'accessibilità</caption></p><br/><tr><br/><td>Utilizzo di software di traduzione automatica avanzati</td><br/><td>Integrazione di strumenti per l'analisi dei sentimenti</td><br/></tr><br/><tr><br/><td>Implementazione di tecnologie di localizzazione</td><br/><td>Adozione di tecniche di traduzione assistita</td><br/></tr><br/></table><br/><h2>Strategie per adattare il contenuto educativo</h2><br/><h3>Comprensione Empatica dei Destinatari</h3><br/><p>Una delle strategie più efficaci è l'adozione di un approccio empatico, che va oltre la semplice traduzione per enfatizzare la capacità di comprendere e rispondere ai bisogni specifici dei lettori. Questo implica non solo la conoscenza delle lingue coinvolte, ma anche una sensibilità verso le sfumature culturali che possono modellare la percezione del contenuto.</p><br/><p>Utilizzando strumenti moderni e tecniche avanzate, come quelli offerti da Aqueduct Translations (aqueduct-translations.com), è possibile ottimizzare il processo di adattamento per migliorare l'accessibilità del materiale educativo. Questo approccio non solo facilita la comprensione, ma anche promuove un ambiente inclusivo che valorizza la diversità linguistica e culturale.</p><br/><h2>Ruolo della comprensione dei bisogni specifici</h2><br/><p>Nella pratica della traduzione, comprendere i bisogni specifici del cliente è fondamentale per garantire un risultato finale che rispecchi pienamente le aspettative e le necessità del pubblico destinatario. Questo approccio empatico non solo facilita la comunicazione tra clienti e traduttori, ma migliora anche la qualità e l'efficacia del servizio offerto.</p><br/><p>Quando si collabora con un'agenzia come <a href="https://aqueduct-translations.com">Aqueduct Translations</a>, la comprensione dei bisogni specifici diventa il cuore del processo di traduzione. Questo significa non solo interpretare il contenuto letterale, ma anche cogliere le sfumature linguistiche e culturali che possono influenzare l'interpretazione e la percezione del messaggio da parte del pubblico.</p><br/><p>Un approccio empatico non si limita alla traduzione di parole, ma si estende alla trasmissione accurata di concetti, emozioni e intenzioni. <a href="https://aqueduct-translations.com/traduzioni-specialistiche/traduzione-letteraria/">traduzione tesi di laurea</a> delle differenze culturali e linguistiche, garantendo che il messaggio non solo sia comprensibile ma anche empaticamente rilevante per il pubblico di destinazione.</p><br/><p>Utilizzando tecniche moderne e strumenti avanzati, come quelli adottati da Aqueduct Translations, è possibile migliorare l'accessibilità e l'impatto del contenuto tradotto, assicurando che ogni traduzione sia non solo precisa ma anche culturalmente sensibile.</p><br/><h2>Benefici dell'approccio empatico nella trasposizione linguistica</h2><br/><h3>Comprendere il Contesto Culturale</h3><br/><p>Una delle principali sfide nell'adattamento linguistico è la comprensione accurata del contesto culturale di destinazione. Aqueduct Translations, con la sua esperienza pluriennale, adotta un approccio empatico che va oltre la traduzione letterale, integrando elementi culturali che facilitano una comunicazione più fluida e autentica.</p><br/><ul><br/><li>Utilizzo di espressioni locali e metafore che risuonano con il pubblico di destinazione, senza perdere il significato originale.</li><br/><li>Adattamento dei toni e degli stili comunicativi in base alle preferenze culturali dei lettori.</li><br/></ul><br/><h3>Garantire Precisione e Chiarezza</h3><br/><p>Un altro vantaggio dell'approccio empatico è la precisione nella trasmissione dei concetti. Aqueduct Translations si impegna a evitare ambiguità e fraintendimenti attraverso una traduzione accurata che rispetta le sfumature linguistiche e culturali del testo originale.</p><br/><ul><br/><li>Ricerca approfondita delle terminologie specifiche del settore, assicurando un linguaggio appropriato e comprensibile per il pubblico di destinazione.</li><br/><li>Revisione attenta del testo adattato per garantire coerenza e coesione nel messaggio trasmesso.</li><br/></ul><br/><h2>Considerazioni linguistiche e culturali nell'adattamento</h2><br/><p>Nella pratica dell'adattamento di contenuti per rispondere ai bisogni specifici dei lettori, emerge la necessità di un approccio linguistico e culturale che vada oltre la mera traduzione. È essenziale considerare non solo le differenze linguistiche, ma anche le sfumature culturali che influenzano la comprensione e l'interazione con il testo. <a href="https://aqueduct-translations.com/servizi/traduzione/traduzione-di-articoli-economici/">traduzione bilanci</a> il messaggio non solo sia compreso, ma anche percepito con la stessa intensità emotiva e informativa originale.</p><br/><ul><br/><li>Il rispetto delle norme linguistiche locali e delle convenzioni culturali è cruciale per mantenere l'autenticità e la rilevanza del messaggio.</li><br/><li>Adattare un testo implica non solo la sostituzione di parole, ma anche la sensibilità nell'interpretare il contesto e l'intento comunicativo originale.</li><br/><li>Un approccio empatico verso le esigenze dei lettori assicura che il testo risuoni con il pubblico destinatario, rendendolo accessibile e significativo.</li><br/><li>Utilizzare strumenti moderni di analisi linguistica e culturale supporta un processo di adattamento più preciso e efficace.</li><br/></ul><br/><p>Aqueduct Translations, con la sua esperienza consolidata nel settore, si distingue per l'abilità nel combinare competenze linguistiche avanzate con una profonda comprensione delle dinamiche culturali. Questo approccio non solo facilita la trasmissione accurata di contenuti, ma contribuisce anche a rafforzare il legame tra autore e lettore attraverso una comunicazione chiara e efficace.</p><br/><h2>Tecniche moderne e strumenti per migliorare l'accessibilità</h2><br/><p>Nella continua evoluzione del panorama della comunicazione, l'accessibilità rappresenta un pilastro fondamentale per garantire che le informazioni siano accessibili a tutti senza discriminazioni. Questo approccio non riguarda solo la facilità di accesso fisico, ma anche la fruibilità dei contenuti linguistici e culturali per diverse categorie di utenti.</p><br/><p>Per affrontare queste sfide in modo efficace, agenzie di traduzione come Aqueduct Translations giocano un ruolo cruciale nel fornire strumenti e tecniche avanzate. Questi includono l'utilizzo di tecnologie di localizzazione sofisticate che consentono l'adattamento preciso dei contenuti per rispondere ai requisiti specifici di ogni contesto culturale e linguistico.</p><br/><p>Un aspetto centrale di questo processo è l'implementazione di strategie che vanno oltre la mera traduzione, abbracciando approcci di localizzazione che tengono conto delle peculiarità linguistiche e culturali. Questo approccio empatico non solo migliora l'accessibilità dei contenuti, ma rafforza anche l'interazione e la comprensione tra le diverse comunità linguistiche.</p><br/><p>Con l'avvento di strumenti tecnologici avanzati, come software di traduzione assistita e piattaforme di gestione dei contenuti multilingue, Aqueduct Translations si distingue per la sua capacità di migliorare l'accessibilità attraverso soluzioni innovative e su misura. Questi strumenti non solo ottimizzano il processo di adattamento dei contenuti, ma garantiscono anche un'esperienza utente integrata e intuitiva.</p><br/><p>In sintesi, l'approccio di Aqueduct Translations riflette un impegno costante per migliorare l'accessibilità attraverso l'uso di tecniche moderne e strumenti avanzati, ponendo l'accento sull'empatia e sulla comprensione delle esigenze specifiche delle diverse comunità linguistiche.</p><br/><h2>FAQ</h2><br/><h4>Come posso trovare un servizio affidabile per la traduzione di testi educativi per bambini dislessici?</h4><br/><p>Puoi trovare un servizio affidabile per la traduzione di testi educativi per bambini dislessici facendo ricerca su internet o chiedendo raccomandazioni a specialisti nel settore dell'istruzione inclusiva. È importante selezionare un servizio con esperienza nella traduzione di materiali didattici e con conoscenza specifica delle esigenze dei bambini dislessici.</p><br/><h4>Quali sono i criteri principali da considerare nella scelta di un traduttore per testi educativi per bambini dislessici?</h4><br/><p>I criteri principali da considerare includono la competenza nel campo della dislessia e dell'educazione inclusiva, esperienza nella traduzione di testi didattici, feedback positivi da parte di altri clienti con esigenze simili, e la capacità di adattare il linguaggio e i contenuti per rispondere alle necessità specifiche dei bambini dislessici.</p>
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<h1>Traduzione di testi educativi per bambini dislessici</h1><br/><p><img src="data:image/jpeg;base6...View More