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	<title>Νέα Αρχεία &#8211; RESPECT</title>
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	<description>Διαχείριση δεδομένων πολιτιστικής κληρονομιάς</description>
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		<title>Παρουσίαση του προγράμματος RESPECT – Δημιουργία Εθνικού Δικτύου για την Προστασία της πολιτιστικής κληρονομιάς και την διατήρηση των Υποδομών μέσα από την αξιοποίηση της πλατφόρμας RESPECT</title>
		<link>https://www.respect-project.gr/%cf%80%ce%b1%cf%81%ce%bf%cf%85%cf%83%ce%af%ce%b1%cf%83%ce%b7-%cf%84%ce%bf%cf%85-%cf%80%cf%81%ce%bf%ce%b3%cf%81%ce%ac%ce%bc%ce%bc%ce%b1%cf%84%ce%bf%cf%82-respect-%ce%b4%ce%b7%ce%bc%ce%b9/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Mon, 11 Dec 2023 17:34:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=416</guid>

					<description><![CDATA[<p>Ημερίδα σχετικά με το «πρότυπο πληροφορικό σύστημα και μεθοδολογία για την ολιστική διαχείριση, ανάλυση και διάχυση των ψηφιακών δεδομένων της πολιτιστικής κληρονομιάς με υπόδειγμα εφαρμογής το έργο αποκατάστασης του Ιερού Κουβουκλίου του Παναγίου Τάφου» με το ακρωνύμιο RESPECT, πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδος, στις 8 Δεκεμβρίου 2023.   H Ομότ. Καθ. ΕΜΠ Αντωνία Μοροπούλου, Επιστ. Υπεύθυνη&#8230;&#160;<a href="https://www.respect-project.gr/%cf%80%ce%b1%cf%81%ce%bf%cf%85%cf%83%ce%af%ce%b1%cf%83%ce%b7-%cf%84%ce%bf%cf%85-%cf%80%cf%81%ce%bf%ce%b3%cf%81%ce%ac%ce%bc%ce%bc%ce%b1%cf%84%ce%bf%cf%82-respect-%ce%b4%ce%b7%ce%bc%ce%b9/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Παρουσίαση του προγράμματος RESPECT – Δημιουργία Εθνικού Δικτύου για την Προστασία της πολιτιστικής κληρονομιάς και την διατήρηση των Υποδομών μέσα από την αξιοποίηση της πλατφόρμας RESPECT</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%ce%b1%cf%81%ce%bf%cf%85%cf%83%ce%af%ce%b1%cf%83%ce%b7-%cf%84%ce%bf%cf%85-%cf%80%cf%81%ce%bf%ce%b3%cf%81%ce%ac%ce%bc%ce%bc%ce%b1%cf%84%ce%bf%cf%82-respect-%ce%b4%ce%b7%ce%bc%ce%b9/">Παρουσίαση του προγράμματος RESPECT – Δημιουργία Εθνικού Δικτύου για την Προστασία της πολιτιστικής κληρονομιάς και την διατήρηση των Υποδομών μέσα από την αξιοποίηση της πλατφόρμας RESPECT</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Ημερίδα σχετικά με το «πρότυπο πληροφορικό σύστημα και μεθοδολογία για την ολιστική διαχείριση, ανάλυση και διάχυση των ψηφιακών δεδομένων της πολιτιστικής κληρονομιάς με υπόδειγμα εφαρμογής το έργο αποκατάστασης του Ιερού Κουβουκλίου του Παναγίου Τάφου» με το ακρωνύμιο RESPECT, πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδος, στις 8 Δεκεμβρίου 2023.  </p>



<p>H Ομότ. Καθ. ΕΜΠ Αντωνία Μοροπούλου, Επιστ. Υπεύθυνη RESPECT, παρουσίασε εκτενώς το έργο που συντελέστηκε, εστιάζοντας στον πρωτοποριακό του χαρακτήρα και τις δυνατότητες περαιτέρω αξιοποίησης. Αναφερόμενη στις βασικές προτεραιότητες του έργου σημείωσε ότι «μας δόθηκε η δυνατότητα να κάνουμε διαχείριση πολυδιάστατων δεδομένων, αναζήτηση και επιλογή δεδομένων και μεταδεδομένων, τρισδιάστατη πλοήγηση» και πρόσθεσε ότι η προοπτική είναι να υπάρξει και οπτικοποίηση με τρισδιάστατη αποτύπωση δεδομένων και αποτελεσμάτων ανάλυσης για την αποτίμηση κίνδυνου και των επεμβάσεων.&nbsp;</p>



<p>Σύμφωνα με την ίδια «στις Βρυξέλλες συνομολογήθηκε η δημιουργία του Κέντρου Ικανοτήτων για την Προστασία της Πολιτιστικής Κληρονομιάς με την οποία μπορούμε, ως Εθνικό Δίκτυο, να συνδεθούμε και να εισφέρουμε και στην Ευρώπη, καθώς μέχρι σήμερα η συζήτηση δεν έχει όλα αυτά τα διεπιστημονικά περιεχόμενα που διαθέτει η πλατφόρμα του προγράμματος RESPECT». «Συνεπώς ανοίγουμε ένα θέμα και θα διεκδικήσουμε έναν πρωτοποριακό ρόλο» πρόσθεσε.&nbsp;</p>



<p>Ο Επ. Καθηγητής Ανδρέας Μενύχτας, εκπροσωπώντας και τον Καθ. Δημοσθένη Κυριαζή, Αντιπρύτανη Έρευνας και Δια Βίου Μάθησης ΠαΠει, Εταίρο RESPECT, παρουσίασε την τεχνική υλοποίηση του έργου αναφέροντας μεταξύ άλλων ότι «στις βασικές λειτουργίες της πλατφόρμας είναι: δεδομένα έργων σε όλες τις φάσεις της ζωής του, τρισδιάστατη πλοήγηση, γεωαναφερόμενη αποθήκευση και ανάκτηση δεδομένων, μοντελοποίηση πολυδιάστατων δεδομένων». Στα οφέλη συγκαταλέγονται η αυτοματοποίηση και η ενίσχυση των αποφάσεων, η επιστημονική συνεργασία και διεπιστημονική γνώση.&nbsp;</p>



<p>Η Ελένη Τσανάκα (MSc), Προϊσταμένη Β2, ΕΥΔΕ-ΕΚ της ΓΓΕΚ, που ασχολείται με την παρακολούθηση υλοποίησης έργων ΤΠΕ – ΤΠΔ ανέφερε ότι στο πλαίσιο του «Ερευνώ, Δημιουργώ, Καινοτομώ» έχουν ενταχθεί 1.123 συνεταιρικά έργα με προϋπολογισμό 602,5 εκατ. ευρώ. Χαρακτήρισε το έργο RESPECT επιτυχημένο έργο που «θα προτείνει πρότυπο λογισμικό πλαίσιο και αυτό θα διευκολύνει την αξιοποίηση των δεδομένων και θα βοηθήσει τους διαχειριστές πολιτιστικής κληρονομιάς στη λήψη αποφάσεων». Η κα Αλεξάνδρα Μελισσανίδου, Project Officer του RESPECT από την ΓΓΕΚ υπογράμμισε την απήχηση του προγράμματος και τη σημασία της εφαρμογής του.&nbsp;</p>



<p>Ιδιαίτερο ενδιαφέρον είχαν οι τοποθετήσεις των προσκεκλημένων από άλλες χώρες. Ο Καθηγητής Roberto Di Giulio – Scientific Coordinator του INCEPTION μέλος του Προεδρείου του Ευρωπαϊκού Κέντρου Ικανοτήτων για την Πολιτιστική Κληρονομιά 4CH, επιβεβαίωσε ότι θα παρέχει κάθε στήριξη σε τέτοιες πρωτοβουλίες και υπογράμμισε τη σημασία της πλατφόρμας του προγράμματος RESPECT στη λειτουργία του Εθνικού Δικτύου της Ελλάδας και του Ευρωπαϊκού Κέντρου Ικανοτήτων για την Πολιτιστική Κληρονομιά 4CH.&nbsp;</p>



<p>Στη συνέχεια εκπροσωπώντας την Rehana Schwinninger – Ladak – Head of Unit «Interactive Technologies, Digital for Culture and Education» της Ευρωπαϊκής Επιτροπής, η κ. Κατερίνα Μουντογιάννη μίλησε για τα επόμενα βήματα του Ευρωπαϊκού Κέντρου και εξέφρασε την ελπίδα να γίνει το Εθνικό Δίκτυο στην Ελλάδα που θα συνδράμει στην συνεργασία περισσότερων φορέων στην χώρα. Υπογράμμισε μάλιστα ότι το πρότυπο έργο του Παναγίου Τάφου και σήμερα πλέον και η πλατφόρμα Respect, αποτελούν από την πρώτη στιγμή έμπνευση στην ευρωπαϊκή προσπάθεια.&nbsp;</p>



<p>Παρουσίαση κας Μοροπούλου: <a href="https://docs.google.com/presentation/d/1FCLAILNJkee8LHTHXSkOjSHz1p1XTqJP/edit?usp=sharing&amp;ouid=116430425926913527135&amp;rtpof=true&amp;sd=true" target="_blank" rel="noreferrer noopener">https://docs.google.com/presentation/d/1FCLAILNJkee8LHTHXSkOjSHz1p1XTqJP/edit?usp=sharing&amp;ouid=116430425926913527135&amp;rtpof=true&amp;sd=true</a>&nbsp;&nbsp;</p>



<p>Παρουσίαση κου Μενύχτα: <a href="https://drive.google.com/file/d/1o2YAnx8QgvuFOB1aMSsUsXyZRKBDFCM4/view" target="_blank" rel="noreferrer noopener">https://drive.google.com/file/d/1o2YAnx8QgvuFOB1aMSsUsXyZRKBDFCM4/view</a>&nbsp;&nbsp;</p>



<figure class="wp-block-image size-full"><img fetchpriority="high" decoding="async" width="448" height="147" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1.png" alt="" class="wp-image-417" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1.png 448w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-1-300x98.png 300w" sizes="(max-width: 448px) 100vw, 448px" /></figure>



<p><strong>Εκδήλωση </strong><strong>RESPECT</strong>&nbsp;</p>



<p><strong><em>Πρότυπο πληροφορικό σύστημα και μεθοδολογία για την ολιστική διαχείριση, ανάλυση και διάχυση των ψηφιακών δεδομένων της πολιτιστικής κληρονομιάς με υπόδειγμα εφαρμογής το έργο αποκατάστασης του Ιερού Κουβουκλίου του Παναγίου Τάφου (</em></strong><strong><em>RESPECT</em></strong><strong><em>)</em></strong>&nbsp;</p>



<p><strong>Παρασκευή 8 Δεκεμβρίου 2023 – 15.00-17.00&nbsp;</strong>&nbsp;</p>



<p><strong>Τεχνικό Επιμελητήριο Ελλάδας</strong>&nbsp;</p>



<p><strong>Livestreaming</strong><strong> </strong><strong>ï</strong><strong> Αίθουσα Διοικούσας Επιτροπής, Νίκης 4 – Σύνταγμα&nbsp; (8</strong><strong><sup>ος</sup></strong><strong> </strong><strong><em>όροφος),</em></strong><em> </em><strong>Αθήνα</strong>&nbsp;</p>



<p><strong>ΑΝΑΛΥΤΙΚΟ ΠΡΟΓΡΑΜΜΑ</strong>&nbsp;</p>



<p><strong>Καλωσόρισμα εκ μέρους του Τεχνικού Επιμελητηρίου Ελλάδας:&nbsp;</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-1ad6e75" data-block-id="1ad6e75"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-1ad6e75"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-5c6ea62" data-block-id="5c6ea62"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-1ad6e75"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Γιώργος Στασινός</strong>, Πρόεδρος ΤΕΕ&nbsp;</span></div></li>
</ul></div>



<p><strong>Χαιρετισμός εκ μέρους του Εθνικού Μετσόβιου Πολυτεχνείου:&nbsp;</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-4d9d8a6" data-block-id="4d9d8a6"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-4d9d8a6"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-c0cf91f" data-block-id="c0cf91f"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-4d9d8a6"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Ευάγγελος Σαπουντζάκης</strong>,&nbsp; Μέλος Συμβουλίου Διοίκησης ΕΜΠ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-a885707" data-block-id="a885707"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-4d9d8a6"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Εμμανουήλ Βαρβαρίγος</strong><strong>,</strong> Αντιπρύτανης ΕΜΠ Έρευνας και Δια Βίου Εκπαίδευσης&nbsp;</span></div></li>
</ul></div>



<p><strong>Εισαγωγική Ομιλία για το </strong><strong>RESPECT</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-9d6454e" data-block-id="9d6454e"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-9d6454e"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-dd1a6be" data-block-id="dd1a6be"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-9d6454e"></use></svg></div></span><span class="stk-block-icon-list-item__text">Ομότ. Καθηγ. ΕΜΠ <strong>Αντωνία Μοροπούλου</strong>, Επιστ. Υπεύθυνη RESPECT&nbsp;&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-f5359e1" data-block-id="f5359e1"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-9d6454e"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Δημοσθένης Κυριαζής, </strong>Αντιπρύτανης Έρευνας και Δια Βίου Μάθησης ΠαΠει<strong>, </strong>Εταίρος<strong> </strong>RESPECT, Επ. Καθηγ. <strong>Ανδρέας Μενύχτας</strong>&nbsp;&nbsp;&nbsp;</span></div></li>
</ul></div>



<p><strong>Εναρκτήριες τοποθετήσεις</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-29a6e4b" data-block-id="29a6e4b"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-29a6e4b"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-c719d51" data-block-id="c719d51"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-29a6e4b"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Κωνσταντίνος Κυρανάκης</strong>, Υφυπουργός Ψηφιακής Διακυβέρνησης&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-dc7ce7d" data-block-id="dc7ce7d"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-29a6e4b"></use></svg></div></span><span class="stk-block-icon-list-item__text">Δρ. <strong>Αμαλία Ανδρουλιδάκη</strong>, Γενική Διευθύντρια Αναστήλωσης, Μουσείων και Τεχνικών Έργων Υπουργείου Πολιτισμού&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-5edebbf" data-block-id="5edebbf"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-29a6e4b"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Αντώνης Κοτσώνης</strong>, Γενικός Διευθυντής Υδραυλικών, Λιμενικών και Κτηριακών Υποδομών Υπουργείου Υποδομών και Μεταφορών&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-d8a925a" data-block-id="d8a925a"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-29a6e4b"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>MSc</strong><strong> Ελένη Τσανάκα, </strong>Προϊσταμένη Β2, ΕΥΔΕ-ΕΚ της ΓΓΕΚ, Παρακολούθηση υλοποίησης έργων ΤΠΕ &#8211; ΤΠΔ&nbsp;&nbsp;&nbsp;</span></div></li>
</ul></div>



<p><strong>Τοποθετήσεις Κοσμητόρων ΕΜΠ</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-6ae04e5" data-block-id="6ae04e5"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-6ae04e5"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-32632e6" data-block-id="32632e6"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-6ae04e5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Πάρις Παντουβάκης,</strong> εκτελών χρέη Κοσμήτορα Σχολής Πολιτικών Μηχανικών ΕΜΠ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-2630517" data-block-id="2630517"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-6ae04e5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Παναγιώτης Τσανάκας</strong>, Κοσμήτορας Σχολής Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών ΕΜΠ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-57100b1" data-block-id="57100b1"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-6ae04e5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Αν. Καθηγ<strong>. Έλενα Κωνσταντινίδου</strong>, εκ μέρους της Κοσμήτορος Σχολής Αρχιτεκτόνων Μηχανικών ΕΜΠ, Καθηγ. <strong>Ειρήνης Κλαμπατσέα</strong> (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-739d973" data-block-id="739d973"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-6ae04e5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Επ. Καθηγ. <strong>Κυριάκος Λαμπρόπουλος</strong>, εκ μέρους της Κοσμήτορος Σχολής Χημικών Μηχανικών ΕΜΠ, Καθηγ. <strong>Γλυκερίας Κακάλη</strong>&nbsp;&nbsp;</span></div></li>
</ul></div>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-92c5c58" data-block-id="92c5c58"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-92c5c58"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-aaf6bb1" data-block-id="aaf6bb1"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-92c5c58"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Γιώργος Πανταζής</strong>, Εκπρόσωπος Σχολής Αγρονόμων και Τοπογράφων Μηχανικών – Μηχανικών Γεωπληροφορικής ΕΜΠ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-ba53d40" data-block-id="ba53d40"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-92c5c58"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Σταύρος Κουρκουλής</strong>, τ. Κοσμήτορας Σχολής Εφαρμοσμένων Μαθηματικών και Φυσικών Επιστημών, Μέλος Συμβουλίου Διοίκησης ΕΜΠ&nbsp;&nbsp;</span></div></li>
</ul></div>



<p><strong>Τοποθετήσεις εκπροσώπων Επιστημονικών Συλλόγων</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-5920b89" data-block-id="5920b89"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-5920b89"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-8aaad6c" data-block-id="8aaad6c"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-5920b89"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Γιώργος Μαδεμοχωρίτης</strong>, Αντιπρόεδρος Συλλόγου Αρχιτεκτόνων Διπλωματούχων Ανωτάτων Σχολών &#8211; Πανελλήνιας Ένωσης Αρχιτεκτόνων&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-49d652d" data-block-id="49d652d"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-5920b89"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Βασίλης Μπαρδάκης</strong>, Πρόεδρος Συλλόγου Πολιτικών Μηχανικών Ελλάδος (τηλεσύνδεση), <strong>Πάρις Χαρλαύτης, </strong>Αντιπρόεδρος ΣΠΜΕ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-2b9e1b4" data-block-id="2b9e1b4"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-5920b89"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Αναστάσιος Ευσταθίου</strong>, Πρόεδρος Πανελλήνιου Συλλόγου Διπλωματούχων Μηχανολόγων &#8211; Ηλεκτρολόγων&nbsp;</span></div></li>
</ul></div>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-938f02f" data-block-id="938f02f"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-938f02f"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-a942383" data-block-id="a942383"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Άρης Γκορόγιας,</strong> Πρόεδρος Πανελλήνιου Συλλόγου Χημικών Μηχανικών, εκ μέρους τους Προέδρου&nbsp;&nbsp;&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-6f860c9" data-block-id="6f860c9"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Άννα Γιαννιού</strong>, εκπρόσωπος Συλλόγου Ελλήνων Μηχανικών Πολεοδομίας, Χωροταξίας και Περιφερειακής Ανάπτυξης (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-0af7163" data-block-id="0af7163"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Αθανάσιος Κατσούρας</strong>, Πρόεδρος Πανελληνίου Συλλόγου Μηχανικών Επιστήμης Υλικών&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-dfaebfe" data-block-id="dfaebfe"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text">&nbsp;<strong>Βασίλειος Σπυράκης</strong>, Μέλος ΔΣ Πανελληνίου Συλλόγου Αγρονόμων και Τοπογράφων Μηχανικών&nbsp;&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-423f544" data-block-id="423f544"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Ευάγγελος Κασσελάς</strong>, Εκπρόσωπος Πανελλήνιας Ένωσης Διπλωματούχων Μηχανικών Εργοληπτών Δημοσίων Έργων&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-f697ff8" data-block-id="f697ff8"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text">Εκπρόσωπος ΣΕΓΜ&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-90c1205" data-block-id="90c1205"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-938f02f"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Ανδρέας Γερακάκης</strong>, Πρόεδρος Πανελληνίου Συνδέσμου Ανωνύμων Τεχνικών Εταιρειών&nbsp;&nbsp;</span></div></li>
</ul></div>



<p><strong>Τοποθετήσεις Επιμελητών Επιστημονικών Επιτροπών Ειδικότητας ΤΕΕ</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-a051ec5" data-block-id="a051ec5"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-a051ec5"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-69a4be5" data-block-id="69a4be5"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Χρήστος Γούναρης</strong>, Μέλος ΔΕ ΤΕΕ, Επιμελητής Επιστημονικής Επιτροπής Ειδικότητας Αγρονόμων και Τοπογράφων Μηχανικών&nbsp;&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-f19c03b" data-block-id="f19c03b"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Βασιλική Αναγνωστοπούλου</strong>, Επιμελήτρια Επιστημονικής Επιτροπής Ειδικότητας Πολιτικών Μηχανικών (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-322ca92" data-block-id="322ca92"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ.<strong> </strong><strong>Ειρήνη Κορωνάκη</strong>, Επιμελήτρια Επιστημονικής Επιτροπής Ειδικότητας Μηχανολόγων Μηχανικών (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-0408113" data-block-id="0408113"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Ομότ. Καθηγ. <strong>Μαρία Λοϊζίδου</strong>, Μέλος Επιστημονικής Επιτροπής Ειδικότητας Χημικών Μηχανικών&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-8256156" data-block-id="8256156"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Άνθιμος Ξενίδης</strong>, Επιμελητής Επιστημονικής Επιτροπής Ειδικότητας Μηχανικών Μεταλλείων &#8211; Μεταλλουργών&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-ad83930" data-block-id="ad83930"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Αν. Καθηγ. <strong>Νικόλαος Βεντίκος</strong>, Επιμελητής Επιστημονικής Επιτροπής Ειδικότητας Ναυπηγών Μηχανικών (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-d365089" data-block-id="d365089"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Ευτυχία Αντωνίου</strong>, Μέλος Επιστημονικής Επιτροπής Ειδικότητας Μηχανικών Χωροταξίας, Πολεοδομίας και Ανάπτυξης&nbsp; (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-f33b275" data-block-id="f33b275"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Αντώνης Σαμιωτάκης</strong>, Επιμελητής Επιστημονικής Επιτροπής Ειδικότητας Μηχανικών Περιβάλλοντος&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-79b76d4" data-block-id="79b76d4"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Γιώργος Μπαζδάνης, </strong>Επιμελητής Επιστημονικής Επιτροπής Ειδικότητας Μηχανικών Ορυκτών Πόρων (τηλεσύνδεση)&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-d3578d3" data-block-id="d3578d3"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a051ec5"></use></svg></div></span><span class="stk-block-icon-list-item__text">Καθηγ. <strong>Χρήστος Μανόπουλος</strong>, Μέλος Μόνιμης Επιτροπής Παιδείας (τηλεσύνδεση)&nbsp;</span></div></li>
</ul></div>



<p><strong>Τοποθετήσεις Ερευνητικών Κέντρων</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-a8c29f2" data-block-id="a8c29f2"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-a8c29f2"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-e517146" data-block-id="e517146"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-a8c29f2"></use></svg></div></span><span class="stk-block-icon-list-item__text"><strong>Βάσω Δρίτσου, </strong>Ερευνητικό Κέντρο Αθηνά&nbsp;</span></div></li>
</ul></div>



<p><strong>Τοποθετήσεις εταίρων προγράμματος </strong><strong>RESPECT</strong><strong>&nbsp;</strong>&nbsp;</p>



<p><strong>17:00 &#8211; Σύνδεση με:</strong>&nbsp;</p>



<div class="wp-block-stackable-icon-list stk-block-icon-list stk-block stk-0baabb4" data-block-id="0baabb4"><svg style="display:none"><defs><g id="stk-icon-list__icon-svg-def-0baabb4"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 190 190"><polygon points="173.8,28.4 60.4,141.8 15.7,97.2 5.1,107.8 60.4,163 184.4,39 173.8,28.4"/></svg></g></defs></svg><ul class="stk-block-icon-list__ul stk-block-icon-list--column">
<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-23b98fd" data-block-id="23b98fd"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-0baabb4"></use></svg></div></span><span class="stk-block-icon-list-item__text">Την<strong> REHANA SCHWINNINGER-LADAK </strong>– Head of Unit “Interactive Technologies, Digital for Culture and Education” της European Commission.&nbsp;</span></div></li>



<li class="wp-block-stackable-icon-list-item stk-block-icon-list-item stk-block stk-599ddfb" data-block-id="599ddfb"><div class="stk-block-icon-list-item__content"><span class="stk--svg-wrapper"><div class="stk--inner-svg"><svg aria-hidden="true" width="32" height="32"><use xlink:href="#stk-icon-list__icon-svg-def-0baabb4"></use></svg></div></span><span class="stk-block-icon-list-item__text">Τον <strong>Prof</strong><strong>.</strong> <strong>Roberto</strong><strong> </strong><strong>Di</strong><strong> </strong><strong>Giulio</strong><strong> </strong>– Scientific Coordinator του INCEPTION μέλος του Προεδρείου του Ευρωπαϊκού Κέντρου Ικανοτήτων για την Πολιτιστική Κληρονομιά 4CH<strong>&nbsp;</strong>&nbsp;</span></div></li>
</ul></div>



<figure class="wp-block-image size-large"><img decoding="async" width="1024" height="768" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-3-1024x768.jpeg" alt="" class="wp-image-418" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-3-1024x768.jpeg 1024w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-3-300x225.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-3-768x576.jpeg 768w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-3.jpeg 1038w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<p class="has-text-align-center"><strong>Ημερίδα 8/12/23 στο ΤΕΕ</strong> </p>



<p>Link εκδήλωσης: <a href="https://www.youtube.com/watch?v=AjYwzlchj_g" target="_blank" rel="noreferrer noopener">https://www.youtube.com/watch?v=AjYwzlchj_g</a>&nbsp;&nbsp;</p>



<p>Διάχυση ημερίδας σε online μέσα/ Δελτία Τύπου:&nbsp;&nbsp;</p>



<figure class="wp-block-table"><table><tbody><tr><td>ΔΙΑΔΙΚΤΥΑΚΟ ΜΕΣΟ&nbsp;</td><td>Web Link&nbsp;</td></tr><tr><td>Web TEE&nbsp;</td><td><a href="https://web.tee.gr/eidisis/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon/" target="_blank" rel="noreferrer noopener">https://web.tee.gr/eidisis/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon/</a>&nbsp;</td></tr><tr><td>Reporter&nbsp;</td><td><a href="https://www.reporter.gr/Eidhseis/Epicheirhseis/587886-TEE-Prostasia-ths-politistikhs-klhronomias-mesw-ths-platformas-RESPECT" target="_blank" rel="noreferrer noopener">https://www.reporter.gr/Eidhseis/Epicheirhseis/587886-TEE-Prostasia-ths-politistikhs-klhronomias-mesw-ths-platformas-RESPECT</a>&nbsp;</td></tr><tr><td>Capital&nbsp;</td><td><a href="https://www.capital.gr/epikairotita/3754998/tee-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-upodomon-meso-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.capital.gr/epikairotita/3754998/tee-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-upodomon-meso-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Web TEE&nbsp;</td><td><a href="https://web.tee.gr/wp-content/uploads/20231211_dt_RESPECT_programma_axiopoiiisi_platformas_prostasia_politistikis_klironomias_diatirisi_ypodomon_tee_emp_.doc" target="_blank" rel="noreferrer noopener">https://web.tee.gr/wp-content/uploads/20231211_dt_RESPECT_programma_axiopoiiisi_platformas_prostasia_politistikis_klironomias_diatirisi_ypodomon_tee_emp_.doc</a>&nbsp;</td></tr><tr><td>Epixeiro&nbsp;</td><td><a href="https://www.epixeiro.gr/article/450905" target="_blank" rel="noreferrer noopener">https://www.epixeiro.gr/article/450905</a>&nbsp;</td></tr><tr><td>Dimoprasion&nbsp;</td><td><a href="https://www.dimoprasion.gr/to-ergo-apokatastasis-tou-ierou-kouvoukliou-tou-panagiou-tafou-anastithike-meso-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.dimoprasion.gr/to-ergo-apokatastasis-tou-ierou-kouvoukliou-tou-panagiou-tafou-anastithike-meso-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Economix&nbsp;</td><td><a href="https://www.economix.gr/2023/12/11/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.economix.gr/2023/12/11/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Reporter&nbsp;</td><td><a href="https://www.reporter.gr/Eidhseis/technologia/587921-Episthmonikh-prwtoporia-gia-thn-prostasia-ths-politistikhs-klhronomias" target="_blank" rel="noreferrer noopener">https://www.reporter.gr/Eidhseis/technologia/587921-Episthmonikh-prwtoporia-gia-thn-prostasia-ths-politistikhs-klhronomias</a>&nbsp;</td></tr><tr><td>Finup News&nbsp;</td><td><a href="https://finupnews.gr/%CF%84%CE%B5%CE%B5-%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF/" target="_blank" rel="noreferrer noopener">Finupnews.gr &#8211; /τεε-προστασία-της-πολιτιστικής-κληρο/</a>&nbsp;&nbsp;</td></tr><tr><td>Ecopress&nbsp;</td><td><a href="https://ecopress.gr/80883-2/" target="_blank" rel="noreferrer noopener">https://ecopress.gr/80883-2/</a>&nbsp;</td></tr><tr><td>Michanikos Online&nbsp;</td><td><a href="https://www.michanikos-online.gr/%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC/" target="_blank" rel="noreferrer noopener">Michanikos-online.gr &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>Oenet&nbsp;</td><td><a href="https://www.oenet.gr/%CF%84%CE%B5%CE%BB%CE%B5%CF%85%CF%84%CE%B1%CE%AF%CE%B1-%CE%BD%CE%AD%CE%B1/item/109726-tee-prostasia-tis-politistikis-klironomias-kai-diatirisi-twn-ypodomwn-mesa-apo-tin-axiopoiisi-tis-platformas-respect" target="_blank" rel="noreferrer noopener">Oenet &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>B2Green&nbsp;</td><td><a href="https://news.b2green.gr/41577/%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC" target="_blank" rel="noreferrer noopener">News.b2green.gr &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>Epirus Gate&nbsp;</td><td><a href="https://epirusgate.gr/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://epirusgate.gr/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Dimokratiki&nbsp;</td><td><a href="https://www.dimokratiki.gr/11-12-2023/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.dimokratiki.gr/11-12-2023/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Argolida Portal&nbsp;</td><td><a href="https://www.argolidaportal.gr/news/87017/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi" target="_blank" rel="noreferrer noopener">https://www.argolidaportal.gr/news/87017/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi</a>&nbsp;</td></tr><tr><td>Argolida Portal&nbsp;</td><td><a href="https://www.arcadiaportal.gr/news/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis" target="_blank" rel="noreferrer noopener">https://www.arcadiaportal.gr/news/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis</a>&nbsp;</td></tr><tr><td>Samos Times&nbsp;</td><td><a href="https://www.samostimes.gr/portal2/eidiseis/texnologia/4249-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-aksiopoiisi-tis-platformas-respect" target="_blank" rel="noreferrer noopener">https://www.samostimes.gr/portal2/eidiseis/texnologia/4249-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-aksiopoiisi-tis-platformas-respect</a>&nbsp;</td></tr><tr><td>Nes Santorinis&nbsp;</td><td><a href="https://www.neasantorinis.gr/eidiseis_ellada/25369/tte-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.neasantorinis.gr/eidiseis_ellada/25369/tte-prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Dimokratiki&nbsp;</td><td><a href="https://www.dimokratiki.gr/?p=730045" target="_blank" rel="noreferrer noopener">https://www.dimokratiki.gr/?p=730045</a>&nbsp;</td></tr><tr><td>Trikala Ola&nbsp;</td><td><a href="https://www.trikalaola.gr/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://www.trikalaola.gr/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-axiopoiisi-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Terranews&nbsp;</td><td><a href="https://www.terranews.gr/tech-science/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-aksiopoiisi-tis-platformas-respect" target="_blank" rel="noreferrer noopener">https://www.terranews.gr/tech-science/prostasia-tis-politistikis-klironomias-kai-diatirisi-ton-ypodomon-mesa-apo-tin-aksiopoiisi-tis-platformas-respect</a>&nbsp;</td></tr><tr><td>Ioannina 24&nbsp;</td><td><a href="https://www.ioannina24.gr/%CE%B5%CE%B9%CE%B4%CE%B7%CF%83%CE%B5%CE%B9%CF%82/%CE%B7%CF%80%CE%B5%CE%B9%CF%81%CF%89%CF%84%CE%B9%CE%BA%CE%B7-%CE%B5%CF%80%CE%B9%CE%BA%CE%B1%CE%B9%CF%81%CE%BF%CF%84%CE%B7%CF%84%CE%B1/ipirotika_nea/1264077-%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC%CE%B9%CE%AC%CF%82-%CE%BA%CE%B1%CE%B9-%CE%B4%CE%B9%CE%B1%CF%84%CE%AE%CF%81%CE%B7%CF%83%CE%B7-%CF%84%CF%89%CE%BD-%CF%85%CF%80%CE%BF%CE%B4%CE%BF%CE%BC%CF%8E%CE%BD-%CE%BC%CE%AD%CF%83%CE%B1-%CE%B1%CF%80%CF%8C-%CF%84%CE%B7%CE%BD-%CE%B1%CE%BE%CE%B9%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7-%CF%84%CE%B7%CF%82-%CF%80%CE%BB%CE%B1%CF%84%CF%86%CF%8C%CF%81%CE%BC%CE%B1%CF%82-respect" target="_blank" rel="noreferrer noopener">Ioannina24 &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>Arta 24&nbsp;</td><td><a href="https://www.arta24.gr/%CE%B5%CE%B9%CE%B4%CE%B7%CF%83%CE%B5%CE%B9%CF%82/%CE%B7%CF%80%CE%B5%CE%B9%CF%81%CF%89%CF%84%CE%B9%CE%BA%CE%B7-%CE%B5%CF%80%CE%B9%CE%BA%CE%B1%CE%B9%CF%81%CE%BF%CF%84%CE%B7%CF%84%CE%B1/ipirotika_nea/1264077-%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC%CE%B9%CE%AC%CF%82-%CE%BA%CE%B1%CE%B9-%CE%B4%CE%B9%CE%B1%CF%84%CE%AE%CF%81%CE%B7%CF%83%CE%B7-%CF%84%CF%89%CE%BD-%CF%85%CF%80%CE%BF%CE%B4%CE%BF%CE%BC%CF%8E%CE%BD-%CE%BC%CE%AD%CF%83%CE%B1-%CE%B1%CF%80%CF%8C-%CF%84%CE%B7%CE%BD-%CE%B1%CE%BE%CE%B9%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7-%CF%84%CE%B7%CF%82-%CF%80%CE%BB%CE%B1%CF%84%CF%86%CF%8C%CF%81%CE%BC%CE%B1%CF%82-respect" target="_blank" rel="noreferrer noopener">Arta 24 &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>Epirus 24&nbsp;</td><td><a href="https://www.epirus24.gr/%CE%B5%CE%B9%CE%B4%CE%B7%CF%83%CE%B5%CE%B9%CF%82/%CE%B7%CF%80%CE%B5%CE%B9%CF%81%CF%89%CF%84%CE%B9%CE%BA%CE%B7-%CE%B5%CF%80%CE%B9%CE%BA%CE%B1%CE%B9%CF%81%CE%BF%CF%84%CE%B7%CF%84%CE%B1/ipirotika_nea/1264077-%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC%CE%B9%CE%AC%CF%82-%CE%BA%CE%B1%CE%B9-%CE%B4%CE%B9%CE%B1%CF%84%CE%AE%CF%81%CE%B7%CF%83%CE%B7-%CF%84%CF%89%CE%BD-%CF%85%CF%80%CE%BF%CE%B4%CE%BF%CE%BC%CF%8E%CE%BD-%CE%BC%CE%AD%CF%83%CE%B1-%CE%B1%CF%80%CF%8C-%CF%84%CE%B7%CE%BD-%CE%B1%CE%BE%CE%B9%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7-%CF%84%CE%B7%CF%82-%CF%80%CE%BB%CE%B1%CF%84%CF%86%CF%8C%CF%81%CE%BC%CE%B1%CF%82-respect" target="_blank" rel="noreferrer noopener">Epirus24 &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr><tr><td>Amna&nbsp;</td><td><a href="https://www.amna.gr/pr-view/297475" target="_blank" rel="noreferrer noopener">https://www.amna.gr/pr-view/297475</a>&nbsp;</td></tr><tr><td>Pedmede&nbsp;</td><td><a href="https://pedmede.gr/me-ti-symmetochi-tis-pedmede-pragmatopoiithike-i-ekdilosi-gia-tin-prostasia-tis-politistikis-klironomias-meso-tis-platformas-respect/" target="_blank" rel="noreferrer noopener">https://pedmede.gr/me-ti-symmetochi-tis-pedmede-pragmatopoiithike-i-ekdilosi-gia-tin-prostasia-tis-politistikis-klironomias-meso-tis-platformas-respect/</a>&nbsp;</td></tr><tr><td>Kefalonia News&nbsp;</td><td><a href="https://kefalonianews.gr/%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC/" target="_blank" rel="noreferrer noopener">Kefalonia News &#8211; ΠΡΟΣΤΑΣΊΑ ΤΗΣ ΠΟΛΙΤΙΣΤΙΚΉΣ ΚΛΗΡΟΝΟΜΙΆΣ ΚΑΙ ΔΙΑΤΉΡΗΣΗ ΤΩΝ ΥΠΟΔΟΜΏΝ ΜΈΣΑ ΑΠΌ ΤΗΝ ΑΞΙΟΠΟΊΗΣΗ ΤΗΣ ΠΛΑΤΦΌΡΜΑΣ RESPECT</a>&nbsp;</td></tr></tbody></table><figcaption class="wp-element-caption"><strong>Διάχυση Ημερίδας RESPECT, 8/12/23, σε διαδικτυακά μέσα</strong></figcaption></figure>



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<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%ce%b1%cf%81%ce%bf%cf%85%cf%83%ce%af%ce%b1%cf%83%ce%b7-%cf%84%ce%bf%cf%85-%cf%80%cf%81%ce%bf%ce%b3%cf%81%ce%ac%ce%bc%ce%bc%ce%b1%cf%84%ce%bf%cf%82-respect-%ce%b4%ce%b7%ce%bc%ce%b9/">Παρουσίαση του προγράμματος RESPECT – Δημιουργία Εθνικού Δικτύου για την Προστασία της πολιτιστικής κληρονομιάς και την διατήρηση των Υποδομών μέσα από την αξιοποίηση της πλατφόρμας RESPECT</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>ΔΕΛΤΙΟ ΤΥΠΟΥ 11 Δεκεμβρίου 2023</title>
		<link>https://www.respect-project.gr/%ce%b4%ce%b5%ce%bb%cf%84%ce%b9%ce%bf-%cf%84%cf%85%cf%80%ce%bf%cf%85-11-%ce%b4%ce%b5%ce%ba%ce%b5%ce%bc%ce%b2%cf%81%ce%af%ce%bf%cf%85-2023/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Mon, 11 Dec 2023 17:23:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=392</guid>

					<description><![CDATA[<p>Youtube Link</p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%ce%b4%ce%b5%ce%bb%cf%84%ce%b9%ce%bf-%cf%84%cf%85%cf%80%ce%bf%cf%85-11-%ce%b4%ce%b5%ce%ba%ce%b5%ce%bc%ce%b2%cf%81%ce%af%ce%bf%cf%85-2023/">ΔΕΛΤΙΟ ΤΥΠΟΥ 11 Δεκεμβρίου 2023</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<div data-wp-interactive="core/file" class="wp-block-file"><object data-wp-bind--hidden="!state.hasPdfPreview" hidden class="wp-block-file__embed" data="https://www.respect-project.gr/wp-content/uploads/2023/12/ΔΕΛΤΙΟ_ΤΥΠΟΥ_RESPECT_8-12-23.pdf" type="application/pdf" style="width:100%;height:600px" aria-label="Ενσωμάτωση του ΔΕΛΤΙΟ_ΤΥΠΟΥ_RESPECT_8-12-23"></object><a id="wp-block-file--media-37c42170-d460-4d6a-8e38-6840a10dda43" href="https://www.respect-project.gr/wp-content/uploads/2023/12/ΔΕΛΤΙΟ_ΤΥΠΟΥ_RESPECT_8-12-23.pdf">ΔΕΛΤΙΟ_ΤΥΠΟΥ_RESPECT_8-12-23</a><a href="https://www.respect-project.gr/wp-content/uploads/2023/12/ΔΕΛΤΙΟ_ΤΥΠΟΥ_RESPECT_8-12-23.pdf" class="wp-block-file__button wp-element-button" download aria-describedby="wp-block-file--media-37c42170-d460-4d6a-8e38-6840a10dda43">Λήψη</a></div>



<p><a href="https://www.youtube.com/watch?v=AjYwzlchj_g">Youtube Link</a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%ce%b4%ce%b5%ce%bb%cf%84%ce%b9%ce%bf-%cf%84%cf%85%cf%80%ce%bf%cf%85-11-%ce%b4%ce%b5%ce%ba%ce%b5%ce%bc%ce%b2%cf%81%ce%af%ce%bf%cf%85-2023/">ΔΕΛΤΙΟ ΤΥΠΟΥ 11 Δεκεμβρίου 2023</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>Προβολή του RESPECT στο 4CH Final Meeting, Brussels</title>
		<link>https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%bf-4ch-final-meeting-brussels/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Thu, 30 Nov 2023 17:31:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=412</guid>

					<description><![CDATA[<p>Στα πλαίσια της συνδιάσκεψης για την δημιουργία Ευρωπαϊκού Κέντρου Ικανοτήτων για την Προστασία της Πολιτιστικής Κληρονομιάς ως αποτέλεσμα του Ευρωπαϊκού Προγράμματος 4CH, στις 29 Νοεμβρίου 2023, η Ομότιμη Καθηγήτρια ΕΜΠ κα. Αντωνία Μοροπούλου, αναφέρθηκε στο Ερευνητικό Πρόγραμμα RESPECT ως μια καλή πρακτική και περαιτέρω υπογράμμισε την δημιουργία Εθνικού Κέντρου Ικανοτήτων το οποίο θα συνδέεται με&#8230;&#160;<a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%bf-4ch-final-meeting-brussels/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Προβολή του RESPECT στο 4CH Final Meeting, Brussels</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%bf-4ch-final-meeting-brussels/">Προβολή του RESPECT στο 4CH Final Meeting, Brussels</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Στα πλαίσια της συνδιάσκεψης για την δημιουργία Ευρωπαϊκού Κέντρου Ικανοτήτων για την Προστασία της Πολιτιστικής Κληρονομιάς ως αποτέλεσμα του Ευρωπαϊκού Προγράμματος 4CH, στις 29 Νοεμβρίου 2023, η Ομότιμη Καθηγήτρια ΕΜΠ κα. Αντωνία Μοροπούλου, αναφέρθηκε στο Ερευνητικό Πρόγραμμα RESPECT ως μια καλή πρακτική και περαιτέρω υπογράμμισε την δημιουργία Εθνικού Κέντρου Ικανοτήτων το οποίο θα συνδέεται με το Ευρωπαϊκό και δημιουργήθηκε στο πλαίσιο της ημερίδας<strong> «EDICULA SYNTHESIS», </strong>στις 11 Ιουλίου 2023 ΤΕΕ και εμπλουτίστηκε με εταίρους&nbsp; στην εκδήλωση της 8<sup>ης</sup> Δεκεμβρίου 2023, στο ΤΕΕ, «Προστασία της πολιτιστικής κληρονομιάς και διατήρηση των Υποδομών μέσα από την αξιοποίηση της πλατφόρμας RESPECT».&nbsp;</p>



<figure class="wp-block-image size-full"><img decoding="async" width="912" height="606" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1.jpeg" alt="" class="wp-image-413" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1.jpeg 912w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-1-300x199.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-1-768x510.jpeg 768w" sizes="(max-width: 912px) 100vw, 912px" /></figure>



<p class="has-text-align-center"><strong>Διάσκεψη 4CH Final Meeting, Brussels</strong> </p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1024" height="768" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-2.jpeg" alt="" class="wp-image-414" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-2.jpeg 1024w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-2-300x225.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-2-768x576.jpeg 768w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>



<p class="has-text-align-center"><strong>Από αριστερά: Ομότιμη Καθηγήτρια ΕΜΠ Αντωνία Μοροπούλου, Roko Zarnic Professor University of Ljubliana, μέλη του Advisory Board του 4CH, 4CH Final Meeting, Brussels</strong> </p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%bf-4ch-final-meeting-brussels/">Προβολή του RESPECT στο 4CH Final Meeting, Brussels</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>Προβολή του RESPECT στην Ημερίδα ΤΕΕ – ΕΜΠ «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια»</title>
		<link>https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-%cf%84%ce%b5%ce%b5-%ce%b5%ce%bc%cf%80-%ce%b7/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Fri, 24 Nov 2023 14:55:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=409</guid>

					<description><![CDATA[<p>Στις 21 Νοεμβρίου 2023, πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδος ημερίδα με θέμα «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια», στα πλαίσια της ΒΡΑΔΙΑΣ ΤΟΥ ΕΡΕΥΝΗΤΗ 2023, κατά τη διάρκεια της οποίας, η Ομότιμη Καθηγήτρια ΕΜΠ και Συντονίστρια του Ερευνητικού Προγράμματος RESPECT, κα Αντωνία Μοροπούλου,&#8230;&#160;<a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-%cf%84%ce%b5%ce%b5-%ce%b5%ce%bc%cf%80-%ce%b7/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Προβολή του RESPECT στην Ημερίδα ΤΕΕ – ΕΜΠ «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια»</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-%cf%84%ce%b5%ce%b5-%ce%b5%ce%bc%cf%80-%ce%b7/">Προβολή του RESPECT στην Ημερίδα ΤΕΕ – ΕΜΠ «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια»</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Στις 21 Νοεμβρίου 2023, πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδος ημερίδα με θέμα «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια», στα πλαίσια της ΒΡΑΔΙΑΣ ΤΟΥ ΕΡΕΥΝΗΤΗ 2023, κατά τη διάρκεια της οποίας, η Ομότιμη Καθηγήτρια ΕΜΠ και Συντονίστρια του Ερευνητικού Προγράμματος RESPECT, κα Αντωνία Μοροπούλου, τοποθετήθηκε σε σχέση με τις μεγάλες προκλήσεις που αντιμετωπίζουμε αναφορικά με το θέμα της εκδήλωσης. Στόχος, όπως είπε, είναι να αγγίξουμε τα θέματα και να τα πάμε στην κατεύθυνση της υλοποίησης δημιουργώντας ρόλους για τους ερευνητές αλλά και για να δημιουργηθούν νέες θέσεις εργασίας.&nbsp;</p>



<p>Στη συνέχεια αναφέρθηκε στο πρόγραμμα RESPECT που αφορά ένα πρότυπο πληροφορικό σύστημα και μεθοδολογία για την ολιστική διαχείριση, ανάλυση και διάχυση των ψηφιακών δεδομένων της πολιτιστικής κληρονομιάς με υπόδειγμα εφαρμογής το έργο αποκατάστασης του Ιερού Κουβουκλίου του Παναγίου Τάφου στα Ιεροσόλυμα. Η κ Μοροπούλου το χαρακτήρισε μάλιστα εμβληματικό καθώς ως ψηφιακό εργαλείο μπορεί να συνδράμει στην ολιστική αντιμετώπιση των προβλημάτων της πολιτιστικής κληρονομιάς.&nbsp;</p>



<p>Η ημερίδα πραγματοποιήθηκε παρουσία του&nbsp; κ. Δημοσθένη Αναγνωστόπουλου, Καθ. Χαροκοπείου Παν/μίου, Γενικού Γραμματέα Πληροφοριακών Συστημάτων και Ψηφιακής Διακυβέρνησης Υπουργείου Ψηφιακής Διακυβέρνησης, ο οποίος τόνισε την ανάγκη να υπάρχουν τα κατάλληλα υπόβαθρα εισαγωγής μεγάλων δεδομένων ή συστημάτων πληροφοριών. Ανέλυσε τις πρωτοβουλίες του υπουργείου και εν πολλοίς μαζί με το ΤΕΕ ώστε να παραχθούν κοινά γεωγραφικά υπόβαθρα εστιάζοντας στη σημασία του geolocation έκανε λόγο για πολύ κρίσιμες εφαρμογές και νέες υπηρεσίες όπως το ψηφιακό κτηματολόγιο, ο ενιαίος ψηφιακός χάρτης και για άλλες σημαντικές εφαρμογές όπως το 112.&nbsp;&nbsp;</p>



<p>Επίσης, στην ημερίδα παραβρέθηκε ο Καθηγητής του Πανεπιστημίου Πειραιά, Γενικός Γραμματέας Έρευνας &amp; Καινοτομίας Αθανάσιος Κυριαζής, ο οποίος χαρακτήρισε την κλιματική αλλαγή και το δημογραφικό ως τα δύο μεγαλύτερα ζητήματα που θα έχουμε μπροστά μας και θα πρέπει να λάβουμε σοβαρά υπόψιν «αν θέλουμε να υπάρχουμε σαν χώρα». Άμεση σχέση έχει η έρευνα που γίνεται στην Ελλάδα και παγκοσμίως με την κλιματική αλλαγή. Τα θέματα της κλιματικής αλλαγής και της ενέργειας απασχολούν και έχουν βγει και για την επόμενη προγραμματική περίοδο, όπως είπε. Έκανε ιδιαίτερη αναφορά στο πρόγραμμα CLIMPACT στο οποίο συμμετέχουν από την Ελλάδα 11 Ανώτατα Εκπαιδευτικά Ιδρύματα και Ερευνητικά Κέντρα και όπως είπε έχει μέχρι στιγμής πολύ θετικά αποτελέσματα. Ο κ. Κυριαζής έστειλε σαφές μήνυμα ότι τα αποτελέσματα της έρευνας δεν θα πρέπει να υπάρχουν μόνο για τα papers και την ακαδημαϊκή εξέλιξη αλλά θα πρέπει να διαχέονται στην κοινωνία. «Όχι έρευνα για την έρευνα αλλά έρευνα με αποτελέσματα» υπογράμμισε και πρόσθεσε ότι τα αποτελέσματα αυτά προσπαθούμε να διαχέονται και θα έχουν άμεση εφαρμογή στην κοινωνία.&nbsp;</p>



<p>Τέλος, ο κ. Δημοσθένης Κυριαζής, Καθ. ΠαΠει, Αντιπρύτανης Έρευνας &amp; Δια Βίου Εκπαίδευσης ΠαΠει αναφέρθηκε στο πρόγραμμα RESPECT και τη βασική προτεραιότητα που ήταν η διεπιστημονική αποτίμηση και πρόβλεψη των κινδύνων.&nbsp;</p>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1024x768.jpeg" alt="" class="wp-image-410" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-1024x768.jpeg 1024w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-300x225.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-768x576.jpeg 768w, https://www.respect-project.gr/wp-content/uploads/2024/02/image.jpeg 1280w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>



<p class="has-text-align-center"><strong>Από αριστερά: Γενικός Γραμματέας Έρευνας &amp; Καινοτομίας Αθανάσιος Κυριαζής, Καθ. &amp; Αντιπρύτανης ΕΜΠ Ευάγγελος Σαπουντζάκης, Ομότιμη Καθηγήτρια ΕΜΠ Αντωνία Μοροπούλου</strong> </p>



<p>Youtube εκδήλωσης: <a href="https://www.youtube.com/watch?v=LvlG9Dm00zc" target="_blank" rel="noreferrer noopener">https://www.youtube.com/watch?v=LvlG9Dm00zc</a>&nbsp;&nbsp;</p>



<p>Παρουσίαση κας Μοροπούλου: <a href="https://docs.google.com/presentation/d/1RIVNpfQZZgm4AzDTPRHf1KaQ2WURfC1n/edit#slide=id.p1" target="_blank" rel="noreferrer noopener">https://docs.google.com/presentation/d/1RIVNpfQZZgm4AzDTPRHf1KaQ2WURfC1n/edit#slide=id.p1</a>&nbsp;&nbsp;</p>



<p>Διάχυση ημερίδας σε online μέσα / Δελτία Τύπου:&nbsp;&nbsp;</p>



<figure class="wp-block-table"><table><tbody><tr><td>ΔΙΑΔΙΚΤΥΑΚΟ ΜΕΣΟ&nbsp;</td><td>Web Link&nbsp;</td></tr><tr><td>Web TEE&nbsp;</td><td><a href="https://web.tee.gr/deltia-tupoy/deltio-typoy-23-11-2023/" target="_blank" rel="noreferrer noopener">https://web.tee.gr/deltia-tupoy/deltio-typoy-23-11-2023/</a>&nbsp;&nbsp;</td></tr><tr><td>Capital&nbsp;</td><td><a href="https://www.capital.gr/epikairotita/3751552/tee-imerida-gia-tin-proklisi-tis-klimatikis-allagis/" target="_blank" rel="noreferrer noopener">https://www.capital.gr/epikairotita/3751552/tee-imerida-gia-tin-proklisi-tis-klimatikis-allagis/</a>&nbsp;&nbsp;</td></tr><tr><td>Power Game&nbsp;</td><td><a href="https://www.powergame.gr/green-power/552803/prasini-kai-psifiaki-metavasi-en-meso-klimatikis-krisis/" target="_blank" rel="noreferrer noopener">https://www.powergame.gr/green-power/552803/prasini-kai-psifiaki-metavasi-en-meso-klimatikis-krisis/</a>&nbsp;&nbsp;</td></tr><tr><td>Economix&nbsp;</td><td><a href="https://www.economix.gr/2023/11/23/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/" target="_blank" rel="noreferrer noopener">https://www.economix.gr/2023/11/23/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/</a>&nbsp;&nbsp;</td></tr><tr><td>Indicator&nbsp;</td><td><a href="https://indicator.gr/tee-imerida-gia-tin-proklisi-tis-klimatikis-allagis" target="_blank" rel="noreferrer noopener">https://indicator.gr/tee-imerida-gia-tin-proklisi-tis-klimatikis-allagis</a>&nbsp;&nbsp;</td></tr><tr><td>Epixeiro&nbsp;</td><td><a href="https://www.epixeiro.gr/article/447598" target="_blank" rel="noreferrer noopener">https://www.epixeiro.gr/article/447598</a>&nbsp;&nbsp;</td></tr><tr><td>FinUp News&nbsp;</td><td><a href="https://finupnews.gr/tee-kλιματική-αλλαγής-κλειδί-η-έρευνα-γι/" target="_blank" rel="noreferrer noopener">https://finupnews.gr/tee-kλιματική-αλλαγής-κλειδί-η-έρευνα-γι/</a>&nbsp;&nbsp;</td></tr><tr><td>Ypodomes&nbsp;</td><td><a href="https://ypodomes.com/i-proklisi-tis-klimatikis-allagis-kai-i-prasini-kai-i-psifiaki-metavasi-me-vioasfaleia/" target="_blank" rel="noreferrer noopener">https://ypodomes.com/i-proklisi-tis-klimatikis-allagis-kai-i-prasini-kai-i-psifiaki-metavasi-me-vioasfaleia/</a>&nbsp;&nbsp;</td></tr><tr><td>Ecopress&nbsp;</td><td><a href="https://ecopress.gr/tee-oi-michanikoi-se-agona-tachytitas-ka/" target="_blank" rel="noreferrer noopener">https://ecopress.gr/tee-oi-michanikoi-se-agona-tachytitas-ka/</a>&nbsp;&nbsp;</td></tr><tr><td>Energia&nbsp;</td><td><a href="https://www.energia.gr/article/213050/-tee-hmerida-gia-thn-proklhsh-ths-klimatikhs-allaghs-" target="_blank" rel="noreferrer noopener">https://www.energia.gr/article/213050/-tee-hmerida-gia-thn-proklhsh-ths-klimatikhs-allaghs-</a>&nbsp;&nbsp;&nbsp;</td></tr><tr><td>Energy Mag&nbsp;</td><td><a href="https://www.energymag.gr/energeia/energeiaki-metabasi/90692_tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas" target="_blank" rel="noreferrer noopener">https://www.energymag.gr/energeia/energeiaki-metabasi/90692_tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas</a>&nbsp;&nbsp;</td></tr><tr><td>Polytechnika Nea&nbsp;</td><td><a href="https://polytechnikanea.gr/proklisi-tis-klimatikis-allagis/" target="_blank" rel="noreferrer noopener">https://polytechnikanea.gr/proklisi-tis-klimatikis-allagis/</a>&nbsp;&nbsp;</td></tr><tr><td>Michanikos Online&nbsp;</td><td><a href="https://www.michanikos-online.gr/εμπ-η-πρόκληση-της-κλιματικής-αλλαγής/" target="_blank" rel="noreferrer noopener">https://www.michanikos-online.gr/εμπ-η-πρόκληση-της-κλιματικής-αλλαγής/</a>&nbsp;&nbsp;</td></tr><tr><td>B2B Ggreen&nbsp;</td><td><a href="https://news.b2green.gr/40779/τεε-η-πρόκληση-της-κλιματικής-αλλαγής" target="_blank" rel="noreferrer noopener">https://news.b2green.gr/40779/τεε-η-πρόκληση-της-κλιματικής-αλλαγής</a>&nbsp;&nbsp;</td></tr><tr><td>Forin&nbsp;</td><td><a href="https://www.forin.gr/articles/article/75218/tee-h-proklhsh-ths-klimatikhs-allaghs-kai-h-apanthsh-ths-ereunas-gia-thn-prasinh-metabash" target="_blank" rel="noreferrer noopener">https://www.forin.gr/articles/article/75218/tee-h-proklhsh-ths-klimatikhs-allaghs-kai-h-apanthsh-ths-ereunas-gia-thn-prasinh-metabash</a>&nbsp;&nbsp;</td></tr><tr><td>Dimokratiki&nbsp;</td><td><a href="https://www.dimokratiki.gr/23-11-2023/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/" target="_blank" rel="noreferrer noopener">https://www.dimokratiki.gr/23-11-2023/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/</a>&nbsp;&nbsp;</td></tr><tr><td>Kos Today&nbsp;</td><td><a href="https://www.kostoday.com/component/k2/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia" target="_blank" rel="noreferrer noopener">https://www.kostoday.com/component/k2/i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia</a>&nbsp;&nbsp;</td></tr><tr><td>Pargianos Typos&nbsp;</td><td><a href="https://parianostypos.gr/kyklades-aigaio/kyklades-aigaio-koinonia/item/82115-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia" target="_blank" rel="noreferrer noopener">https://parianostypos.gr/kyklades-aigaio/kyklades-aigaio-koinonia/item/82115-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia</a>&nbsp;&nbsp;</td></tr><tr><td>Trikala IN&nbsp;</td><td><a href="https://trikalain.gr/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/" target="_blank" rel="noreferrer noopener">https://trikalain.gr/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-erevnas-gia-tin-prasini-kai-psifiaki-metavasi-me-vioasfaleia/</a>&nbsp;&nbsp;</td></tr><tr><td>Argolida Portal&nbsp;</td><td><a href="https://www.argolidaportal.gr/news/86309/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai" target="_blank" rel="noreferrer noopener">https://www.argolidaportal.gr/news/86309/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai</a>&nbsp;&nbsp;</td></tr><tr><td>Arcadia Portal&nbsp;</td><td><a href="https://www.arcadiaportal.gr/news/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai-psifiaki" target="_blank" rel="noreferrer noopener">https://www.arcadiaportal.gr/news/tee-i-proklisi-tis-klimatikis-allagis-kai-i-apantisi-tis-ereynas-gia-tin-prasini-kai-psifiaki</a>&nbsp;&nbsp;</td></tr><tr><td>Foni tis Xanthis&nbsp;</td><td><a href="https://www.fonitisxanthis.gr/2023/11/24/τεε-η-πρόκληση-της-κλιματικής-αλλαγή/" target="_blank" rel="noreferrer noopener">https://www.fonitisxanthis.gr/2023/11/24/τεε-η-πρόκληση-της-κλιματικής-αλλαγή/</a>&nbsp;&nbsp;</td></tr><tr><td>Epirus Gate&nbsp;</td><td><a href="https://epirusgate.gr/tee-i-proklisi-tis-klimatikis-allagis/" target="_blank" rel="noreferrer noopener">https://epirusgate.gr/tee-i-proklisi-tis-klimatikis-allagis/</a>&nbsp;&nbsp;</td></tr><tr><td>Kefalonia News&nbsp;&nbsp;</td><td><a href="https://www.reporter.gr/Eidhseis/technologia/587921-Episthmonikh-prwtoporia-gia-thn-prostasia-ths-politistikhs-klhronomias" target="_blank" rel="noreferrer noopener">hhttps://kefalonianews.gr/394298-2/</a>&nbsp;&nbsp;&nbsp;</td></tr><tr><td>ΑΠΕ ΜΠΕ&nbsp;</td><td><a href="https://www.amna.gr/home/article/778545/Klimatiki-Allagi-kai-bioasfaleia--me-emfasi-stin-apotelesmatikotita" target="_blank" rel="noreferrer noopener">https://www.amna.gr/home/article/778545/Klimatiki-Allagi-kai-bioasfaleia&#8211;me-emfasi-stin-apotelesmatikotita</a>&nbsp;&nbsp;</td></tr><tr><td>Money Review&nbsp;</td><td><a href="https://www.moneyreview.gr/green-economy/129240/klimatiki-allagi-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.moneyreview.gr/green-economy/129240/klimatiki-allagi-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>New Money&nbsp;&nbsp;</td><td><a href="https://www.newmoney.gr/roh/palmos-oikonomias/energeia/klimatiki-allagi-vioasfalia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.newmoney.gr/roh/palmos-oikonomias/energeia/klimatiki-allagi-vioasfalia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Insider&nbsp;</td><td><a href="https://www.insider.gr/eidiseis/299787/emp-klimatiki-allagi-kai-bioasfaleia-me-emfasi-stin-apotelesmatikotita" target="_blank" rel="noreferrer noopener">https://www.insider.gr/eidiseis/299787/emp-klimatiki-allagi-kai-bioasfaleia-me-emfasi-stin-apotelesmatikotita</a>&nbsp;&nbsp;</td></tr><tr><td>Fortune Greece&nbsp;</td><td><a href="https://www.fortunegreece.com/article/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.fortunegreece.com/article/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Economix&nbsp;</td><td><a href="https://www.economix.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.economix.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Business News&nbsp;</td><td><a href="https://www.businessnews.gr/ellada/item/276918-tee-i-proklisi-tis-klimatikis-allagis-kai-i-vioasfaleia-me-emfasi-stin-apotelesmatikotita" target="_blank" rel="noreferrer noopener">https://www.businessnews.gr/ellada/item/276918-tee-i-proklisi-tis-klimatikis-allagis-kai-i-vioasfaleia-me-emfasi-stin-apotelesmatikotita</a>&nbsp;&nbsp;</td></tr><tr><td>Indicator&nbsp;</td><td><a href="https://indicator.gr/emp-klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita" target="_blank" rel="noreferrer noopener">https://indicator.gr/emp-klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita</a>&nbsp;&nbsp;</td></tr><tr><td>Analitis&nbsp;</td><td><a href="https://analitis.gr/klimatikh-allagh-kai-bioasfaleia-me-emfash-sthn-apotelesmatikothta/" target="_blank" rel="noreferrer noopener">https://analitis.gr/klimatikh-allagh-kai-bioasfaleia-me-emfash-sthn-apotelesmatikothta/</a>&nbsp;&nbsp;</td></tr><tr><td>Thess Press&nbsp;&nbsp;</td><td><a href="https://www.thesspress.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.thesspress.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Reporter 24&nbsp;</td><td><a href="https://reporter24.gr/2023/11/25/κλιματική-αλλαγή-και-βιοασφάλεια-με-έ/" target="_blank" rel="noreferrer noopener">https://reporter24.gr/2023/11/25/κλιματική-αλλαγή-και-βιοασφάλεια-με-έ/</a>&nbsp;&nbsp;</td></tr><tr><td>&nbsp;Oti Simvei&nbsp;</td><td><a href="https://otisimveni.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://otisimveni.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Energy Mag&nbsp;</td><td><a href="https://www.energymag.gr/periballon/klimatiki-allagi/90763_klimatiki-allagi-kai-bioasfaleia-me-emfasi-stin" target="_blank" rel="noreferrer noopener">https://www.energymag.gr/periballon/klimatiki-allagi/90763_klimatiki-allagi-kai-bioasfaleia-me-emfasi-stin</a>&nbsp;&nbsp;</td></tr><tr><td>HealthMag&nbsp;</td><td><a href="https://healthmag.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://healthmag.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Mak Thes&nbsp;</td><td><a href="https://www.makthes.gr/klimatiki-allaghi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita-677232" target="_blank" rel="noreferrer noopener">https://www.makthes.gr/klimatiki-allaghi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita-677232</a>&nbsp;&nbsp;</td></tr><tr><td>Χανιώτικα Νέα&nbsp;</td><td><a href="https://www.haniotika-nea.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.haniotika-nea.gr/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>Δημοτική Ραδιοφωνία Τρίπολης&nbsp;</td><td><a href="https://www.epirus24.gr/%CE%B5%CE%B9%CE%B4%CE%B7%CF%83%CE%B5%CE%B9%CF%82/%CE%B7%CF%80%CE%B5%CE%B9%CF%81%CF%89%CF%84%CE%B9%CE%BA%CE%B7-%CE%B5%CF%80%CE%B9%CE%BA%CE%B1%CE%B9%CF%81%CE%BF%CF%84%CE%B7%CF%84%CE%B1/ipirotika_nea/1264077-%CF%80%CF%81%CE%BF%CF%83%CF%84%CE%B1%CF%83%CE%AF%CE%B1-%CF%84%CE%B7%CF%82-%CF%80%CE%BF%CE%BB%CE%B9%CF%84%CE%B9%CF%83%CF%84%CE%B9%CE%BA%CE%AE%CF%82-%CE%BA%CE%BB%CE%B7%CF%81%CE%BF%CE%BD%CE%BF%CE%BC%CE%B9%CE%AC%CF%82-%CE%BA%CE%B1%CE%B9-%CE%B4%CE%B9%CE%B1%CF%84%CE%AE%CF%81%CE%B7%CF%83%CE%B7-%CF%84%CF%89%CE%BD-%CF%85%CF%80%CE%BF%CE%B4%CE%BF%CE%BC%CF%8E%CE%BD-%CE%BC%CE%AD%CF%83%CE%B1-%CE%B1%CF%80%CF%8C-%CF%84%CE%B7%CE%BD-%CE%B1%CE%BE%CE%B9%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7-%CF%84%CE%B7%CF%82-%CF%80%CE%BB%CE%B1%CF%84%CF%86%CF%8C%CF%81%CE%BC%CE%B1%CF%82-respect" target="_blank" rel="noreferrer noopener">Ehttps://www.drt915.gr/klimatiki-allagi-ke-vioasfalia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>LarissaNet&nbsp;</td><td><a href="https://www.larissanet.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/" target="_blank" rel="noreferrer noopener">https://www.larissanet.gr/2023/11/25/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita/</a>&nbsp;&nbsp;</td></tr><tr><td>inews&nbsp;</td><td><a href="https://www.inewsgr.com/294/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita.htm" target="_blank" rel="noreferrer noopener">https://www.inewsgr.com/294/klimatiki-allagi-kai-vioasfaleia-me-emfasi-stin-apotelesmatikotita.htm</a>&nbsp;&nbsp;</td></tr><tr><td>Time forG ood News&nbsp;</td><td><a href="https://timeforgoodnews.gr/2023/11/κλιματική-αλλαγή-βιοασφάλεια-με-έμφα/" target="_blank" rel="noreferrer noopener">https://timeforgoodnews.gr/2023/11/κλιματική-αλλαγή-βιοασφάλεια-με-έμφα/</a>&nbsp;&nbsp;</td></tr></tbody></table><figcaption class="wp-element-caption"><strong>Πίνακας  Διάχυση Ημερίδας TEE 21/11/23, σε διαδικτυακά μέσα</strong> </figcaption></figure>



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<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-%cf%84%ce%b5%ce%b5-%ce%b5%ce%bc%cf%80-%ce%b7/">Προβολή του RESPECT στην Ημερίδα ΤΕΕ – ΕΜΠ «Η πρόκληση της κλιματικής αλλαγής και η απάντηση της έρευνας για την πράσινη και ψηφιακή μετάβαση με βιοασφάλεια»</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>Βραδιά του Ερευνητή στο ΕΜΠ 2023</title>
		<link>https://www.respect-project.gr/%ce%b2%cf%81%ce%b1%ce%b4%ce%b9%ce%ac-%cf%84%ce%bf%cf%85-%ce%b5%cf%81%ce%b5%cf%85%ce%bd%ce%b7%cf%84%ce%ae-%cf%83%cf%84%ce%bf-%ce%b5%ce%bc%cf%80-2023/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Mon, 02 Oct 2023 08:06:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=405</guid>

					<description><![CDATA[<p>Την Παρασκευή 29 Σεπτεμβρίου 2023 από τις 5 το απόγευμα έως τις 10 το βράδυ, με ώρα αιχμής 18:30 με 20:30, πραγματοποιήθηκε στο Ιστορικό Συγκρότημα Πατησίων του Εθνικού Μετσόβιου Πολυτεχνείου με επιτυχία η Βραδιά του Ερευνητή. Περισσότεροι από 20.000 επισκέπτες περιηγήθηκαν στα εικονικά, διαδραστικά και εργαστήρια επίδειξης των αποτελεσμάτων της προηγμένης έρευνας και καινοτομίας που&#8230;&#160;<a href="https://www.respect-project.gr/%ce%b2%cf%81%ce%b1%ce%b4%ce%b9%ce%ac-%cf%84%ce%bf%cf%85-%ce%b5%cf%81%ce%b5%cf%85%ce%bd%ce%b7%cf%84%ce%ae-%cf%83%cf%84%ce%bf-%ce%b5%ce%bc%cf%80-2023/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Βραδιά του Ερευνητή στο ΕΜΠ 2023</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%ce%b2%cf%81%ce%b1%ce%b4%ce%b9%ce%ac-%cf%84%ce%bf%cf%85-%ce%b5%cf%81%ce%b5%cf%85%ce%bd%ce%b7%cf%84%ce%ae-%cf%83%cf%84%ce%bf-%ce%b5%ce%bc%cf%80-2023/">Βραδιά του Ερευνητή στο ΕΜΠ 2023</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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<p>Την Παρασκευή 29 Σεπτεμβρίου 2023 από τις 5 το απόγευμα έως τις 10 το βράδυ, με ώρα αιχμής 18:30 με 20:30, πραγματοποιήθηκε στο Ιστορικό Συγκρότημα Πατησίων του Εθνικού Μετσόβιου Πολυτεχνείου με επιτυχία η Βραδιά του Ερευνητή. Περισσότεροι από 20.000 επισκέπτες περιηγήθηκαν στα εικονικά, διαδραστικά και εργαστήρια επίδειξης των αποτελεσμάτων της προηγμένης έρευνας και καινοτομίας που παράγουν όλα τα Πανεπιστήμια και Ερευνητικά Κέντρα της Αττικής, όλες οι Σχολές του ΕΜΠ και πολλές διεπιστημονικές κοινοπραξίες, με τη βοήθεια εκατοντάδων εθελοντών. Στην σχετική ιστοσελίδα ( <a href="https://www.ntua.gr/ntuaren/" target="_blank" rel="noreferrer noopener">https://www.ntua.gr/ntuaren/</a>), υπάρχουν περισσότερες πληροφορίες για την διοργάνωση αυτή.&nbsp;</p>



<p>&nbsp;<br>Στο πλαίσιο της δια ζώσης διεξαγωγής της Βραδιάς του Ερευνητή στο ΕΜΠ, η επιστημονικά υπεύθυνη του προγράμματος RESPECT, ομότιμη καθηγήτρια ΕΜΠ κα Αντωνία Μοροπούλου, και ο κος Εμμανουήλ Αλεξάκης εκ μέρους της ομάδας εργασίας του ΕΜΠ για το RESPECT, παρουσίασαν συνολικά το πρόγραμμα, συζητώντας με τους επισκέπτες για τις προτάσεις και τις εφαρμογές του RESPECT.</p>



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" alt="Εικόνα που περιέχει κείμενο, στιγμιότυπο οθόνης, καρτούν, γραφικά

Περιγραφή που δημιουργήθηκε αυτόματα"></span></span></p>



<p class="has-text-align-center"><span class="SCXW251046418 BCX2" style="display: inline-block;"><span class="WACImageContainer NoPadding DragDrop BlobObject SCXW251046418 BCX2" role="presentation" contenteditable="false" style="width: 395px; height: 189px; transform: rotate(0deg);"><span class="WACImageBorder SCXW251046418 BCX2" style="position: absolute; transform: rotate(0deg); width: 395px; height: 188px; left: 0px; top: 0px;"></span></span></span><span data-contrast="auto" lang="EL-GR" class="TextRun EmptyTextRun SCXW251046418 BCX2" style="font-size: 12pt; line-height: 19.425px; font-family: Times New Roman, &quot;Times New Roman_EmbeddedFont&quot;, &quot;Times New Roman_MSFontService&quot;, serif;"></span></p>



<p class="has-text-align-center"><img decoding="async" src="blob:https://www.respect-project.gr/c9ef71aa-9765-4743-a3c5-2ce41fdfdf00"></p>



<p class="has-text-align-center"><img decoding="async" src="blob:https://www.respect-project.gr/8abf4409-4f65-4503-b065-eb2a43792702" alt="Εικόνα που περιέχει λογισμικό πολυμέσων, λογισμικό, λογισμικό γραφικών, στιγμιότυπο οθόνης

Περιγραφή που δημιουργήθηκε αυτόματα"></p>



<p>Youtube Channel of Researchers’ Night Athens NTUA: <a href="https://www.youtube.com/@ntuaren" target="_blank" rel="noreferrer noopener">https://www.youtube.com/@ntuaren</a>&nbsp;</p>



<p>Οι Βραδιές Ερευνητή 2022 και 2023 έλαβαν προβολή από το BCI MEDIA TORONTO. Ανάλογα με την ώρα προβολής, η απήχηση ήταν 2 με 3 εκατομμύρια θεατές.&nbsp;</p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%ce%b2%cf%81%ce%b1%ce%b4%ce%b9%ce%ac-%cf%84%ce%bf%cf%85-%ce%b5%cf%81%ce%b5%cf%85%ce%bd%ce%b7%cf%84%ce%ae-%cf%83%cf%84%ce%bf-%ce%b5%ce%bc%cf%80-2023/">Βραδιά του Ερευνητή στο ΕΜΠ 2023</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Προβολή του RESPECT στην Ημερίδα «EDICULASYNTHESIS» </title>
		<link>https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-ediculasynthesis/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Fri, 14 Jul 2023 08:43:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=420</guid>

					<description><![CDATA[<p>Την Τρίτη 11 Ιουλίου 2023, 14:00 με 17:00 μ.μ., πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδας (ΤΕΕ) Εκδήλωση του Ευρωπαϊκού Προγράμματος Erasmus+, του ΙΚΥ, EDICULA με θέμα: «Προηγμένη τεχνογνωσία, διεπιστημονικότητα και επαγγελματικά προφίλ που αποκρίνονται στις προκλήσεις αειφορικής διατήρησης της πολιτιστικής κληρονομιάς».&#160; Υπήρξε παρουσία των εκπροσώπων όλων των ειδικοτήτων και τεχνικών φορέων, καθώς η ημερίδα σήμανε την έναρξη&#8230;&#160;<a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-ediculasynthesis/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Προβολή του RESPECT στην Ημερίδα «EDICULASYNTHESIS» </span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-ediculasynthesis/">Προβολή του RESPECT στην Ημερίδα «EDICULASYNTHESIS» </a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Την Τρίτη 11 Ιουλίου 2023, 14:00 με 17:00 μ.μ., πραγματοποιήθηκε στο Τεχνικό Επιμελητήριο Ελλάδας (ΤΕΕ) Εκδήλωση του Ευρωπαϊκού Προγράμματος Erasmus+, του ΙΚΥ, EDICULA με θέμα: «Προηγμένη τεχνογνωσία, διεπιστημονικότητα και επαγγελματικά προφίλ που αποκρίνονται στις προκλήσεις αειφορικής διατήρησης της πολιτιστικής κληρονομιάς».&nbsp;</p>



<p>Υπήρξε παρουσία των εκπροσώπων όλων των ειδικοτήτων και τεχνικών φορέων, καθώς η ημερίδα σήμανε την έναρξη μιας εθνικής διαδικτύωσης που θα συνδεθεί και με την ανάπτυξη ικανοτήτων (Capacity Building) σε ευρωπαϊκό επίπεδο και θα διασυνδεθεί με το Ευρωπαϊκό Κέντρο Ικανοτήτων και Δράσεων (Competence Center) που προετοιμάζεται με το πρόγραμμα 4CH για την πολιτιστική κληρονομιά. Το πρόγραμμα Erasmus+ EDICULA Educational Digital Innovative Cultural Heritage related Learning Activities σε συνέργεια με τους ξένους εταίρους&nbsp; του EDICULA υπό τον συντονισμό του Εθνικού Μετσόβιου Πολυτεχνείου επέτρεψε να καταγραφεί η σχετική τεχνογνωσία που τίθεται στη διάθεση όλων από σήμερα, ενώ η παρουσίαση και ανάλυση της καινοτομίας του έργου αποκατάστασης του Ι. Κουβουκλίου του Παναγίου Τάφου πραγματοποιήθηκε μέσω του πιλοτικού έργου RESPECT και των προκλήσεων διαχείρισης των επιστημονικών δεδομένων και ευρημάτων του.&nbsp;</p>



<p>Διάχυση ημερίδας σε online μέσα / Δελτία Τύπου:&nbsp;&nbsp;</p>



<figure class="wp-block-embed is-type-wp-embed is-provider-tee wp-block-embed-tee"><div class="wp-block-embed__wrapper">
<blockquote class="wp-embedded-content" data-secret="my2Uo7ElMW"><a href="https://web.tee.gr/eidisis/edicula-synthesis-event-toy-erasmus-sto-tee/">«Edicula Synthesis Event» του Erasmus+ στο ΤΕΕ</a></blockquote><iframe loading="lazy" class="wp-embedded-content" sandbox="allow-scripts" security="restricted"  title="&#8220;«Edicula Synthesis Event» του Erasmus+ στο ΤΕΕ&#8221; &#8212; TEE" src="https://web.tee.gr/eidisis/edicula-synthesis-event-toy-erasmus-sto-tee/embed/#?secret=GLvVQHdcCF#?secret=my2Uo7ElMW" data-secret="my2Uo7ElMW" width="600" height="338" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
</div></figure>



<figure class="wp-block-embed is-type-wp-embed"><div class="wp-block-embed__wrapper">
<blockquote class="wp-embedded-content" data-secret="In5xdsQhrJ"><a href="https://pasmey.com/2023/07/14/edicula-synthesis-event-%cf%84%ce%bf%cf%85-erasmus-%cf%83%cf%84%ce%bf-%cf%84%ce%b5%ce%b5-%cf%83%cf%85%ce%bd%ce%b5%cf%81%ce%b3%ce%b1%cf%83%ce%af%ce%b1-%ce%b3%ce%b9%ce%b1-%ce%bc%ce%b5/">«Edicula Synthesis Event» του Erasmus+ στο ΤΕΕ &#8211; Συνεργασία για μελέτες και έργα προστασίας πολιτιστικής κληρονομιάς</a></blockquote><iframe loading="lazy" class="wp-embedded-content" sandbox="allow-scripts" security="restricted"  title="&#8220;«Edicula Synthesis Event» του Erasmus+ στο ΤΕΕ &#8211; Συνεργασία για μελέτες και έργα προστασίας πολιτιστικής κληρονομιάς&#8221; &#8212; ΠΑΣΜΕΥ" src="https://pasmey.com/2023/07/14/edicula-synthesis-event-%cf%84%ce%bf%cf%85-erasmus-%cf%83%cf%84%ce%bf-%cf%84%ce%b5%ce%b5-%cf%83%cf%85%ce%bd%ce%b5%cf%81%ce%b3%ce%b1%cf%83%ce%af%ce%b1-%ce%b3%ce%b9%ce%b1-%ce%bc%ce%b5/embed/#?secret=0YULPySmmd#?secret=In5xdsQhrJ" data-secret="In5xdsQhrJ" width="600" height="338" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
</div></figure>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1001" height="751" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-4.jpeg" alt="" class="wp-image-422" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-4.jpeg 1001w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-4-300x225.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-4-768x576.jpeg 768w" sizes="auto, (max-width: 1001px) 100vw, 1001px" /></figure>



<p class="has-text-align-center"><strong>Η Υφυπουργός Παιδείας και Θρησκευμάτων Ζέττα Μακρή, η Ομότ. Καθηγ. ΕΜΠ Αντωνία Μοροπούλου Επιστ. Υπεύθυνη EDICULA Erasmus+ project, Μέλος ΔΕ ΤΕΕ,  και η Γενική Διευθύντρια Αναστήλωσης, Μουσείων και Τεχνικών Έργων Υπουργείου Πολιτισμού</strong> </p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="895" height="750" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-5.jpeg" alt="" class="wp-image-421" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-5.jpeg 895w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-5-300x251.jpeg 300w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-5-768x644.jpeg 768w" sizes="auto, (max-width: 895px) 100vw, 895px" /></figure>



<p class="has-text-align-center"><strong>Γιώργος Μαδεμοχωρίτης, Αντιπρόεδρος Συλλόγου Αρχιτεκτόνων Διπλωματούχων Ανωτάτων Σχολών &#8211; Πανελλήνιας Ένωσης Αρχιτεκτόνων, Αθανάσιος Κατσούρας, Πρόεδρος Πανελλήνιου Συλλόγου Μηχανικών Επιστήμης Υλικών, Καθηγ. Π/Ι Νικόλαος Ζαφειρόπουλος, Συντονιστής Μόνι</strong> </p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="641" height="749" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-6.jpeg" alt="" class="wp-image-423" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-6.jpeg 641w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-6-257x300.jpeg 257w" sizes="auto, (max-width: 641px) 100vw, 641px" /></figure>



<p class="has-text-align-center"><strong>Αν. Καθηγ. ΕΜΠ Έλενα Κωνσταντινίδου, εκ μέρους της Κοσμήτορος Σχολής Αρχιτεκτόνων Μηχανικών ΕΜΠ, Καθηγ. Ειρήνης Κλαμπατσέα, Καθηγ. ΕΜΠ Γιώργος Πανταζής, Πρόεδρος Συλλόγου Διδακτικού – Ερευνητικού Προσωπικού ΕΜΠ, Επ. Καθηγ. ΕΜΠ Κυριάκος Λαμπρόπουλος, εκ</strong> </p>
<p>Το άρθρο <a href="https://www.respect-project.gr/%cf%80%cf%81%ce%bf%ce%b2%ce%bf%ce%bb%ce%ae-%cf%84%ce%bf%cf%85-respect-%cf%83%cf%84%ce%b7%ce%bd-%ce%b7%ce%bc%ce%b5%cf%81%ce%af%ce%b4%ce%b1-ediculasynthesis/">Προβολή του RESPECT στην Ημερίδα «EDICULASYNTHESIS» </a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<item>
		<title>«Advanced knowhow, interdisciplinarity and professional profiles responding to the challenges of sustainable preservation of Cultural Heritage»</title>
		<link>https://www.respect-project.gr/advanced-knowhow-interdisciplinarity-and-professional-profiles-responding-to-the-challenges-of-sustainable-preservation-of-cultural-heritage/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Tue, 11 Jul 2023 06:54:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=431</guid>

					<description><![CDATA[<p>Κεντρική Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Advanced knowhow, interdisciplinarity and professional profiles responding to the challenges of sustainable preservation of Cultural Heritage», στην ημερίδα EDICULA Synthesis Event, στο Τεχνικό Επιμελητήριο Ελλάδας.&#160;</p>
<p>Το άρθρο <a href="https://www.respect-project.gr/advanced-knowhow-interdisciplinarity-and-professional-profiles-responding-to-the-challenges-of-sustainable-preservation-of-cultural-heritage/">«Advanced knowhow, interdisciplinarity and professional profiles responding to the challenges of sustainable preservation of Cultural Heritage»</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Κεντρική Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Advanced knowhow, interdisciplinarity and professional profiles responding to the challenges of sustainable preservation of Cultural Heritage», στην ημερίδα EDICULA Synthesis Event, στο Τεχνικό Επιμελητήριο Ελλάδας.&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="720" height="405" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-9.jpeg" alt="" class="wp-image-432" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-9.jpeg 720w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-9-300x169.jpeg 300w" sizes="auto, (max-width: 720px) 100vw, 720px" /></figure>
<p>Το άρθρο <a href="https://www.respect-project.gr/advanced-knowhow-interdisciplinarity-and-professional-profiles-responding-to-the-challenges-of-sustainable-preservation-of-cultural-heritage/">«Advanced knowhow, interdisciplinarity and professional profiles responding to the challenges of sustainable preservation of Cultural Heritage»</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>Eκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”</title>
		<link>https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af-2/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Mon, 10 Apr 2023 08:02:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=428</guid>

					<description><![CDATA[<p>Προσκεκλημένη Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Η Αποκατάσταση του Ιερού Κουβουκλίου του Παναγίου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα», σε εκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”,&#160; στην αίθουσα ‘’Θεομήτωρ’’ Κέντρο&#8230;&#160;<a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af-2/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Eκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af-2/">Eκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Προσκεκλημένη Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Η Αποκατάσταση του Ιερού Κουβουκλίου του Παναγίου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα», σε εκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”,&nbsp; στην αίθουσα ‘’Θεομήτωρ’’ Κέντρο Κοινωνικής και Πολιτισμικής Διακονίας της Ιεράς Μητρόπολης Ρεθύμνης και Αυλοποτάμου, που συνδιοργανώθηκε από την Ένωση Μηχανικών Δημοσίων Υπαλλήλων Διπλωματούχων Ανώτατων Σχολών (ΕΜΔΥΔΑΣ) Δυτικής Κρήτης, την Ιερά Μητρόπολη Ρεθύμνης και Αυλοποτάμου και την Περιφερειακή Ενότητα Ρεθύμνης&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="720" height="540" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-8.jpeg" alt="" class="wp-image-429" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-8.jpeg 720w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-8-300x225.jpeg 300w" sizes="auto, (max-width: 720px) 100vw, 720px" /></figure>
<p>Το άρθρο <a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af-2/">Eκδήλωση “Ο Πανάγιος Τάφος – Το Μνημείο και το Έργο – Η Αποκατάσταση του Ιερού Κουβουκλίου του Πανάγιου Τάφου στον Πανίερο Ναό της Αναστάσεως στα Ιεροσόλυμα”</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<item>
		<title>Eκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας</title>
		<link>https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Thu, 06 Apr 2023 11:46:21 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=425</guid>

					<description><![CDATA[<p>Προσκεκλημένη Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Η Αποκατάσταση του Ιερού Κουβουκλίου του Παναγίου Τάφου», σε εκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας (Αμφιθέατρο) στη Χαλκίδα, που διοργανώθηκε από την Ιερά Μητρόπολη Χαλκίδας, Ιστιαίας και Βόρειων Σποράδων, το&#160; ΤΕΕ Π.Τ. Εύβοιας και τη Περιφέρεια Στερεάς&#8230;&#160;<a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">Eκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af/">Eκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p>Προσκεκλημένη Ομιλία της Ομοτ. Καθ. Α. Μοροπούλου με τίτλο «Η Αποκατάσταση του Ιερού Κουβουκλίου του Παναγίου Τάφου», σε εκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας (Αμφιθέατρο) στη Χαλκίδα, που διοργανώθηκε από την Ιερά Μητρόπολη Χαλκίδας, Ιστιαίας και Βόρειων Σποράδων, το&nbsp; ΤΕΕ Π.Τ. Εύβοιας και τη Περιφέρεια Στερεάς Ελλάδας Π.Ε. Εύβποιας.&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="720" height="540" src="https://www.respect-project.gr/wp-content/uploads/2024/02/image-7.jpeg" alt="" class="wp-image-426" srcset="https://www.respect-project.gr/wp-content/uploads/2024/02/image-7.jpeg 720w, https://www.respect-project.gr/wp-content/uploads/2024/02/image-7-300x225.jpeg 300w" sizes="auto, (max-width: 720px) 100vw, 720px" /></figure>
<p>Το άρθρο <a href="https://www.respect-project.gr/e%ce%ba%ce%b4%ce%ae%ce%bb%cf%89%cf%83%ce%b7-%ce%bf-%cf%80%ce%b1%ce%bd%ce%ac%ce%b3%ce%b9%ce%bf%cf%82-%cf%84%ce%ac%cf%86%ce%bf%cf%82-%cf%84%ce%bf-%ce%bc%ce%bd%ce%b7%ce%bc%ce%b5%ce%af/">Eκδήλωση «Ο Πανάγιος Τάφος – Το μνημείο και το έργο, στο Συνεδριακό Κέντρο Π.Ε. Εύβοιας</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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		<title>3ο Διεθνές Συνέδριο TMM-CH</title>
		<link>https://www.respect-project.gr/3%ce%bf-%ce%b4%ce%b9%ce%b5%ce%b8%ce%bd%ce%ad%cf%82-%cf%83%cf%85%ce%bd%ce%ad%ce%b4%cf%81%ce%b9%ce%bf-tmm-ch/</link>
		
		<dc:creator><![CDATA[Εμμανουήλ Αλεξάκης]]></dc:creator>
		<pubDate>Mon, 03 Apr 2023 14:56:00 +0000</pubDate>
				<category><![CDATA[Νέα]]></category>
		<guid isPermaLink="false">https://www.respect-project.gr/?p=287</guid>

					<description><![CDATA[<p>Το RESPECT συμμετείχε στο 3ο Διεθνές Συνέδριο TMM-CH τον Μάρτιο 2023! Καινοτόμες επιστημονικές μεθοδολογίες και δύσκολα έργα που σηματοδοτούν μελλοντικές τάσεις στην προστασία της πολιτιστικής κληρονομιάς, έχουν ξεκινήσει μια καθολική συζήτηση στο πλαίσιο μιας ολιστικής προσέγγισης, συγχωνεύοντας ικανότητες από τα επιστημονικά πεδία της αρχιτεκτονικής, του πολιτικού μηχανικού, της τοπογραφικής μηχανικής, της επιστήμης και μηχανικής υλικών,&#8230;&#160;<a href="https://www.respect-project.gr/3%ce%bf-%ce%b4%ce%b9%ce%b5%ce%b8%ce%bd%ce%ad%cf%82-%cf%83%cf%85%ce%bd%ce%ad%ce%b4%cf%81%ce%b9%ce%bf-tmm-ch/" rel="bookmark">Περισσότερα &#187;<span class="screen-reader-text">3ο Διεθνές Συνέδριο TMM-CH</span></a></p>
<p>Το άρθρο <a href="https://www.respect-project.gr/3%ce%bf-%ce%b4%ce%b9%ce%b5%ce%b8%ce%bd%ce%ad%cf%82-%cf%83%cf%85%ce%bd%ce%ad%ce%b4%cf%81%ce%b9%ce%bf-tmm-ch/">3ο Διεθνές Συνέδριο TMM-CH</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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<p>Το <strong>RESPECT</strong> συμμετείχε στο <strong>3<sup>ο</sup> Διεθνές Συνέδριο TMM-CH τον Μάρτιο 2023</strong>!</p>



<p>Καινοτόμες επιστημονικές μεθοδολογίες και δύσκολα έργα που σηματοδοτούν μελλοντικές τάσεις στην προστασία της πολιτιστικής κληρονομιάς, έχουν ξεκινήσει μια καθολική συζήτηση στο πλαίσιο μιας ολιστικής προσέγγισης, συγχωνεύοντας ικανότητες από τα επιστημονικά πεδία της αρχιτεκτονικής, του πολιτικού μηχανικού, της τοπογραφικής μηχανικής, της επιστήμης και μηχανικής υλικών, της τεχνολογίας πληροφοριών και της αρχαιολογίας , καθώς και επαγγελματίες της πολιτιστικής κληρονομιάς σε θέματα αποκατάστασης και διατήρησης, ενδιαφερόμενους φορείς, εκπροσώπους του κλάδου και υπεύθυνους χάραξης πολιτικής.</p>



<p>Η συνδυασμένη χρήση τεχνολογιών ψηφιακής τεκμηρίωσης με καινοτόμες αναλυτικές και μη καταστροφικές τεχνικές, αριθμητικές, υπολογιστικές και τρισδιάστατες τεχνικές, υποστηρίζει τη δημιουργία μιας διεπιστημονικής πολυφασματικής μοντελοποίησης προς τη βιώσιμη διατήρηση της πολιτιστικής κληρονομιάς. Η καινοτομία ενισχύει και αποκαλύπτει μια κρίσιμη διάσταση της διατήρησης της πολιτιστικής κληρονομιάς μαζί με την κοινωνική συμμετοχή και επικοινωνία.</p>
<p>Το άρθρο <a href="https://www.respect-project.gr/3%ce%bf-%ce%b4%ce%b9%ce%b5%ce%b8%ce%bd%ce%ad%cf%82-%cf%83%cf%85%ce%bd%ce%ad%ce%b4%cf%81%ce%b9%ce%bf-tmm-ch/">3ο Διεθνές Συνέδριο TMM-CH</a> εμφανίστηκε πρώτα στο <a href="https://www.respect-project.gr">RESPECT</a>.</p>
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