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)
Αυτός ο οδηγός συνέντευξης εκπονήθηκε στο πλαίσιο του προγράμματος C2IMPRESS, το οποίο στοχεύει στην ενίσχυση της κατανόησης και της ευαισθητοποίησης για τη διαχείριση καταστροφών που συνδέονται με την κλιματική αλλαγή σε μια δεδομένη περιοχή.
Μία από τις δράσεις του έργου C2IMPRESS είναι η ανάπτυξη συνεργατικής και συνδημιουργικής προσέγγισης μεταξύ δημόσιων, ιδιωτικών φορέων και φορέων της κοινωνίας των πολιτών μιας περιοχής.
Ο παρών οδηγός συνέντευξης προορίζεται για χρήση ενδιαφερόμενων του δημόσιου και του ιδιωτικού τομέα αλλά και την κοινωνία των πολιτών. Οι στόχοι της συνέντευξης είναι οι εξής:
1. Συλλογή γενικών πληροφοριών για τους ενδιαφερόμενους.
2. Κατανόηση του τρέχοντος και πιθανού ρόλου τους στη διαχείριση καταστροφών.
3. Κατανόηση των πλεονεκτημάτων, των αδυναμιών, των ευκαιριών και των απειλών τους όσον αφορά τη διαχείριση καταστροφών.
4. Κατανόηση των αλληλεπιδράσεών τους με άλλα ενδιαφερόμενα μέρη.
5. Συγκεντρώστε ιδέες από κοινού δημιουργίας και από κοινού σχεδιασμού από τους ενδιαφερόμενους φορείς.
Τι είναι το C2IMPRESS;
Το έργο C2IMPRESS είναι ένα 3ετές έργο που χρηματοδοτείται από την Ευρωπαϊκή Επιτροπή. Είναι ένα από τα πολλά έργα που χρηματοδοτούνται από το πρόγραμμα πλαίσιο «Ορίζοντας Ευρώπη», το οποίο υποστηρίζει καινοτόμα ερευνητικά έργα σε όλη την Ευρώπη. Το πρόγραμμα C2IMPRESS, το οποίο υλοποιείται από δεκαέξι συνεργάτες από διαφορετικά περιβάλλοντα που συνεργάζονται (επιστήμονες, μετεωρολόγοι, υδρογεωμετρικοί, κοινωνιολόγοι, προγραμματιστές κ.λπ.), έχει ως στόχο τη βελτίωση της κατανόησης και της ευαισθητοποίησης για τις φυσικές καταστροφές (πλημμύρες, καύσωνες, δασικές πυρκαγιές, κατολισθήσεις και σεισμούς) και τις πολυδιάστατες επιπτώσεις που
αυτές προκαλούν σε μια περιοχή. Κατά τη διάρκεια τριών ετών, αυτοί οι δεκαέξι εταίροι
θα σχεδιάζουν από κοινού λύσεις που θα είναι προσαρμοσμένες σε κάθε έδαφος και θα τις δοκιμάζουν σε τέσσερις πιλοτικές τοποθεσίες στην Ευρώπη: Ισπανία, Πορτογαλία,
Τουρκία και Ελλάδα, στο Αιγάλεω. Η περιοχή αυτή του Αιγάλεω θα αποτελέσει τον πρώτο πιλοτικό χώρο στον οποίο θα δοκιμαστούν, πειραματιστούν και επικυρωθούν οι λύσεις.
Ποια είναι η προσέγγιση της PPCP;
Ένας από τους επιμέρους στόχους του έργου C2IMPRESS είναι ο σχεδιασμός μιας μεθόδου που προωθεί τη συμμετοχή των δημόσιων και των ιδιωτικών ενδιαφερόμενων φορέων της κοινωνίας αλλά και των πολιτών, στη συζήτηση γύρω από την ανθεκτικότητα στις φυσικές καταστροφές. Η μέθοδος, που ονομάζεται προσέγγιση PPCP (Public-Private-Civil Partnership), αποσκοπεί στα εξής:
- Να φέρει κοντά ενδιαφερόμενους με διαφορετικές αξίες και στόχους γύρω από έναν κοινό σκοπό
(οικοδόμηση ανθεκτικότητας απέναντι στις καταστροφές),
- Να τους κάνει να συνεργαστούν για να συνδιαμορφώσουν λύσεις με απλά συμμετοχικά και δημιουργικά εργαλεία και
μεθόδους, εμπνευσμένες από μεθόδους όπως η σχεδιαστική σκέψη και τα ζωντανά εργαστήρια,
- Δικτύωση όλων αυτών των ενδιαφερομένων μερών και ανάπτυξη της συλλογικής νοημοσύνης αυτών των ομάδων στην περιοχή τους.
Disclaimer:
Any information on this work solely reflects the author’s view, and neither the European Union nor European Research Executive Agency (REA) is responsible for any use that may be made of the information contained herein.
This project has received funding from the Horizon Europe Framework Programme (HORIZON) Research and Innovation Actions under grant agreement No 101074004