tag:blogger.com,1999:blog-49904457531325371502024-03-13T03:51:32.117-07:00Ενωση Δημοσιογραφων Συγγραφεων Τουρισμου Ελλαδος-online* 1959 - 2009 *
φετος γιορταζουμε τα πενηντα χρονιαAnonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.comBlogger191125tag:blogger.com,1999:blog-4990445753132537150.post-39745627367471605292018-10-28T11:14:00.001-07:002018-10-28T11:14:05.452-07:00Μεγάλες προοπτικές για τον θαλάσσιο τουρισμό στην Ελλάδα<div dir="ltr" style="text-align: left;" trbidi="on">
<b><span style="background-color: #0b5394; color: white;"> ΘΕΜΑΤΑ ΤΟΥΡΙΣΜΟΥ </span></b><br /><br /><span style="font-size: large;">«Εάν η Ελλάδα αποφασίσει να “παντρευτεί” τον θαλάσσιο τουρισμό δεν χρειάζεται κανείς να πάει κάπου αλλού»</span><div>
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γράφει ο Κώστας Ντελέζος *<br /><br /><br /><div style="text-align: justify;">
<span style="font-family: Trebuchet MS, sans-serif;"><span style="color: #0b5394; font-size: x-large;"><b>Στις</b></span> μεγάλες προοπτικές που έχει ο θαλάσσιος τουρισμός στην Ελλάδα, με αιχμή του δόρατος τις μαρίνες, αναφέρθηκαν αρκετοί από τους ξένους ομιλητές που πήραν μέρος στο Παγκόσμιο Συνέδριο Μαρινών, το οποίο διοργανώθηκε για πρώτη φορά στην Αθήνα από το Διεθνές Συμβούλιο Ενώσεων Ναυτικής Βιομηχανίας (ICOMIA) και την Ένωση Μαρινών Ελλάδος.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Όπως τονίστηκε αρκετές φορές στη διάρκεια των εργασιών του συνεδρίου, στο Κέντρο Πολιτισμού Ίδρυμα Σταύρος Νιάρχος, «εάν η Ελλάδα αποφασίσει να “παντρευτεί” τον θαλάσσιο τουρισμό δεν χρειάζεται κανείς να πάει κάπου αλλού».</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στις ανάγκες προσαρμογής στα νέα δεδομένα άλλωστε, ώστε να προσελκύσει η χώρα επενδύσεις στις μαρίνες και στα τουριστικά σκάφη, αναφέρθηκαν ο υπουργός Ναυτιλίας και Νησιωτικής Πολιτικής Φώτης Κουβέλης και η υπουργός Τουρισμού Έλενα Κουντουρά, ενώ ο τέως πρόεδρος της Νέας Δημοκρατίας και βουλευτής Γιάννης Πλακιωτάκης, θεωρεί ότι πρέπει να γίνουν αλλαγές στο θεσμικό πλαίσιο, ώστε να προσελκύσει η χώρα επενδύσεις στις μαρίνες αλλά και στα σκάφη αναψυχής.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στη διάρκεια του συνεδρίου επισημάνθηκε και η σπουδαιότητα του ρόλου που διαδραματίζουν οι τουριστικοί λιμένες στην οικονομική ανάπτυξη της οικονομίας, ενώ αναλύθηκε και η πορεία του κλάδου ανά περιοχή σε παγκόσμιο επίπεδο, με τη Μεσόγειο να είναι στην κορυφή της ζήτησης και τη Νοτιοανατολική Ασία να αυξάνει τη δυναμική της.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Ακόμα, παρουσιάστηκαν οι νέες τάσεις για την ενεργειακή απόδοση μαρινών και τουριστικών σκαφών, με την ηλεκτρική ενέργεια να έχει -όπως ειπώθηκε- τα πρωτεία, ενώ επισημάνθηκε ότι η επόμενη ημέρα για τα σκάφη αναψυχής και τις μαρίνες εξαρτώνται σε μεγάλο βαθμό από την οικονομία διαμοιρασμού.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Οι εργασίες</b></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στις προοπτικές ανάπτυξης της ελληνικής οικονομίας αλλά και του θαλάσσιου τουρισμού αναφέρθηκε ο πρόεδρος της Ένωσης Μαρινών Ελλάδος, CMM, Σταύρος Κατσικάδης, ανοίγοντας τις εργασίες του Παγκοσμίου Συνεδρίου Μαρινών.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Για κάθε 1 ευρώ που αποδίδουν τα σκάφη στις μαρίνες, επιπλέον 5 ευρώ δαπανών κατευθύνονται σε υποστηρικτικές δραστηριότητες, τόνισε μεταξύ άλλων ο κ. Κατσικάδης. Παράλληλα, σημείωσε ότι για κάθε 100 σκάφη δημιουργούνται 4 θέσεις εργασίας στη μαρίνα και 40 θέσεις σε άλλες επιχειρήσεις. Επίσης, αναφέρθηκε και στην ανάγκη να υπάρξει ένα υποστηρικτικό περιβάλλον για τον κλάδο που δεν θα εμποδίζει την αναβάθμιση των μαρινών.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Τα μεγέθη της παγκόσμιας βιομηχανίας μαρινών παρουσίασε ο πρόεδρος της ICOMIA, κ. Andrea Razeto. Το ICOMIA Marinas Group διαθέτ ει στους κόλπους του 100.000 εταιρείες με 1 εκατ. εργαζόμενους, τόνισε χαρακτηριστικά. Ανέφερε ακόμα, ότι στόχος της ICOMIA «είναι να προσθέσει γνώσεις στις επιχειρήσεις, ώστε να βελτιώσουν τις υποδομές τους και να δημιουργήσουν συνέργειες, ενώ παράλληλα θα καταβάλλει προσπάθειες για να να κινητοποιηθούν οι κυβερνήσεις».</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στις δυνατότητες ανάπτυξης της βιομηχανίας μαρινών στην Ελλάδα, αναφέρθηκε ο Martinho Fortunato CMM, πρόεδρος του ICOMIA Marinas Group: «Η Ελλάδα διαθέτει μεγάλο αριθμό αγκυροβολίων, περίπου 60. Επίσης, η παραγωγή νέων σκαφών, κυρίως μικρών, ανέκαμψε κατά 11% στη χώρα το 2017», σημείωσε μιλώντας για την Ελλάδα.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Σε ό,τι αφορά τις μαρίνες στην Ευρώπη, ο κ. Fortunato υπογράμμισε ότι αντιπροσωπεύουν το 33% της θαλάσσιας οικονομίας της Ευρωπαϊκής Ένωσης.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Η πολιτεία</b></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Τη θέση του υπουργείου Ναυτιλίας και Νησιωτικής Πολιτικής για προσέλκυση επενδύσεων, επανέλαβε ο υπουργός Φώτης Κουβέλης απευθύνοντας χαιρετισμό στο συνέδριο: «Για την Ελλάδα ο τουρισμός είναι μεγάλο μέρος της οικονομίας. Και μεγάλο μέρος του τουρισμού είναι ο θαλάσσιος τουρισμός και τα σκάφη αναψυχής, που αποτελούν κρίσιμο πόλο ανάπτυξης, καθώς γύρω από τον κλάδο αναπτύσσονται επιμέρους δραστηριότητες που δημιουργούν θέσεις εργασίας», ανέφερε χαρακτηριστικά ο υπουργός.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Ένας από τους βασικούς άξονες ανάπτυξης του θαλάσσιου τουρισμού, όπως υπογράμμισε, είναι η ενθάρρυνση των νέων επενδύσεων σε νέες υποδομές μαρινών. Προανήγγειλε την κατάθεση νομοσχεδίου κατά τη διάρκεια του Νοεμβρίου 2018, το οποίο θα περιλαμβάνει ρυθμίσεις για τις παραχωρήσεις μαρινών.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στη σημασία του τουρισμού για την ανάπτυξη της χώρας στάθηκε και η υπουργός Τουρισμού, Έλενα Κουντουρά. «Το 2018 θα σπάσουμε και πάλι ρεκόρ προσέλευσης, ενώ θα αυξήσουμε κατά 15% τα έσοδα, διευρύνοντας την τουριστική περίοδο», ανέφερε χαρακτηριστικά η κυρία Κουντουρά.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Όσον αφορά ειδικά τις μαρίνες, η υπουργός Τουρισμού επεσήμανε ότι ο στόχος που έχει τεθεί είναι να δημοσιευτούν Προεδρικά Διατάγματα που θα διευκολύνουν την περαιτέρω ανάπτυξη των μαρινών, θα μειώσουν τη γραφειοκρατία και θα καταστήσουν ευκολότερη την έκδοση αδειών.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Τόνισε επίσης, ότι ένας ακόμα στόχος είναι η ανάπτυξη των μικρομεσαίων μαρινών σε όλη την Ελλάδα με την υποστήριξη της Ευρωπαϊκής Ένωσης, ενώ σε ό,τι αφορά την εκμετάλλευση των μαρινών, σημείωσε ότι το ΤΑΙΠΕΔ έχει κινήσει διαδικασίες που αναμένεται να ολοκληρωθούν μέχρι το τέλος του έτους.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Η Νέα Δημοκρατία</b></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Σειρά προτάσεων για την ανάπτυξη του θαλάσσιου τουρισμού στην Ελλάδα, κατέθεσε ο τέως πρόεδρος της Νέας Δημοκρατίας και βουλευτής Γιάννης Πλακιωτάκης.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Αφού επικαλέστηκε μελέτη του ΙΝΣΕΤΕ που δείχνει ότι η συνεισφορά του yachting στην ελληνική οικονομία είναι κατά 33% υψηλότερη από αυτήν της κρουαζιέρας, χαρακτήρισε αρνητική εξέλιξη την επιβολή του τέλους στα σκάφη αναψυχής και την αύξηση του ΦΠΑ στις υπηρεσίες των μαρινών. «Ο τομέας, αν τύχει της ανάλογης στήριξης, μπορεί να συμβάλει στην ανάπτυξη της ελληνικής οικονομίας», τόνισε ο κ. Πλακιωτάκης.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Τέλος, ζήτησε να εκπονηθεί εθνικό master plan για την κατασκευή μαρινών, να περάσουν στο υπουργείο Ναυτιλίας όλες οι αρμοδιότητες για τις μαρίνες, να εκσυγχρονιστεί το θεσμικό πλαίσιο, να υιοθετηθούν διεθνείς πρακτικές από την Ιταλία και τη Γαλλία. Τέλος, ζήτησε να αντιμετωπιστεί το ζήτημα της υπερφορολόγησης, των υψηλών ασφαλιστικών εισφορών και της χρέωσης ΕΝΦΙΑ σε μισθωτές.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Η Περιφέρεια Αττικής</b></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Στις πρωτοβουλίες που έχει αναλάβει η Περιφέρεια Αττικής για την «μπλε οικονομία» εστίασε στον χαιρετισμό της η Περιφερειάρχης Αττικής, Ρένα Δούρου. «Στην περιφέρεια έχουμε προχωρήσει στο πλαίσιο της έξυπνης εξειδίκευσης στον ναυτιλιακό τομέα, καθώς και στην πολιτική της “blue economy”», ανέφερε, ενώ πρόσθεσε ότι «η Αττική είναι μια από τις πρώτες περιφέρειες στην ΕΕ σε αυτό το ζήτημα και σε δύο μήνες θα εγκαινιάσουμε το πρώτο στην Περιφέρεια maritime hub, προϋπολογισμού 1 εκατ. ευρώ».</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><b>Το Ναυτικό Επιμελητήριο</b></span></div>
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<span style="font-family: "Trebuchet MS", sans-serif;">Να αρθούν τα εμπόδια που δεν επιτρέπουν την πλήρη ανάπτυξη του θαλάσσιου τουρισμού στη χώρα, ζήτησε ο πρόεδρος του Ναυτικού Επιμελητηρίου Ελλάδος, Γιώργος Πατέρας. Ως παράδειγμα ανέφερε τα σκάφη αναψυχής μήκους 30 με 40 μέτρα, τομέας ο οποίος -όπως είπε- παρουσιάζει μια σταθερότητα αυτήν την περίοδο στην Ελλάδα μετά από πολλά χρόνια. «Το ΝΕΕ προσβλέπει στη δημιουργία όλων των προϋποθέσεων για την ανάπτυξη των μαρινών», ανέφερε ο κ. Πατέρας. Επιχειρηματολογώντας υπέρ της προσέλκυσης σκαφών και ανάπτυξης των μαρινών, δήλωσε ότι ένα μέσο σκάφος έχει δαπάνες 320.000 ευρώ ετησίως και τα περισσότερα από αυτά παραμένουν στην Ελλάδα.</span></div>
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<span style="font-family: "Trebuchet MS", sans-serif;"><b>Ναυτική Τεχνολογία</b></span></div>
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Στην αρχαία ναυτική τεχνολογία αναφέρθηκε ο καθηγητής του Εθνικού Μετσοβίου Πολυτεχνείου, μέλος της Ακαδημίας Επιστημών του Τορίνο (Ιταλία) και πρόεδρος της Εταιρείας Μελέτης Αρχαίας Ελληνικής Τεχνολογίας Θεοδόσης Τάσιος. Ο καθηγητής ανέφερε μεταξύ άλλων ότι οι πρώτοι Έλληνες που αποίκησαν την Κύμη της Κάτω Ιταλίας είχαν 30 μέτρα πλοία, πολύ προηγμένα σε τεχνολογία. Σημείωσε επίσης ότι τα αρχαία χρόνια κατασκευαζόταν πρώτα το κύτος ενός πλοίου και μετά τα πλευρά, το αντίθετο απ’ ό,τι γίνεται σήμερα.</div>
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<b>Οι μαρίνες παγκοσμίως</b></div>
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Η βιομηχανία μαρινών είναι πολύ ανεπτυγμένη στη Βόρεια Αμερική, σύμφωνα με τον Gary Groenewold, CMM, αντιπρόεδρο Νότιας Περιοχής, WESTREC Marinas. Ενδεικτικά, ο κ. Groenewold αναφέρθηκε στο Μεξικό, μια χώρα με σημαντικές δυνατότητες – 127 εκατ. κατοίκους και 43.000 καταγεγραμμένα πλοία, με μαρίνες που προσελκύουν επιβάτες από τη δυτική ακτή των ΗΠΑ. Ο κ. Groenewold αναφέρθηκε επίσης στο Escalera Nautica, ένα πρόγραμμα αναβάθμισης 22 μαρινών, καθώς και στο πρόγραμμα δημιουργίας νέων μαρινών κατά μήκος της θάλασσας, στον δρόμο του Κορτέζ. «Στο πλαίσιο του προγράμματος, πολλές μαρίνες έχουν αγοραστεί από ιδιώτες που έχουν αναπτύξει ολόκληρα τουριστικά συμπλέγματα», υπογράμμισε.</div>
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Στις εισοδηματικές διαφορές που διαδραματίζουν σημαντικό ρόλο στην προσέλκυση των κατοίκων μιας χώρας στον θαλάσσιο τουρισμό αναφέρθηκε o Klaus Peters, συντονιστής του Marinas Group of ACOBAR (Brazi lian Marine Manufacturers and Trade Association). Όπως είπε, η διαφορά του μέσου κατά κεφαλήν εισοδήματος μεταξύ ΗΠΑ και Βραζιλίας φθάνει στα 45.000 δολ., ποσό με το οποίο κάποιος μπορεί να αγοράσει σκάφος στη Βραζιλία.</div>
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Ο κ. Peters επίσης ανέλυσε τα αποτελέσματα μιας έρευνας που έγινε στη Βραζιλία, η οποία έδειξε ότι μία μαρίνα δημιουργεί συνολικά 780 θεσεις εργασίας και έσοδα 12,5 εκατ. δολ. ετησίως. Απηύθυνε και πρόσκληση στους φορείς στην Ελλάδα να κάνουν μια ανάλογη έρευνα, ώστε να αποδείξουν ότι οι μαρίνες είναι ένας κλάδος που μπορεί να προσελκύσει επενδύσεις.</div>
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Στις εξελίξεις στη Νοτιοανατολική Ασία, η οποία αναμένεται να πρωταγωνιστήσει στον τομέα του θαλάσσιου τουρισμού τα επόμενα χρόνια, εστίασε κατά την παρουσίασή του ο Colin Bransgrove, διευθυντικό στέλεχος και μέλος της Ένωσης Βιομηχανιών Μαρινών Αυστραλίας. Για τη Σιγκαπούρη και το Χονγκ Κόγκ, που είναι πιο ανεπτυγμένες αγορές, σημείωσε ότι υπάρχει ισχυρή ζήτηση αλλά και πολύ υψηλές τιμές για την απόκτηση γης ώστε να αναπτυχθεί μια μαρίνα.</div>
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Για άλλη μεγάλη χώρα της Ασίας, την Ινδία μίλησε ο Aashim Mongia, πρόεδρος και διευθύνων σύμβουλος της West Coast Marine Yacht Services Ινδίας. Αφού εξέφρασε τη λύπη του για το γεγονός ότι τα προηγούμενα χρόνια οι κυβερνήσεις στην Ινδία δεν είχαν υλοποιήσει προγράμματα ανάπτυξης θαλάσσιου τουρισμού, σημείωσε ότι η νέα κυβέρνηση έχει αρχίσει να υλοποιεί μια σειρά από έργα που αλλάζουν σταδιακά την εικόνα». Προς το παρόν πάντως, η Ινδία υστερεί σημαντικά, αφού με μια ακτογραμμή πάνω από 15.000 χιλιόμετρα υπάρχει μόνο μια μαρίνα.</div>
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<b>Στην Ευρώπη</b></div>
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Η Μεσόγειος είναι μια από τις δημοφιλέστερες περιοχές για θαλάσσιο τουρισμό, σύμφωνα με τον Oscar Siches, CMM, εμπειρογνώμονα μαρινών, πρώην ιδρυτή και διευθυντή του Global Marina Institute της Ισπανίας. Ο κ. Siches επεσήμανε από το βήμα του συνεδρίου ότι στη Σκανδιναβία και την Ολλανδία είναι φιλικό το περιβάλλον για την ανάπτυξη των μαρινών. Για τη Γαλλία και την Ιταλία, σημείωσε ότι καταγράφεται μια αυξανόμενη πίεση από το κράτος προς τις εταιρείες εκμετάλλευσης μαρινών. Για παράδειγμα, τόνισε ότι στην Αντίμπ, στη Γαλλία, έγινε διαγωνισμός για τη μαρίνα, πήγαν 10 εταιρείες, ξόδεψαν χρήματα, χωρίς όμως αποτέλεσμα.</div>
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Και ενώ στην Ισπανία, στη Μεσόγειο, υπογράμμισε ο κ. Oscar Siches, υπήρξε πισωγύρισμα, στην Ελλάδα η κατάσταση θυμίζει κινούμενη άμμο. «Μια πανέμορφη “μεσήλικας”, που έχει πάρει “διαζύγιο” κανα δυό φορές, αλλά θέλει να “ξαναπαντρευτεί” τον χώρο του yachting. Ξοδεύει πάρα πολλά για νέο “νυφικό”, αλλά στην “πόρτα της εκκλησίας” κάνει πίσω», ανέφερε χαρακτηριστικά. Αλλά η κατάσταση δεν είναι καλύτερη και στην Πορτογαλία, αφού ο κ. Siches τους χαρακτήρισε βασιλιάδες της γραφειοκρατίας.</div>
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Από την πλευρά του ο Sergey Moiseev, πρόεδρος του Russian Yachting Association, υπογράμμισε ότι είναι πολύ σημαντικός για τους Ρώσους ο θαλάσσιος τουρισμός. Η Ρωσία, ανέφερε, κάνει προσπάθειες να προαγάγει όλες τις παραμέτρους που σχετίζονται με τα σκάφη αναψυχής και ζήτησε τη βοήθεια της ICOMIA προκειμένου να προχωρήσουν ορισμένα ανοικτά ζητήματα που εκκρεμούν στη χώρα του.</div>
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Πολύ κοντά στη Μεσόγειο είναι τα Ηνωμένα Αραβικά Εμιράτα, τα οποία φιλοδοξούν να αναπτύξουν τη δική τους ριβιέρα για super yachts. Η Fabiana Maccarini, Διευθύντρια Έρευνας και Ανάπτυξης, P&O Marinas και μέλος της PIANC Recreational Navigation Commission σημείωσε ότι η χώρα μπορεί να αποτελέσει ένα σημείο σύνδεσης μεταξύ Μεσογείου και Άπω Ανατολής. Τα ΗΑΕ γίνονται σημείο transit για τα super yacht -είπε- και συμπλήρωσε ότι διαθέτουν 35 μαρίνες και περίπου 6.000 σημεία πρόσδεσης.</div>
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Τέλος, ο Mustafa Kemal Saatcioglu, Σύμβουλος της Marina Solutions International Τουρκίας, επεσήμανε ότι η Μεσόγειος είναι ο καλύτερος προορισμός για yacht στον κόσμο και προσέθεσε ότι το 43% των μαρινών του κόσμου βρίσκεται στην Ευρώπη. Στάθηκε στα προβλήματα που αντιμετωπίζει η Ανατολική Μεσόγειος, αλλά τόνισε ότι πολλοί τουρίστες επανέρχονται στην περιοχή για θαλάσσιο τουρισμό και οι χώρες θα πρέπει να δημιουργήσουν νέες υποδομές. Θεωρεί επίσης αναγκαίες συνθήκες για την ανάπτυξη του κλάδου την πολιτική σταθερότητα και την ειρήνη στην ευρύτερη περιοχή. Υποστήριξε, τέλος, ότι η Ανατολική Μεσόγειος διαθέτει μεγάλη δυναμική και δήλωσε βέβαιος ότι δεν θα επηρεαστεί από ενδεχόμενη κρίση στον κλάδο.</div>
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<b>Η ηλεκτροκίνηση</b></div>
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Στο ενεργειακό μέλλον και στην ηλεκτρική ενέργεια αναφέρθηκε ο πρόεδρος UCINA – Ιταλική Ένωση Θαλάσσιων Βιομηχανιών και ICOMIA Marinas Group Roberto Perocchio.</div>
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Ο κ. Perocchio, παρουσίασε μια σειρά από καινοτόμους πρακτικές, με ενδεικτικό το ηλιακό καταμαράν, ένα σκάφος που καλύπτεται από ηλιακά πάνελ, τα οποία τροφοδοτούν με ενέργεια μηχανές 25 ίππων. «Θα κάνουμε χρήση αυτής της τεχνολογίας για μαζική παραγωγή στο μέλλον», σημείωσε, λέγοντας ότι οι πελάτες τους θα μπορούν να αποταμιεύουν ενέργεια και να αξιοποιούν το 60% της ισχύος που χρειάζονται από ηλιακά πάνελ.</div>
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Από την πλευρά του ο Donald Sadoway, John F. Elliott Καθηγητής Υλικών Χημείας του πανεπιστημίου MIT στις ΗΠΑ, τόνισε ότι «θέλουμε βιώσιμο ηλεκρισμό, στο πλαίσιο των στόχων βιώσιμης ανάπτυξης του Οργανισμού Ηνωμένων Εθνών». Για να επιτευχθεί αυτός ο στόχος «πρέπει να μπορέσουμε να αποθηκεύσουμε την ενέργεια», προσέθεσε από το βήμα του συνεδρίου ο κ. Sadoway.</div>
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Ακόμα, έκανε αναφορά και στα επιτεύγματα της εταιρείας Ambri που χρηματοδοτήθηκε από τον Bill Gates και η οποία ανέπτυξε μπαταρία λιθίου κατά την προηγούμενη δεκαετία.</div>
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Ειδικός στην ηλεκτροπρόωση o Christian Pho Duc, αντιπρόεδρος της Sales Torqeedo στη Γερμανία, μίλησε για την εμπειρία της εταιρείας του ως κορυφαίας στην παραγωγή γεννητριών για τη βιομηχανία μαρινών. Ανέλυσε μεταξύ άλλων τις προκλήσεις με τις οποίες είναι αντιμέτωπος ο κλάδος, κάνοντας λόγο για την κλιματική αλλαγή.</div>
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Παρουσίασε σύγχρονες τεχνολογίες ηλεκτροκίνησης σε μοντέλα αυτοκινήτων και τόνισε την ανάγκη να επενδυθούν κεφάλαια ώστε να συνδυαστεί η βιομηχανία αυτοκινήτων και η βιομηχανία σκαφών και να αναπτυχθούν συνέργειες.</div>
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Σε ορίζοντα πενταετίας οριοθετεί την υιοθέτηση των νέων τεχνολογιών στις μαρίνες ο Anthony Baro, διευθύνων σύμβουλος της Power Docks των HΠΑ. Απευθυνόμενος στους συνέδρους, επεσήμανε ότι η βιομηχανία μαρινών πρέπει να υιοθετήσει αλλαγές και να κάνει τη μετάβαση σε ένα μοντέλο λειτουργίας που θα εξοικονομεί κόστος, παρέχοντας στους πελάτες –μεταξύ άλλων– φθηνότερη ηλεκτροδότηση και διατηρώντας ταυτόχρονα υψηλά standards αναφορικά με την προστασία του περιβάλλοντος.</div>
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Τέλος, έκανε αναφορά στα ηλεκτρικά υποβρύχια, στο πρώτο ηλεκτρικό ferry boat στη Νορβηγία και σε τεχνολογίες που αναβαθμίζουν τη λειτουργία των μαρινών, όπως πλωτές μαρίνες και τεχνολογίες τηλεπισκόπησης και τηλεπαρακολούθησης, ενώ παρουσίασε και κάποια νέα ειδικά συστήματα για συλλογή σκουπιδιών.</div>
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<b>Η οικονομία του διαμοιρασμού</b></div>
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Τις νέες τάσεις στα σκάφη αναψυχής παρουσίασε ο Mats Eriksson, πρόεδρος της Swedish Marine Industries Federation. Όπως είπε, πλέον ο ανταγωνισμός δεν περιορίζεται μεταξύ των μαρινών αλλά και με άλλες δραστηριότητες ψυχαγωγίας, όπως είναι για παράδειγμα το γκολφ. Η απάντηση στο νέο πρόβλημα που αντιμετωπίζει ο κλάδος σύμφωνα με τον κ. Errisson είναι η μεταστροφή στην πώληση συμμετοχής σε σκάφη παρά των ίδιων των τουριστικών σκαφών. Ως εφαρμογές των νέων αυτών πρακτικών, έφερε την κλασματική ενοικίαση, την εξ ημισείας ιδιοκτησία, τη συνεταιρική ιδιοκτησία, το beds-on-board αλλά και τα watersports. «Δεν χρειάζεται να αγοράσεις σκάφος, μπορείς να νοικιάσεις και να μοιραστείς. Αυτό επηρεάζει τις μαρίνες, αφού χρειάζονται εγκαταστάσεις που θα ικανοποιούν τις ανάγκες πολλών διαφορετικών ανθρώπων», σημείωσε.</div>
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Στη τάση της οικονομίας διαμοιρασμού στάθηκε η Nanke Den Daas, διευθύνουσα σύμβουλος της ολλανδικής Den Daas Group.</div>
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«Βλέπουμε την τάση της οικονομίας του διαμοιρασμού. Γιατί να κάθονται τα σκάφη στις μαρίνες όταν μπορούν να τα χρησιμοποιήσουν και άλλοι», αναρωτήθηκε.</div>
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«Σκάφη για διανυκτέρευση, όχι για μετακίνηση», σημείωσε χαρακτηριστικά. Ωστόσο, για να επιτευχθεί ο στόχος, τόνισε, πρέπει να λυθούν ζητήματα υποδομών αλλά και ασφάλειας στις μαρίνες.</div>
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Επίσης, ο Jason Ludlow, διευθύνων σύμβουλος και συνιδρυτής της Beds on Board του Ηνωμένου Βασιλείου, κατέθεσε την πρότασή του να γίνουν οι μαρίνες ο προορισμός. Να γίνονται δηλαδή διανυκτερεύσεις. «Πρέπει να κάνουμε άνοιγμα στους νέους ανθρώπους. Στις μαρίνες προορισμού χρειάζεται μια αίθουσα εξυπηρέτησης. Χρειάζεται οι μαρίνες να καλωσορίζουν τους επισκέπτες, όπως τα ξενοδοχεία», ανέφερε, για να καταλήξει λέγοντας ότι το συγκεκριμένο project δεν θα πρέπει να το εκλάβει ο κλάδος ως «ανθρώπους που κοιμούνται στις μαρίνες, αλλά ως ανθρώπους που απολαμβάνουν τη διαμονή τους και θα επιστρέψουν».</div>
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Τελευταία ομιλήτρια στην πρώτη μέρα του συνεδρίου ήταν Ρόζμαρι Παυλάτου, διευθύντρια της A1 Yacht Trade Consortium στην Ελλάδα και A1 Yachting, BWA.</div>
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Έκανε ειδική αναφορά στα super yachts, τα οποία, όπως είπε, έχουν ξεπεράσει πλέον τα 200 μέτρα. Για αυτά τα σκάφη εκτίμησε ότι δεν θα υπάρχει ανταπόκριση στην προσπάθεια που γίνεται για ανάπτυξη της οικονομίας του διαμοιρασμού, αφού οι άνθρωποι που τα έχουν δεν θέλουν να μοιραστούν το σκάφος τους. «Το sharing δεν λειτουργεί στα super yachts».</div>
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Αναφορικά με την αγορά ναυλώσεων, εκτίμησε ότι θα φτάσει τα 51 δισ. δολάρια το 2020, και σημείωσε ότι στη Νοτιοανατολική Ασία θα καταγραφεί η μεγαλύτερη ανάπτυξη τα επόμενα χρόνια. Όσον αφορά τη Μεσόγειο, παραμένει, είπε η κ. Παυλάτου, το κέντρο του yachting και τόνισε ότι η ανάπτυξη στην περιοχή θα φτάσει στο 7,6%, την ώρα που σε άλλες περιοχές υπάρχει ακόμα και μείωση της ζήτησης.</div>
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<span style="font-family: Times, Times New Roman, serif;"><a href="https://www.tanea.gr/2018/10/28/economy/megales-prooptikes-gia-ton-thalassio-tourismo-stin-ellada/">https://www.tanea.gr/2018/10/28/economy/megales-prooptikes-gia-ton-thalassio-tourismo-stin-ellada/</a></span></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com0tag:blogger.com,1999:blog-4990445753132537150.post-45130670356594974602018-06-09T03:41:00.004-07:002018-06-09T03:49:57.476-07:00Υπερτουρισμός: Οι μεγα-προορισμοί εκπέμπουν SOS<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #b45f06; color: white; font-size: large;"> ΤΟΥΡΙΣΜΟΣ </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Οι ορδές των τουριστών έχουν θετικές επιδράσεις στην οικονομία, αλλά αρνητικές στη βιωσιμότητα των προορισμών και τη ζωή των κατοίκων τους. Τώρα οι πόλεις που κινδυνεύουν περισσότερο παίρνουν τα μέτρα τους: Η Βενετία βάζει μπάρες ελέγχου του αριθμού των επισκεπτών της, η Βαρκελώνη προσπαθεί να τους διανείμει σωστότερα, στη Σαντορίνη γίνονται προσπάθειες επιμήκυνσης της σεζόν.</span><br />
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Τουρίστες περιμένουν το ηλιοβασίλεμα στην Οία, [ANGELOS TZORTZINIS / DPA]</div>
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Κείμενο<br />
<a href="https://insidestory.gr/author/goranitis">Γιάννης Γορανίτης</a><br />
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<span style="color: #b45f06; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><b>Το</b></span><span style="font-family: "trebuchet ms" , sans-serif;"> πρώτο Σαββατοκύριακο του Μαΐου οι αρχές της Βενετίας πήραν μια πρωτόγνωρη, πλην όμως αναγκαία απόφαση:</span><a href="https://www.telegraph.co.uk/news/2018/04/25/venice-segregate-tourist-walking-routes-city-ahead-weekend-onslaught/" style="font-family: 'Trebuchet MS', sans-serif;">τοποθέτησαν μεταλλικές μπάρεςVenice to segregate locals from tourists heading to popular landmarks as crowds descend on city | The Telegraph</a><span style="font-family: "trebuchet ms" , sans-serif;"> με στόχο τον περιορισμό των διελεύσεων πεζών προς την ιστορική πόλη. Οι μπάρες τοποθετήθηκαν αρχικά σε κομβικά σημεία της πόλης, κοντά σε γέφυρες και σημεία ενδιαφέροντος, και σύμφωνα με τους αρμόδιους θα κλείνουν όταν ο αριθμός των τουριστών που επισκέπτεται την πόλη ξεπερνάει το όριο αντοχής της. Για να δώσουμε μια τάξη μεγέθους, σε μια πόλη με 50.000 μόνιμους κατοίκους, οι επισκέπτες φτάνουν σχεδόν καθημερινά τις 60-70.000, ενώ σε εορτασμούς, αργίες και περιόδους διακοπών προσεγγίζουν τις 100.000. Συνολικά, η Βενετία υποδέχεται </span><a href="https://www.thelocal.it/20180413/venice-record-tourism-meeting-mediterranean-greek-croatian-cities-overcrowding" style="font-family: 'Trebuchet MS', sans-serif;">περί τα 30 εκατ. τουριστών κάθε χρόνοTourist hotspot taskforces meet in Venice to tackle overcrowding | Τhe Local</a><span style="font-family: "trebuchet ms" , sans-serif;">, με την τάση να είναι αυξητική.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Ο δήμαρχος Λουίτζι Μπρουνιάρο ισχυρίστηκε ότι πρόκειται για ένα «έκτακτο </span><a href="http://www.comune.venezia.it/en/content/enjoyrespectvenezia" style="font-family: 'Trebuchet MS', sans-serif;">μέτροΗ καμπάνια σεβασμού και βιωσιμότητας της πόλης</a><span style="font-family: "trebuchet ms" , sans-serif;"> ενίσχυσης της δημόσιας ασφάλειας και της βιωσιμότητας της Βενετίας». Η απόφαση έγινε δεκτή με ικανοποίηση από τους μόνιμους κατοίκους (οι οποίοι διατηρούν δικαίωμα εισόδου), αλλά αντιμετωπίστηκε με επιφυλάξεις από παράγοντες του τουρισμού. Ο λόγος είναι ότι δημιουργούν μια εικόνα «πολιορκίας» της πόλης, ενώ έρχονται σε προφανή αντίθεση με την αισθητική της.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Ανεξαρτήτως χειρισμών, η ιταλική πόλη </span><a href="https://www.theguardian.com/travel/2017/may/26/venice-tourists-cruise-ships-pollution-italy-biennale" style="font-family: 'Trebuchet MS', sans-serif;">κινδυνεύει περισσότεροVenice world heritage status under threat | The Guardian</a><span style="font-family: "trebuchet ms" , sans-serif;"> από τα ανεξέλεγκτα πλήθη των επισκεπτών, παρά από την άνοδο της στάθμης των υδάτων και δεν είναι διόλου τυχαίο ότι ενδέχεται να περιληφθεί στη λίστα των επαπειλούμενων πόλεων Παγκόσμιας Κληρονομιάς της UNESCO, δίπλα στη Δαμασκό, το Χαλέπι, αλλά και τη Βιέννη (λόγω αρχιτεκτονικών και αισθητικών παρεμβάσεων στην πόλη).</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b>Δεν είναι μόνο η Βενετία</b></span></div>
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Το φαινόμενο, βέβαια, δεν είναι καινούριο. Η προσέλευση μεγάλου όγκου επισκεπτών απειλεί τη φυσιογνωμία της πόλης τουλάχιστον εδώ και 25 χρόνια και οι πρώτες ακαδημαϊκές μελέτες του φαινομένου, το οποίο αργότερα προσδιορίστηκε ως «<a href="https://www.responsibletravel.com/copy/what-is-overtourism">υπερτουρισμός Overtourism. What is overtourism and how can we avoid it | Responsible Travel</a>» ξεκίνησαν τη δεκαετία του ’90.</div>
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<b>Τι είναι ο υπερτουρισμός;</b> Υπερτουρισμός (overtourism ή overcrowding) παρατηρείται όταν οι επισκέπτες ενός δημοφιλούς προορισμού ξεπερνούν σε αριθμό, συχνότητα και πυκνότητα το άτυπο όριο της βιωσιμότητας της περιοχής. Η οριοθέτηση βέβαια εναπόκειται στην τοπική κοινωνία, τους επαγγελματίες και τους φορείς.</div>
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Το φαινόμενο της υπερσυγκέντρωσης επισκεπτών παρατηρείται έντονο τόσο σε συγκεκριμένα αξιοθέατα (Μάτσου Πίτσου, Σινικό Τείχος, Ταζ Μαχάλ), μουσεία (Λούβρος, Βρετανικό κ.ά.), όσο και σε ολόκληρους προορισμούς (εκτός από τη Βενετία, κατά καιρούς έχουν καταγραφεί φαινόμενα υπερτουρισμού στο Άμστερνταμ, στη Βαρκελώνη, στο Βερολίνο και εσχάτως <a href="https://www.telegraph.co.uk/travel/destinations/europe/greece/articles/greece-overtourism-santorini/">στη ΣαντορίνηIs Greece on the brink of an overtourism crisis? | The Telegraph</a>). Εξάλλου, και η Αθήνα<a href="https://www.statista.com/statistics/778687/overtourism-worst-european-cities/">συγκαταλέγεται πλέονΤο γράφημα που ακολουθεί, αλλά interactive</a> στη λίστα των πόλεων που κινδυνεύουν από το φαινόμενο των ολοένα και αυξανόμενων τουριστικών ρευμάτων.</div>
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Η έκταση και η άνοδος του φαινομένου είναι τόσο ραγδαία που ειδικοί κάνουν λόγο ακόμη και για «<a href="https://www.sciencedirect.com/science/article/pii/S2212571X17303311">κατάρρευσηΗ μελέτη «Over-tourism and the fall of Venice as a destination»</a>» ενός προορισμού.</div>
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«Η υπερπληρότητα ενός προορισμού είναι δείγμα επιτυχίας, αλλά υπάρχει μια λεπτή γραμμή μεταξύ επιτυχίας και αποτυχίας» δήλωνε ο δήμαρχος του Ντουμπρόβνικ καθώς <a href="http://www.thedubrovniktimes.com/news/dubrovnik/item/4113-dubrovnik-to-introduce-new-measures-to-combat-the-problem-of-overcrowding">ανακοίνωνε αυστηρά μέτραDubrovnik to introduce new measures to combat the problem of overcrowding | The Dubrovnik Times</a> κατά του υπερτουρισμού. Η κροατική πόλη είναι πλέον ένας από τους must προορισμούς με τα θηριώδη κρουαζιερόπλοια να προσεγγίζουν καθημερινά το λιμάνι της.</div>
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Δεν είναι υπερβολή να πούμε ότι εκτός από τις επιπτώσεις στους μόνιμους κατοίκους, το φυσικό και ανθρωπογενές περιβάλλον, το φαινόμενο πλήττει και τους ίδιους τους τουρίστες που δεν μπορούν να απολαύσουν τον προορισμό. Ποιος άλλωστε ονειρεύεται να ταξιδέψει από την άλλη άκρη του πλανήτη για να απολαύσει ένα μοναδικό ηλιοβασίλεμα, και αντ’ αυτού δει τον ήλιο να κρύβεται από σελφοκόνταρα;</div>
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Σύμφωνα με έρευνα του <a href="http://www.ipkinternational.com/en/world-travel-monitor">World Travel Monitoripkinternational.com</a> σε 29.000 διεθνείς ταξιδιώτες σε 24 χώρες (συμπεριλαμβανομένης της Ελλάδας), το 25% παρατήρησε το φαινόμενο, ενώ το 9% (ισοδύναμο 100 εκατ. τουριστών) δήλωσε ότι ο υπερτουρισμός επηρέασε την ποιότητα του ταξιδιού τους. Περισσότερο ενοχλήθηκαν οι οικογένειες με παιδιά και οι νέοι κάτω των 34 ετών. Επίσης, όσο περίεργο κι αν ακούγεται, οι πλέον ευαίσθητοι με το ζήτημα είναι οι Ασιάτες.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj26y0Y-X6E_2brHthtL6-9WkwB2o4Qx-EDoUEVeWqQNx97Yqr5z5jYad3SIQFf10UQQaUGHqh1iHDFvJV7FYV45RXyoWLAXugt-aTngDBmkP0YHxcpzRh4glX9o1-CmB9EjDl94RX6rC3R/s1600/screen-shot-2018_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="326" data-original-width="680" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj26y0Y-X6E_2brHthtL6-9WkwB2o4Qx-EDoUEVeWqQNx97Yqr5z5jYad3SIQFf10UQQaUGHqh1iHDFvJV7FYV45RXyoWLAXugt-aTngDBmkP0YHxcpzRh4glX9o1-CmB9EjDl94RX6rC3R/s640/screen-shot-2018_1.jpg" width="640" /></a></div>
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<b>Η περίπτωση της Σαντορίνης</b></div>
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Στη χώρα μας, η πλέον χαρακτηριστική ένδειξη υπερτουρισμού είναι η Σαντορίνη, ειδικά κατά τη διάρκεια των θερινών μηνών. Όπως κατ’ επανάληψη έχουν τονίσει οι τοπικοί φορείς, το πρόβλημα αναμένεται να μεγεθυνθεί και να ενταθούν οι πιέσεις, λόγω της τάσης ολοένα και περισσότερων τουριστών να επισκέπτονται το νησί. Η Σαντορίνη πλέον λειτουργεί παγκοσμίως ως ένα αυτόνομο τουριστικό brand, ως ένας προορισμός-όνειρο για εκατομμύρια τουρίστες. Παρά την προφανή οικονομική ανάπτυξη, όμως, το τουριστικό όνειρο μετατρέπεται σε εφιάλτη για πολλούς ντόπιους. Αν και μεγάλο ποσοστό των 25.000 μόνιμων κατοίκων εργάζεται στον τουριστικό κλάδο, η όχλησή τους από την τουριστική υπερανάπτυξη είναι διαρκής, ενώ το κόστος ζωής έχει ανέβει αισθητά. Είναι ενδεικτικό ότι οι επισκέπτες ξεπερνούν κατά 4 ή και 4,5 φορές τον τοπικό πληθυσμό, και οι συνολικές ετήσιες αφίξεις εκτιμώνται σε 1,3 εκατ.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMLBKGOmabBytOeTpIBP3r-W_4KevHZgAxpzD7BcT9KkYNuwNjIzJmJcjoidQnTuXxc36w6RAahKdBSDmmINZpMVJ4QVNHmmE2VumbV7vfl9o_H8mXn7teX7C0pBO_0lwGrqM-BlHExto5/s1600/000_par7658536-.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="454" data-original-width="680" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMLBKGOmabBytOeTpIBP3r-W_4KevHZgAxpzD7BcT9KkYNuwNjIzJmJcjoidQnTuXxc36w6RAahKdBSDmmINZpMVJ4QVNHmmE2VumbV7vfl9o_H8mXn7teX7C0pBO_0lwGrqM-BlHExto5/s400/000_par7658536-.jpg" width="400" /></a></div>
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Από τον τελικό του διαγωνισμού «Red Bull Art Of Motion» στη Σαντορίνη, </div>
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14 Σεπτεμβρίου 2013. [SAMO VIDIC/AFP]</div>
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Απόρροια του φαινομένου είναι η ανεξέλεγκτη δόμηση (το 1971 υπήρχαν 3.375 κατοικίες ενώ πλέον προσεγγίζουν τις 14.000) με το 11% του νησιού να έχει ήδη δομηθεί (μόνο στην Αττική παρατηρούνται υψηλότερες αναλογίες), ενώ οι ενεργειακές απαιτήσεις έχουν ανέλθει από 32MW το 2013 σε πάνω από 48MW το 2017. Το παραδοσιακό πρόβλημα της έλλειψης πόσιμου νερού εντείνεται χρόνο με τον χρόνο, καθώς εκτιμάται ότι η κατανάλωση νερού έχει αυξηθεί κατά περίπου 50% την τελευταία πενταετία. Παράλληλα, εκδηλώνονται διαρκείς πιέσεις στο φυσικό και δομημένο τοπίο, στις οποίες οφείλει να αντισταθεί η τοπική και κεντρική εξουσία, καθώς οι τουρίστες την επισκέπτονται για το τοπίο και όχι γιατί αποτελεί τόπο πάμπλουτων (και ανεξέλεγκτων) επιχειρηματιών που θέλουν να χτίσουν κάθε σπιθαμή γης.</div>
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Την τελευταία τριετία, πάντως, υπάρχουν προσπάθειες ελέγχου του φαινομένου. Ο δήμαρχος Σαντορίνης Νίκος Ζώρζος απευθύνει έκκληση στους αρμόδιους φορείς να ελέγξουν τα τουριστικά ρεύματα προκειμένου να αποφευχθεί η υποβάθμιση της νήσου και να διατηρηθεί η αξιοπρεπής διαβίωση των μόνιμων κατοίκων. Παράλληλα, ζητά τις παρεμβάσεις της κεντρικής εξουσίας για την προστασία περιοχών ιδιαίτερης αισθητικές αξίας, αλλά και για την ενίσχυση της πρωτογενούς παραγωγής, και ειδικά του αγροτικού τομέα.</div>
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<b>Τα ελληνικά νησιά με τις περισσότερες επισκέψεις</b></div>
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1 Σαντορίνη</div>
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2 Κρήτη</div>
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3 Κέρκυρα</div>
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4 Ρόδος</div>
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5 Μύκονος</div>
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Ο έλεγχος των αφίξεων κρουαζιερόπλοιων βρίσκεται σε <a href="http://uk.businessinsider.com/santorini-pushed-to-breaking-point-as-it-buckles-under-the-weight-of-tourists-2017-8">πιλοτικό στάδιοSantorini is buckling under the weight of tourists — so it's placing a cap on the number of daily visitors | Business Insider</a>, αλλά είναι ένα πρώτο βήμα. Το σύστημα διαχείρισης αφίξεων και αναχωρήσεων κρουαζιερόπλοιων (<a href="http://www.neasantorinis.gr/topikes_eidiseis/6004/Suskepseis_gia_to_Berth_Allocation_System_tou_D.L.T._Thiras.htm">berth allocation systemΣυσκέψεις για το Berth Allocation System του Δ.Λ.Τ. Θήρας | Τα Νέα της Σαντορίνης</a>) είναι μια ηλεκτρονική πλατφόρμα στην οποία οι εταιρείες κρουαζιέρας καταχωρούν τα προγράμματά τους. Ήδη, για το 2018 στο σύστημα έχουν εγγραφεί 439 κρουαζιερόπλοια (10% περισσότερα απ’ όσα επισκέφθηκαν τη Σαντορίνη το 2017). Στόχος των αρχών είναι να μην αποβιβάζονται στο νησί περισσότερα από 8.000 άτομα την ημέρα, όταν πέρυσι οι αριθμοί έφταναν τις 11-14.000.</div>
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Εξάλλου, η δημιουργία του <a href="https://www.facebook.com/groups/523893377801467/about/">Οργανισμού Διαχείρισης και Προβολής του Προορισμού</a></div>
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<a href="https://www.facebook.com/groups/523893377801467/about/">Η σελίδα στο Facebook</a> (DMΜO) είναι το πρώτο βήμα για τη διαχείριση των ολοένα και αυξανόμενων τουριστικών μαζών, ενώ σημαντική είναι η λειτουργία του Τουριστικού Παρατηρητηρίου, που θα λειτουργεί σε συνεργασία του Δήμου με το Πανεπιστήμιο Αιγαίου.</div>
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Είναι αρκετά αυτά τα μέτρα; Προφανώς όχι. Η Σαντορίνη πρέπει να προστατευτεί από τις πιέσεις του υπερτουρισμού, πριν να είναι πολύ αργά. Ουδείς, άλλωστε, διασφαλίζει ότι ένας προορισμός παραμένει εσαεί ελκυστικός. Δεν είναι σπάνιο το φαινόμενο του «μαρασμού» και της πτώσης ενός προορισμού. Όπως έχει παρατηρηθεί διεθνώς, το στάδιο αυτό ακολουθεί την έντονη και απότομη ανάπτυξη, ώστε να κλείσει ο «κύκλος ζωής» ενός τουριστικού προορισμού.</div>
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<b>Οι συνέπειες του υπερτουρισμού</b></div>
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Αποξένωση των μόνιμων κατοίκων: Παρότι οι κάτοικοι συνήθως εργάζονται στον κλάδο του τουρισμού, αντιμετωπίζουν σειρά προβλημάτων, όπως η αύξηση των ενοικίων και των τιμών πολλών προϊόντων και υπηρεσιών, η ενόχληση από την πολυκοσμία, ο θόρυβος, η αλλαγή του χαρακτήρα της γειτονιάς τους κ.ά. Σε αρκετές περιπτώσεις οι ντόπιοι αναγκάζονται να εγκαταλείψουν τα σπίτια τους, με πλέον χαρακτηριστική περίπτωση τη Βενετία, όπου ο πληθυσμός υποδιπλασιάστηκε σε μόλις 30 χρόνια.</div>
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Υποβάθμιση της τουριστικής εμπειρίας: O συνωστισμός, οι ατελείωτες ουρές και οι πολύωρες αναμονές όχι μόνο αλλοιώνουν την εμπειρία, αλλά λειτουργούν αρνητικά για πολλούς επισκέπτες.</div>
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Επιβάρυνση των υποδομών: Αρκετά προβλήματα υποδομών εντείνονται ή δημιουργούνται από την πολυπληθή παρουσία τουριστών. Στα ελληνικά νησιά τα προβλήματα ηλεκτροδότησης και υδροδότησης πολλαπλασιάζονται τους καλοκαιρινούς μήνες λόγω της παρουσίας πολυάριθμων τουριστών.</div>
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Περιβαλλοντική επιβάρυνση: Η υπερβολική χρήση φυσικών πόρων, η επιβάρυνση του περιβάλλοντος και το δυσεπίλυτο πρόβλημα της διαχείρισης των απορριμμάτων, ενδέχεται να προκαλέσουν ανεπανόρθωτες συνέπειες σε έναν προορισμό και το οικοσύστημα ολόκληρης της περιοχής. Η έντονη και συχνά ανεξέλεγκτη και αυθαίρετη αστικοποίηση της περιοχής απειλεί τόσο την εικόνα του προορισμού, όσο και το οικοσύστημα. Παρόλα αυτά, συνεχίζει να αποτελεί βασικό χαρακτηριστικό των περιοχών που αναπτύσσονται τουριστικά.</div>
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Απειλή για την πολιτιστική κληρονομιά: Οι τουριστικές μάζες σπάνια φέρονται με σεβασμό στα τοπικά μνημεία πολιτιστικής και ιστορικής κληρονομιάς, με αποτέλεσμα οι τοπικές αρχές να καλούνται συχνά να επανορθώσουν ζημιές –από γκράφιτι και καταστροφές μέχρι κολλημένες τσίχλες!</div>
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<b>Τι λένε οι ειδικοί</b></div>
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Στο πλαίσιο της Διεθνoύς Έκθεσης Τoυρισμού Wοrld Travel Market 2017 έγινε μια συγκροτημένη απόπειρα εξέτασης του φαινομένου. Ο απερχόμενος ΓΓ του Παγκόσμιου Οργανισμού Τουρισμού, Ταλέμπ Ριφάι, <a href="https://www.youtube.com/watch?v=7VVPwRA-D6U">τόνισε2017 UNWTO & WTM Ministers' Summit - Overtourism: growth is not the enemy, it is how we manage it</a> ότι «ζούμε στην επoχή του ταξιδιού και δεν μπορούμε να αντιμετωπίζουμε εχθρικά την ανάπτυξη. Το κλειδί είναι να διαχειριστoύμε την ανάπτυξη με βιώσιμο τρόπo» συμπληρώνοντας ότι ένας προορισμός που δεν είναι βιώσιμος για τους μόνιμους κατοίκους, δεν δύναται να είναι καλός ούτε για τoυς επισκέπτες.</div>
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Βασικές αιτίες του φαινομένου είναι η έλλειψη υποδομών σε πολλές περιοχές, τα ούτως ή άλλως περιοριστικά χωρικά και χρονικά όρια (εποχικότητα), η αλματώδης αύξηση της κρουαζιέρας, αλλά και οι υπηρεσίες που προσφέρουν ηλεκτρονικές πλατφόρμες, όπως το Airbnb. To φαινόμενο του υπερτουρισμού, μάλιστα, <a href="https://news.wtm.com/five-predictions-for-responsible-tourism-in-2018-and-one-i-hope-wont-happen/">αναμένεται να ενταθείFive predictions for responsible tourism in 2018… and one I hope won’t happen | Wοrld Travel Market</a> τα επόμενα χρόνια, για τον προφανή λόγο ότι οι ταξιδιώτες θα συνεχίσουν να αυξάνονται, ενώ οι προορισμοί που θα επιθυμούν να επισκεφθούν θα μένουν οι ίδιοι. Είναι ενδεικτικό ότι οι τουριστικές αφίξεις θα εκτοξευτούν από τo σημερινό περίπου 1,2 δισ. σε πάνω από 1,8 δισ. <a href="https://www.statista.com/statistics/209349/forecast-number-of-international-tourist-arrivals-worldwide-by-region/">το 2030Projected international tourist arrivals worldwide from 1995 to 2030, by region (in millions) | Statista</a> (όταν το «μακρινό» 1995 μόλις που ξεπερνούσαν τα 500 εκατ.). Ακόμη όμως και αν προστεθούν εναλλακτικοί προορισμοί, αρκετές ευρωπαϊκές πόλεις θα συνεχίσουν να αντιμετωπίζουν <a href="https://elpais.com/ccaa/2018/04/26/catalunya/1524752597_063992.html">εντεινόμενα προβλήματαBarcelona, Venecia, Malta y Lisboa se unen contra el turismo masivo | EL PAÍS</a> (π.χ. Βαλέτα της Μάλτας, Λισσαβόνα της Πορτογαλίας κ.ά.).</div>
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Από την <a href="https://www.wttc.org/-/media/files/reports/policy-research/coping-with-success---managing-overcrowding-in-tourism-destinations-2017.pdf">αναλυτική μελέτη της McKinseyΗ μελέτη «Coping with success: Managing overcrowding in tourism destinations»</a> για λογαριασμό του ΠΟΤ, μέχρι το 2020, στους 20 δημοφιλέστερους προορισμοί θα φτάσουν περισσότεροι επισκέπτες από τον υπόλοιπο κόσμο αθροιστικά!</div>
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Το 2017 οι μόνιμοι κάτοικοι διαδήλωσαν σε αρκετές περιοχές κατά των συνεπειών του υπερτουρισμού στην ποιότητα ζωής τους, αλλά και στον ίδιο τον προορισμό. Τον Ιούλιο, οι κάτοικοι της Βενετίας βγήκαν στους δρόμους (και τα κανάλια) το ίδιο συνέβη στη Βαρκελώνη, τη <a href="https://www.youtube.com/watch?v=ZAyhpbgsKAs">ΜαγιόρκαAnti-tourist demos spread from Barcelona to Mallorca</a>και το Σαν Σεμπαστιάν, ενώ για πρώτη φορά διαδήλωση έγινε στην Ίμπιζα.</div>
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Οι νέες αναλύσεις του φαινομένου βασίζονται στις θεωρητικές και πρακτικές προσεγγίσεις στη «φέρουσα ικανότητα» ενός προορισμού. Ο Πάρις Τσάρτας, καθηγητής τουριστικής ανάπτυξης και πρώην πρύτανης στο πανεπιστήμιο Αιγαίου, έχει ασχοληθεί επί μακρόν με το ζήτημα. «Δεν πρόκειται για νέο φαινόμενο» λέει στο inside story. «Απλώς έχει υποτιμηθεί, ενώ δεν υπάρχει και η απαιτούμενη πολιτική βούληση, προκειμένου να καταπολεμηθεί». Όπως μας εξηγεί ο κ. Τσάρτας, το φαινόμενο αναμένεται να ενταθεί και να επηρεάσει αρκετές περιοχές του πλανήτη. Αρχικά, ο υπερτουρισμός εμφανίστηκε στους μεγα-προορισμούς, με πλέον ενδεικτική την περίπτωση της Βενετίας, όπου η ήδη μεγάλη επιβάρυνση εντάθηκε με την εμφάνιση των μεγάλων κρουαζιερόπλοιων. Ο καθηγητής, πάντως, σημειώνει ότι η τελευταία πενταετία το φαινόμενο αγγίζει ολοένα και μεγαλύτερο αριθμό προορισμών, λόγω της αύξησης του μαζικού και οργανωμένου τουρισμού. «Οι εμβληματικοί προορισμοί» δήλωσε το inside story o Πάρις Τσάρτας, θα συνεχίσουν να προσελκύουν μαζικά κύματα τουριστών, καθώς πολλοί κατευθύνονται de facto προς τα εκεί. Ορισμένες περιοχές θεωρούνται προορισμοί ζωής».</div>
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<b>Τι μπορεί να γίνει</b></div>
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Το γεγονός βέβαια ότι μια περιοχή είναι «προορισμός» ζωής για εκατομμύρια τουρίστες, δεν συνεπάγεται ότι πρέπει να γίνει ο βίος αβίωτος για τους μόνιμους κατοίκους της. Η αποτίμηση της «φέρουσας ικανότητας» ενός προορισμού είναι μεν ένα θεωρητικό μοντέλο, αλλά εφόσον συνδυαστεί με σοβαρές και έγκυρες; μετρήσεις <a href="https://www.theguardian.com/world/2018/mar/07/europes-beauty-spots-plot-escape-from-the-too-many-tourists-trap">ενδέχεται να συμβάλει στη βιωσιμότητα της περιοχής και των μόνιμων κατοίκωνEurope's beauty spots plot escape from the too-many-tourists trap | The Guardian</a>, αλλά και στην προσφορά ποιοτικότερων υπηρεσιών στους ίδιους τους τουρίστες. Σύμφωνα με τον κ. Τσάρτα, αν το εργαλείο αξιοποιηθεί με τον κατάλληλο τρόπο, τα αποτελέσματα για τον υπό μελέτη προορισμό θα είναι θετικά. Όπως σημειώνει ο καθηγητής τουριστικής ανάπτυξης, η διεύρυνση της τουριστικής περιόδου σε συνδυασμό με την οργανωμένη διάχυση των τουριστικών ρευμάτων σε κοντινούς προορισμούς, σε όλες τις περιπτώσεις μπορεί να λειτουργήσει υπέρ της βιωσιμότητας της «υπό πίεση» περιοχής.</div>
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Σε διαφορετική περίπτωση <a href="https://placebrandobserver.com/overtourism-issues-strategies-solutions/">ενδέχεται να απειληθείHow Overtourism Affects Destination Reputation and Competitiveness: Issues, Strategies and Solutions | The Place Brand Observer</a> η ανταγωνιστικότητά της.</div>
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Ο ειδικός φόρος <a href="https://www.lovemoney.com/guides/52231/tourist-tax-in-europe-what-you-will-pay-in-spain-italy-and-other-hotspots">που επιβάλλεται σε αρκετές πόλειςTourist tax in Europe: what you will pay in Spain, Italy and other hotspots | Love Money</a> είναι μεν μια προφανής λύση, αλλά δεν είναι βέβαιο ότι λειτουργεί αποτρεπτικά. Αν για παράδειγμα κάποιος έχει ταξιδέψει από την Κίνα ξοδεύοντας χιλιάδες ευρώ για να δει το ηλιοβασίλεμα στην Οία, μια επιβάρυνση της τάξης των €2, 3 ή και 10 αποκλείεται να τον αποτρέψει.</div>
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Όπως βέβαια τονίζει ο κ. Τσάρτας στο inside story, η διαχείριση των τουριστικών μαζών μόνο εύκολη υπόθεση δεν είναι. Επισημαίνει, μάλιστα, ότι απαιτείται ισχυρή πολιτική βούληση, τόσο της κεντρικής κυβέρνησης όσο και των τοπικών αρχών, καθώς όπως μας λέει η διαδικασία περιορισμών των τουριστικών ροών συχνά καταλήγει σε αντιδράσεις, λόγω της αλλαγής του τρόπου λειτουργίας τιυ προορισμού. Στην περίπτωση της Σαντορίνης, πάντως, θεωρεί ότι ο τρόπος που διαχέεται το τουριστικό πλήθος κατά τη διάρκεια του έτους δείχνει ότι η διαδικασία μπορεί να έχει θετική έκβαση για τον προορισμό. «Το γεγονός ότι η σεζόν έχει επιμηκυνθεί σε διάστημα 8 ή και 11 μηνών, δείχνει ότι αν “σπάσουμε” τους επισκέπτες χωρικά και χρονικά, το εγχείρημα θα επιτύχει». Αντίστοιχα <a href="https://ajuntament.barcelona.cat/turisme/sites/default/files/diagnosi_estrategica_v_1_ang.pdf">σχέδια εφαρμόζει ήδη η ΒαρκελώνηBarcelona Strategic Tourism Plan for 2020 Strategic Diagnosis</a>, με στόχο τη διάχυση τουριστών εκτός των δημοφιλών σημείων ενδιαφέροντος. Στη Νέα Υόρκη εδώ και χρόνια αξιοποιούνται ειδικά εργαλεία μάρκετινγκ για να κατευθυνθούν επισκέπτες «πέρα από το Μανχάταν και το Άγαλμα της Ελευθερίας», ενώ οι προσπάθειες επιμήκυνσης της σεζόν συνεχίζονται με ειδικές ενέργειες και φεστιβάλ που απευθύνονται σε τουρίστες εναλλακτικού προφίλ (γαστρονομία, θέατρο, μουσική, λογοτεχνία, σπορ κ.ά.).</div>
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Φαίνεται ότι εσχάτως και η Ελλάδα, μετά από πολυετή καθυστέρηση, ανακαλύπτει την προφανή αναγκαιότητα επιμήκυνσης της τουριστικής περιόδου. Όπως δήλωσε πρόσφατα στέλεχος του ΕΟΤ στην <a href="https://www.telegraph.co.uk/travel/destinations/europe/greece/articles/greece-overtourism-santorini/">στον TelegraphIs Greece on the brink of an overtourism crisis? | The Telegraph</a>, «το 2017, η αύξηση έφτασε 27% στους ανοιξιάτικους μήνες και το 33% στους φθινοπωρινούς μήνες».</div>
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Ειδικά για την περίπτωση της Σαντορίνης, ο κ. Τσάρτας επισημαίνει την ανάγκη αυστηροποίησης του πλαισίου λειτουργίας της κρουαζιέρας και τον έλεγχο αφίξεων κρουαζιερόπλοιων. Υπενθυμίζεται ότι στη Βενετία, η θεαματική αύξηση των ελλιμενισμών μεγάλων πλοίων επέτεινε το πρόβλημα στον μέγιστο βαθμό.</div>
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Στο Ντουμπρόβνικ, πάντως, δεν σκοπεύουν να ανακόψουν τα τουριστικά κύματα. Αναζητούν απλώς πιο ευρηματικούς τρόπους να τα ελέγξουν. Σύντομα, μάλιστα, θα λανσάρουν και μια εφαρμογή για κινητά, μέσω της οποίας οι τουρίστες θα ειδοποιούνται για να αλλάξουν τα σχέδιά τους και να επισκεφθούν κάποια άλλη στιγμή τα στενά της πόλης. Επίσης, θα εφαρμοστεί πιλοτικά μια πλατφόρμα διαμοιρασμού οχημάτων (car sharing) για όσους κινούνται στα περίχωρα και τα κοντινά αξιοθέατα ώστε να μειωθεί το μποτιλιάρισμα που παρατηρείται κυρίως τους θερινούς μήνες.</div>
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Όσον αφορά τους φόβους που εκφράζουν αναλυτές ότι η προσπάθεια περιορισμού του φαινομένου του υπερτουρισμού ενδέχεται να λειτουργήσει σε αντίθετη κατεύθυνση και να αποκλείσει μόνο μεσαία και κατώτερα οικονομικά στρώματα, ο καθηγητής μας απαντάει ότι δεν υπάρχει φόβος να γίνουν οι ελληνικοί προορισμοί “ελίτ”. «Η αγορά τμηματοποιεί το προϊόν», σημειώνει ο κ. Τσάρτας. «Αν επιδιώξει να διατηρήσει αποκλειστικά υψηλού οικονομικού επιπέδου τουρίστες, υπάρχει ο κίνδυνος να τους χάσει εντελώς». Όσον αφορά το «σπάσιμο της εποχικότητας» επισημαίνει ότι συνδέεται με αλλαγή του τύπου των τουριστών. «Όσοι ταξιδεύουν εκτός σεζόν, είναι συχνά τουρίστες διαφορετικών τύπων, π.χ. γαστρονομικού, οινικού, περιπατητικού, αθλητικού, κ.ά.».</div>
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Αναφερόμενος, τέλος, στις συνέπειες της οικονομίας του διαμοιρασμού και ειδικότερα πλατφορμών όπως το Airbnb, o κ. Τσάρτας μας είπε ότι τα συμπεράσματα δεν είναι μονοσήμαντα. «Το θετικό είναι ότι αυξάνεται χωρικά το προσφερόμενο τουριστικό προϊόν, καθώς εμπλέκονται στο τουριστικό παιχνίδι νέες περιοχές, και με αυτό τον τρόπο υπάρχει διασπορά της τουριστικής κίνησης στον χώρο», σημειώνει ο καθηγητής. Αναφέρεται βέβαια και στις αρνητικές πτυχές του Airbnb και των συναφών εταιρειών, καθώς όπως μας λέει οι εμπλεκόμενοι επιχειρηματίες δεν συμμετέχουν ενεργά στο τουριστικό γίγνεσθαι σε αντίθεση με τους παραδοσιακούς επαγγελματίες του κλάδου, ενώ συχνά δεν φορολογούνται αντιστοίχως. Συμπερασματικά, ο κ. Τσάρτας θεωρεί ότι «είναι επαινετή η προσπάθεια διαχείρισης του Airbnb, αλλά ανεκδοτολογική η απόπειρα απαγόρευσής του».<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxbFOaNts27n27v3cvvUCAjAi_5U4uFw6R6H_tKtos8yzw46-gZW3lmJo393bv6vqZmyNXzIUnvfyZzSvUSH0DVnOAkUYJcMyD1DS3ZmGtQhsSu4LdtruFLeaU6RHs6hFbxVaOnPpcgMY/s1600/picture-371-1513526125.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="113" data-original-width="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxbFOaNts27n27v3cvvUCAjAi_5U4uFw6R6H_tKtos8yzw46-gZW3lmJo393bv6vqZmyNXzIUnvfyZzSvUSH0DVnOAkUYJcMyD1DS3ZmGtQhsSu4LdtruFLeaU6RHs6hFbxVaOnPpcgMY/s1600/picture-371-1513526125.jpg" /></a><br />
<a href="https://insidestory.gr/author/goranitis">Γιάννης Γορανίτης</a><br />
Γράφει για τεχνολογία, επιστήμη και ψηφιακή κουλτούρα σε περιοδικά, εφημερίδες και websites. Σπούδασε στο τμήμα Επικοινωνίας και ΜΜΕ του ΕΚΠΑ και πρόσφατα ξεκίνησε ένα εντελώς άσχετο μεταπτυχιακό. Η συλλογή διηγημάτων «24» (Εκδόσεις Πατάκη) είναι το πρώτο του βιβλίο.<br />
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<a href="https://insidestory.gr/">https://insidestory.gr/</a></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com0tag:blogger.com,1999:blog-4990445753132537150.post-24700872373656699012017-09-19T00:24:00.001-07:002017-09-19T00:24:55.352-07:00Experience Greece with Travel Channel - Sea & Sun<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/G9av_ZdEA8g" width="480"></iframe><br /><br />
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<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; font-weight: bold; line-height: 25px; margin: 0px; padding: 0px;" xml:lang="EL-GR">82</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; font-weight: bold; line-height: 25px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="NormalTextRun SCXW103936332" data-fontsize="14" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; margin: 0px; padding: 0px; vertical-align: super;">η</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; font-weight: bold; line-height: 25px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> ΔΕΘ 2017 ΜΟΧΛΟΣ ΑΝΑΠΤΥΞΗΣ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑΣ ΓΙΑ ΤΟ ΜΕΛΛΟΝ</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 25px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; font-weight: bold; line-height: 25px; margin: 0px; padding: 0px;" xml:lang="EL-GR">ΥΦΥΠΟΥΡΓΟΣ ΜΑΡΙΑ ΚΟΛΛΙΑ- ΤΣΑΡΟΥΧΑ</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 25px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; font-weight: bold; line-height: 25px; margin: 0px; padding: 0px;" xml:lang="EL-GR">ΤΙΜΩΜΕΝΗ ΧΩΡΑ ΚΙΝΑ</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 25px; margin: 0px; padding: 0px;"> </span></div>
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<br /></div>
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<div class="OutlineElement Ltr SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW103936332" paraeid="{8ddc8326-2e04-4a1b-8de3-52b4946a73d0}{222}" paraid="1532276899" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η 82</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="NormalTextRun SCXW103936332" data-fontsize="11" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; margin: 0px; padding: 0px; vertical-align: super;">η</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> ΔΕΘ ( Διεθνής ΄Εκθεση Θεσσαλονίκης) άνοιξε τις πύλες της σε ένα ιδιαίτερο κλίμα </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">.</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> Με πολύ ενδιαφέρον οι </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">αναφορές της Διοίκησης της </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">ΔΕΘ και η</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> ομιλία της </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Υφυπουργού Εσωτερικών (Μακεδονίας – Θράκης) κας Μαρίας Κόλλια – Τσαρουχά </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">στη</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">ν συνέντευξη τύπου σε </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> μεγάλο αριθμό δημοσιογράφων.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<div class="Paragraph SCXW103936332" paraeid="{8ddc8326-2e04-4a1b-8de3-52b4946a73d0}{232}" paraid="2108980883" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η Υφυπουργός κα. Μαρία Κόλλια-Τσαρουχά έδωσε με την ομιλία της το σύγχρονο και ανανεωμένο πρόσωπο της 82</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="NormalTextRun SCXW103936332" data-fontsize="11" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; margin: 0px; padding: 0px; vertical-align: super;">ης</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> ΔΕΘ που όπως επεσήμανε η τιμώμενη χώρα η ΚΙΝΑ </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> έφερε το μήνυμα ευημερίας , ανάπτυξης και ελπίδας για την Ελλάδα.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"><br /></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η Υφυπουργός με λιτό και περιεκτικό λόγο και με την ιδιότητα της ευθύνης του Υπουργείου Εσωτερικών (Μακεδονίας –Θράκης) για την ΔΕΘ είπε για την αναγκαιότητα συλλογικής συνεργασίας όλων με στόχο την</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> συνεχή ανέλιξη της Διεθνούς Έκθεσης Θεσσαλονίκης. Η παρουσία της ΚΙΝΑΣ ως τιμώμενη χώρα θα ανοίξει νέους δρόμους ανάδειξης της Βόρειας Ελλάδος ως κομβικό σημείο ανάπτυξης</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> του εμπορίου και της Βιομηχανίας της Ελλάδος.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Στα εγκαίνια της 82</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="NormalTextRun SCXW103936332" data-fontsize="11" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; margin: 0px; padding: 0px; vertical-align: super;">ης</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> ΔΕΘ στο </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">Βελλίδειο</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> η ομιλία της Υφυπουργού κας.</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Μαρίας</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Κόλλιας</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> – Τσαρουχά </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> μέσα από συμπύκνωμα λόγου έδωσε την χρησιμότητα της πολλαπλής αξίας της ΔΕΘ . Ο αριθμός συμμετοχής 1500 εκθετών, με την παρουσία των Κινέζων επιχειρηματιών σε μεγάλο αριθμό , πάνω από 150 σε αριθμό δημιουργούν νέο κλίμα ανάπτυξης και συνεργασιών.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Οι υποδομές που ολοκληρώνονται είπε για την στήριξη πρωτογενούς παραγωγής και μεταποίησης και την υποστήριξη </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">καινοτόμων</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> δράσεων όπως και το υψηλό επίπεδο ανθρώπινου δυναμικού μπορούν να αξιοποιήσουν τις δυνατότητες της χώρας.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{111}" paraid="1222156823" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; text-align: justify; vertical-align: baseline; word-wrap: break-word;">
<span style="font-family: Trebuchet MS, sans-serif;"><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η ΔΕΘ είναι ο μοχλ</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">ός για την ανάπτυξη και αξιοποίηση της όλης της βιομηχανίας της Ελλάδας</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">.</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; line-height: 20px; margin: 0px; padding: 0px;"> </span></span></div>
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<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η Υφυπουργός έκανε αναφορά επίσης στον πατριωτισμό ευθύνης για όλους τους Έλληνες από τον Έβρο έως την Γαύδο για το κοινό καλό του τόπου</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{136}" paraid="1124496403" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; font-family: 'Segoe UI', Arial, Verdana, sans-serif; font-size: 12px; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<br /></div>
<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{136}" paraid="1124496403" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; margin-left: 48px; padding: 0px; text-align: center; vertical-align: baseline; word-wrap: break-word;">
<span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: white; line-height: 20px; margin: 0px; padding: 0px;"><span style="color: #b45f06; font-family: Times, Times New Roman, serif;">~~~~~~~~~~~~</span></span></div>
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<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{142}" paraid="632162060" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun Underlined SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EL-GR"><span class="NormalTextRun SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; margin: 0px; padding: 0px;">Αρθρογράφησαν</span></span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{166}" paraid="421968262" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; font-weight: bold; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Μάγδα Μυστικού,</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> Δημοσιογράφος και εκπρόσωπος ΕΔΣΤΕ </span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US">www</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">.</span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">magdamystik</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">@</span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">hotmail</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">.</span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US">com</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> </span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{168}" paraid="1081178610" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
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<div class="OutlineElement Ltr SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: white; clear: both; cursor: text; direction: ltr; font-family: 'Segoe UI', Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{178}" paraid="8786734" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; font-weight: bold; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">Η Βούλα </span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; font-weight: bold; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">Παπατσιφλικιώτη</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; font-weight: bold; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">,</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> Δημοσιογράφος ΕΔΣΤΕ</span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: white; clear: both; cursor: text; direction: ltr; font-family: 'Segoe UI', Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW103936332" paraeid="{64a6404b-5622-4ca6-a47a-3c7099c19b0d}{190}" paraid="1727667358" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: transparent; color: windowtext; margin-left: 48px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US">F</span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR">: </span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">Voula</span></span><span class="TextRun SCXW103936332" lang="EL-GR" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EL-GR"> </span><span class="TextRun SCXW103936332" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="SpellingError SCXW103936332" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; background-color: inherit; background-image: url("data:image/gif; background-position: 0% 100%; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">Papatsiflikioti</span></span><span class="EOP SCXW103936332" data-ccp-props="{"201341983":0,"335559685":720,"335559739":200,"335559740":276}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 20px; margin: 0px; padding: 0px;"> </span></div>
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FPGrMWkCkLnPQkfy/WuF/wCFhX1us0cdrayBjgNcW6ykcYyCw4Iz2NXPcUNjBbT73TYRJMjwqrKNrDOdw4x78mvWPCK2Y8PW7JAxKJy20BuCSSeOCSP0NebweJJ5SjTK1ykIJVfMIVWPG4cYyK0odWtGgjQ3N3bRRvu8mOZgGBPOXHryePU1kWeg6jbWzSGFoHMqxBreQZJcDnBOex9exFUG1J4dLkuLmdpkh3BUGCQ2QBuHsR+tVbnxhYNqVqbdZLeOKJlVlwwfoQMk+3c+tZF5qMtxDOstopF8+I32DcGwMADPQ57e9AGjayedaJfuqxyySkQnzATwPmwvYAgU2ZU1ZD50k0e3hpBIVzk9c54/Ouh8cfDW+8C+B/DWrPA890qyyahDGoMkXmbCAQOygHr3JrkbzUHvtH8q0QyCdceZj5QCQDn356exrycRBuorHrUKip0rNhe+HYfCsJ1RrjUJ44z86QXLP8p6Nyeg9Qe9YuieN7YM1vIQqs3yMxGDyDg+9dopbVI7DTUjkd5/3bbkAGcEYCj+E89favKdU8Grb6g6B3gGc7GUnv0/nTqUYoKdaclofUvwX8EH4nXU0epFrbQ9vlzOrBS5PISM4+905PT61P8AED4XXXw11RLUXMk9jJza3DIMOoPKk/3hxxW78FfF9nqvh+whjVbQWaiOa3hAULjqwXHQ8H869v1nxBaapo8cep6aL/SlYLMMYcZGBIoI6c9jmuujShBe6Z15Sq6M+XLSRlHzfO3bHANacOobUwyMD/s81seKPAM/hu6bEyz2jndBOoO10OSOccMBjINY6aXNwOoPPoetdR57i1ucrqXiLU4LO8S7SIwMzRxtKuC/oNuecHHSuWk8Q2IlikubeSJYVwsIJOcDuvfketdx4r8P6hq6iG2g+yCPIEpYkNkemOxrxv7NqtvqVxp4jnlu4WIXyc53AkE59MZ/Ogk9t0Xx/p18qWkd7dWrSwrtW3lOzIIwMHoQf5Guc8Zf2idQtUiurm+Cb2Z5pOEBPIB9M57da4mw8J6zcSwSSwmwEYH74Ngeuc5659a63WNPuNR083Ed+pnWAxhuMNyDkkdz9O9VcTNWZtvh2CQtjCo24+xBz/Wq+oeItixLDJ5k/VrhckAntg9sH171NFG8nhW1SVtjtHGrN1xkgE/hXQR/Am51uNLqDW7a6iHAZkfPB5yMdRWkujRnHdmpeeJoLDwfpOpnTJtSMMSrL5LeXGvGCxKg87s8H1rlNO8Za9fqr28LXKTbgJHiO1VBxgEn1Hf3r0fwv8NdS8N+HtS0xruyna6fejbWKD5QMMp9x+tcyfh/f+G9QuLzVoLW5imG22nt7h4o7eQg4JX0JPeptY1MjWtJudfkN5cf2faSPiTapDE7RgjG84B9hXEahqV14f1ZhBKlqIgCDaswAYcnDfjV6/8AB2oWPnBNYs2lUZZluAc5OSAccA4qrpegxzXDfabm1tjIvyeawmQ4PIz6kGpA1v8AhZDavCtrr2n2muW65K/aE2yjjHDrznHrWjp3gfwzr3hzVb7Q7vUNKe2/e3EF0FnQRqpJC9yPqewrze+SK11BvI8uBo2C7kBKHrzgn+Vdp4B8aQ6Hpet2Ew8+91CL7PDgZViQR1x0570eQvM6v4Q6BY32sPm+XUII5N0FxaKYh0HOMcEd/wAa+jrGxTT4mlikYgcnIJJ7YOOvWvF/hdpsWiymCLbuSNdxUAAc5IH1NezaTP5uxf8Aax+VbLawM+Nfj5ocVr491y8gPly/aQ0sZzg7sEMPpkfXNcbDdqYYnI+VxgnOMEdxXuP7QOvWuk/EqSzu7WNoJraKd5GzgkgrgjGMAL+tcT4V8P8AgTXJp0k1Ca3a2DSLHyRtAycnPPPpWTFcqa8xX4dIwz80efm68nvXle5gxw2O3tXrXjNoW8Fp9mXbAwUoBkjaTkdfb1rzG2sDNxnBNTLSwRKW4scE1p2ul+coO3nrUw0YrIoxgfnXS6bZhFAxzWTkWuxn2ei+XsdlycfhWzHZA4+TA/OtJbULH6mpoYN3TrUFpdTOjswvb+lbuk2e+Rd3K8Coo7cswBHFb+n2yxsOOadhm5pMZtZNyjB6V5/+0BLmx0SPPPmSMfyAr0O1cKo9a8r+O10JbzSos8qjH8yP8KuIpbHlNe1/B2zL+F5iAPnnJ5PXGOa8V6Gvffg/D5fg+Fh0aRj+p/wraO5zTN++0GS6CYEZA9//AK1Zx8KTEnCRkfUV2K52+lNK/L1961t3MTh7jwrJgl4o/wAxXM6odKsbw29wsYkAycJkc9OcV6Tq9wLa1dyMj9a8M1y+N7rs56KTj34A71nKy6FxVzf87QJMZlgT/eG3+lTw2elXA/dXcJH+zPj+tcTcXUcJ4XnGfWqS6iVd2VevHPtRzeRXL1uemLokTf6u5Y9vluAT/OlPh+c5KTTH6YYfyrzU6g7gjLL9Mf4UR30sf3biRP8Adb/69HN3Q7Poz0iTQ72P7srA/wC1ED/Sq82h3Mi7XeNv96Mj+tcNHr19Dkx6jcL3xuI/rVmPxpq8RH+nysP9piaOZInXZs2LrwVJIxIeMH2yKzJvh/fbj5bRlf7u45/lTv8AhPtVDIDchhnndGp/pV6Hx5fNxi2k74aED+WKnmjIXvdDK/4QfU484jUj2bn9adb+B9XuJBGlvkk4GWAHP412/hHxFLrmtW9ncWsAjk3bmj3AjAJ9fUCvS7fRLWGRWRMMORyaFboVzdWM8A2htoLtCMGOSOH1+7EgI/PNd/oMSHV7Xeu5PMXI9eelcn4Ri/c3T44a7mK/QNtH/oNehfD3Tf7T8ZaNakZ869hjx/vOoP6UpfCzKTumz9Lo/Ceh6xY2qvotkYVjULugXI4GADjt/SsXxJ4N8DaPCqz6BYz3MhxHAseGYn37deta/irxdD4etPs1thrnbtVey9v6Vy/hvwnfeJrk3967rGxyZW5Lc9F9q5elzHWWiOa1X4NabJrjWcGlWzSSKJNkKEKgJPBO7oK39P8A2afC32XF/FI9wepgkZFHsBk16rp+mwabDshUj1ZiSzcYyT3q1U8x0QorrueQTfsv+D5FPltfRH2nB/mtU2/ZV8LsuBqGpA+u9Mfltr2uipNfZxPB5P2RdAZiV1u+UehSM/0or3iigPZxP5tNQhaBgJUWNWJKPHwuTgspP1/nWnoni690mMRjLRKOG6Y47H19jVrWvEltfaelibaMs3RFGQDnqB2rnrvS5bK3VlbiTny87gPYN0z9a9DY0PR9I+IaRQs95L90bt2Ar/Uev4etZ7fFzTLhCswaKXczbVjDBsk4yc9efXsa5fwz4Xbxc0tqvmQOmC0h+6FIPGPU+lUL74R6na3kyp+8VOjDoRn1/rWE6yjo3qaxpTkuaKOi1L4o2U00vl2Eh3LhTuCAYJ5wAevHftWLc+OY7ls/YZEXPI8/Pp2x1+prLXwLqkLELHu9QvJ4qxb+E70qS0LA/QgH8R/Wuf267mnsZLdGoNb028iyoZGx/q2zngdc5x1qfwpfLJ4gijjCqmM9snAridQhktLh4mLB04I6H6Vf8I6k1lr1pJOCIt2wydhkYB+ldEKidmzCUHY991KztrqRPtSK8S/MNwJwcHBAHcVwupeGdG857lpZJ5ZHJMMYYR8jOTlB+npXpkNr9ohRwylWUEd+1Z0nheaQnDRkduv+Fdko82qOeL5dDy2+8CtcXRWxvLVIeMG4mCFcgE/kSenpVlvh3dwwh11rSw/AZVugT1GMfn+hr0KTwvcLkYjb/gX/ANaq03hu4UEeVGf+BCs+RlcxzVr8L76WRQmvaOAuAMXQBPOc49/Q1qWPijT/AIZ30t1dx2+u63EcWdrG2+CJiAfMdunGRhQM5B6cVxXjbWo9Pm+xQhTcZIkK87MAHAI6Nz6d+1coBJMxgt8smchsgN1zgnPrXJOoouyOiMW+h1PiL4h614uvri+1rU5muJOUjjYKq4JAVQOgB9euR9ayI9QlMLbt6RTFt+0kBck4I5+6c1oaP4DvdS2s6u4JyVbpyMccfSuoX4Z3ckJV42AXoc5Hrj65rhlXSlc7Y4eclexxNjJHGsrSvIoUEABiSCFYADnoSf1q/psySsPNnzDEOPMzk4HQegJI79zW3cfD26jkwyEvtx0xwOeDUbeB7swkCNhHtILYPqCT+Ape2jJasPY1I6mpoPji/wDCN1Fq9okAt4Bu8rygRO2futn+H/63vX0D4N/aW0v4gXUNhNax6ZqWzy5LbH7p19Fb8Tweea+VZ9Pu7eQiVZBDH91cEDkYJA+hx0qm1zMvyQMYgNrmWMYfIOMA+uBW1OpbZ6Evm6n6I+Eb+21CGTSL22ivIEbLRzYyUyMMD6jP866jUfh/oX2Hy10+EQyL8s23DL+I6EV8ZfCH9oCePUrO01xsPEVgjugCWkUnGJDn7wGPm9ua+zdE8RQTQpbTyLIky7lZsEHjIP0Ix+VdnNzaom3NueO6p4H1LT9WngVlW2XmOQ/MWXg8jI9+hrzvxN4K1KfUJp7OwFxetGqmSHAXIB+Uk8ckdzX0p8QvDNzfeH7u60eRGu442ljhuNzI+3kocHOCAe/HFfNdn8YtctmfzdOs5d3+06kfQ561cdTlqWi7M4nUPDni63ZIb61GmhgA20l1wQeDj2B79qnfw7aeSkcFyypj51BwOgyR7cHr613/APwum/uoXim0S3ZWGCVuGHX6rWevjaCS4Eh0LYMY2xzLt6YGRsq0ZcyOfuYDBoBiVsFQFVm5HBABPsP6V6t4E8ZaZoXh+Gy1S9gg1As7FUkVgQT1HPcD0rzPW9sOmzyBGVB86pnJABBAzjrj2rEt/EMF1ObhdNvkMfPmBVDcnqeBn860vbRCS6ntl58U9Gls57iyuknlRsIwkADYHUjPTOe3avOPiV8QLrxdoYtbBI4rbaJLpixDORkAKM8KCeg9axG8P6dqllc3Noskeob98cUkJKycHIz6knr0rKs7428YN/byW0qjaysuSOOCSe/4VF31KKtnq9z4flge4SFZMKVVY0MhAPBAJ7D+Vdz4gsLvXz8/2W7QRb18zardOwHevKrjSbZlia1kd7nDFnnXIOcjaD6nPp3q3Y+I9Y02OK2W4AgUMYxL03KOmc9SPelcZP4g8Mvb3kccUEgM7YWSRcDgfdB9APU0/wAL+HZbLXbcXOEiX5jIRjgDoDmprz4iw6hFBFcWtwnkushW3l24x3z7gmun1G7sby2W5srpZY5EWRELAOuSQQV6nBx+tHmI7zwLex3FxfSxjEY6epwQB+HSvVtNulhurGIt87P8348H9TXjPw1VkLvtJTdhuPTGP1r0izkaPXYB5m7yVSQluAN78D/xz9a0T6DPBv2ppIdS+KjxxlgbezhjduPvEFsfkwrxyGyliYsDtHQ+vOcivZPi/wCC/EGvePdY1KC0aW2kkjCneoyBGoyFznA5rida8GT6TZxXCCWV2bEqNCyImQMc+mfbvWdiTQ8WfL4Hsl/2Ix+grhLU7ZQf89K73xwvl+E7FNuzhBt64wvSvPoWrOe4ROhtYxcJxweua2LNfKYA1hafJtXjp0NbcMi8HPasjRaGqGGwL1qzbxhevJrG+3ImACM9OTV211AbiGAFNFmqijdxxWnbzbcDpWPHco2CDxUwuN2dpwBTA3VvTtGDivJ/i/cfaNYtBnO2E/8AoRrsrrWEs8glmP8AdXk15d4y1L+0tZZ8MAqhQG69z/WqiTLYwF+8PWvoz4YxeT4N08YIO3P5k187fw19NeB4PJ8L6ZHjBEKn9K2juc8tjf8ASkdflxTxxTZDgfpWpic14oYx6e5rxubTpGuWm6hyxr1/xlJs00jOCa4CO23sCeflx+eKyluXDqcLqFqyKSSMD/E1n8lgAMk9O+a6jxFbrDbsRyd39aqeGdO+2askZd0AXlo8AjPvUPRXNTAZW3dCOxzTWXbx1r6F0H4ai/8AL8u8uXDHG7ZG4H1yP51003wYZVINxbyHGf32nxN+ZFBPKfKdFfReqfBMNGcR6WWbkEWskZ+mVb+leb+JvhncaLNho7dM8r5cr4/IigFHqee55HepI3+YY4IrRuo4YZCrwqhxj5TkemarWdoZ5MKM0FHffCmNpvEKswyFiY/yH9a9rj+Xb6V5Z8J7IR6hduRjagX8zk/yr06STyoZH6FVLfkCapGctC/4LhLaHby9TIXk/wC+nLf1r074S2ctx460PyVZ5FvI2CrweGz+fHY15/4Tg+z+H7BDwVto8/ioJ/UmvpH9kPRUvvihpk8kSusKzS/MMjIjIBHuCRWctEZS10R9OW+h2P8AbD3mpadqlxCNroGhkcs3fdg4wD/9eu2j8caZGgUw3kAAwFa0cAew4rpKK5DaNPk2OdHj7Q/4rpoz/txMP5ipY/HGhSEBdSgyem5iPf0rc2g53AN+AqNrWGTrDG3+8gNJ36Gmpmf8Jdou0MNStSOP+Wgzzx/WtWCaO4iSWJ1kRhlWUgg+4rivit4v8LfCrwbe+JPEFpCbG12gRxwI0krkgKiA4yxPv2Jr4G8cf8FAPiBrmrPF4VSz8K6KrbIIY7aOebaM4Ls4K5Poqj8anmsrsNUfpjRX5v6Z+2/8VrW0WM3+l6mf+e91pwV+g4Owgfp3ope0QuY/OKzhhjYyxxZLDJYgluevGf5UvyM7yiRvTy8A84wBjPUkY5rom8NxtMZDIzOwxkkEjpjH+e5qre+F4VikkeWUhBu+UZbj0GOua9RxaVxxkpOx2fhfR4NE0tIw0Ymk+eTawHzHqB9OPyq7d2swXftYr0znP415x4d1K+uFkWM3FyFXeHkQqQuQAScepqdfHV3b3Ajkt5pW9iMDH414E7uTbPqaMoQgk0dtAgWQk8Gm6pIsdhMwUDauegz9ao6brkWoKC48qU9A3GfpUesTPNayJGc8YK9+nSubW9mdMnFxujxbVrqS6ujM4wGY7R0HXr/+us9tRflc81s69avCwUoQrfdGOQOOv4iuXkYLIwJIOcY6V69PWKsfNTvzM+h/g34tPiDQGsp23XViQuT1aM52n8MEfgK9DDZ9q+e/gLdGHxdcwZ+Wa0YY7ZDKQffjP519BdK9WnJuFmefNWYrVxvxP8UyeF/DMstu227mfyo22k7Mgkt06gA9fUeldg3SvG/jtrE0Nxp1kjYjeNpGwTzkgYx6YAqKsnGOhUIq+pwlju1W+aR90hdtxbknJPOK9I8M+ERNMj+Sqnrlsk/Q81yvw70ttQuU4OM46Y/z+Fe+6PoxsYVwuB0z6+9fP16jR9BhMPz2l0LOh6JFZRJtUFz3xgflXRQaeSCSwYdNp5P8qgtUO1Vxg/5Nbunw/wB8EAfgevUV40pNu7PpIQjFWG2ug20yFpkAHQL1HTrj/CpJPD9imni3WFTzgnkNyQTz/h6VpQwhc8bh1BIx+NKGyTzzWfO0Dpxe5x2seCbC4hMIgQllHzY/+t9K8n8XfC+SyDz2sasirn0I6njA6V9DSKG+b14qjfW0ckJRkDjGOf8APvW1OtKDOephKdSNup8c3GmztJ5RKxfNncucDjB+p5Ne9/Cv9oBtXnttF1ZVttTt3xbyR52Sx9dp54Yc+3NcV8TfD0Om3BuIU2d8DkfiK810HVEtfFulyyKHEdwpCrgHk4znPUE+3Svfw9VySZ8zVp+ym4n6Z+GfFdtcx26yMpwckcc8EflkfrXzx4w8P6Zb+KtVit4FMC3DFNucYJzjg9s0WfjKS0sUSPPmqMBl6/nWWt608zPKxZ2bJJ68nnNerTT3PPrtAuh2RbAi2n/ZY/41Mug2i/wtj/eqeP1HIqwj9K6bnIYHiS3WLTZ2TcSowAfqKsWdg83lvdzZHV7eNQAe+CxznB9Kj8TE/wBk3RHXb/UVpW1wklvGw6MoP6Cs5bm0Tbj1BQ2zy1Rf9kAAf59qhvbbTdQXyp7SOZG6q3PasaWY+YuOO3/66ieaSOQ88/r9Kgop6p8O9PnR2sp2sQp3bZBuVRjnbz/WuKPh/wACXFwyXfiCaVs/woY0GOMA4PBNeg/aDLlct0w3p/KvPPG3w/MkJv8ASrf99kmSBeN2e6j1+lJgdSvwi8O69am60/VJXLJtRlkV1GBgA8e3euH1L4b6x4V1C3nliWS2jbJuYeRg9Qfb6+tYXg/VNd0nWjBpjmOduHt5iFQgf3gT/Ku78WeNNdvLIaPcWX2SOfYr3ETlg3IJUEevvQI9C8Fzx2mn2UcEc08sr4ZlXCBsDOWPoCOldDouuT3HijxDazRIhjjRTAfvFApwyn2JPb3rJ0+1utPtNOQ20iJFfRq+1CSq7UUk8dAVPX0o8N60sfjbWjeRSWzzXCm2uMDIVCqMDx0IcE/UUxni3xC8Ta5pfxH1uXTbq6FuJdq/vi6sqooz6HAHNVbH4va7qC/YbyZZIpeBJGBHIp6gg59exrR+JtlEvinVxLAYklu5FSaNiNhDHBIA5GMdfevOksp7eaKSJ1Y+ZtUx8tweuMdxUok9E+JEsh0OxEhzIxUsTwc45/XNebr98V6N8Tvl02wB5ORn/vmvOOjZqJ7jialpcCPAyMe/Squr+MUsf3cZ8x+hCcD6ZrG1jVDaxiOPiRvz+tZul6S2ofM7NgfMeCN31Pp/jXPN2N4q5bm8UajeY8s7F/uhSR+dOtde1ZZCEmLhRlsqcDHU4FdVZ+EbiGJBb2+UHzD5gc569Oa9A8J/BuTxTMgMq26MVYsRkjjDAnPQgjtxtrH2kY6tnRGjKeiR5evjPU4bN0WESPjO5gQCOc4x2GD+VTaT8QtQ+zRtPbiV3LFthK7R2yCfTPQ9q+hNT/Zgs1tpTaXjiVo9q7sEDkHAI/Hr6mufg/ZpaO1mMt55czAKNucHHPWo+t0u5r9Srdjyq58URXTh4iUuFHzRyDBI64/CuavGe4meQ8s3PvXf658KdU8M6mQ8JubdTlZAM5U9QR9Aa5rWtL8tzJGCOclcY9O31NaxrxlsznqUZx0aOdjU7gB1zj9a+pfDSFdGslI2lYVBH0ABr5os4Q19FH13SAfqBX1BpKbIUTPCqv8ALpXfTdzz6i2L1NkGVp3Hamtkqa2v0MTifH0whsGJPCjP5GvN7XxPFMrYUqVHHHp3zXR/E7xZpwiltYrlJ5wNrLGdwHbk9PzNeceHJLjzDcw2Ru406t5YcKfUDOM49RWFSyabZvFNpWOkvHgvLRnncIuMqrZDN6YHpxXS6H4RWxkguxKxaRd7RqMngAAVxDeMIbogTTu0vK/vMZ54x17DP5V6J4Z8SW+oXkZt7jcF/u5DAdsjFLldtdh+p7Z4Ht47a3OT8ybew5z6fSusvAshclsiNljbHHLdAK4nQtaESxlCQ5P8Wa6611ZrpeXUDOPmGT9TxTArTw+Yrxs2Cknl9/vEZwOPSvJPilpw3ZjK+bzH8zYO4DkD34r1XUtZit1OfLLbsjjHIOAa8i8fapFNBK7lSVbI4OAx4J6+9AHheqWck1w7AfdO3byTz3/WrWgW4hdhINr4zg8GtCzt1mknleaRNpzuUgDgdentVLWLe6h0+K/EjEF8dACqnpnj6fnQ9QPUfhvAEju5OzMo/IE112ryGPR75h18lwPxUgVxnwg82Tw080zbneZgD7AAD+RrstW+fT/LH/LSWOM/8CkUY/ImtVpFGUnqzt7GHyLOOIcbUCj8AB/Svavg78R9J8Bx211Fr1pYanHGySLLjI3HkEEegFeNKwEY4/zmuOIkuvFGnIXYxNKSyZOGGSeR6YIrKS5tDGp3R+gFv+1INo3eK9HcdfmVP6Yq/bftVQzTJCms6LcSscBI1Ys3sAGr5g8J2NuMhbSEArn7gPQH2rrPhnJ5njKzVAESPdKTtA6A98euKXse5yLET7n0VqP7S6aHp4vtUfT7Sz3BPPmWSJNx6DJPU81jr+2z4OVismr6KT0+W8AP8q8Q/bC1ry/hzp1sW3faL9TjqDtQnP54r5E034Z+J9asf7UtNCvLnT9rS/aVTEe0HBIJPqP0Ncs5Rg+VnZSdScbo+vP2qvjtpXxq0fRtH0qa1ubS0Nxfz/ZLkSnckZ2hhjjILfnXhWh/D2O9tYLhLSKNJPmXzZCTg9CQB1/GsLwVDa6Pp2vFmE10bGSM7QcR7iFAz3JyenpXr3hWCSezsIIo2kcqqqqgkkkAAAetVCMZ6sKspwSuUrH4MreQ7/tFqmDjbsc9s+o9aK3NS/ZX/aS8cX0up6TqmmeDNLLGK2026uyJjGDxK4VGwWz0JyOAQKKrkok2qvU8zh+F/g+6jLLasg6YZmQ/kwrnviF8PtE8O+GZNQsLUtMsqL8zBhhiVP45I710fnNuI+X0PC5wfT61Q+ICm6+Fes4IAjCsGGBjEiHP5E9q7Kknys7acVzq54E1nDo1qLeHcqzMWlb+82SAB7Af1riNc8OTx3K3EE7JhshlIyM9iD2+taF1ql79oeIf6TAuAocbT9Qc8fjWhp6yrGYpwArZIUHIHt+WK+c2ep9bywnFJbGXYw6mFAfyZW3ZC7WB+pOK6KGFygeUYb+Ko1n+w4ZQpH+1mo7jVGbIPylvfH4/rWD1dy4xUVZHDeKFWTUpkxvl3YCjnHQAY9TzWfa+Av7SuN93ctZI3AjSPe7EDsM/1rr7fQ4ZNZW7dy43Mx3Y4yMD9TV/BFxLLDufy5CoyuQy56jjrg/pW3tHFJI4o0FOTlPYyPhV4X/sTx08sUrXFqLWXbI0ZRlOUG1hnrg9j617X+tcP8PVRrzV9gyY3UF8cZbLEfUAr+Yrtdh9a97DN+zTkeFi4xjVcYbBIcAV8+fF7UP7U8by28LZSFI4m5I+YDcSP++gPwNey+MvE0XhPQ5b2Ub3Y+XDH/fcg4BHoMH8jXi/gnR5fFniYT3R80s5knbue5A9s1OImoqzJoxc5JHofw101tJt4JXTaAm7d069/wAq7O88fRRNhYWmKnGY+g9TVS+tfLiKRxqIsbWHOMeg9q1dEudLsYY0mIjYjO2NST7HAHSvnZuMrt6n1VGLpxUVoRad8UtKWdEnLwHOPn5H4ivTNB1yw1m2EtteQzAcbY2y3vge3H51y17onhvxDYk3O1FY8SSRlMH2cj+tcxD4Lbw/M72V7I8P3l+YYIOCM/SuSXI12Z2RlUWm57ZNb+RGrZJ3DI71DGu7PY1keDNae9jW3uh5pxgE8nv1/E9a1L7WLPTfMmLKFAJ6dMdwPrXNzK9kdo6RsKMjnpVG7+6awJviNpUEzm4uPKReNxU47dOPerKeLtM1WJTaXsM4bj5SM1fK0R7SK0ucX8RtJXUrN8rztI9jgdP0r5xuF/sHX7abG9I5lYrxnAIJH5e9fVPiKETWMwPJxn9P/wBdfLvjaNX1qKEDBZ1X8yBx+Nepg5O/KzwMxp68yPoS3YOoYHKtyKvx444wevU1Vt4hDGiBcBVC/kMVZi7V9NDY+Wk7ly3mKMcnj+VaCuGGe5rMj6jvV2Fx9K0JM/xDA82l3SopY7OAOSarWeo2lvbxI93CjKi/LIWU9BkcjqPrXQSQiaF1HBYY9qyZvDcsmMGP8c/4UuW+qZfMV21izZhm+hUH/bGao6j4o+yyrHbSwzgjO4uCe4x19q0v+EWl9ISfx/wq7oHw01DxRdT29jHbPJCnmSCSQKApOAenrmp5Jb3HzLsc94c8XXS3073sUf2JUb5lYbuBkYA9aj8OfEDTtSvZoNSAsxn920bEqeehOeOK76T9n3xJtBGn2so9VuI8fhzVKb4AeJFHOhRuP9maI/8As1HKx8z7HEePPA8uuX63mnRbHRBkHBEncHeBwfqa5jSvE2o2F4ml6lB5nltllvFIdNoJAH5d69L1b4U614btxNeaVJaQs2wMsyYJwSB8rfWoLf4P6x4ht476HQri+gYFUm4boSCBz0Bz+tLlYc3kT6T8Q7vVWi1Cx1KZQG3Mi7Sdx6q6EEcmuqsYrvUlFy16kX7yaXzI7dVb94BvGTn+6O3auPh+COv2UgaDw9qEB6boVYdPoa0f+EH8bQniz10Edtkjf0p8rDmOg1jwZomtXNzd3xjuHuE+e3kYqHx0YEDgknuD0r5z8TeCrzSdZOLVordph5ZB3KAW4w3cACvVNT0/WIb4rfT3kV3CNpWZNrL3wQR7596sW9xfzQG2nuPOgk4KvBHnrzg7c/rS5X2FzIwvGXhE69aWo+0NGU54AJ6fWvPNY8DvpdvLKbsFEXdyoB7+/rXv/kwtxJGrhR3FeQ/GrVLfTdFu1ijVJJGEKbT15OT9MY/WlOKtcIvmaPCnb+0NTAZ8qWwG5PT09uK7rwbNBFcRATFAq7SyLhugwMkd64SKJIdrk5ITI29mNdx8PdPN3qCFzsDNxgZPGOBXl1H7rbZ6dL3pKKPbvC2kwahJ5jLg4z5hyW/PP9BXp3h+NdLx5fPq3Q+1cp4f09bWNEiXa2Pmrq7O3dTjGO/tXz1So5vc+toUYxV3udtbXazRqWb8uDTmSIqR8pH1BqjZQlVQ7skj8KsNE7L8rAgnrWJ08qWqMXWNJhulcYBDAj169ua+ffiL4Mms5pZolwF/hVQAfqfX619J3VqzA7efY1w3irTw0bh1y7diMgYFa0pypy0OSvRjUi7rU+YdH8O3MmrWzCIsqyqWLcDg5I+tfRPhWxfWtatNNjdY5Lk4VmztGFJJPtx2rySGYW3ime1M7RBjlY+SVIJOR7cnv2r2T4Qs83xCsDuVnhhlkPPGQuM4+pr62jK0Lnw9eHvWO2/4VXcdBq1lu9GJBrH8afDG70nw1f3N5qFmloIiGfzGXg4BAOOuCelehm8aVm+8AST3Hevnr9pDxhdX+tWfhu3uHMMMazTrzjcT8oPPoD+dOpWcI3Ip0ueSR5ro+k+HdLuLm5khW6UNhIrpiwwGPIBHsOvrW9H4wis9RkaW0iWCTnydihFyOMgDpj196r2fgiOWzWea6/fMclV5HNayeCtOmjDvIxcDHXA/EV87UqSqS5pSPpKdFxikonk/iTw/baxql3fWw8m3uJC32SJSEGTwVGPr274rsPDvhe08O3OmyWsckfmbg/nPl1yuSDjsSOOKk1TwnLp8zNFKZY+uOAfbt7VU0rV1W8lRgWfILOTluDwMfn0rvo4mppFvQ8+vh1HVrU9l0KbzGiIOQqk+3YV22lSb4kz16/nXjfhPxpF5lz5zKij5Uyp7fh65rsbHxeIolIubNyq4wzOp/wDQa9ZPseX6HQ+IdqxI54y39TXh/jy6Manc2A0mM9hz0rq/iV40aazsrWyuxHIQ0jvCQTxgAZx0OT2rxK91S8muJ47q5aYY3YDbgDn/AOtVAx02oGGz8pTjzGLH1xnn8631gOqeEXhHzyOpK44wQcjP41xjSGRd2cngD6Cuo0bWNmlmIZBXI4yCfep8yT0r4Y2xtfB9gGGGYM5/Fia6a6/eXGmx9nvIyR/u5c/+g1m+F4fsmh2MO3BWFRj8Mn9TWmhDa9pCH/npJL/3zGw/mwre2lzNnbg7YwemBXPWOU8XadChz+73kr7oD/Wr2s3xstHvbjdho7eRwfopINeBfED4nS3kdnqMd81hcSQKj/Zsq54+YDHbt+Fc858rRPsnUWjPuLwra/arcspKnadx7cCsPxZLeadpN61hNJA/mRxPcRttMas4DE+owD05r4Z8JfGfVdBU2dlr2pqsz5aOaZ9vIxkHd16/nXVf8LB1jUgTcXNxOG5LfapCPqRupurzK1jk+quD3Psv9pyGLUtG8JaabyGCC3s5bsyYIUhVQAAfeyc9/U185TfEHVp9HtPD0N/cJo1oWMdvuAB3HJJ9iSe9cD4o8aatp+hmR5rwyvwrXNw0o25xgBv4Tz09q81k+JWqxyblEWf93/69eZUi5yufU4PDqnSu9T6g8LyhdD8RXEhydttCrHAPzSbiPyU19C/Cf4maR8PfFXhjULq+s0Rry3tSspVj+9dYjgZ6gOTuA4xX546b8YdWk0u6tft8MKO6ytGYOWZAQMNn3PatfQfGX2qMapfRi9v9zQwyMPlt1AwSF/vHPX6V1UZKPus4sTh3U98/X743ftqeG/hJ44k8OLBcatPBAr3D2LQOsMhLZjbc4IYAKSP9oUV+QN3rl3cTtJkOW5LNRXX7Gn/McXv9j67bXdFlUeVqmlE9900bfl81c78SNRtZvh5r0FvfWLyyQfKkLqpb5lJAAbkkA9K+ZZfF2gqwWNLyUscDCJg54AAz6+1d14da20txOkUe9hhmkRWbkcrnHT6CliqvsYXa3O3DUnVmkeVrbzwXDr++g/2eWX6FW/oa0bX7SJgspV4m5WRMgA+hGT/M16HrHhXTtaMt1pjNY3pORDJjyWwD7ZGfY15drmsXGi3T2t9aNbTL3AOGz0Ib0Psa8BVFN2sfR/w0dEcMoD4AFZ1yqbiW5P51zjeKCwAXcPwobVJpFOKhxfYTqx6GrJepCwBBx/Ft69efxqr4k8YNaaZiyt2lccCS4YsF9Dtz64rP3uzHcfeup8I+Hbe8tL/W9RjB0rSYmuZd/wB2VlG5IR6lmwD7fUZ6KdP2k0rHPOryRbN74ULFH4Tt3FxHcXdwzXFyyMGIZuzY6EDHWu1Zt2O1fKOn6hd6Xcx3VjcyW9zH/FGxAb2P/wBf1r0nwz8Y7pbiOHUwLmE9ZkUK65PUgAA/gK+njDlSSPmZXk22yL4w3k2qeIEtRxaWMa9M5aRwCSPfG36YNdd8H9EWysEk24aQ47cAdvzqvrmj2+qapNrBljlthbb4dq53N1yT6ZP+ea6TwCfK02zIO3K7uODyTXzmJk+ZxZ7+Dpq0ZHX3GgXFxbypENu4Z3ccV5re/Di9l1KWe9umv072snyRnjjAHXHvXtFrP5kQZjnjpUh0e11Rw0sQgbOC0Jx+J/DHUV5SqOGx7joe03Pn7RPhnrWg6taTNLLb2PnKJZLOYhinBIK7cE4yOT6V6FpUk8VvcxOJDGpwm5SofnAKjPBPGQPevSh4TjtsGK98wdSvlg/h/wDrFZ2q2wtZARGqkcLwBz649efSs5VVUWq1Lp4d0noxngPcuoGE8SYx+QJ/lUWvXC3WoSQqPkzjngYHU/n/ADq94Ks3W8eTDFlV2PTJ+Ug/n/Ss/ULNry/nWL92+9iMgHqACMZ9v0rn5UnodnS5lzeEfDGrMI728jSUHlBJtx0zz/iO1Ok+DGgtBJLpt06SDlJYJtwBx3HSuQ8Z+Etaj01DYSXIuYZWkmnt7owlo8AAKucBgQepPauW03xT4m8LW5uNTuJpyJBG0LkPOq4+/uA+ZQR91veuqMJNXizzKk4c9pROzguNS0O4udJ1Kb7QoXdBNg5ZehUn1H+NeP6vZtefEawgQBs3CMe44YE5/AV7JNdL4kW21FPnTaGV1wcZHIB/OvLljEHxcVX4CB2XHfKkD+Z/Ku7C/wARI87Hfw73PaBLvAYg5qSNsVTt5t0YxyOtWFbcK+lifLW6lpSeo4qeJmXHOapxuARzU6Oc+orQRqW8wxtNWlbHPWshWPBHB6mr9vP5gxTsBaL+1dp8FZP+Kg1sZx/oan/x41wzNxXY/BRj/wAJNrOOrWSj/wAfxUS2HHc9Hjv7hANszYA4+Y07+07oAf6QxPfJOfwqKHTbzbgw8n3GPfNPk024gwWVBu9ZFA/n0rA2sc98WJmm8E2DuxZzc4yTk/dYVe+HN01r8OtIlXl1kkPfH33zn2xWX8Wsr4LsFOM/aR90gj7rdDV74d28l18N9KWNC5EkhPIH8b+9afZF1On/AOEmlXrFGc/XHX0zU1t4gluLiOIxRgMwHfPJ+tZo0e7YH92F7fMwBpLWxmt9QhL+WArqT82T1FZjseY+P23eNdV9fMUfki1g8dxmtjxzKP8AhMtWyf8AloB/46tYfmDGeoroWxi9xkqeZuzyvQr0/HNfMXxq1X7R4hisFI2QszvtI+8ScDHsP519KXt0Y1IBwW554xx1/OvkX4jSCbxpqbK/mKkrKrc44yCaxrOyRrTWtzI0/F1fxxDnfwVz+HpXuXw80P7DAksqGMKMK3dvc1454Ms/tGu2kZXO455/U19LWOnmCxiwv8IH5V4OKly+6e/gaPM3JnQabcahdbGsHWEDje0e4n2HPT8K0mh8TQ/NHdwlRywMfP0PPSuQ1r4jReCobezt7Zru9Zc+THgY92P1qjH8Y9auokc6NFDEybmZic9+Dz6A9u4ryOWW6R73NGLSbPVvDevajfSLBfIqyp/y0TCg89MZ9K3ba5lEeQxO3PrngntXj+leOvtWp2k0Q2M55XIIweCfwr1DUtehtPDVzdqB5saMcDnsTmsHJp2aOyL90xtZ8f6j/acum6ZZeayfemZuOnY56ZqmbfxPc2bzXRV3bJKNGAAPQc9a4mT4lWmjSB7e3m1O6JAdUwo3MSAM+59qsaf+0Mt5dQW95o0tokh8vzPNDKCcYH61tFT3SPPnKN2pM4zxwi2fiCwulzGWJVvl6MOemfr19a9D+FepWun+LJ7m6vobHbbsu+eRVVicAgEjnI/pXE/GSNJBp11GuBJeDO3jqpP9O1b3gHRbLWGv59VWeazijVvMiYq2TkDPHJwB1FfSYV3grnymLVqrPoex1rw3dIrjxHY7WXjdcRjr3xu64/lXy58Sri3j+LPiOb7bHPaM8fl3G8FMCMcA56dele/6X8HPC9zaxOq3xDIrblnjI5GRgZ6ZNeBfHD4dPoPii8g0p5TEyxuu7DMuUGAce4NaYiK5LNk4W/PdFfTvEllK3lxX0cwUciNg2PrWnL4o0vTlBur2KEnoGPP5V5p4b8M3ranYq42zs+2VmUIGAJPp2Arb8Y+C726uGFoWVM4DooYgd8fjXj+yinZnuKrNxukdtaapaaxC7QSblxkblK5+mRXlslvc23ii/towTNIpMaqCeCCenr/9au28H+GGtmjkkeUSKAG34Gcd/qTmqusadGviaa58tiJIzGWU4KYGc598etOMlCVkRUpyqxTkW/B+jn+yY3mXErbmYHI6npjHHFbbaaV6JkewNeOamjW+oTqsuAW3cnB55x196q/a54+lzIO/EjAV7sXomfOS0bSOu8eXkmn6skcZ2bocdz3JOPwrjbeTarkttDbl+ueR/n3pl5fSSJukkMp/vMxJ/nVKG6dv3WPMLsMdOxz1+uK05iDTkkVYxjt0qTRJD/aSEHPZe4BNJHpkjR4nuLW2GP8AlpOGP4Ad60/Ddjpy6xZRnURNK0qgLDESCcjgtnp+FUB73YfubeNf7q4p9q2/xVZYPEdtMx/FkUfpmmwkeWB2qPTZP+KlnbqEtY1/76dyf/QRW3QzL/xK1X+y/AuuXQPKWrADp97Cjn8a+NNc1p9RZJGQhlGC27I/lX1t8T5IrjwbewzLvil2oy8jOWB/pXx3dPGJ7hIxiLcQvc9eOa55SV7GsY6cwtjIr3UaucZPHYfnXsXwxtYtY8TWllK5FsoM9ywOcRINzEn3Ax+IrxWOJ45EyOCc5HNerfDXWV03TtRSBN9/clY5JD1SEYbAHozYz/uisZu0dC4x5mjpfip4lOram5IVY3PEfQIgGFUD0AxXjGrSokjCM5Fdl44uCb6XGcsqn9K4SVd3bJ6E1zx13Pap3ULIW3bbH75zXV+E9TWGSS2dv3c33d3Zux/HFciuQwGMCty3sRZ581sPsBGODzgj8actjeEbx5Wde0xjYqCQKKyLfWl8vE6sHBwCP4h2NFZXOf6u+xV8JQvqniC0jQbljbzX+inI/M4r2O3k4Knp0rkPhv4VbSdNe/uFxdXiAoucFI+CM+54P0xXY20LM5Cjce+OaWOre1q6bI0wtJ06epbtwfMAIyO34GpvFEMHiTRZLWZI4pmjMe6RQR6hs9jkDpUUgeKM4PzYxXnHj/xo+ltBp8EgklmkXzechFBGR9TiuGFNzmlE6alWMIvmOPxNY3j2twgSVG2nHIOD1B9D/WtjTrOe+lWC2gkuJm4CRqSf8+5rB1jWpdevD5CeVFG7CNVUBsAE5z6kAkDpwRXtnwL1zTruwm0qSGKDVbY7jIigC4Q/xA+oBH4Ed817MMLzyUWzxfrFthfCvwblm2XGuS+XHgH7LCfmPszdvoPzrB+P3iqHTbO18G6WkdtaRhbi4jhGB3KIfqfmOT/dr2XxD4itvDOl3N9csAkMZf64GQK+N9c1q417WL3UrlszXUrSt6DJ4A9gMflXrwoworlgjkqVZS3Kby+XjByc5qaxPlsD0zVFsvICThR+f41bhYKoJ54rRGUUd/8ADvVDNraabM5NpdJIhjJONxUkED14r1zw7bi0sLdORtUDnrwT/wDXr538P3/9n65p1yx2rDcRu3OPlDDdn2xn86+ltPjEihVOVxgFfz4/OvnszioTUu57+XSclynQ6dfFs5ORXYaPd2gZPtLKkZ5Jzz05/HFcFBE0MwU/WrV3dSqgSLc7t09B7mvmqk9bI+ogrI6/XvGthp8cq2ELOfuo0uNx9gB3rmZJJr6RJryfLyckLwo9BWZHGturNcOGl27iemPbFQ26TTTBYLpgpOfLbBXjsKUdC2+zPUPDdrHY28hdWJdNqsvQZ759xmsO+aKx1F5XX90DuZh1HYn8KdpuvXmn2rwzoxXAJ2kMO2DisRtWmvrqYTW0m5gfvbdpBBHr3BqL3GdjqXhtdQWK4tbnyzKu4EfMjAjGevUexrmLzwROz7ruOFwv8S4BODnptP8AOrXg3Xm0/wAzTrnc8DfcbuuTwRz/AJxW9ql6HhOHwV6E9/UUoyaYpQTVmjjptFttKsTHBGsag7tqgY55rwvxBug+KNjOmAC4jbjPyuhXH5mvcdavitq6g5PTPevEbhrW++IlrJeSPHbNOuHjBJ+QjOB9M/lXp4P+ImeFj4xVOx6Tbt+7A5zVxGGysm3uRwAcCr0b5B9K+qiz5G2li4rAgVKsh4A6VS8ztU0cny8n2rUzL0chzntViCbaTziqCy7fenJMd59KsDZ37hnPNVZPt8UvmWF5NYyY2s9vM0THnIBKnpn1zTreQMpycGpS+3kVHqBAuoeKIzuHiLUgf+v6X/Gnrrni5T8viTUR/wBvkhJ/WpAwYZPWii0R7inVNe1GMxapqtzfxZ3Ks8xcBsYyPfBP51Yttc8TaTCLfTtans7RSSsSkbRk5OBt75qurdKmDZUCiy2Y2rEzeMfGq4x4juD9dv8A8TSjxt43UAf8JDIR/uRk/nsqq7Dpnmo2f5T3pcsRq+5ca8ur6R7m+m+0XcnMkuACxxjoB7dhTJJti9arxyZ780SNwaYcpj69qEdrbNNJJhScemFHfPuQfzr5zbQk1hrnUZC8ZmkZkVcY4PJPHfnvXtHiqV72/WziAfyk8wr1BYkhePQYb8xXI+H9EtZ7O3M4aSKO3Lt8x9SOnrkHtXl42s4WR6+X4aNZyTOc8A6GkOvO33whyP8AHNfSPh/S49QsESYMVOCcHHTpzXkejWf2W9RgnlqV3beO/Y8emK9a8O6jtt1BOR0x0NeBXm56s+oweH9muU2JfBltcSApbwr23KMN+Jq9N4StobdFniJC/dDHOQRnAFX9NmabhDhhzWV4o8QjSrVwz+bNjCqeT0+tcHM3oet7FdTmb7SI5LxI4oY4ixwgUDI/H2run8Nq2gi3HKMuGduQ2BjgeleU3Piyz0u7sku71Ybu6OVaTODnHGcYAz612V942is9PLzv5KRgbmeUBRgc8k1dtjPSxXh+H2nyMZI4EVuhXYGHpjBH1qlcfDWwvI/LuLJQC3BjhCuCDw2cEVd8O+LI5ruExyAw3AYZDZGRyCPyP5iu0hvBJGCTwefSk5OOiZn7KM1ex418VPDAi0OxhZmlENyjbmG08AjBA9iOldP8LrL7VoOrqxVIXmSPpkhlXKkHPUE/rirnxKhW50ltm0srq209chhx+RNcx4W8c2PhrTZ7WWyuJLuS485ZY2Xb90AAgn1Br6DAScqdmfI5pT5Kqsj1TwffywfadNuSpntyFTaSQUIOME+36EV5F8ctWm0fx0w2fJPaxtnnHGQfyxXcaZ8c9Ck1dbp9KvA3lhW2rGfm5ORk9OP1NcD+0F8SfDvi240ea2W5h1VC0XlTRrhoyC2cg9QQeo7mu2vDmpnn4afJUucDZeJjDqQunRpVxtXaR8vPLAfSti61bUJgNQtlkiiXrGzA7uckjFcHDarcSLJE7sD/ALRH5V1VpptvHbBrkseMj94civHdu59BGTsdDYeKjcKpERJbjd0Hv+NZfijVGh0a+ZHQNlVbPXaT6/UVXt5mW1dYACyn5WIz8xPX+dReIdCvb7RDZwKgkk2lnYkHg5x+dFOLlNWRz16yjBq+p5vfakLq48zIJPB/AYzVSS4DLjAzW63w51bnmEge5/wqFvh7rCrwsZ+jH/CvfUXbY+a82YDydsjFRNJ0xyK3G8B6zz+6Q/8AAv8A61Rt4H1hetup/wCBCqS7gZCTbc+vr0ro/h1Gbnxnpi9Qshkz9Af6gVmt4J1lSMWufowrtfhd4Q1LT/Ei3t5b+VBHGwDbgTuIAAx+dNLW4NaHtMbbQM9Kq6bN/wATjUW9DHH+Sbv5t+tTBvl+lZukSZuNRfs1yw/75VV/9lrVkpGP8Z9Wa18IlI/meSTAA9lY5/Divllo2T5m6sa+kfjdfJbeDW3bS8knlr0zyMkj2wDXzZKd2eeO1crXvXNuiQ4XRjxt+tdp8P8AUhpt59tmKpbN+7kMnAZSMsB7j+lcC3yk46Guw0HwfLqPh2fU5bqGMRyKsNoxJadSTuYED5QCB15+YVMlzKwX5bM7DxRcWkz7on86KRcxyKvXPTHH1rzu9Vo7ghflU8jHr6VcGqNo91LamJzZs2RFuJKZHJU/nxVi+tEntfOjcSwvyrr2I9ffNcvK4tI9SjURixyHdk84r0i68K6ZqjJcf8Jlo4d0Vmiw67TtHynI7V5ju+bHerVkpknA60Si2d3NZaHd3Xh+yjkCf8JFp7bRjIcj+lFcFdSN9ofLY56UVHK+4vaSPfIb8zMEUbRnGM4/CtyLUF0a2JlClsZJzzXnunaibhY3HB4PXHUc1L4g1GS30q5kXLOqEjvk44GPc4riUW2kU6lk3fYqeMPiVud4dPcFuhZei8+vrXm26TUdTV5WLytuYsxJOccH8CRVSObeoLDk8n9a6HwWqtqF45OGW2YLxk8kdOfbufSvoqeHhSjpueBUqyqvUkmR4boGHBeOJR8rDJZsFQRySwIBwF6g+9ej+G/DyaZY6de23lC7VRJHPDy2SScj2GSOewrzmziMEznCkMWJ5IGDyckchcYJx22gfer0jwPGY9JuJJNyW1vJtztI2FhkqeNqklfur93gHnNaU7c2pkVvjp4ouv7LsNPmja2mux5kiNnO1SOQP7pb167TXickgVCenYf4Vu+M/ELeJfEl3eM7PFnyodxyfLUkL+eCfxNc1M+ZMdQDn/61dDdyOtx6HcwHQ1cVgqjPAqlHxzSTTnhB1o5rD9C19qD5UHA6H/Cvpb4Q6gdV8L6fJI7PIqmNixycqSBzn0xXzJp7Rx3ETuUKBgSpwR1r3H4O+Ils9QfTJB5XmRiREYEfMANw6+mPyrx8xvUpadD1cuqKnWV9j2jUrMxzW0gOS3BHbpx/Kq3iK8n0qxMtrb+dKF+706dea0ZWEscJzgqc8Cn6k4uLYxkfeHJ78dv8+tfI21R9l0PN9J8XX3ii4MUGls2ZDFv6/MMcYIHrWvDdXloVle0ynJ3bMHg4yDjofrVKDz/C+vm6sRlGbf5LY2njqDjgg4/KvS/BPxK0jT9QtW1zSmh8u38tmTBQknJA47j19a62uVaIzjJxV5I5ufXYVhjCyTSBkBddxAViOQOO31osrrzbqMQvkfxI42t7gflXqF1qfgPVvBaRIsNpeTNv3TW4Ugbgc5I6bc8+1eD+PtatNJ07TZ/DlyLue4kkby9jYEathcA9Pr9KzXLN2SsX7aElsd/JF5myRBgr37EelTvdMYvmPOM+1ZXhK41TUNJje/gWGVvmKLkgD39/8a0pY/MwvQdc9/euf4W7myldJ2Ob8RXa2tjczuyoirnLnAXA659BXzs3ioXnia3liZY7VZfKWRhzsLZZvqct+GK9U/aA1JNL8Lx2iSbXupVTGcHaCS2fbgfnXzo0x2k59v8A6/8An1r3sDTTjzs+VzOtefs0fTiydD1/l9avW82cjoK5rw3dG60PTp2bcXgQls5z8oyT+NbsTV76PnDSV9vQc09ZumetV0b5R+VOHU1sgsXUbLdc1MrFTVOH9asr0Hr1qluJovW82GGeateYMcmsyNsCrAlz34oYy0JB2PNL5vbtVEyFTweKkjkPrmpAt+btx3FSedxjoKqK+WHrUm73oHYkeU9uabuOMdqhaTkjtT7eOW8uEht4pJp34WONSzH6D8/yo06h6Esed3vSXEgWM5POM4+nNXLjw7q1rbtMbTfGjKr+XIjlSQSAQG64B4xXF6p4yt9O1f8As26iktLjcql7gBE+YZUZz3BH/wBepckr+Q+WXYoMJBq13dBVMhOMMcDaOTg/h+lYGhWVxcWgggIEu9ozu4GA5IB/A4rqdasZrBDJ50aFtq/L8xBIAzj2561mfBDVtG1bxF4i0nWb5rRIw80EiqCchcAY7jcAOD/EPpXg4uca0fcex7mBjOhUvPqWlt3a4+eMxMowV6H3ro9FnaNApOTms1lPm5Y5LDd+fStbT7fhHA4zg/j3rxJv3dT62hFJ3R0T6ybGMOZMDp3zWDcTC6Ms84LHGFzyBnv9a0b7TzLHBIOQG/pwa5zUNUC3hs4YjJKv3sEKOenJ+h6VzQ30R1ymo6MbHo9pqUgWaJZB28zBwfarGpaDDdQmOdVuEU5VZACBx1+tWLHw/rM0UVxFaxzqXVdolBIJBIJ9sD1qa50/XGWd00mSKGEkOu8ELtUk856YBrpUbmL5HrzIy47IRwq8XDIcjt0rq9J19rizRi+T37EetcpputJq11LZLDsnh4ePkFeM4IxWrpOnvDYmZwwDMzD05J4rGa5dHuKMlbQdrepPdvJubCJzzyOTwDXBa74i8O6VzdNFcSAkhI8M44PTng5967q68F6l4u8JeJ304x5s7CS4k8x9vygcAEjrnPU96+T5bkcHOB15r38vdoM+RzaXPVSudFq3xAvZJp1sGa0tmfK5w0gAycBiOmSfesPS5pdS8R2skjNK/wAxLNknoeSfxrNkO5+DXafC3wrdeIdQ1G4tk8wWcG5l6Hk9B74H5V6FSUuVo8imrTTbNRbNrdg8XAPVe1bmmwfakXzHYr/d6Uw27R5BXjr/APW+tWNNkKkqBg9OmK8N3Pai7GL8RdQm0TTbJrNjA5uV+ZevCt/jUPhr4tusyQa7EJoCNq3UPysuOzL3/Cum+Ivw51K8+Gtz4inRooLZkkiQjlxuAZvpgn8q8Hml2xAjj/PWvWwsXGCb3PJxT5ql0z6h0m80XXofMsrxZx/dV8MM+1Xn0W328Mw79f8A61fLGn6tNZywvFIyHODgkHnmu50/4kaxYooW8aVOm2bDD8//AK9eiqnRo47HsjaTBn7zDtzj/CmjRbdiPnYH8P8ACs/w3rTa/odvfN8ryAhgvTcCQce3FasLNzzmtOZPZEiJokS8mRv0/wAKsw2qwkbTnnNPWT5R3pfMFX5gTCTbx1rG0OQtaGTr5ksj/nIxH6YrRkm8tGboFGfpgVkaFldItM8Hy1PvyAT+pNZyGjgPjpfRyR2Fs67iuZPbkkf0NeJS4JOABzmvSPjZqb3HiA2/mErbhVC9huUMce/NeYOTurnkUI0fJrtNM0/TV8MW8z6s9jqEjMTC6ELsB+VlPfPPT0risnJHSt//AITDU/7JtdPlkjntLdGWJZIlJRSSSAcepP51nuMhsbF9e8SW9it3vNxOsXnyHA5OCfoBmvTPEPgpvCvh9IDdQ3UUbYIUASLkkg4zyDXkk0e2TcD97n0681LHql3CxxPIQRt+ZienQDnpUyhexpGbjYbfyGG6cLwPp+dWtLmm3M0cZkIGSQuSOCSfpgfpWTNI0jksxJPc9a3PC/ijU/DclydNvJbIXULW9wI2x5sbcMjD0INPlNPby36FGa6MkzuBjJz0oqvI4EjY459qKXKV7aR33hXxVb+SlrfTJbPHxFcyZKlf7je47E+hHpU3jPxVp8dqkNjdi9lzkbQNvB4yPbr1rzS4kO4YYlc+vX0NQxkljk8V1ulT5uaxh7aduW5rRyNyTyW5598muh8Ir811Lt3AbRjAPcnkkeoHQMemBmuUW5CrgfN2rpfBsySfagSodV3A4IIUZDEv/AgHUj5jkAda2lJW0MTpIUClnb5TyzeY23bgnJJyeATzz1I5Z+m9J4u/4Rn4eeIrXZme8aG2XepBjOGIBH3VKruO1eV3DOSTXP8AneTjaWRlKncsYDLkfIQn/PQjOyP+AEseea5XxddO0dvEDsRWYrGrkquM9D/Ec7suepz2FZlGHJII0JHJ6CoO2Ovf3NJu3MuelOXG7np+taXuSO37V64NQovmMSeTmpJvQD+tWLe3wOnNUBf0TTUvPtJZDIUj3KqsAd2QAAM8knsPeux8GyXNx4kiuJZpC6JkSZO3ckagdf4eQOOxFcjYTPaM7RhfmRozuUNgEckAg88cY9a6zw/cOutWkMLBHk3wMy5IKnIPU8EgdcdhXDidmmdFHWSsfSGk6gb6xSQjD7QSvXqM1pKPtEYx9706dKw9Lha3tU2KfkUDb/s+laMM/I2HI6//AFq+PklfQ+5pyfKkyAafFcMyTruGfoRVqLQ7UqEk3snQHgsPx9PqKSRi026IAluuevuK1IdJvbqPOz5cdBircpRSVzpj1OSk0to5CLazmuAfkWOZgFPHPfoST1HSrNvoMkd9HJJHGo6rHGAQPQ5rpZLZrONFkyB03Y9qLe2aVy/8K9T39hS9o2i79kaduUjt8JgDGPTt/wDXqhcJF5btIoKKOrdOCD/SpFkZuB09q8X/AGhPiQ+k6eNC092W5uhiaRCQUjPVf94/yz61jSpSrTUUc2Irxo03Nnmfxp8Zf8JV4ozBJvsLZCsTKchmzhmz9QPyFeeqflxWlqkc0ml2Vx9meG2y0IbacblC5XOOuSD+IrJU9BX1tKChBRXQ+Eq1HUk5yPfPh1MZvB2nEjG0Mv5MRXXxttrhPha0v/CJw+arBPNcR5/u5HI9s7q7iNuDznnNdyOUvoTnj0qVf1qtG27GOKnX35qk7ATx54xx3qwrflVZG6CpEY5OTkVoBZVu4pWfAzUG805W6Z+7QBYzupykrj1qJGHrUlAE6tux60u7v3qJWAA7Gl8wfWgB7N15wfU9KJtb1Czv7PR9CkntNSkkE2qajCCVtrUKS0QYMMMVDM2Du4CjkMKxvEmrNpekzTIGL5CrtPIyQM/UZ7kduaotrmt6X4Pg0GWFbQwxm91CSQLvkUN5gdmPG9YwNsanoMc4+XKcraGke5Zj1bw5b6xBY2Ok/wBv+TJNJJftJLFPN8s0iTAqcIcEsOOdnsoHFfE/U9Vm+wDV0bUZmijlh1doSJXjkTcUZiPmy2CMjjntTbOzhvrHTL3UZrH+y45Zra1SNTAdSRWZlmnOdwQ8gDr8p9eOmt7o6b4R0p9LurdrS6kW0bT5b0Tl5BIVjAWQkAgMAcEEDbjvWVzbzObk8dSnwW8Urq1zHtQ70BdmX5kwAe+DXkHhE6xr/jqzGlTiDVbq4JjkZ9qjqTuOPugA9jXTeINHm8N3E0bK0BkRwhcEmVAxjfBx0VlboTnHWvPLW7uNJ1CO6s5pILiF90UyEqwIPBB/z1rzo0IU5PzN6tac4q26PorRDrejeLdT0XX7lLm+WJJ0aIAJtyVIUYHQ46+9eo+H9txagYyelfK3g3xZqN946ttR1G7kurmX93JLIckg8AfTOOlfTfhS6KyPFnhuRXjY2KhK0T6PKq0p00qj1Og1CQQwjb1xtK9R9a4bWdFi1KR1m+Ynnd0P0rtr7dGyswyjdO9Yt2gabeqkq3PTj8K82k2tep9C7SexkaP4bl02LMF9c2yfeAhkYDpgZANW5tMv57WaMapqSSTZBMV1IOCCD37gmta0R51ASM+nOAKtjT5+jAD8Qfwrt9tIt8nLZxRgeGPDsGhl3UySzScvJKxZ356lieo57966W+/c2ipnaqj8uelM8hbcbmIY8DHeuO+Kfi1fDfhW4mLZmm/dQrnByRjI+gz+lYWdWokjzqs40YOS2RxPxi1TxdoehwXFtP8A2foV87W7PbTkSS9SA4xwpweh7V4Q0xkY88VseIPHGseItPtrG+vXubW15jjZVGO2SQOcAnvWDajez4Oa+up0404qMT8/qVKlWTlUepahkbv9K+ov2UfDcuoeF9YuQFHnXnlrkY+ZUBAJ99xr5fjXbgdT9K+5P2MdIV/hbdPLwtxeSNGfcBV/PitEhRuLq3gfTNUmb7RaeVcdGZPlbPTJH4dxWj4U+E+h6Wy3kga7nzuCzgFF9PlxyfrXpx06KSZvNiVpVO3cRk8e9TfZobfnZkjkA9PripdGN72NlUna1zhfifox1rwDq+nFNkclq42jrjaSP6fnX5z8lSr8Y4P171+nWuJ52lXqtz5kbKfxGK/NTxDZHTfEGp2pGPJuZEx9GOP0rRrS6MpGVzwey8j/AD+NWlvG4XNU2zg1HG3zHuaRFj3n4L3rXfh+7hbaRDPlFzlhuGTkemQf1r0NYxxjI/rXiPwT1b7L4iltGICXUWBnruXkAfUE17mFArWOxDDoDSBqUnrTN1WIrazL5OkXrjgrBIR/3ycUy1AhgRBxtG38hj+lQ+IpP+JPcLn7+yP/AL6cLj9ajSQ8DOTUyKR8/wDxNuvtPjLVfmyFn2j/AICirz+RrjZG3HI4ra8U3X2zX9UmB+/dSt+bnp+GKxW+9jvWL3DqSeX5kjntn+tFw2JCucgccewqWP5YQe7c55B6nrUF0D5hI4zzQMsMw8mJsclQPyNQNIckEU5mKqFb+EYqDqxNAuo77zE1LCxUnH+eahPysc8inqCThep4pdSuhcht2kVmxkZNFSTRmF/LZ1ygA/rRTEYzsGxjim0lKy7SRW7ehBJHw3J4rovCc5hupl3bE2eYS3+rXaQQ7D+Lbk4Xu22sTTtNutWvIrWytpbu6kbbHBBGXkcnsqgZJ+lfUfw2/YG+I/iCxg1TVJdN8LrIN0UF+7SXAz0YogIUj0ZsjHSp5kty0jxqZWyRuaEfMCJm+Zcjc+9h/GVw0jDpkIK5rxQX86JW3AhcFSMAcDAI7HGPlHT5R2r7/wDDv/BPvQrTTFOt+K765vsqVaxhSOFFBzhlcMzguQxJK5IHatLT/wDgm34Ja6ebWfEWuajE0eI44DFBsY5JcttbcSSe3es/awRXK2fmgfvAGp4Y2kYKqs7noqgk/kK/QLXv2FfD3w6L3sVpJ4h09TkXV05ZoueA6Lhfxxj6VJpngzStGjxZafbWir0EEKoP0FefWzKNF8qR6dDL3WXNzHw7ovw18U67IrWuhX0iE/LI8RRfrubAxXYWfwG8SjDXzW2njurOXb8lHX6mvrydordSFTL9N2ARWPqVqlxbyyEBmA9MmuL+16l7JHfHK4Jas8D0H4H2UUiNqF7NdDP+riART9TknH0NdFrXhOwtLy0tIdPjjs7ZUljdQQ3mF2J+bJJ4ArvNNsdzFmHC81zXiBWk8XIMsV+yqAueOJGyQPXkVjUxVSs/eZtHCwp2sjodKxtANSTW727b1GYiew5FNsV8sLiugs4UvFMT8bhx3+teY20etFdjEt2XeGzkk8t2ro9N1yS12hWUqBj3+n+RVC+8Oy2uZIslMZ4qirSR8SQZ29+QamVRNG8Xymzql419GVIwpOfl5HWo1ZpIlhjBVQOT1A/Gs9bkswWO1Lt25JH5Vo2+k3d8oNy5toF6xx8MfYntU86RTkUrq58mB0gycDDP2Hf86+Y/ESw+IvilfWlyk1xsikMKwkA71i3gkkcKMFiSOwr6e8SNHY6eyQrsRUxx0A714NqXhyPWL97+3a4h1OxtnnjezyJXw4AXAPIIZhwe34V6ODqRjPmZ4mYU51IWieceH9MumvtOMts1zZ5YSw/KzZO7cwQn5iAv5qPaudWwF1rTWVm4uBJP5cLqpTflsAgHkA8da7bxP4e1rw74XFreacYIHzcC8jJ2MxKjZnscZODjr0rn/h3GJvGFgXP3Szn8FJH64r6GnJS2PlZwcXZo9w0+0i06yt7WIbYoUVVx04HX8efzrSj+XNUY2DNwc1ZjJ9eOldhlYuwsfWrSSHjvVOM/KD+FTLJwKoLFqN8n0NWF6CqUcnTj/Gpw56Z4qk7CLG6lzVfeex5p6t0Heq5gJkO0+tWUfdzmqinp609W249aOYZYx82cmnr0pi/MM1W1TUo9J02e6kGRGuQuQMknAAPqSR1xVDOS8d+KBpOqadBGtvczq6zm2my8boDjYyqckMN2cnoDxVHwx4itfiH44f8AtiC6uYroNdLpskoWGa4RJGRpXDD7gJbLc/Md3FcHqV5NqU08lxLM9xLljuVSGYgEIp246YBGf4vqKyrh5LdxdK/2aVSsqzSMHZ8n5iBk5O7PBbp+ucordlxex6J8TvFCa9qVxpsXlXaQy+bd3cKmNDk4CKfvBBuGFyM4zgcCtX4XnRNF02SXV7V9R0i7tzHNCsYuYoXDBlYBvmiAw3Ru/qCK5fxPcp4f060mtGESIpCTSMZVEhDOS7Kfnkcgbjj5cr2qX4f+NI9Ps5Yr23V42ZXN/AWbhInVIjtKsoZmUkkg/Kea5JS7anXTpqT3Oo8XaRpXi3w7dSeFvs6PFGZJ47eZngVQwYqkbn93gl2zGcfMc+leH6p4K1XTlaa5tXMXLeZEQ6YBwSWU8ckdfUV9Sf8ACqdf8XCK90zT5reVoY501VZBGBvTJRWdd7AEkHqMnjHbm77wj4g0XUb3TdZube7lUqEuoYirMuAQcnkgkn7xPTFZzlGEeeZcaMpz9nHc8P8ABHh251LUA8RjQW8kcjbiAT83AAzycA9B2r6I0C6NnPEx6qcf8BJrF0zw7a6TsSKPY2c8LgHI65x1wDW+tsFaD35H+FfO4mrGrLQ+gwlB0Y3O3njW8tPlOAeR/Q1ivCyNscYPfuKk026eFRGwytXJpPMH3QV64YAn6ivOj7rPaU3oMtrx7WPYiqR29v0p7ak4YEcn/PvVZVU5IG38TSlAvOMD6k1opX0HKs7EqqZss+D3AzivEfjppWoeJbyzj04CaK1Vt0KthmYkZIHfpj8BXsc1wdhCnnGc/wA65ybSba8iknS6Au1m8prdkONoUsX3YxkErxnv7V0UaiozU7Hl4iDrQ9m3ufJl7Z3FjI8VzDJbzRn5o5VKsPqCP50mn4VGJODmv1H/AGe/A9rdeHNTudQtI7qG82WqrNCrq8YDhshhgjfjqP4DS+Kv2LPhb4+ke5GizaBfMFctoci2yMTHvI8sqY85DfdUdq+poy9rBTPkK8FSm6aPzEXsfxr9Hf2RfDrWnwW0bzoiHuGkuEOOoZic/wAq8V+Lf/BP/XfCdve33g/U28QwWo8w2F0gjupFwSDEQdshwD8pC9sZr60+CsNj4d+HWhWksqwy2dhFGUk4IwoJyPXOa1s+xjEh1rT/AOz9QlRuWzk/jzWTKC556/pWprmqRalqUsyNhCcDOe3esySaNmwjqfbPP1xVL0LM29i3QyKeQwx7V+d/xk01tL+JmvwFdu6fzB/wIA5/PNfo1Ku9CMc9RXw7+1nov9l/EyO5C4S8tlb0GVYg/iARTls2TI8QZfmAxk1Tz5cjAnBzWh/GtULr/XnjisiDf8H3z2fiLTZUlMRWdMyDqASAf0J/OvqbcPWvkXT5BHMjDgqQfyOa+oR4isLe2haa7jRmRW27hnkA9M1cWluyoxlLSKua0jAL61HvFY03izTNvy3DN/uxsf6VWbxhYZ4Mp/4Bj+tVzx6s3jg8RLaDLfiCTbawJ/z0uIx+R3f+y1G0wigZzwFXd+QJrG1jxNa3MloUWVljkLt8oz91gMc+pqnqnieGbS7uGKG4E8kMiR7lUDcVIGTn1xUSqRezNfqWIWvIzwGaRppHbOSzbuvqSaiDfMWK5PQYrZPhHVlXm2/Jh/jUf/CP6hb7DJZyY5yVXcPbpWfMjKWGrR1cGZasSgBPA470rAzXEagZHAP9akmZoleJk2nd0bIIqxod0bLVBK0e/wCQjGcfiDQmczTW5Wus7jldo6DrmoUjeTO2N2H+yCavavcNd3LS4wWOAq8/gK3tBs3s9PIuzs5LbB1xgcH/AAqhHNQ2ctzgRRtK23ooz16f1rXs/DMq7ZLhthHIRev4n1+lb6eVbptgRY0HZQMk+mfrTJrhVVmZwR0ycke+PpzVKIFUaNZhRiJM99xBOfxoqpNdNJIS3A7A9QPzop8o9Tkee9e1/AL9lvxR8dL9Z4l/snw4km2bVrhCQxHVYl/5aN9OB3Pru/sp/sw3Pxo1WbW9XieLwhpsgEzAlWu5Mj90h9ORuYdAfU1+k/h3TbbQdHtILGzW0srdVWCCGPaiopwABjAGP50pTurIqMerOd+EPwH8HfBfS0s/Dmmxx3jJtuNSmAe6nIAyWfHAJ/hUAe1eisBBGQD8vXFQf8fUbOOf4j2z71YtoRIux24xkZyT0zjpzXHKR0RVhkMhkkDbdwHGPx/nzXQS7fsoUBhxyVwe/QD8awrZBDcopZQp5G054IGCPbkdPUetb6xR2trvkbAUfKvcnOahsoZHLE2YJUUxkbfn5HQjB+uTXzd8WPBk3gvWpGi50y7ZpLeQLhVySTGfdc/livf7pZBulc/O3O3HC5OAB+GKh1fQLPxpoU2j6iuRKo2ycbo3HKsp7MP6muLEUVWjbqdmGxDw80+h8cXUjMxUfj/jT7W0eaMqORjBrW+IHgbVPAGufYdQXzIpCTb3kYIjnUYyV9CCeVNWfD9kFjCsRzyM/qK8PkcZcrR9UpxlFSjqcNchLNXB47d81yF4ol8R2sp5DQSL/wCPIf6mvQfHGmPazMyrhG5X0rgLoFNSsHPXey/mhJ/VR+VbLQwlE6S3tysIPU1fsZjG3HWoNPugY1DDdnitG3sRIAynkn/Oa53ubw0N7Tr9NoBGcdQcgfyq/Nb6fdRnbGFY/l0rCht5Y+GBA/GrkbPkACuWUjWyLDwRW5/dqqj/AGQBVO4mVVOBheuOlWJo254xxWVeMTnPFJO4HNeJA11bvGON3H59q574WaD/AGprGp3CkBJCLaEnusZO5h/wMt/3yK1/GGoPa2JjtiDe3DCC37je2cEj0ABb6Ka6j4W+HhbBYoMiC3iEYZuvpkn1P9TXVGTjAwlFSZFZ+F7f+0pYZVknj8vadyjy8A8KRnqSzdPT8qXh/wDZf0LxV45tF0e1bS7u43LJ9nO2NUxlm27TtIwOgxyB3r0STSWhvNkStLLKwAVQSWYkYAHqSf1r6R+GPw5Hw/0V7+/RX1i5UGTriFeCEB9ieT6/SunCyqyqKz0ODGKjSg3LVvY+QviH+xr4z8LzNN4ami8SWQGSmUguUIHIKs20jr0b8K8F1j+2fCupPYavY3Om3q/et7qFo39jgjocdelfqtJNI00Vyo3wNKqS4zxkjBP046GqfiDwnpPia3k07xBpFnrdg3Rb2BXAyOoyOG/2h6V9Bzz6M8/D4mlDStSTXoflUviKbGQygfSlHii5XjMZHup/xr7C+KH7A+ma1FPqHgHU20i75b+ytSZpLdj12pJgun/Ag/1FfF3jjwf4g+HWvz6L4k0yfStRi58qZeHXs6MDtZTz8ynHFL2lRdT6GjDLMUrRgrmzbeL2VgJYVI/2GwfwB/xrestYg1BR5UmW/unhvyrylrg7eG5p1vqktrIHjkKsvIOa1p4iSdpbHPislw84t0fdZ7EjZxzj+dTRsM9awdD1garp8VwMBujKOcEcH/PvWos27GOK9OMuZXR8NOEqcnGXQuhucCqWq67a6NGGuJMMeVjXlj9B/jTbrUEsbOa4k+5EhY9ugzjPv/WvHdU1yfUryWeZ8s5JxngegHsBWNapybbnqZfgVi5Nyfuo7y8+JE3ItokjHT95lj+Wa5fX/F15rEa2880cqbg3ks4Qs3IAA2nue/rXNtdNyc+/Wtfwl4fuPFOo+THtWBfnnZoyygcgdTyTz0HbNc1OrJNzm9Ee3jqNCjTjRow1Zk3DSSTi2jS7M4+ZFhO52YE5YHO7GWK8HjJ9MVcXwf4ikQOvh2+iDbo33W7sSrAcbcdMkdX6A/Wvorwb4N07QbdI7O2SIY+aTgu3TJJ967m2sY1UBQAen/1q8+rm1naK0OOnlN43k7M+d/h78EPiH8TNN066sNAlTSrGRYjPczC3VpWYAyAOMuVAUHap/wBWB1Ar7g+Ff7N/g/wItvfrp1vea2kkm+/lQMVO9CRGudqZUseBuOeTU/wG3NNrllIWMCwrcKuT8pViWI9yo/QV7NJpYuJZZF+WeTdG6qMAuEI3fmJfyFenhqqrU1Ox5OJpulVdN9DD/wCEZhaeZmXO50QL6YlXJ+pKt+VfP3xn8Fn7LBqkMJaW1jWOdVA/1e0NuPspYf8AfRPavpm7m/0iCZRgTFZSPYhZM/gWb8q4zxNp6iOIvGrxSKY2VhkMpjhBBHoR6+prWtSVaDpsmjVdGamj4puI4P8AWSAts5XacdSB1z/nNXbW3W7AdVztHykfrg12/wAT/hNJ4dlubuxDPpEu4FVyWttzOqqT/d+Xg/nXIeHVH9mwKFMbrlWXtlSRwfTivja9GVB2mfYYerGslKDLEK+vOKnMyjGfpVRg0N4XToeSq/XrimSTRSYPlsQ3OckH8q5OY9HlLKsGbK8inyHzAOcVXsUikkKrJJF/snB/Wrc3lWcZO9pH9eMfXFUpGUolS6UJDnq/5YxyB+JqLw/4S1DWte03T7Te095+8I2kqqMN+/kdAgDcHnd+Tds14VgiVpbmV1VFUZO4nAGO5J9Aa+qfhj8PR4TsbC4vlNxrN5JCszO29oYtyMqg+pwwP+6B2rvwtGWImlbQ8zF144eN+p22j6Pb+FdAsLC24gtI41QnGWUSkZPuQ+fxNXvDt0ZIFZxyojOfYeYv8hUOvyeRpiDr8hT8ljYf+gmm6cPsukO+cHyiPyeQf1H519jGKiklsj4yUuZtvcbNq3la46su9VhjAGMjIVMj8W2/ka5Xxho9tY6BrepRwKk8cMkiSZJJk3BAxBOOW3N09K6CW3MusXxAyVk2D/vqMD+R/KszxojTeC9bUHhrfcPxkkb+QpVW1CTRVJc04pnzlfaprUhDPqExHQbSFH5AVDZ+MNQspR9oP2uLuGAVh9GA/mK15rX931wOnt9ayLywRlfA/kK+NhjasHufZywlKStax1+n+LLW8hVkdgOmGwCD6NXzP+2MqXkmgXqkFkaSI9M4IBH8j+dejahDJDuCOyHp8rEd84zXi/7QV5Hc6HZQmfzLmGYOy9TtIIBP519PhcVGvDzPmcZh3h5W6Hhm75s9qo3P+tarRbrWe7FpGNbnnly2PI9a9L0+9U2UBXaB5a/yFeYWzHjua67R7xntAp/5Z/L6VzVldH0WS1VTquL6nVNqAXjIpPtx5+bNYhuA2O34077T7iuOx9t7U1jfFf8A9QppvjjHT9KyWuDSfaD35/GjlJdboan2zdTGuj9azGm6dqTzx61ZDqlq8SG/j8u4jWRf9rr+B/wrGvtDgs9JuZoyh8t1CcAPznOT35A/Or/nfgfeql3doyiJhuDckdBxyP1rSm5c1jwsxo0J0nUejM7StPWDF1Mu6TqinOFz/Wr0lwGPTJxn8ewqpNdGUkAgHHHbt/8AXpGzksvI3Dp065zn8q7z4Yna68vkdFGfpnA/Pr+dVGulkb5jtK8YBx05Jz9c1A0m6MgSqPlwu05PUcHjjGKrSDjJXG7ksvK9zQMstPFuO5hn2JH8qKomPdzuwO3SigD9e/h54V0vwL4f07RtMtlgsrGJYo1AB+pb1JJJOepJrtZrgSXDO6JEy4GF4HTB496wo2G4bTtxz7VYkkKsku4svQjOQPasJSOuJo6fcj7U4PKt/D/OrasbbftcI20hWZSw574z6Z71Ts4gjiQfxVJeTGQ85IUf5xXPJ6mhq2LPq2vICu6NUYmTzGJ58vAI4GSFPQcYPrXRXUaTMjMu9YeSo46Dv9M1laFYta2MUiriSRc8+/Un8MflWjdSeTbmNeZM53fhzSEZF832i5EcKgqz5z14ByR9P8Kjuj9kjA83y5OrsvUZ5A+pGPzqS4uf7LXcFEl7IpMEGeTyAWIzwoJHJ9aoW8fnSp57eaE+aR8Y3seSfpn+QoGaF5pOn+L9Hew1O1S9tpNpUNgNu7Mp7MCeorw7x18MZPBdytxbmS40gt+5uD95MjO2QeuQfrxXukdwJMR52uORxkexP0qbzkmWSC4jWWFuGWQBgR6Ed+B39awq0VUXmdVCvOg9HdHyH4oiF5bEDll7da8z1Ow3PA5HzJKpHHqCP619feKvgNa6uxn0K9WwLf8ALrOC0WccgNncB9Qa8I8ffC/X/DciyahpcsVujrm7jG+E5YAHcOmc9/UV5E6c4fEj6KjiKdVJJnA28bKgA+n41u6ZdMgCsCh9+n51VktDaXBRhheq9asRzKpIBFc76HcopnT2twnloGy/q34etWUkhzkBTXMQ3BGcce68ZqZbp9xO/J96w5Q9nbZm5eXK7SRhR09vpXNahcEsw+6vv0qxNfOwC7gD0zjJqnrURsdJNznzLyRlitoW4VpGOFJ/2Ryxx2U0KCHa2pzukaO3ibxNLODi2sc28bHOPMODIw9wAq/g9e2+E9Jhso4ra1hZ5HO1UUFmdieMDuSTWH8Lfh7e6ytto2hwebJHH5ks8x2hVJJMjtjqxJPA6k19P/D34W2fgGM395Muoaxg7ZEBCRDHIQeuP4j6n3rqp0Z1nZLQ4MRiKdCO+ofDf4WQ6Cw1XVoY5dXb5oYWwVtx64zy5GeR04Fd5dbbnMUnUnIbIPYcdOxzWXdawY7qJpAFg3+XKy/wg4KuPbp+Zqx4gjeG1ju14VWxIFORg8Z+nT9a9unTjSjaKPlqlSdWfNIxrSR9NhvkIUtHIMrjOQCGBHqMEV0UNmlw27ZlDngZ46Hr+fWsTVo9l0kq8rNHhu444/lit7TmD2cUg4JVT7dK2RDRFqNmkcYUfugpwJBwfqfb615x8U/hf4f+LPhyXRvE9it3ENxttQhAFxascYeNscE4GQRg4GRivRLvUFSUh95ZTnA5HPXHPGfpWe21txA+Q/w9hVDjKUHzRdmfkv8AGn4N618EfGD6NqpF1aTKZbDUolIiuos43D0YHhlJ4Ptgnz1mGTxX6wfG74U6T8XPAt7oWoRxpcYaWwvGX5rW4C4WQH+6SBuA6jNflLrGmXug6pe6ZqFu1pf2Uz29xA4w0ciMVZT7gg/XFRKPY+vweM9vDlnujq/h3cszXsB+78rj68g/piu4XAxkZrzf4dzEa1PH3aBj+TL/APWr0dDz7V6FB+4fL5lBRxLa6mJ47mMXhe8K8Ftq/mwz+leSFsLk/SvVviE23wrcn/bj/wDQhXkZYnqTisK/xHrZTpSfqOklARsY3FSFVsfMSDgAZ7n09a+gPhz4dTRdLtrZlAlb5pCoA+YgcdOg4H4V5D8PNKbVvE0JwTDbjzn44ODhQT9f5V9IaHZDbG2MHp05/wD1V42OrcsFBHfTh7Su5y6aHQ6XartHZf1rXjiIyB0qGxjVtvGB19K00jPBxXznN1Z6h6h8AbXzdY1MH7zW6x+n3g6YP4la9mjm+ZZh0Zll/MIx/SZ/yNeW/AnT2jur+6KuWkgUxhVJX5JUYEn1Yq4AH9xq9TZYo7eNS6qrr5asTwcpKqkfVTEePUV9xlq/2eJ8JmUubEyaKVwEENlzn/RmX8o5U/8AZR+QrLvLNbyxmtZeJI3kVWz6LGAf/HTV2eRfs9sjEB185Np6/emwCPUEjr607WrVrXUJmx8k3mFSOm4ISR9c4r02jzUzir7T5DbujQh5c4MbrlTuMwwR6EHvXhXjr4bnS7qW60CN57KXdIttuBcKuASgzkgHPyjnBr6sh2TEFlUjJZePQT4/l+tcb4y0H7Bsv7WNQkbICDkKmxVduB2ZiO3UCuevQhiI8sjrw+Inh580D49hmzIWxhl4PXtxUVxeAyIevY19Ka18NfD3jBFu542t7t1+a7tDsdiFjLbgRgkEt94ZrmI/2bbNrhA2uThCygqLZQ3MrR9d3UY9O9fOSyurFvl1Pp6ebUGrz0Z4dE5WVXIYHPYZyOeevXitXTdI1DxHeLa6fZzXdyxACouQMkAE84HJHLHvXuGmfAnw3ZwrcXBvNQl8vfieYKufLduiAfxKOp7GvQtL0az0e2la1s47azt2ZxHboFB2Sxtj6lccmtaeVy3mzGtm1Pakrs8y+EPwul8N6yNUvist7BF5qbeVRjGJAAcDLbQwyPQ/j7vpsO++luP+WUYZIyp4wsqOPyD4/A1zWlxnTtKidSr3Mn70blwSys4IP/ACPyrqbeEWunCFDtDboo+g+Z0jKge5bHX1r3MPRVJcsT5utWnWlzzM/wAYS4RIF643e+V81MfkBWo1oBYz2zHLtuX0+/ICv6FvzrHmmXUL0XbBi6ySCOHcByxj+UnHrIf0qXUryWzYpu23Mb5m+YEDYhBPT1LY56Rmu63Q47iafMd1pfMMG4nZpFPQFZjx/wCPD8hRqWmi80+70/GfOtgo5xyYZDj/AL6cVkRatbrbizVwPs7MgkZiAd2Akp9iwXOP7w9a6vSWtb64jvWLxgxyl7eX5TGqIoHfthh+FRUV4tFwlyyT7HzJEnmRqe2OPyqC5hx7mvTNW+GUTTzx6TdRo0A+aCcnBwpY4bHoV6jv1rj9Q8K6xYtIk+m3AKnbuVC65ABI3LkZwfWvg6+FrUX70T7ihiqNaKtI8/1Sy3K7FSe+eleH/HLQWk8M3V1BbpJNDhpJNpLCMEdD6DjqD0r6G1G34Ibcvs3FcX4i01Li1nidA8ci7WVhwQeCCPpmnha0qNRPYMTRjXptbnw60g2sc4FU1ywyFLV0HjLw+/hnxFeab1SN8xt3MbcqfyI/KqMMJ2lGGFr7KMlJJrqfDyi4txfQqxWs7DIRj/u1taHdN88TjB6+h9wagt1MZPzEirFuw+0kDrtzmonsd2Bk44iNjXEhOelHmdcjmqyNuzT8n1riPtlPTUl8z1GDSeZ7CoicUzzh70xcxMZvXFJuA9qrtIDjIpN26i3UnmtuTTXIjj3d+nFZ/mZZmc5Y/jUdzdKZCu4YWq7SB42wSO59T7V104qKv1PlMfiHWk4rZD5LoLlUA3/3j06YNQs7SZLsWPX5jnoc1F/ETjJqQ9D9WH6VseOO3Er8pwcY/X/9dSM3mEHod+C3fBb1+g/U1VZmQ5HIzgj6g4/UVIJgyHsev5A5H5mgCXyS3RgO/T1Gf64/CimySqrH5d2Sf54H6CimB+w7KY5Np4NSLNtiZOobsf51otZpfWiXUA3L1YDk/Ssq4Z7e0eYttCbtxWMKAUaXPqCCIh/EPvH2rlO9HQaTmSzRyMHbj9KvWdl50sCgNhnIcnpgcnn6VUt8RaevlnJ3Mox04J5q/wCHXka7KuSqEYweAemT/OsJbjOvVfkG0YGOAKytVuJbf9za7Tcty0jDKxL6kd2ODxWpc3n2eEBGBnbgL2HqSM9B7GqMMKRxsB80mdzM3JOR1+p9qCDnooTCzfPJM7ctJKxZm9yf6AfhVv7LMsYcxEJ17A/XFbEOn+YwZkUr16bTx07Dpx+tOuo44ZAUl804ycjHzZ+npTKMexhyGlb+Lgf1P41PNGY/mcFVALk4JO0DJOPxHSnMw5C8DoAOBUsZaWQAHAbaT3GFIPI9PlHTHegZHHM0SvkclsDp26n88/lWL48uEk8JFpF3xrc2pKMMjaLmI4PsQD+YrUmZWyF3bFGAWJJ/E+v1rlfHzsPCmovkkRIsv/fDBs/mKyktCo/FoN8UfAvwf4oWSQQTaVPk4lsW2r1IB2MNuM+grzbUP2Tb3zD/AGf4ntZkPIW6t3iPQ8EqW9PSvfZshLZVJy3zYxyeSR/T8qI2ZZgHbBY7gcdsE5H4D9axdCEuh1wxdam7KWh81yfst+Noyv2e70ecN6XjKfyKexrLm/Z7+IkEjKuixzhTjzI7yEq3uPn6fhX1zpdwWtixIZ1faSQOflHP6mo5Lho5lVdodm+bgHsf1OBUfVIG/wDaVfyPl7Rf2cvGskxlvba0tu4WW6Uge5CA+ldL4L+ANv4j8bXo1+7+2aZoQW28uzZkSS8lQM6luuEjaNeAOZmHavV/G3jBvC/h3UdSZWmeFCYoc8ySnAijHuzlV/4EK0Ph7o/9gaOmnT3H2m9/4+rq5TKiaeRi8kgHo0m4/iKcMLTixTx9epCzZpWOnaf4Us0sdIsIbG3bOPKUZLAZBY9STxyT3FTW0hlntpieGbynX3wdv6jA+op2qWRmEvkMplIDJyflYcgjnt3yOhNVbG5jkIm27Y5eHj7o4xkfhgflXWopaLY81tyd27slu9NeaZ0XAAyrbs42jkHHrWjpafaNLexlPnOqmMdiyEcDr1APqOlX2t45lEijlgBuzgcDnJ54xn86q3MP2PyJo0UFeH2nO7JPP1Ax+tOxFylHam802DzOJbeRoZdvXgcEfXAPP94Ve0/9zCsLLsK/LtbqMHGD+IrRs7VVvJ5ozsS6RX24yBIo6/iMf981QKkXT9zu3Hqe/J68ZINGxN+hS1KJVcsTz3qtEizqSrAL37+v+FWtcjLSAZwMf/qrP08uszKI2dTgttHTHc+2M0Fra5WvINysrDeRwe/Yc/ka/OH9uLwSPDPxag1iGPZb65aCRmHAM8WEfH1Tyj9WNfpvfW6+SzKxDNtZUUZzn1PoAT+dfIP7dngpte+Fo1aNd1zodylwxXr5TERuB/32jf8AbM0dGdmEqezrJ9z4c8AyH/hJkA/iicfoD/SvU1HWvJfA0hXxVZDOCfMH/jhr1pT0Heu2h8IZl/HT8jA+IAz4Vuf96P8A9CFeQHrivYPHnzeFrsZwcxn0/jFV/hz+zF47+Kegxazo1tZwafPM0MM19ceUZSuclVwWKhhtyRyT7NjKtfnskdmXVIU6L5n1LPwf0f7Npj3RX95cNu3f7I4GPqc17v4S8K6xr8ckmnaZc3cUIJZ4kJUYIyAfXJHA9RUvgf8AZr8V2fmWVzb2tgliFiaWW4VlfAOSgTORgHt1r6f+Hulx+F/CsHh0bb6S3lkDXEMZCyK4JZwQ3HRSCfQdK8VYOpi6rc9EdNbMKeHhem02zxPwh4C1LxFqEtkkRtJIXWKVrpWRY5CcBG4yG+o7GuqX4T66GQLHbvAyoxuI51ZQrEgMVzu7Ht2r2+20x7yZLi5DRRMrFlLES/61sk4OMgsuO42sKv2kMdlYxSZzLHCQsnIwpjldTnPUH09BXbHJ6KS5nqebPN60n7qMLwr4U/4QiweHS2kuQsv2h/OOGfDsyEADukQGB2LdzRqlrJLbpBHHJeSfaPLHmH5eYlCk89AV3f8AAjW9PNNm6uIwqyw3DCIFePlbeCw9CU2/iKw9a1SSG6XyhiAxmZAcE8ptXPuAxX/gFe1TgqceWK0PEnKU5c0jkNB8b27apqEbyY8tzGrXGd0bkrkg56geo79sYrpNS8Tf2gHjheEXCyOQGZSEfLsy57qQE/AiuSvtChuvF1zJDEomu41dguQCWaVNxGeuCvQV09npSR+XaRRqxkTc023A+d9uR/wAA/iasg0I9Qt44bdxbyIkqu0bLymxFILnPQHMjfiKtpcQ6lZzK6YGws6NjjcibQRng4Q9qZeK0kxWErHuXYVHKxwqAxOPU4VR9DXNzSPYMjxnYWRp3kzl/KUFtpP8RLsOo65p2uBTvdBOgyTRNcrJDJ5nlKzHcM7VIzj/AGD0P8VTMStyc5B83A/C6B6/561e+1HXVmgmimWeNhHH8vmyFz8zFySo4Dc9ByKvWVnZXQeOUI11ErM/lvkPh4n3j2JD9B/CaVuXcDE06zN/NBCg+VjGrHsAzTIf/Qh+VbureF5E8MQS3CNBHPB58LYyJP3GCCccElC3OPunr2uX32bRLWRwVgSJsjdnHyXIIBOO4ase11C6utOt7S5vJHsw27ZIxKR7g6ggZ4UqR+RrKWrVil3IVt3ur6W4YjaJjtz/AHWeRSc/gKh1a5SzksoroFJcKhjKtuRlUByR/eUqrcjnOKq6t4mtNHjmt1ka9vo41kS3RAQpOGLE46bn27SOQRVrRtHFzo8eorJ9ouWY/eBJ3LISq5z6GIfStErCbvoLpenGyvrX7QN4aJo3ZDnZIGVC4P18tuvQn1rF+K1ldahMZre7mtgmBNDGCygMpBbGezYXr0augkuh9htrhD8iny2b/ZYbMn3AEJpfEFmuprclj/rrZW46/MGH6Ptq0+qIt3OT1bSYbO303ypWYwwyWsu7p98gfh8q9fUVs6DGzwzSySvczxxmC33E7TlQoBGe+S2fY1kSTC80WTzCUuR5EH/bQ4GSPcKPyNdHYRLpNrZqeDM+CpGTjY20/gSfyFDfdBbsJfaXJNa2t3aTN0ZZVk4WYFXY8gcYUqMn/Z9Kmha5uHuY54XE26c+dHgZ+RFDAZ6EZbjsDW9otq1xp5t5FwpWKNl4JDFFLj6hY/8Ax40adbLO9o5HzrInTPzKIXJB567SvbsKNLD1MW60k3VmGvEjeCaIN5L4YAEAuSCMYRAqj3Y15b8S/gv/AGksE/hmyVLmQlri0MwWNS3zJGgb+IKeeQORXu0unqzWoeMMIyIyCcFWaEOHU9QwYN+ZrObSLNb6SdXaKK6Ea/KchpHKNuI9SQvQ9z9K5auFpV1aSOmjiatCV4s/Mv4xeEbLT9YUa7ps8VzayGOTyVIm6cL05Bzkfge9cxD8JdM8UWol0K/ktLkLuay1BCGHAHPHAJ75PUV+kXjr4d+GvGEtpqGs2Xl38AWOzuYUXczEMp3AjkK3zc/1r5d/ai+GviHwf4XtfEOmbNbtrV/Me4s4ws1qq43F1DH5CCQWBwOM9a41RrYe0Yq67nTOpRrvnejPivUbKXSrya2njaKeJykkbDByDj/P4U+3TaueM9a2fGmpprWpw3wASW4hVpUAAwwJHIx1IH6CsSOTBAq5vZHXgadnzstK3pxS7j61FvAzzijzB61gz6DmH+Z9aazenFRs+cY4pu4+tCVg5yTcF685pksg2kjgCkyTUF05WMgdapbowrVOWDkZ1wu5gxPPTHp9acrDy/TP9c/1FJM4VeRkHkf40kZ+6P8APBrs7WPjG+ZtvqTAfKfXr+gpqsTj8vzBpZD0xwKZu6ei4/mBTJHSN8px/sn9B/U1EuFY/l+QNSr82c9MfyJP8h+lRSKVAPfg/pg/qaQD9wXG4ZP+RRSLJsGDzzxRT1Gfsj4Y1CSxURyZ8s9u3pj61oXVtBvLLHGAxLBtgLDJYk5x1+Zv++jWfDH5cZX3yP8AGrdrdbchxuToR/WuSR3ly3kl+yzRBt7/AH1bJ7dvxGf0rR0HVjK0lw0bbl2xKndmHQD36f8A6qxE8yS4SO2+d3OMdsHjJ9gK7XSdJisYlOA0v97sM9cfX1rLrcRNGJMbpiDM3Lbeg9APYU+3xJOATx1x64HT9KWZgo9TUMTANuJwf89KdxmlJdOiugAw/BJ7AD/9dZZkJZmC4LHhu+OcDP0xVt8tGQ3I9+aqzLtxTAYq4ww4960orORbAuuC8ozgnB2jIH58/mKp26BpATyqjJHb6fyq7HdKGRHbAXgZGQfQUARWemfuyZYmdiflXnsMk1zfj7S1bwhrKxnBeymXGM87Dgg+n+FehRMFtDJHtSVTtGORyBng9+f0rldST+0LW5SSRQhjeLy8EHkEdPXJ9amWw4vVMha6W6g02f8A1itbRttABVtwUgnjt7HoT7EXlYecvc4btjv355JyegHU1y/hO4+1+FdAl7mxt1b6iNQf1BrqBlnJ6nOaiL0LluQsTBCw9ZCf5CnrJ++Vv7rqT+Yz+mfzqUwrOxHQLk+/bj9arao0Nnp88zMIkjUszs3yhQCck+wH8q0Mjk9ZtD4n+ItlpCt/omjKuqXnBwZm3JbKeOQAJX4PBRO9dVHIbOS0kVuYmMDYORtBAGfodv5Gsn4exzXGlz65cIyXWuXH9osjcNGhAECexWFYwcd91bN6m6OZAuCy7lCgADqOB7HFC7lS3saT3TsCAu1xxn/61V2XazzKNqSnLjsG9f8APrV6C1N6UeJfvDJ7DBGQfyNTLYtGrIxV0bA46j3wfQ/1oZJLpt0ZI9ik714HXpgnH16n6A0+aTbHkyEKRjnkdc4rPt2ksZyvQdNp5HXuK0pl8yMsq5Ruo6ge386YFjQ7xLhZIlfc0Te+eeRx+JptwwTVygPJiDFe/DEf4frVPT7T7BqSToNqyfu2HTOeR+R/nWhcxiS+S44BWNoyMc8spH4fKf0qSetylrijap7isfzpfs5gDEIzhiO/Ax1/z2rbvlWUYJxWSseyY9wDQOPYuX8iGxkbcrAKdvPr04+uK8p+Jnh+PxR4B1bS5F3nUbC4tiOpG+FlBx6gtn8BXf6xceXZuoOSwwPxrCvvlaPI4U9Me/FXEezuj8gvAoM3iawbJXbvb8kbg16/u6Vh+KPAsvhj43+M7dnjjttO1W4WOONAuVky6AKBgAI69PTitYSd+1dtFWWppjKkaklJPoVdc1RdIsRfvawX6Ws8M7Wt0u6KUJKrFHH904wfqa+4fhzd/wDCwPAOi6nBokng6ya2AisZkVCE2lVEaDGAy7scDIAbHNeC/AL4Mj4ga5banrVox8PRvuijkxi7kQgjj+4rAZzwTgdM4+yLywi27iMMed/YZKqGA9CMAD0BPeteXW5w8/uKJHodlBeW370/a51HlZnOArZAHAIyAFzz/drpLd7GztxNAsaIoyEXptQb8H3Ztv8A30K4hYrqGRwgYuP3h4ONwbGT6AH+dXmR2tXhCsSI5FG35upiQAkdxg/lVGR0k94rRzxq5ISKRWz3Kx5OPq0hP4CoplItbiBjkpGwX8I5gP5fyrKkinLT7FZCTN82CB806Jj8QK0Zo3jjuSG3vukA9DmOdh+GGFUBpzFF0+Vj/eZj74mlIH/fQX865DxCPM0u7ZfleEtGnPUMokU5+pk611DPu0+dW4+aUfNx/wAt0YH8pP1rlry3kYXdi+DbTTQRRsODlmdWBGPRvXtR3AbaaaV1hpmOJIrOGzDDgbmLMx/AH68Vuae6zQ7iNpl5HbapJCj8ELf981mrKblbmRORNJI6H/ebyl/IBz+FbVuqR6a8nRcZP/AgVUD6Rgn8aTAypiWhvpSSGmVseygDCj6u/wD47UV5YxyTS2zxq6KqxuzDO5V2Er+LK35mr9rb+a1pHKMhvJLj/eLSt+gH6URq8n2Zuhml5/4EAf5vTTHYw00HbHCIrh5Q1xIXWT5vM3OwXPPTMa1jR+NprKRI7lCJZnBTzoQyxhn2KgIGTz7gfMa7OxU7rUnozQn/AL6eQk/magl0WO8t7djsYqqqnmKCo3rsKkf3WKAH/eo0e47dTK16eS71a00+4KqUWW7uI/MG4qGVsFCA2NynseuexxlXur6YltJbTXDRXMm2NGjVtysAXycDgGMvwSPue4rJ1aHUdLutb1K2uo/tEbx7FZSXitREV8pSxOTtkbtjdmt/wv4etLDS9FljCyLLJHdSSgYEzsTEZMZxlgM4HHNHI46swhWhVbjDdDPCdnBqE9xqLYlupriEmdskkPGY8knqCyIeR3FaXh1TYyXunr9yQvJAO4ZclVHvsI/75FV9FVodbNp0S6s40TP95NyqR7hox/30K1NSTZeC6t12SeYlymOB8wJA/wC+lUfjS6mpXazVnu7XaBDIWZfTY4HT6Fk/74NVYGkmsURuJRDJEfXJIkX/AMeRvzrbvI42WOVFJiKbl91ALbfqY3Yf8Bqg8f2O8EjfPFvbcR7gtkcdyC34j1p+QHM3FvFuITBj+0wSE9/mhYD8ct+laP8AaizXolb+GNXZf4eXViPqFkasm7YQabdvn9/a3CQy45O1Wco34FsfgKfoqtcS3KtwPLb6bfKI/QxiqtdXEdZ4Z1KTdNAzkzJ5wB7eYRHGCT9S31wa0JrqOxkIgO4rJMV/4CixKAfdqx7NUsleSP77XDTH1OF37R/wJhWhZ2Swuhlw7I0g55HyRk5/F2Y/lUgyOfULq+jfySc/uyrAdTt8lCPYnc34U2NmOxkUvGmFTd/skKD+Cxt+dbFkib4EVMANYr0A/hJ6fSm2EaKtscYTbF16fM8qk/8Aj361SJKLkW8BUKJJP9Wu5QwIaJCFI7ghW61wnxK8A3uveBNZi8FXNromu3lvlPNQvbuCMEFCeAxGM44P3gwr0WSEpbiRRysSvz03Qvg/mprO1i+igme3jCkqZI14HRmDYP0Af8qq/QOp+LmvWt7pWtXGmahYf2fqVmxtbmEbs+ZGSrZGeDx29Kz1n29eCfXivtv9uP4KJb2qfEPw9Zql9bmOTV2hBDjcAFnHPI3FVbI4yp7mvE/Ajp8RtHd1t4JrqDEdzBJtypI4IB7HB6e9efVpqLvc9XD4twSjY8SE5+tP84EHsa9zvvgfa3RcixW3PXMU20fgMkfpWRJ+z4GwU1HyAezMrkfXpXK7LW560cVza2PIfNx3pPONe0W/7Otq4Hm6zN7+XEp/Lmra/s66UPvapeH/AICg/pUc6NfrHkeGib1pk0gZSMZFe/J+z9oUIzJd3JH96RwB+grzX4taBpnhfVbGw00xMn2fzZGjYMcl2XBPqAvf1q6UlKVkcWKrXpNWPO5XO4Z5Gcfh2/l+tPjG7IFQzcMOwxn8uKnhIO4j/PFdh4HQSRunP5f59qarDB+n+JpJDznof8kf1ojwSBnaOn58f1p9RDhngA8f4j/P508YZTk44/kSf5AVDkbRzjt/n6cUGXknHAP8+CPyx+tIB80YDAnuP5cfzBoqLzt2A4yRwP50Uxn7NQMWZiRxnpWjYaO+orP5bBSi7huxz04A9T7elOjt7aRDJBKr7uQjfKfpRG3+kBGQYzyOM/5/wrj5TuNTw3pbrMX8smVhyByfpXTtm3jYuMbRmo9NZILHOdh/iHT6ZqO+Z7q3Eayqoc8DPPHU4o5TPm7kEc3mzZbke2DipbcGSYgcY70yGxlhwNrOF6PgnPvU8Z8voMHpRylluJBI4DcrnFNuLVYpAZAOmduMEgAHjk5Pyv0PcU63YLnnBpbo7lJXjnPHFSBVVRDGVHJY55GD7EjHXn07U2OTypFkIztOaNpUZP8AnFG07cbc0FF1dSijUkFhxnbjJ+may5XJhd2+87Z/XNOkXb0HJqO6XdsX5QM87iAOBjJPpz3qQOX8A/8AIo2Kd4Wmg/79yyJj/wAdFd1Ysu5vlBOPl3AH0zXD/D1caDMm9XK6lfDjnj7VIeuPcdD3FdfBlc9iKiBc9zZFnFNGceXGzcdwfyx/SuF+JVsLyWw8LbmT+0nxdFQMraJgyk4P8QZIx/11PpXVw3W3zS823ABBY4HHJJP4CuN8M3H/AAkl1f8AiOZjJ/aRWOy3D5ktUJCN7eYS8n0dfStCI/zHVWKJHavFE25YX+Xt8pGRx6cn8qmMPnKCBz1/+tUWnqEn8voJEKHvluSD+YP51esVxkE/d3H3wMZIHoNy/wDfQpi8y74dVP7PQAYaNmifOeg+7nk/wle1a17An2FHiRmnwwdiRjuAfyrHsR9nvLiNThJl8xeARuUYP6EflWnb3RkQpnLYwykDP1A9xjp6GgRm3Fv51v5ySK7rwyrkH2PSptHn3xlHySOD2zV7yVWUP3blh2P196gmhCy7l4A5/wDrUh76Ii1CF41Ow5aP94o6Zwen6USXSyB2ByOCPoVBB/U1eMjNCHQ4dR9c56qRnoQK5tr1Ft44oQfPbcuwnP3TnOfQBl/MVD3CKvoS3F2Xm2InmnuoyD06ZweenQHqOKhkkVV3jdtbldwAOOxPPcY6+vrUMdosodZQHDcSM6hvMUEkow6FTkgqR0Y9OtR3UrTSHqT+ZOTyT7k0c19CrWKF5N9okORgDhfbk8/oap3vfJOc8ZHpWwlgNwWeWNFVlD4O48ngYwcZz39ag1Kx272UsYxwN3BOe+P/AK1axIZ8B/tD+HLjS/jh4ku0gmePVIrW8BC5HEQiJ47ZiPX3qh8KfhjqPxN8ZWekJDPb2X+tvLkowEUKkbiDj7xJAHuR6V7h+1X4a1bR9MvfG1pbRz2Wl6YouFkOCWFwioB+E7E5A+4Oea2/2VbWe48EXOs3USeZqMuE8pSpMSkqqg5+8zB/w3V1QqSbSMZRR6xoum2Wjm3trGBbWyjj8q3jXkLEgCAAdyxLdOuTXRTXkbKqScI+eOD0BLEnvnaV/wDrAVizXkMOspLLJvfy1CiPhVJIGR6ABuMdgtVLiZr5CchBtViBwFUo6MOnYr+ldRjynSPYIuxHl3uoRWVWHJDBmHTqXZV/A1asrQxrGkYVypAHI+dg7Y5z0aQk/RK5m3uJ45ozI2SsgPqM+YrH8AQfyq5bXUlukIHD4jz2H+odu/oSaq5J0i2ZWOCMyZ3NGFZu4XO0/wDAn3N9FNSKtvDbqu8FGWJdzHnDJ5YP/fAdvxFYX9oywwhmGRGm4BiSRsthjH4v+tSR3Xl5Q/MI3wfolsTj82pARalrBuPOCJtjlZiF77WYt+eFX8UasSa4le8m/jnj2yoB0aQpKiEfVmX9K3Z7aSaUKp/eruUYGTxIxU49QR/OuX0uS8k8QSh1KGTYbeE4J2oSFYn/AH5Ixz/zzNPoBvQxC2hURtlIxlT6qgKIfx2ufxrYkjCaa0KnIjhf/vooP5Dy1/4Eay/kVyF5gGFT3VCFA+pAY/8AAq3FjPmKj87XSN/QsS0sh/AqB+FZNmhnuzR3EpXoqzlf+2cSxg/mT+VXJogmoWMan5VnI/75aNf/AGU/lVNFZpo1IwWtljP+87oxH1+f9K0JmEl/HJj+LcP+BNKw/QCnzDKMQ+WI9Av2Y/8AkVgf6U+3jaa0SNeskTxfRtzkH6hkT/voU+bHk7Y/vx2sbMO4Ksrc+xDHmm82dw4HRXuAvflWWVf5/rTTFLY8p+Kej6nN4ggurKbZpd1BHLeQgAHaXKkqfUswXpxt/Gu80+CNfDNj5B/dw2ELR7fRHDED8M/lR4409p5I1h4H+kxKe+JEVkP0DN+gq74JMOreEdOaPASS3jUe25poyPwLL+VaXb0ZzQpQpycorcxNYjaxuoLqPl7eeZOPQSLIp+mCf1ro762FxgRcMxZU7j5gJYvwypWqd1ZiaE7hgzCFz7FlaFx+DAVc0uRm0iJzzLDHgep8pg6n67GP6VLNSKxkWSw2ouWhYMqn0wXUfirSL+AqNoVMZh3YRTsEjYI24Dxt+AC/98NUi4tb+WOP7jM0a+mR+9iP0IJFLtLKEQrn/Vrnp3eIkfXcv4mgDhfFGhzQ6fqd1DuRnt8tF/1zI3D6r09wF9DmDwjP50rNnefOWEjkbVdGH44JP513MkX2qFk2gpLgqG5BbBADezAFD7getefeG9JvNI1bUYRIdsZUQ7hjO5meNyMdQU2n3DVd9LC63O8Sz/dXJxhmSZgvoxnCj8CFFaUlv5wnZCoIF4zLkHGcDJ56ZP61y8ktx5Lz79qbZGO05+VlWYqfcN6+tazKZr+YW/zh5LhSpwCd8IcqPrg9KkZvRxJa3C73Bxc26jB7rFnB9iDVb7ZDHaRBeT9njCcH73nkAfmarLZ3byxyLEcNNaybWxnBiIGfcEGo9PgaWO282MpiNBjkHcJ2A/pQJlfWNUeRZI4Q2HaZVUEYw7/yIRvzrn2jkUSSTksDy5brt4ZgPdiy9Om410FnblVRgCz7VZsjA4wwA/BX/M1I1rGLhInXCGQjDAZyJgoB/CMfkaZJg3+nRanZXVpqVtFOl4pjlt5ACGV1OUYf3SuV9sivzS+Mvwr1r9l74lyppdy0mi6xA7afd+WCfLDAtGw/vp8vb+IHjOB+nSWpVvOIZ2WJZDIRxkhWKg+m0Hg15J+1R8IIviz8L5FW5s9OvtHm+3w3eobjEIwpWVSVBbaQRyBnKqe5rKpHmjqbU5cskz83rjxtqmoOWur6e4J7SOSPyz/KrNvdLcIGIAal8SfD3UPCsirqljLYh/uTZDxP/uSA7Sf9liD7mrdz4J1jQ9It76e2YW00IuUbaRmEkgSDjoSCPUYOa8v2XN8J9jhMZSuoz0uRrI6Z2SMo/wBliKk/tC6AwLqYD08xsfzrNjvFyATk1ZSTzAKx9T6CKhJbD5GaXl2Ln/aOf51yPir5dTUAYDR/Tuf8P1rra5zxlaHy7e5X+FtjZ9+R+oNa0vjPKzakvqzcUcpM+6QZ9c9OuRzU8bfuxjiq0uNxHUf5x/T86lhJ8sDPP+R/Ku8+A8gkU7vb/DrQpxmjdnrz/wDXyDQuMHuP8/4UDQr45z9f8/pTFZcDd06H1608MN3PTpznvn+WTSCPccHg9D/IfzH5GgQG3VuSwz9aKVYXZRt/GimB+x1pMfs+3oSuSjcEY9R+fT1rW8OeXd3BGSCp4DdeuDUTQ3NqYknhjuYlG1rhiSx5yTweAAT1HaqfhS6T+0rhV8xE34UyDB7n1rii9dWdz1Vj0RUdVRcnHscZppUNMZM5YDHXIx6Cm2052fe3fWphkqSxyxOAF/rWhklclikdY2QH5H6g8/iP/rVLDGHY96gI2gZFW7ZhHHnOKDQkjXYxGc8d6dD/AKVMQQxRe64zUUjFs44qW1nECBcdOcrj+RrEsmXT08wNv3KBkxtwfbn0/CrckbR7N7YH3iNw4APce+DVjT5EbYJmIVlzhsD8CaoalgSDcpeNu+4g9fx4+o7mgSMyZQ8rMvALZA6Y54FVZmMcqOOqnP8Aj/kVozLEFHl5Ixk56/zrPuF649aRSVznvAMwt111FLFItauCFYlm+YKxG5iez9SCTk/N0x0aOA3px/U1zHg8qmqeKoQMMurbyO3zW8JB/nXSKCzBkG7jJxz1PBNRDYqfxWOW8cXDX8dp4fgdkn1aRo5WUkMlqoBnYHtlSI8+sgrpNPt0g8uONAkSrtVVGAAAAAB6AAflXNeBVTxBqWo+KZQTb3BFnpwbobdGJ3gf9NHLNnuoSu3kjVNqqFXa2PlAHrn+n61ou4npaKEWMmZMfKc5H1ByP1Arfiby1+6XZ22LtXGF5YE8fLgZ+Y8cnqSsdZKxkFD1rWQBlHHb8emKCBt6u7ZcooVo28zaucbSTkDn+6fXsam+z7pAw4Xr+dSKpYAdB34p8JCx7euz5fy6E/hikhD9g4x0xUc33Tk85xUqsFIIXfxnv3H19faoZMbh/wDr6iqFchWYoFX5th5JDAc88kenTv3OccVzetIbW8EiYUKSXyCGIbHIGOuQMg+1btwwjU5AIzjDDI546fSs3WYvPhLYXIXnPTAwc/lmspFR0aK9q26M/Lt7D0ApZINqqwywY/fXp9M1LYxyPHi32lsZSVsqucjjGc5HPc9DXPal4taTxKdE09oLrWY4jNOZGKpboCoLM207ThhgEE89utQpJas11k9DprezRbdldDtLZZi+3kYIJHcEgdDWB4p8RaZpWwX1/bWSsdqnzAiSyHlVB77hnoOx9K87m1fW9Qha103xKuox64+qR2N9a2xh8toYPMjIdlHCuGXcpwck54rz240ezs/FWkXFlrEmq3muQrqxmuJRLEViil3RO2eUBZ+Tn7gU55ak63Y1jh97sl/bH1d1+Cet6VbW0jTTRwi4LISUQSoWfO7gbgnUdeK7f4R2ceg/D7QrCGTYltbRx7JMDeBFHvJ9B93829cV5n8arfVNU+EOvwa5KYtfXTMzyAKgeRVFzHGgBxtVndAQfmEecmuU8HfGae+1prVtbv7C2+wxQxx6k0e+W8KKJVUhcbBJ8y5OcAetelRvKLl2OGpo7H0RrD+drDFWUhohuIJI5Az+hPfqAa0bPVtOa6uIhcKvPz/MGIV3+YfKOu7jnuSK8o/taxnsbi41LVwwKzAfapGG1dihWCk8ZG49O4rqvDfjrwX4dgtra81i1sn1NVFnMxHlnCYCFs4DfM33uAWOTwK0VVb3MrPornd215aajGXgMkz858uFtpbBONxGOXkPf+Crd7qVlZwkTRTBG3eXt2MxXAQsoDZx5as3OOtUFtRHGPs7iS1b5kkg4UqcrlfYAyEewB6VoWcIv7F1ZdlxIixNuBBJkAZgD6LGoH0rVST2JafoSHUIZFdjb3aLKJB/q9wGSpbOCeFjA69zipJpI7uSbbFOrSGYbWjII3hCAeO0YJ49cVX0/dJ5SM+1JCq7SD/y0kMjdv7ij861tHm867t3dVYTMrEqSDuml7j1EaGnzdgcdEZq317e3jNaWQijJ8xZrliGILTMCF9QM9SOQKztHtdRbxBrtze/ZxceetvB9n3beUAQjJ6AvJ9dgPWuptvLjt4HSVVKpbvlsggea5JHHQgn865/Sbtb3S4bkZQTr5oY9R5udpJ9VhG78aXM3uJLuXbRoheRvjMEQ83/AICigp+akD861Zka1s9jZMixTSN67yqr/wChO1Z9nGj38akbEkZVZfRQS7A+ww6/hWrKGuPKycmXyFOR/fkaQ/oBUlFG1+XVol/h+0D68OwH6Rj8qs7flibPG9P0tyf5k1nW8h+0QSdMsrfmkzfyNalpIlzHAvU4g6dfniZM/wAqAK9vcB5o0Y5jmECN0PyvCQQOPUCnwfPNBIcMsn2dm9PmDRMfxwKr+W0bW3cK9qA3TpGxP9fyqnp+o7beAHr5dvgZ9Zyf5CmhS2JdShkuLSNldUeGO2kLNn+F9jfj8o/Km+D7FdK0s6fG+Ut5ZI1bocLdK/8AJ/0pdak8vTztbliyZ7YFwQP/AEKotCm3R6uc5aO9uRx12mLcP1jNa3Mye5l22rhsllWdge/yXAYf1pdJcQRTk8+W0c3qMHdG4+m1T+VQakPKa7AzgPeofxCvj/PrT9LXfIYjx5kUkWfpOUJ+uHqZbFpdRLqEwIdhJljRk3dfnhbcvHuh/SpljErOqthZD5asO2795E34HI/GoJL8xzq8kTJIBHOyt0yCYpB9MH9KWNXWNoF/1ihoF9d0bB0/MGoTsNrsWYVE0LEoSkg8zavBwQC6qf7ykZH+4axPEVm8U0d1FHJOVjMkq223DqGQhwCR1BHHqT61tq27eI22LJJuifOAm/54yfbcXX8arXl99lCkx7UmjeQIeoZAxaM+wbJ/KtL9SLPYwXa+XZGLSO3LW8jKzMX3MIhGyEADqEZuvcU5dJudQdvNv7qQySsoZZCgAaAFGIHoAR788VtveWpkiRVykcojB7/6kshz/tEt+RFVLfUEjW3k8xbeJTbSmRyF+UgoTn0ySKycjSxFoOpOttBFMbj7QpWWLyJSqlowcx9ccAllyOQfXmtBbyFY8peXEabcrI0aP+7Zw6sTg8q4wfx9qw9c1TT/AA7Yvd3U8drGFZBNcHyU+0QkbQCw+ZmQ/dAJNeea9+0HpFtNJBp9nql/as0w8yFUtY9kij7okJkJDZ+VlHWspV6dL4pGsMPUrL3I3PWL1tQgmBtbuNwr/NBNEp6MXKgqB03P2PBX1rL1nWrzSbPz5oYbvymZJY4t0b4UAF1JZgcqV646nmvIZf2mNDjmeN/DGrJFK7M0kbwuy5QJ1LDPfv3qax/al8G6ldW+nXn9raOZ7hgv9p2yGEFmXarSI7BQSDnIohi6U3ZSQqmFrU9ZRZ6lDrEFxbkxSNBIEyYX4YYKqDjPTap5Bx15qp4wtJNW8E6lp8bb5ry1a03R/Mo3qyBifQEH8v8Adqtr1nKuhy38Myh4I99vNGCGjwincpz32HjpwK8j+NHxX8R/Df4U3evf2Ra6uIZls7lmleEr5mNkvyghlLbflGPvV13ujniveVzwXwX8Vh4wuptM8W+QZ7xsLKLeKGB+AvltGihFJI4wMHJ71y3jVfCngi+1e3sFt3i2pch7O+YvayDfDJCEXOCxMZyTxhvXFeYadqEd/ZpNGccbWXOcN3H06H8qq+KLWLR/DcF/Zy3CS315JbX0LSZhlVRHImVx0yScEnlVNeXRqSo1edH0+YYWCpKvT2OWaS5s7h0UGVFLbSOTtUkEnHTAB6+hrX0vVknwCcH0Jr6a/Zp/Zg8J/Fb4f6Z4j1W6v4r6WaWJlt2iCfIxQcMh5KgdTUn7Tn7IHgr4H/D+XxXaeI9UXULy7ittP02eOJkmY8yDcqqQFQM27HXaP4qTipu9tTkw+ZToNKWqPmy+1ZbWMiNfNlPAA5HP49ev5GuV1qeebY08pklJ6A4UcdBWisfAkbliPlwf1+p/qKzNWHyqR6/0ojZSR24qtVxFJynt2Mps7R69PyH/ANapI2GDjpnP51Huxg0Kefb/AOvXZ0R8v1JPpTlYLz+P8qZ/+unnHBA4/wA/40dSRdgbAHPb/D+lJzj2P+f5fzpqja3fjj/D9DUi55JPv/PP9fyFAEckjbuuSeT+dFTLlCwAQjP8X06f59KKAP2D8O/Fvw/4k12fSba4lW6gdkAuIyPNIJGFOe2D19DxVBNWhvNRM9nLHIONzRsGXknGCP8APNcHqE2ieA9JeDRPKj8X66mILq4LOu0k75EUlwiuAcFj3OeK67wDaRXmnPcRxG2g3eXDCy7SqKAFGM+mPzrzqd5NJnp1El8J6Vod9JMqBhxXQWw298965/RzscqT8uB9OvStuGQRsSTx09a6ZLoYK3QvJIZMKOT1GfrirsY3W4OA4HGe5yAc5x6EdPSsfafMDAqOPvcbuh6ceuOvpV7zJZMJvwOvXnqTyazci0W1USDI4p6244O44zn1qFJBEhBOW9cVYtZhKpVhg9azGXhIsnzBsH+6RxVe5LyKTgFRwBnJ65zU0X+rx0Jpswjji5YE/pQBmsG2njmqs35VsW0JuOQMBeSx4A+p/wAaluobe1t5Z7uSOCGNSXkmwoABIJPvkHr7UrpK7YLeyPKv7Ti8M+Nr9bxvKttXhhlhmwdpnj3K6E4+8UKEeu1vSrmv+JrbxTbxeFPD94txNdjbqV3auGSztyMuC4OPMcfKoByMlu1ZPjrxNpWuSQQW8V41vDOrNdWoKblXIJVgwYLnC5P94dq7bwhHoDWMcOk/Z48dbfhH46kr3PXke9cEMVH2vs+h1yp2ipvc29H0+0tIYLeIeXbxqI4lXAWNUXACgdsY/KrUsflyeYEUhuuck8f/AKx+dWbdYlTy9mQvIxz781IqlmCBcAcjcOecc16V0ce7uRmPzANq4H44q5bx+WCG5P5U+HcHCtUy5dmwcAflWbl2GMVhz+lTxEtCFUnOcnqPx6+lV/MYSFd34U5WKthiR6U+YTJ5Ix5LY5HQ44z0OM/UVV+zpOw/0hVBPccdOOc1M3DkE54yKpSKseAO+R7duP1q7kJFLUIztGG53cnt1qlq14mn6bc3Ui+ZHBG0jrkDKqCW/QGrd0egzk5/lWPrV1CtpcRzuqxOrK27GNpBBz+BrOTsm0aR31OI8Qa3rWveGb2/0+5XRdGsp8zrAH+0SQRorSBCOCCS2BxnaOma5648HxzQzwaj4k+zXd48a3kdpArN5TuREsg8wMclkVVwTyB93o3Q9NuL3UE0q0vLi0N5p9pOYZWM6qsexGfy8hdw2IvzZyW9Aa3/ABPpOi+GtJh8UNdXEiWesw3EjvIGa5wyoJG+QcoGZgAO7fWvNacldnowajZIdoen6n4Y8Uw6fKbdYbG7EECxhWMPmyW6RhCcFd1t5jFh1ZnOD0ryHwXeGXWjZ2vmadHpUb29xdxwwxrMskhYRlPLzEpO4/K2cIRjJ49b0O1V/HEVxHcMLnVLyzuZm4TyIokAihZeu4oTnA/j+bAU58fXWtRk0vX7W0E2p2UUN1qW+1WKCKVWQqZI9qnlGCH5iT8/Kqc1q/da7GkHdSstR3xA8xfhTo2l3M0d1qDaD5T3CtvzIYmVhvJwTkNz9K+UfCPijw94s0vw7oVnBcWXivUNYDTyvGGtoLVLaPZ5Pzf6xpFkBzxtI9a+nvEZ0zUvBsGs2Uf2SK/Rb02bTBmMkzyNKEGckI77cAYwTx6fFXwjmij+JHghN3L3QzntwwP9K74y5oaHlyVp2Z6PrHxPtdG8Za/ot3HMmmR3kkSvExcjBAYEE/dLDsegFZtlbi9kklVQokYtuwM8nP8AWuF8dQn/AIWhr9tncP7XmX65lavStHjztQHAxXmYmo4xVmfU0cNSjaUVudT4H17X/B9w0mhazNYB+JIxhomyADuQ/KSQByRmvdvCf7SGv284TW9NsdTiYN5klnuhmO8gF8ZK52jaMYHFeH6TCM/dwP8APNddpcIZgcDOMZ7+w/nXlLHVqL0Z2ywNGoveie+Q/tAeFrx1S7tr/SZZNwMjW4aNGYBMgozHCoMdOSa6PT/if4NumM9t4kt1clpI45g8RVgBHEp3KBwCWNfPq2KT8MoIPHIzWdqWi/ZVLxLuTqw712U83q395HnVMoo2vFtH1b4inXXvCN9baJqME6TJ5Ed3Cwf92qtHkMpOCxaRuvRQa0LW3ihs0+XZFGPu9ANw3MMf7MSgfjXyL8E47i6+LEixM0VvFakTMrkD53VQCPz6+pr6yjvhNZGU/cf5yP8AroxYj8I1P519Hh63toKR8ziKHsKnJe5PbzNvdifnEbDHcM5Cn/x5nroLh1DPKhwsbzSL/uxR7F/U1ysMxiuBubLmSFWP+0JGJI+pUVPDrm21CtyGhUev+snOf0ArqOazNGSEW8wU8CIlT/2zt8H/ANCNQ28v2eaDBwVa0U8+iFj+lQXmpCYzuDwwu5PzIQH9BUk2Sty6jJjZiP8AgNvgfqaBFyxukuo7bJ+6sb/iTKo/mPyrEkt/IltVHTdaR/khck/nSQz/ANn36qThI5ETnptijJY/TcadeTf6FFL0MamQ/wDAbZQP1amFgu5PO0eEtwdsTf8Afy4LAfkKPDLhn8Q84PnSMPwaVP8A2cU3UD5FjDHjGby1txx2jUA/+PMaj8Jyhnvx2ne4XP8A21Vh+gP60zO2tkaOsv8APfsef31wOO+YAf5/yqNZDHcSqOrSXUY/4EiyL+oqLUG8y6m28rLIrf8Afy3K5/NRTbOTzZonyP3klrL/AN9xlDSZZevZIr9o8YCysVHsJot4/J1P51BZsWkik3YZjbyZ7AsrRk/gcflVWOVre3hJ5KxW7n/gEhQn9aa0pjhZOrCGRR67opNw/Q0gNmRkXIddsX3WX/pk54I90fNVNZdI4La5uOPJuE+0MMDBBWOQn2KFW/4CalnuYpnyT+7aTyz6eXMoYfk1Zd1qEN9bTW10+BPbqJfqC0Ln6lT+gp3A53xZ468MeCY4P7T1lUaYSRw+XG7M7QTDHRTztY9fUVwetftFQSF7Lwzpf2nHmRJf6gmxRExBGEB3ZGT1YduK4/47aBqMNnZyTs0sVjeYfzMkr5qlSyn0Mike+5fSuL0FEhjy3GeteBjcZUpvlge/gcFSrLnmdTqF5d69fPqGq3cmo38nWabHAxgBVAwo4HCis66jTayhR69P0qZbkHIHA7U2ZDIvXA618rKU5y5pM+pjCMElFWOcvrdXyDw3rxXC+JLGORn3IpVuCvUfjXol5bnnua5bWNN8+JyDg+9dNGTTvcirDmTONsvjM3wc0u72y3d1NKVNjbHLwK6g5DZb5VwV6A968k+I37Rnjn4n2J0/WdYb+yyFDWFqgihbaFC7lH3iNq9T2rT+MtiV0dXxkxXCnOOxBH88V47mvtMLJypJs+ExcVTrOJveG76db6K3gXzHuGWNYx1LE4UD8TXsvxn8AP4M+FPhu2uZFa9k1J5LmReQsjxH5QfRQgH4V4BBM0cgZWZSpyrLwQRyCPcGvpb4yeJG8b/s/eFNcb5riS9iEx6jzFjlR/pllJ/EUqkbSTKjiJypeyex9Kf8E+x9p+DscYKubfVbiLH4Rt0x/tV5X/wUt+I3/CVfHTTfCVvtisPCumxQNDHkD7VOqzSPj1MZgX/tma9F/wCCcNw0nw31WFMnytakOOo5hhPT8DXyV+0hqkusftKfEu4nYu6+IL2AFufljmdFA9gqD8qqOl2c1GPPVjFnAyfe9qz76MSRuO/UVoydvWqky7hnGaw5ran11SneDic3Ip6dKI/ukCrN7DsYsB9arR4XHvx9ea7oy5kfH1IOnKzRKueaXd/jSL096Qg9/wDPt+WaoyJU7/TP5f5NL2yBgryP0GP5frTM7eRyev5U8EZ9u/ryDn9Cf0piBlbjaNw+n+e2D+NFKZCvBY8elFID9E5NA8Y6zr95rerXYg0OeOVlVZtwMbRsqCJB90AFeuOnSvWPBt0ItEignPz4B3jOdxIz+eTXi41KXQ7vX0u7uS+jby3trGEk/ZN25EjYA7Q2JCu0f88816Zod+cJGeCpyD9MH+Vebh+569fU9f0+B2h81P3kY53qcjrgZPrmtW3k3KB1NcPperSWu5UciOQfMpORwc5HvXTWOofKGIwD9K6JHIlY2GfoeoXipo5hxtesma9VThTjJzmi1vQ0wQNz6VkaHQW94oyJOR61ctU8xTIjhATgZ5J/D0z71jx+UyH942em4gfyrWsYDNbn5lQRJkt1HcYP5d/WsgLTTfZ1G7Dq3IZTwcHB/Wo57yN4xtXmsjUNROUjBX1OOo6AfnioFvtvy9utAG9Zaoib42fyw3fgkHsRkHnr29ao+OdH/wCEi0mW0hnWA/K0cm3zPmAI+6TwMY+cHdwRkYrPYq2O56+9R3d9JY28knzExjcFJwCQOATWNVKUGpbG1NNSUo7nCW/h/U9LmXTZNsC3ZaANGwZZ8Asq42/ISoOTn1/HvPB/go6Pi6vL3zbgAmOGEBUjyWOTx8xAY9fevnTxj8XdX1DxTamGeSyhtpfLMcL7kdt4OWOc9uw6Zr3rwP4gutc0kXV1IrPux8qFRjAOAc8nntXjYf6vOorNvt5HdWhWpqUpK36nf2TrGxGcv79KmmWQEyFvpt6VQs40kjV3LZbkBWA4zjJOKklkaFSFkLIePmHI9ia93mPLNCK4LKjMPm6e31+lXopEZV/efPnCqmCc4OCM9+D144rnBdMNoUZVRj1FPEjtngbTwVZcrjHII7gii5XKbXmxwygZ3JjKEdQuAASPvEZB+Y85JpWxKxcPu7+lZizjcc8FuW5JJbAGSe5IA6+gpfMxuIJP44/KkHKaKTEAbjkngd+/SmXEvyHABOMDuaoea3BU47f1zTmjeSMF+F/EfjVGZHu+U7uTXnnxEv5bVrXyPLfdcLHIrAkbQCWAHqcFfx71299dR28Z+bn/AGeoPavMvFWoWkckE13cfZ7aKYMzyKWO4AhQAOuWKfnSqP3fM1pr3jO03U79de8RjT1htri0tYxNdKPNn2xAM6IPuoGYyYDc5IPTGK3hXW7jXvCs0mqWUM1ouofaLC1AVUmZFAKbccpGSvzN3Kg8A1X8J6g/w11TWp/EM3221ksY5LO4wp/tJnYNhDg5JwByTgKPx6qSw26hptlKGhgtrBBK3l5KRiNpJcYxkkjsOM+przop35rnpSstEjMv9ek8E6JPqt/p15rM2pPNbRw2cflzeW7N50zPg4YFtoz1b6fL5zptjpngnxHo2r6brZvvCEEt0uoM2FeGUQS/u5k+6RtVVVhlSSfUZn1q/utc8U2/imF5IbRSptrOGYGcJbxo720aZyWHXIGPnJrk9MUeH9B8U+Tp1xbWX2O3MkEhEkwvDcxtEiAqOiEnkZVnOecYlT5pLTQ6lTUKbd9Sv4qsol1zw1pUFogMdpdXVvswmPLeBViC7sYYxt/32PfPx/4NRbX43aBErB4rXWWhVsg5XznA5z3Br7mvvDcGq+JLy6fzoNIuo7SHSryOaPbcSGUThVQncSi+b8w4wTXxE2lN4X/aGsLA9I9dUrjJHMowPzJ/KvYpNNM8KompIi8YbZfjFrYU5X+15z+Tsf6V6VosJcgjkZwTXl2rusnxY1ss2N2pXRBxnne+P6V63oy+XaIBzzXj4z3Uj7HDu9jrdJg3KO9dlo9ufLGR7dK5TRt0ag468Cu20u48tACua+cqPU9a6si+sfl4FQ30gEL7uRjGOntVqRh5YkHTrXO61feXbvzktxxRG7aOectGdF+znpuda8SXxGf9Itbfd7B93X/gY/IV7RoetxC0is5TieOT5lPQhURQPpt31578DrBdP8KT3HQ3U0dw34ThB+iiuivNtvqwfGHWZl9sGWZW/Qr+VfeYVctKJ8NiXzVpM7ZGLLAQeTJbDP0jLZrNW6PkRZ6+TbY/GY5/lVm1m86GFsciWAe3FuTWOdyxW5AwfLtFPp/rGOK7LnDbWyNC41Ly7VyD0huM/jMAK17bUPMnulzw81wD+EIA/XFcdcszWrn+9DJ0PrcACr1rdlbybthrxvY/Kqj+dCfcVjqdYtftBfnAlZos+geVyxz7IlVIZZL2AqflM20Y9PNcYH4IgrTkUNBMP4sbQv8AtMpH/s5qhKDJJKYhgmWYxgf7AWGMD8W/StDMfqU3nR6WRzuuo5D/ALzu0h/JVX86qeB7o+eFP3c7x/wNZz/7KKnvpVW406JeE+0yMP8AdSPYhHsQhx9TWf4OhaG3EjZUswiHb7lu7E/UM5/KmBvXX7tkbqY47Vsf7shQ/of1qvbt9ntxyA0cDDHXmGYEfpT9UZvKlI6fZ5sdiNkoZf0NM2iW4ljI+9NcJ7HzItwH5gUXGGpKYZZVzx/pMI9OokX9M03zle4D9Ea4V/X5ZY8H9akeTztkrHPz28x+jpsNZUxMdnszytuy5HXdC+R+lZNjsK9062JGdrC12nPPzQycH64rJvpt1zdknBZlH/fVw2fw4FXNRkUSTqDjdLMB9JIgw/UVkXl1tiuH4JEayD8JVY/o9Yyl0NUi34s0tfF2g6pYybX+3Q3EEZYZxIhLRt9Qysfwr5dsJ9ywsRguu7HpkDr7jNfT1nqJjXaOTbHeP97zmA/MZH/Aq+ZdZjTT/EerWkZzFb3k0aH/AGRI23/x3FeRjo8yTR7mW1OVuJejnK4yRVhrppE2qcdqyIDubJ7irsOeMV85KPKz6WLuhzZbO45H61lX1usgfPG6tkxnaTtJPWs+/XcvI4/KiO6KvueE/Gyx3eGb7HJQK34B1J/KvnPnvX1B8Y3WHwvqbHP+pZefcY/mRXy/X2WX/wAI+IzRfvrocteuaHq39p/s761prHcdL1y1nUZ6LKjrjHpuVvzryKul8La49jpur6UeYdSSEH0DRzK4Y/8AAQ4/4FXoVFdHmRl0PvD/AIJiyfafDvi2027zHqUMmO/zxEfzWvmD9qLQX8N/tNfEezkBDSa1cXYz2E7GZf8Ax2Rfzr6M/wCCYeqLYnx8uAWWSwkH4rOD39AK8t/4KBWRtf2ntU1ArtGqWFjdDqc7YRAT+cB/KuVy3SNsPpWiz58k7VDKvycVYYZxUMnYVzLzPs2jMvIw2c1kFdrH1BrfkTOcjNY90u2QcV2UXc+ex1LTmGLTvr/9eo19KdzXUeH5jgfxH+eKeVK9Ovr+OR/I/pUW07h2H/16mVTtweRjH16Y/pSAeMt9zp70UzjrmimI+7fEWpWHg2xnhs7dbSSZlLp5haV8nG5mzuxye3eu/wDDOufbrSK5UgE5BHuDgg/lXKXfg7SNU0X+1z4ebTLq4kYpcST7y2CNrqQzKQSSPwFU/hfeMy31s5xHv3rjjnocD8unrXkUpcsrHr1PeR7ZaaqxAOFx1GO1dRpOtf6OobnBxXnFvdNHsAX2PvxW7pOpBX2tkZ98dK6ZPQxtc9D+3pcRFQcZ9qqG4WFiwYh1PHfP/wCusq3vkDABjgjK4PX/AOv6VaZ45owCWz057VzcwWsbC6ql3HsW4aBzz8uQwx3+lbOk30saGF71plkUHMhIBx0B/Ajqa4ZolhzgkgVetNWTakUrY28BjnHTA7elFwtc6Zrx4pCXtoXU8j5nB59TuPNTtfC6YFYfLGMbc56VzlzqitGArb2znPbv/XFNh1ORRRcfKdXExBxjPp60y+R54JVZchhjnp06VzR1yaI5GSawfGXxUXwlYxy3UEkplfaiRgAnkAjJIHGR1NS2noG2pw3j7XPDWleJLCFLeEXkc/kTRqFRCMhmBbI+ZTg8jsR9PfvBN5Y61oNreWI+1wTZAKkqQwJUqVxkEEfoa+NfGHiKHXNUl1HT7eSBrlmNxb6gTFt3OCwB3bWBKlsE4+Uc4NemeDPjw/h61stE0vSWlRclW+1K00jNl2IVA2CxJ+8wHX0rOFOMW7f8MS5NtX6/ifVNjAluCLoSQwhCV3AjPzcYOOwPb0rMvtQZSqRoxxyWVSfwB9MfzrB03xNNcW8E1wZCZF+ZWbJH156jPaq2oXDsuUkkAbg7WIHHoM+hra4HUxakISQykN7ZB6d6mj1Pdn+7nPPT8K4uC8lWFU3sxHQsc/gTWhDqkgADbQq8ZHJ5qTU6droyHCLnHfFPhmeRcchTweB65IzXOpfSK3ysw4x045/rV+zumhXEozu5XdznI7n+vtQTI3HDqobGBjnGDjiqV5qRizGZRnOCuecnnp64zWZea1PC8awQRurHa3mMV68Hgduv5VhFlsfNmCtds7Es7SbTnIyB8vT6+lMm1zR1bWF2iJVznnP0/wDr15N8Rlm1O8sLC2tpLwzb1eGORYztIClt7AjIBPygZO4YrtbzUVmkLcocfdJJxx0/nXD3XihdL8YWt0UnvIE82P7Lawh5N6qoBX0Ys5XA5+Y+hrnqu8WjpoxaknYzfDd5c+IPh/qNpc27G50eeO4sI40UTwwyFYyigjKKdoO7rkZ5xXbx+KrDVvBYi1WO8tdVlK6Is+loJXlRGDyKu9s4UBFZyernHFY/h3wzbaxpms2sjwWDz3a3WqKqSeeqnLxwMN7AOXJJw3AA9a6+G10+9u7O3uoBqpZWh3akxIfzGy+2MNgE7jzngAYwBXPThLc7ak43szjL3xhBp+h6XcW8EKafPqh063uppA9zFHlBPK8iDd50oIBCkbVRc9DXK+IJr6/8G+J/EGgiaZr7ULS3tZrcM0iiJHd9qbMpgsnQfx1v2uj61o667Z3PhGTVfCVvdvdWUIYQzQ7GwropO5gygEn2P0rA02TUfiVquhS6dbw6JoGhXkZ/s9ZSVDF94cHH7x3wQfQjP8VHM/hNUlrI5rXPBs+i6xaao0NvptvBd28WZJ3eWx/0SS3R1jAxy7R5+Y8An0r5c+JsTWn7R2izs4lkmvrS4dgm35mkU9OmOeoHpX2L4sxeaXcWDQ70eaNmj5H3MEE/RgvtXzX+0hotva/FbwN4htSoguriOJo9w3IY50cAj2Dnn2FenS0djyKr5mmeLXU5b4gXkv3i2ozHP1kbn9a910CNmhQkYXrXjXhHwzL4iv8AUtVkfZFbPI644Mkx3MFHB4A5P4etexeGboyWcTgZDAH+VeXjlZK59VhZRlLlR6Bp7BFG3vW1at8w9K5uyYt05AOPStaGR1YHPy/rXzcl1Z7HQ25pf9HdAe3H5Vy2pSHaGYEDblvbvmtbznyO9YPiDL2syKcMylfTqMfzNdNKPNY4Zytc97+HEBtPBtrEw2utjGWHcMPJY/rn86u+I28ma5furyH/AMmcH8wxqPQ5BHZ3Ma8Ys2A/4DHCw/SofFU3+k3RPTdJ+s0TDH4Gvt6atFI+HqPmm5HZaTGZF2EDAmi+vNsahjh3i3UdB9jHt0Y4qbR5tpToT50eQOmRbHj9TTLdgJrYZ4/0UDn0iJA/lXRY5+pShtfPtwo6tCo/76uKuf2OzLcMoYuyzbfffMqj88GpNL+VbZh8xWOHjucO7/rtH51sKy2EcRPzeWSxx38pSD+cjH8hVJdxNklvdf6VLu4RZHkLdvlJOfphP1FRQB444wOZY4l29f8AWNyvH+9J/wCQzUNr8tnJvOC0axk/9dG5P/fKE/jUpvdsX2qRcFVa6x2ySVjX8yzVp5kGfqSr9uQI2Io43t1br8qoFZh7/Oxq9ZL5LqpHHnS8duLbGfxOT+JrJsZFu4pLl2xHHE0aZ/2jtJ/Eydf9kVNd6pHDPLhsbZbw/TagA/mfyqL9SrdjZvvnWA4x5gePH+9bq38wfzqha3HlzRyvx81rL7crsNQr4gt/KgV3G+Oa3B/4FCQf5iuR1Lx3ZWlugE6l/IjjCrySwlJHH0BNTzpFKDOynuBFYvGf4bV19/3Upxj8Kzb7VIYbiRM8GeT/AL5eLd+hFef3nxMkvN621s8pczCMYwP3rYTJ98ZrDv8AxVd302Ilx5jbVbnptEQYD0J3H8qwlUXQ2VLqzu59WF0qMWxnyD19YXBP6VmyagJbRzuz/ozA/wDfEJ/qK5e815Y1bnG3cUXqTsTy0H/fRP5U63visN5htyrEyr36PGmfp8lY81yuXlOvsbofbbxSch7uFfykdv5CvnXUmLeJNYMnL/bJB7dcg/kRXtunaiP7SvXB+RHmn/75UqP1avFdVjEfiHUlBzi4k/nXDjPgR6WAX7xont1LMvtWpbJ0J47ism2aQSRbQpTo+c56cYrdsl3YOcDp/n86+YqPXU+rjorE/lt5eR1/IVl6jHuYnoOhrUkyvy4JX16YqhfR9SOP17VCezGeFfH22lbwndtGOF2lv93cM/0r5k3Cvs/xppSalYTQSruhmQxv7gjB/nXxrqVk+m6hc2sn34ZGjP4Ej+lfY5bUvT5T43NINVVIjVt1T2sphmR842sD+vP6VWj71LGw57969iWqPDPs/wD4J36gbXxB41hVsCS1s5DgkD5WlXOP+BUz/gohp4Hjbwdq/X7RpslqW5P+pmL/AMpxXCfsWeKB4d8YeId27E2nqPlP92VSD+p/Ouw/bQ1r/hJPDfhq7IyLO8mi3Nz/AK2MNj/yEK8+SaqNW0Oik0pJnzUXzjHTimNTY5A0akHPH9BS1i9z7RPQgmXb7CsfUFKkHpzW3MAQPWsrUIwyHjmtoO1jz8XFypszVb0qUHNQx5HX1qRWwo4ye/Su/dJnydug/wDiGen+f/r1OrHtwVIb9Qf54qzpOnx6jvDFkZOwIAwenb1zW/b+GrbjduJ7/MfXPp7VjKrGGjNoUZ1PhRyxkWMkFd3p/L/P1ort08J2O0bk5x6n6etFR9Yga/VanY/Qy48KRaH8N7TSIGae006zCxyMMFygLMxHqWJ/OuI+H+gmNUu2jKxsMj1x3P516rY3k1xYJZJ5UzTKzSLM4CBcHnr1NcnZ28i29ssSMgh4DKTjuDkemDXHG17nXbRo1kthCy9h15+nSpfLQ8qeagmtb2TJIUnPbNS21pOy/d/76zVSl2JjHzLtnK0XG7I6joT1zWql4743nj8jWXBEVIDJtP6VpWsJkwOh965Xe5TsWFvDt4GR9al8xWGSv86t2ekyyLuRN/vwB+FX7OzyWBjyV424zVWkyLpGZbSKzDcjYrSj27eFxVqTSpFjL+XgKcdu9M+y7Vx3p2fcL3IWaNUGTg9PX3GPU/SvJfjF8UF0G6tNGNla3ougwZZlErK/lsYyE6H5x6HqvTt669sWBG3I/wDrYrw/9oDwbc3cNjrlnbrNNYTb5o1+VpBjapzn7wBODnGQlYybSujWCTkuY84eCObwxFqjpax3d5uDSW8Plq6xAIgZQoycg8kDO6vo3R9QtWsVn2/wBmJ9MZyfYV8t+Hb66uLd9K3s7LHLLHC8bpLEW8sEMD3JDH6k9etex6H8UdHt/C1mERr/AFF7ZYjbeSwQSbQrBmIwQD/CuSeMV51OUlVku521opwi7aHpXw28dy+Jo5YmhXMeXTdwwjY5HHtkfpXoW1JowJFx39ua4T4R6JJoHh8tfJGL66la4k2LgDcRhRwOAoXt2Nd9HIJRnrXpUpS5ff3PNqcnNaBV+wncCvI69qmjtJ2cEnA4Hp6frVyKAvjH09KuW1iFy7nIzgLk8c9QfU479xwO9aOXYXMVocpGBtBPXPeiaZWQowOP0q7IsbKGDAsfvADA+oGeM56E8Vn3jRx570idzLumEfKlUB69v19axbq/aJXUnd3B6596vX19u3DHA/GsC7kPLsMcZFQ5G0Ykc9yY7WZ0OZQMjOfwz7ZNcbrV34k8OyeHtEsdQt7uLWrqaGV44PJcbypZfMyWwA7NuAHQ8U671rZr0CzyeXp6tiXtnJHJPoM9vSvQNPt0tNQhglkaOW4uV+zm3IY+ZGGkKlsfIGVGGD1yRWDj7RHRTlyD/APhPR/CtlfaVa3k1xDcP5rXtwVC+YvABUDgEE/MT3BrrLG0h0W8N5d3FraRWy+azPMgPKEAk9MEleT6ms7RtOmmje4njWGDPMzDAABJ2gY5I44HtUPib4d2+v8AinVCbTTfJ1a0jZ75pWa7j2cgxptIyRGp5I6V1pcsVymXMpTvNindBqNjcafefb0mMN3BPC2VmUkMSD3BAI/E8Vzmq+GofCsb2lkFSCS7muEVXO4K6xglxj7wZWUbTjCDvXaeHWl0n7FpelpK2n2oS2RZlU71yd7sR0JO5uD6V84eMvjE/wAM/EGpeH/Den6fqPhyxvZHhe63SygM++REYMBtDFwNwPOTk5xSnUjC0pbmlOEql1As+Jte1RfEBsRqFmbHarXFkkINyIXiTEzNn7pnUL07rXj/AMfvCo1DwzoOtI8X2jSNQiEuNxIV2UFVOccEJnPp7c+0+NPEMMeg3OptN51jHFHc+coz5qEl1Y4HIw3HPc9K83174ieAdc8DvYS+JbU6hfQM8dvJGygkEjLNjEZOOAxB4raPRo556aPdHjXw5sRpmgo0vJ3M3TIyX5H5AflXQ+F2EdjFtJKLwOgPt+OMVi6LIV0GNgMFLcyemM5xn0wWH5VueF8LZIxGe/51xZhrFI9bLbucpHdac25VxwOmOM1vQ25MYzwe/p14rntJbzAD05rp4mLRkYwD0r5ieh9XbQiZOq446dawNcYwwtLjPl/NjrwDk/yroZjszgVianhlcHkMuPzGD+lb4Z+8rnFXj7rse+2f7rcEHElu6/naxkfqpql4mnDSSMOjFh7crAcVV0fUftGk2FxnDbFBHfmz5zVbxFchYzuHV1I/Bbcf1r7mPwqx8LL4mjv9NkCzbgcL52P++bYY/rU0XEltvPKtb/e4I/0cnI/HFeF/HjWNek8N2Vr4ZmnSc3T3F0tjLsmeHylRQpxnBJPA9K47wnqPijXtHhj8N+I9b0TxKrYk0bxM4ENwwBVTbzSDbuwdux8ZyMegbxFOm+WRaw1WS5ktD6u0uRYYPNbnyYVb2+VFIB99xH5mk1C+eW/isIjmX93ATyTkEFiT7uQf+AGvlTS9e+I1vc6nYeJ/FOpeHb2zlWJ4I7WJjkYYAkHggkd+wqVptdvLrKeOvE13c5yPsaRwv8xYAjgk5ycYHrR9ap30I9hProfV7S+YpjiBYzvlMehIij/8dUn8axPGHivTNPuE06fULayimkzLJNMqFIYhtUDJ6sQ35V8x3fgu/vITJfzeLNTSNFYjUtUkVducD5VC8Z9+5qtp3w60y4dhb+G9N8xTyZ5hcN97achnbnI7iplio2ukylh29bnteofGrQJrdILfXtHtINltGzT3sa4w7O21QegPr+Vcdqnx88MRwSs3iWxeaSOUFIWkl+aWXB+6p6IP1rHX4TX0agWvh/Qd4Zvlh09FPAGDuaMDn1B7Vp2vwr8WZPk/Y7A9P3e1BjAwQFXrnPWuWWIb6HVDCsx5vjdpmoTSvp9rreptukdTaWDsNwQJGSTjgAE/jWfD421LaWtPBGpyv822S/uorYcoFUkMewz+Zrv7P4Ja7eDOo+Igf9mGFh+u/wDpW3b/ALP+kjDXV3e3Ld90xUfQADp+Nc7xEuiOuODe7Z5BqPxE8YabZyXv9kaDpNvblZf9KvXnb5U2gARDnOe3tWNb+OfFD2kEtxqehJK6rJHaWMTXFztBIVmXdtTJJ+Vjnjp0r6Qs/g14as23JpMcxIwftDNKDkYIIYng5P51v6f4J0nSVC2mmWdoP7sEKoOfoKh1pHRHBxunJnxVF4q8Z3HiCD7NpniCVo2VfLurRTFNiQHB2xjYuC3zZ6gV7xYWt4tr5UNncHdCg5jK8mTc2S2Oce/evbZNKiWNvkXGPSqJsE6gc9Kj6w10K+oQl1PHlnvNOv70XVvJbxXXyxuxyCzSAlRz1wOh9DXnd1c/atWvZc5Mk8jD0wWJH6Yr6L8YaZa/8IzqEswPlxxM+VOGRgMq6nswIBHHbn3+a9PjO4MRu7e3pXLiK/tIpM6cPhVQnzLY3bOEnbgYHX9K2rNcdRgde2OtZtmyoDwTgdjWjDH5qoylgOuOnvXhy1PZtoW3jLAK3XqP61n3sbbTjJOcCtPkDpkHj9Kp3CnZj8KlPZEM4zXod8RyK+Tvi54budN8SXepeXmzupcB1OcPtBIPueevv6V9fa1CrIwrw7xxYx6pDqNpKvL8cjPOMhvqDX0eWyalY+czWN6dz51DFaljO7OBjtTr2zl0+6lt5RiSNtp/x+lJaW095MIYI2lkbjaoya+m5lbU+VjFnUeAPGc/gnxBBexM3kN+7uY0GS8ZIJA9xgHOe1e0/F+6k8SfDRb6F2uLJZobhJhkpgkoCD/wOvN/C/wbvtQCTalcCxhYcLHhnP1PQV3Piazn0b4b3ugpcTPYwxF4klbd0cSHBx2YH86w9tTm+VPU3dCpTtNrQ8ftj/o6HtiplOc1DZ4a3TuOn6mp8VzStqj7Cm+aCZFN2qrOgZWq8yhuozVSYYjYjrjP6Uo7oiqrxZzzEqxxwM07eNwx071Gxyx+tJXpR2R8dK12aek3n2G+jY/cb5W+h/wr0K1YMFJOeM/mK8vDbuh/zmu28M6kLuzETcvH8p9e+D/n0rixEeqOzC1Le6zqV+6KKhSYlRRXBqer8z7K+B/iOXxBp7w6gonvbU+V5jKGU4xyCee9eg2cke4xbcBmbP50UU6fQ45/EbiwRqob5iSMjnpxUiW8asMiiiu1pHKWzaxLzjP4UjxopG0Yooo5UJHUaZbw/Y7cuGbcCT0rd0kQrvkVNwQ4+YDOfcjqKKKhkGff3XmMY0G0K3Pue1Utm7k0UVmy1sLHCGYVR1KxiPnK6K6MAHVhkEN2x3FFFRZDuzxr4lfDDSF8N6peWTXVhJbxmVY7e4ZUDDngEHb64B7Cut8G/D3RdMWzlht2nuRGh+0XchlbO1eQDwOg5A7UUVz8q5rmk2+RHpmn6ajcE85xjt9avW9uF2jORRRWhkaluoVRTrifyQev3TyPTjP9KKK0Axb7VDCpCrggf/WrjtU8TTyT+SowT3JoorGRvT2M248RfYUBkRpQTg9Aamj1CPVFB2Mikf570UVkzUztN8OWmpeMDC0azxiEHy7hQyFi3de+Md+h+lcP49+KP2u8m0fQFuNOSzuT518zBZ5JUJHykE7QCxOQcnPYDkorGrJxp3R04WKlOzPSPgh4wi1rwvcWGqzX13f2t2XF1M/nblkC4BLNu4IPfGMV6rr80fg3TbrxFfNJcWmk27zNHAAZGCqdqjdwBz64/qUV6FBv2cWcVb+M0fPvxF+NWmar4ZutI0GLUILvUgpnuLhEhCwj5mQFHYsW4B+7xmvmPxTceSrrGuI9nC9P0oorycZJ+2SPosHFRpuyMjw94w1nxB4JvfDr3WLGCclGY5YRbSTF05XcxYDPHP4eF6sxtdWuYDyWZgG9MFT/ACoor6HD/Aj5jE/Gz3WOPyfCcsq/KsixrtX+6CMf/qrX8NJutVXPyrRRXkZgezlex2mkDEhA9f6V1Vuo8tSOmOaKK+Zqbn1JDfNut3XlcgjKnkZrkzebpJoDuLRfLuJ+9xRRW2H3Mqux6n4P1FrrRbdjxstpD/3xbov9a2tdi+0uMHmOQtzwCA+zH/kNfyoor7ij8CPgp/xGULrQ7PUdCjuLhpEmiEil4wDkJGpAxkep/OsHSfA9nrUzwQxr5W3y5WmPzMSAQwyGADH+A/d2/fbOFKK468I86dj0MLWqNezvoP8AAn7PniTSNdsb/W/Gq6u9mskcEBszhYm/5Zly+SqnlQRxnjivZIPDRZIVe+uGjXaqIpCAbVIHQZ7nv3NFFTKTivdPRjSg5XaLEfgvTSfnt1mY45mJfPoefr+tadvokEShURUX0VcUUVzuTudUYRitEPWxSPIpfsqdMZoopDsSrbqq5AxQVFFFSMa0mzOKryXB25AooqZbFR3KNxeM0Z7ZOKzmuGU0UVzy2NonOfES6MfgnU++6MrXz9YrtUAd+f0oorjqdTZJHQWq7VPtWtbZ+VM4+lFFcBZYz8pI4NVLj0PNFFT2JZgaxHmM44rw3WLjzPEl7bsCdu05oor6PL9zwcy+BHm3inw7FqHiJoydo3MODj/lmG9PUH86f4dgitIw0KKg+nPTvRRXr1m+U8KhFc7O90jVp1UCRt8fT3H4V6T4L+Dd14y8K+Idau9aEVlJb3EEdn5Hmlm8kkEksNgBIwRk9scclFcOH+I68Q37NHylppPkY9D/AEq3RRXfLc9eh/DiMkYjGDiq83+rb6Yoopx6F1PhZzki7XIpjUUV6Edj4qW7FXOc1raDetZ30bDlXIRh9elFFKp8LNKfxI7+GUtGDiiiivJuz2D/2Q==" 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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com4tag:blogger.com,1999:blog-4990445753132537150.post-8557730427580202002017-07-27T00:07:00.004-07:002017-07-27T00:07:43.969-07:00Spiegel: Ο τουρισμός στην Ελλάδα ανθεί, οι εργαζόμενοι υποφέρουν – Κατά 580% αυξήθηκαν τα εργατικά ατυχήματα<div dir="ltr" style="text-align: left;" trbidi="on">
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ΚΟΙΝΩΝΙΑ</div>
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<img height="191" src="https://atexnos.gr/wp-content/uploads/2017/07/tourismos.jpg" width="400" /></div>
Spiegel: Ο τουρισμός στην Ελλάδα ανθεί, οι εργαζόμενοι υποφέρουν – Κατά 580% αυξήθηκαν τα εργατικά ατυχήματα</header><header class="post-header cf" style="border: 0px; margin: 0px 0px 21px; padding: 0px; vertical-align: baseline;"><br /><span style="font-family: Georgia, Times New Roman, serif;">Τα κραυγαλέα κρούσματα εργασιακής εκμετάλλευσης στον ελληνικό τουρισμό παρουσιάζει ρεπορτάζ του Spiegel Online.</span></header><div class="post-container cf" style="background-color: white; border: 0px; line-height: 21px; margin: 0px; padding: 0px; vertical-align: baseline;">
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<span style="font-family: Trebuchet MS, sans-serif;">Τα κρούσματα εργασιακής εκμετάλλευσης στον ελληνικό τουρισμό που καταγράφονται παράλληλα με τα εισπρακτικά ρεκόρ των επαγγελματιών του κλάδου, επιχειρεί να αναδείξει εκτενές ρεπορτάζ του Spiegel, στην ηλεκτρονική του έκδοση του γερμανικού περιοδικού. Μετά το τηλεοπτικό ρεπορτάζ που παρουσίασε προ ημερών το πρώτο κανάλι της γερμανικής δημόσιας τηλεόρασης ARD κάνοντας λόγο για φαινόμενα σύγχρονης δουλείας στον ελληνικό τουρισμό, άλλο ένα δημοσίευμα του γερμανικού Τύπου επιχειρεί να φωτίσει αυτή τη σκοτεινή πλευρά της τουριστικής ανάπτυξης στην Ελλάδα.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">«Ο ελληνικός τουριστικός κλάδος ανθεί. Φέτος αναμένονται 30 εκατομμύρια τουρίστες, περισσότερους από ποτέ στο παρελθόν. Αν το δει κανείς στατιστικά, αυτό σημαίνει ότι το 2017 σε κάθε Έλληνα αντιστοιχούν τρεις τουρίστες», σημειώνει το Spiegel αναπαράγοντας πρόσφατες θριαμβευτικές δηλώσεις του πρωθυπουργού Αλέξη Τσίπρα ενώπιον ξενοδόχων. «Ο ενθουσιασμός του είναι κατανοητός. Ο τουρισμός προβλέπεται ότι θα φέρει στην Ελλάδα φέτος έσοδα 14 δις ευρώ από το εξωτερικό – ένα σημαντικό στήριγμα για την επιβίωση της κλονισμένης από την κρίση εγχώριας οικονομίας. Ωστόσο, <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">το τίμημα πληρώνουν πολλοί από 340.000 και πλέον απασχολούμενους του κλάδου</strong>. Οι ώρες στη δουλειά είναι πολλές, οι αμοιβές μικρές. Πολλοί Έλληνες απασχολούνται παράνομα, δεν έχουν ασφαλιστική προστασία και μπορούν εύκολα να απολυθούν. ‘Τα ρεκόρ και τα κέρδη βασίζονται σε εργαζόμενους που δουλεύουν υπερβολικά και υφίστανται εκμετάλλευση, ενώ πολλοί από αυτούς καταρρέουν από εξάντληση’, λέει ο Κυριάκος Τσιαούσης, πρόεδρος του Συνδικάτου Εργαζομένων Τουριστικών – Επισιτιστικών Επιχειρήσεων Θεσσαλονίκης, Πιερίας και Χαλκιδικής».</span></div>
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<span style="font-family: Trebuchet MS, sans-serif; font-size: small;">Οι εργαζόμενοι φοβούνται να μιλήσουν</span></h3>
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<span style="font-family: Trebuchet MS, sans-serif;">Το Spiegel αναφέρεται στο κάλεσμα των συνδικαλιστών του κλάδου σε πανελλήνιες απεργιακές κινητοποιήσεις την Πέμπτη. Όπως παρατηρεί, <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">«είναι η πρώτη απεργία στον τουριστικό τομέα από το 2012»</strong>. Το ρεπορτάζ φιλοξενεί και δηλώσεις του προέδρου του Συνδικάτου Εργαζομένων Επισιτισμού-Τουρισμού Παναγιώτη Προύντζου, ο οποίος εκφράζει την αισιοδοξία του για επιτυχία του απεργιακού αγώνα, τονίζοντας ότι «οι συνθήκες εργασίας επιδεινώνονται τόσο ραγδαία ώστε δεν μπορούμε να σιωπούμε άλλο».</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Όπως επισημαίνει το Spiegel, <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">πολλοί εργαζόμενοι στον τουριστικό κλάδο φοβούνται ότι αν μιλήσουν δημοσίως για τα κακώς κείμενα κινδυνεύουν να χάσουν τη δουλειά τους</strong>. «Έχω μια οικογένεια να θρέψω», εξηγούν πολλοί. Το ρεπορτάζ επισημαίνει ότι «η εκμετάλλευση στον τουριστικό τομέα έχει διάφορες μορφές» και αναφέρει μεταξύ άλλων την εργασιακή ανασφάλεια και την υπερβολική επιβάρυνση των απασχολούμενων, τις στάσιμες αμοιβές, την καθυστέρηση καταβολής των δεδουλευμένων και την παραβίαση διατάξεων προστασίας της υγείας και της εργασίας των απασχολούμενων. Όπως σημειώνει το Spiegel, «τα ατυχήματα είναι συχνό φαινόμενο. <strong style="border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">Το ποσοστό των εργατικών ατυχημάτων αυξήθηκε μεταξύ 2009 και 2016 κατά 580%</strong>». Όπως σημειώνεται, ο Σύνδεσμος Ελληνικών Τουριστικών Επιχειρήσεων και η Πανελλήνια Ομοσπονδία Ξενοδόχων δεν ανταποκρίθηκαν προς το παρόν σε ερωτήσεις του γερμανικού περιοδικού.</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">Πηγή: Deutsche Welle</span></div>
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<span style="font-family: Trebuchet MS, sans-serif;">_______________</span></div>
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<strong style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Trebuchet MS, sans-serif;">Απεργιακή απάντηση ενάντια στις συνθήκες γαλέρας που αντιμετωπίζουν, την εντατικοποίηση, τις ελαστικές εργασιακές σχέσεις, τις περικοπές σε μισθούς και δικαιώματα δίνουν την Πέμπτη 20 Ιούλη οι εργαζόμενοι στον κλάδο του Επισιτισμού – Τουρισμού.</span></strong></div>
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<strong style="border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-weight: normal; line-height: normal; text-align: left;">ΑΠΟ </span><a href="https://atexnos.gr/author/iraklis/" style="font-weight: normal; line-height: normal; text-align: left;">HERKO</a></strong></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-3429379874724360992017-04-05T12:18:00.002-07:002017-04-05T12:21:59.083-07:00Αφιέρωμα στο Μανώλη Λιγνό, Μέλος της Ένωσης Συγγραφέων και Δημοσιογράφων Τουρισμού (Ε.Σ.Δ.Τ.)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: #0b5394; color: white; font-family: Trebuchet MS, sans-serif; font-size: small;"> ΠΟΡΤΡΕΤΑ ΜΕΛΩΝ ΜΑΣ </span></h2>
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<span style="color: #0b5394; font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><b>Κ</b></span><span style="font-family: "trebuchet ms" , sans-serif;">άποιοι λένε ότι το ταλέντο προϋπάρχει στα γονίδια του ανθρώπου, ότι το άτομο γεννιέται με τη χάρη της δημιουργίας και της αποφασιστικότητας να κατακτήσει τους στόχους του. Αν όντως κάτι τέτοιο ισχύει, τότε αυτός ο άνθρωπος είναι η προσωποποίηση της έμφυτης δημιουργικότητας. Γεννημένος στις 17 Μαΐου του 1942 έμεινε τα πρώτα 8 του χρόνια στη γενέτειρα και αγαπημένη του νήσο Σαντορίνη και έπειτα μετακόμισε στον Πειραιά με την οικογένεια του, σε μια μονοκατοικία στην περιοχή της Καλλίπολης. </span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">Ύστερα από λίγα χρόνια, το 1958 εκδόθηκε για πρώτη φορά από τον πατέρα του η εφημερίδα <b><span style="color: #073763;">“Θηραϊκά Νέα”</span></b>, με την οποία ο ίδιος ασχολήθηκε από πολύ νέος, αρχικά ως βοηθός , ενώ από το 1970 έχει αναλάβει τα ηνία της έκδοσής της ως διευθυντής της εφημερίδας. Μια εφημερίδα, που ενημερώνει όχι μόνο τους μονίμους κατοίκους της Σαντορίνης για τα γεγονότα, αλλά και εκείνους τους Θηραίους και φίλους της Σαντορίνης, που διαμένουν εκτός της νήσου, ακόμα και εκτός της Ελλάδος. Μια εφημερίδα, που είναι ο κύριος στυλοβάτης της παράδοσης και ο συνδετικός κρίκος των παραδοσιακών παλαιών αρχών με τη σύγχρονη πραγματικότητα και την τωρινή καθημερινή ενημέρωση. Μια εφημερίδα, που “μιλάει” στην καρδιά του κάθε Σαντορινιού και του κάθε φίλου του τόπου αυτού. Μια εφημερίδα, που περικλείει όλα τα νέα του τόπου, με στήλες πολιτικά, κοινωνικά, αθλητικά, εκδηλώσεις, βραβεύσεις και σχολιασμούς της επικαιρότητας. Μια εφημερίδα, που ξεχωρίζει την πληροφόρηση και την παραπληροφόρηση, που αναδεικνύει τον τόπο και τους ανθρώπους του, τονίζοντας και φωτίζοντας την αγάπη για το νησί!<br /><br />Ο ίδιος πριν λάβει τα ηνία του Tύπου των Θηραϊκών Νέων, αποφοίτησε από τη Νομική Σχολή Αθηνών. Έκανε άσκηση στο γραφείο του δικηγόρου Παπαδημητρίου και στη συνέχεια μετεκόμισε στον νυν εργασιακό του χώρο (Κλεισόβης 12, Πλατεία Κάνιγγος). Διετέλεσε Δικηγόρος και Μέλος του Δικηγορικού Συλλόγου Αθηνών από το 1971 μέχρι το 2007. Το έργο του, όμως, δεν σταμάτησε εκεί ή για να είναι πιο ακριβής η διατύπωση ποτέ δεν σταμάτησε, μήτε θα σταματήσει. Παράλληλα με το δικηγορικό επάγγελμα και την έκδοση της μηνιαίας εφημερίδας, δημιούργησε την Πανθηραϊκή Ένωση (1980), όπου διετέλεσε και Πρόεδρος της, έναν δηλαδή πολιτιστικό σύλλογο συνένωσης όλων των κατά τόπων συλλόγων της Σαντορίνης. Είναι Επίτιμος πλέον Πρόεδρος της Ένωσης Κυκλαδικού Τύπου, έχοντας υπάρξει Πρόεδρός της για επτά συναπτά έτη (2004-2010), ενώ έχει συμβάλει με την παρουσία και το έργο του σε πολλούς πολιτιστικούς φορείς και συλλόγους: Μέλος Δ.Σ., Ταμίας και νυν Γενικός Γραμματέας της Εταιρείας Κυκλαδικών Μελετών, Μέλος Δ.Σ. -Ταμίας (2000-2008) του Ινστιτούτου Μελέτης και Παρακολούθησης Ηφαιστείου Σαντορίνης (Ι.Μ.Π.Η.Σ.), Μέλος Δ.Σ. και Γενικός Γραμματέας του Κοινωφελούς Οργανισμού Κυκλάδων Νήσων (Κ.Ο.Κ.Ν.), Μέλος Δ.Σ. και Υπεύθυνος Δημοσίων Σχέσεων του Κέντρου Ελληνο-Ρωσικών Ιστορικών Ερευνών (Κ.Ε.Ρ.Ι.Ε.) και Ερευνητής του Προγράμματος “Εκκλησιαστικά Κειμήλια Ρωσικής Τέχνης στη Σαντορίνη”, Μέλος της Ένωσης Συγγραφέων και Δημοσιογράφων Τουρισμού (Ε.Σ.Δ.Τ.), από όπου απέσπασε και έπαινο για τον τόμο “Σαντορίνη – 1971”, Μέλος Δ.Σ. του Πτωχοκομείου – Γηροκομείου Θήρας από το 1994, Μέλος Δ.Σ. της Εταιρείας Μελέτης Αρχαίας Ελληνικής Μυθολογίας και Ταμίας κατά τα έτη 2000-2008, καθώς και Διευθυντής του Μπελλώνειου Πολιτιστικού Κέντρου του Ιδρύματος Λουκά και Ευαγγέλου Μπελλώνια, στη Θήρα από το 1995 έως το 1997.<br /><br />Μα ούτε κι εδώ περιορίζεται το έργο του, καθώς λένε πως οι δημιουργικοί άνθρωποι δεν έχουν προγραμματίσει τέλος στη δημιουργία. Και κάπως έτσι κυρίευσαν την σκέψη του πρωταγωνιστή μας και τα λαογραφικά στοιχεία του πολιτισμού, καθιστώντας τον Μέλος του Ινστιτούτου των Ελληνικών Μύλων (Ι.τ.Ε.Μ.) και της Ελληνικής Εταιρείας Λαογραφικής Μουσειολογίας, Συλλέκτη και Ερευνητή πρωτότυπου λαογραφικού υλικού, Συνεργάτη του Προγράμματος “Σαπφώ” του Κέντρου Λαογραφίας της Ακαδημίας Αθηνών, Ερευνητή για τα παραδοσιακά αγροτικά προϊόντα της Σαντορίνης από ιστορική και λαογραφική άποψη και Ιδρυτή του Λαογραφικού Ομίλου Σαντορίνης.<br /><br />Η κυριότερη, όμως, ενέργειά του στον τομέα της λαογραφίας δεν αποτελεί μήτε η συμμετοχή του σε λαογραφικούς φορείς, μήτε και η ίδρυση ενός ομίλου υποστήριξης λαογραφικών στοιχείων του νησιού του. Η βασικότερη συμβολή του στη λαογραφία είναι η έμπρακτη προστασία και προβολή των στοιχείων της σε όποιον θέλει να γνωρίσει την παράδοση του νησιού, είναι η Ίδρυση και η Διεύθυνση του Λαογραφικού Μουσείου Σαντορίνης Εμμ. Α. Λιγνού. Το σπίτι, στο οποίο στεγάζεται, έμεινε ανέπαφο από τους σεισμούς του 1956, συντηρήθηκε το 1973 και από τότε τοποθετήθηκαν σε αυτό παλαιά έπιπλα και σκεύη, οικογενειακά κειμήλια, στη θέση που χρηστικά ανήκουν. Το 1993 οικοδομήθηκε στο Μουσείο πτέρυγα για την στέγαση της Πινακοθήκης και των εργαστηρίων, καθώς και το εκκλησάκι του Αγίου Κωνσταντίνου, στη μνήμη του ιδιοκτήτη του κτήματος Κωνσταντή Εμμ. Λιγνού, θείου του ιδρυτή. Το μουσείο, που δημιουργήθηκε με πολύ κόπο, αγάπη και μεράκι από τον ιδρυτή του, αποτελεί σήμερα πραγματικό στολίδι του τόπου, πραγματικό κομψοτέχνημα διατήρησης της πολιτιστικής κληρονομιάς του νησιού και πηγή γνώσης και θαυμασμού για κάθε επισκέπτη, που απολαμβάνει την ποικιλία και τον πολιτιστικό πλούτο των εκθεμάτων του.<br /><br />Στον οικισμό Κοντοχώρι, μόλις λίγα χιλιόμετρα έξω από το κέντρο των Φηρών, βρίσκεται το Λαογραφικό Μουσείο Σαντορίνης, το οποίο αποτελείται από ένα σπίτι χαρακτηριστικό δίχωρο θολωτό υπόσκαφο, που κατασκευάστηκε το 1861 και αποτελείται από τη σάλα, τη σωτοκάμαρη (κρεβατοκάμαρα), τη μικρή κάμαρη την τραπεζαρία, το κελαρικό και το μαγεργιό με το φουρνί. Τα υπόλοιπα “κομμάτια” - μέρη του μουσείου είναι το Ιστορικό Αρχείο, που περιλαμβάνει χειρόγραφα, λιθογραφίες, βιβλία και φακέλους με υλικό σχετικό με τη Σαντορίνη και την ευρύτερη περιοχή των Κυκλάδων, η Πινακοθήκη με έργα Ελλήνων καλλιτεχνών, εμπνευσμένα από τη Σαντορίνη (Ν. Χατζηκυριακου – Γκίκα, Πάρι Πρέκα, Α.Ταρσούλη, Γ. Συρίγου, Δ.Δαρζέντα, Π. Γράββαλου, Ο. Ζούνη, Ντ. Αντωνακάτου, Μ. Βενιού, Β. Κύρκου, Ζ. Σκιαδαρέση, Σ. Καλογεροπούλου, Μ. Πρέκα κ.α.), τα Παραδοσιακά Εργαστήρια: Ξυλουργείο του Μιχαήλ Ρούσσου - Υποδηματοποιείο του Σπύρου Ρούσσου - Καλαϊτζίδικο – Φαναρτζίδικο του Ανδρέα Παπανδρεόπουλου - Βαρελοποιείο - Τυπογραφείο – Οινοποιείο (υπόσκαφη κάναβα) του 1861 και μια μεγάλη και εντυπωσιακή σπηλιά, που δημιουργήθηκε από εξόρυξη ελαφρόπετρας και θηραϊκής γης. Όλα τα εκθέματα του Μουσείου συλλέχθησαν με πολλή προσοχή και φροντίδα από τον ιδρυτή του και χρονολογούνται πριν του 1950. Αλλά το Λαογραφικό Μουσείο Σαντορίνης δεν περιορίζεται μόνο στην έκθεση των περαιτέρω ιστορικών στοιχείων, μα παίζει και έναν διαδραστικό ρόλο, καθώς στον χώρο του οργανώνονται εκπαιδευτικά προγράμματα, σε συνεργασία με διάφορους φορείς και σχολεία, καθώς και πλήθος πολιτιστικών εκδηλώσεων, έτσι ώστε οι Σαντορινιοί και όχι μόνο, να γνωρίσουν και να εκτιμήσουν την πολιτιστική παράδοση του τόπου τους. Το Μουσείο πλέον έχει τη δική του διαδικτυακή σελίδα (www.santorinisfolkmuseum.com) και είναι προσβάσιμο στο κοινό από 15 Απριλίου – 15 Οκτωβρίου και ώρες 10.00 – 14.00, ενώ την περίοδο Ιουλίου – Σεπτεμβρίου, είναι ανοικτό και το απόγευμα, τις ώρες 18.00 – 20.00.<br /><br />Κάποιος δικαιολογημένα θα έλεγε ότι ένας άνθρωπος με τόσες ασχολίες δε θα είχε τον χρόνο να διδάξει και να μεταλαμπαδεύσει τις γνώσεις του και σε άλλους ανθρώπους. Κι όμως, ακόμα και σε αυτό ο συγκεκριμένος διέψευσε το αναμενόμενο. Έχει υπάρξει εισηγητής και εκπαιδευτής στα προγράμματα Επαγγελματικής Κατάρτισης, που υλοποιήθηκαν από το Κ.Ε.Κ. - Τεχνική Εκπαιδευτική Ε.Π.Ε. με θέματα την προώθηση αγροτικών παραδοσιακών προϊόντων και τις νέες μεθόδους παραγωγής και εμπορίας οίνου, ενώ κατά καιρούς έχει συμμετάσχει σε πληθώρα Ημερίδων, Συνεδρίων και Σεμιναρίων, στα οποία γνωστοποιεί και μεταδίδει την αγάπη του για το νησί του και την παράδοση. Ένα από τα πιο πρόσφατα, που συμμετείχε ως ομιλητής και εκπαιδευτής, ήταν το Πρόγραμμα του Δήμου Θήρας “Γνωρίζω τον τόπο μου”, το οποίο είχε σαν στόχο τη μαζική επιμόρφωση των διαφόρων ειδικοτήτων εργαζομένων, προκειμένου να υπάρχει γνωσιακή επάρκεια για το νησί σε όσους εργάζονται στην πρώτη γραμμή υποδοχής και εξυπηρέτησης των επισκεπτών της Σαντορίνης.<br /><br />Πλημμυρισμένος από το αίσθημα αγάπης για τον τόπο και τους ανθρώπους του, γράφει, παράλληλα με την εφημερίδα, άρθρα σε εφημερίδες και περιοδικά τιμώντας τον τόπο καταγωγής του. Η ανάγκη να εκφράσει και να μεταδώσει όλες τις σπουδαίες πληροφορίες, που λάμβανε συνεχώς για το νησί, τον οδήγησε σε μια σειρά εκδόσεων Θηραϊκά της εφημερίδας “Θηραϊκά Νέα”, η οποία έχει στο ενεργητικό της σπουδαίες εκδόσεις βιβλίων, όπως τους δύο ιστορικούς τόμους «Γενεαλογικά της Σαντορίνης», ένα αξιοσημείωτο έργο προέλευσης των επιθέτων των κατοίκων του νησιού. Επιπλέον, έχει υπάρξει επιμελητής έκδοσης του μνημειώδους τόμου Μιχαήλ Δανέζη “Σαντορίνη” 1971 και διευθυντής έκδοσης του Ι.Μ. Δανέζη: “Σαντορίνη” 2001, Εκδόσεις Αδάμ, ενώ έχει συμβάλει στην έκδοση πολλών πετυχημένων λευκωμάτων, όπως “Οία – Σαντορίνη” του Δ. Ταλιάνη και “Σαντορίνη Άνωθεν” (Εκδόσεις Μίλητος – 2010).<br /><br />Λένε πως σε έναν άνθρωπο δημιουργικό, μαχητή και κυνηγό της ζωής αν προσπαθήσεις να απαριθμήσεις τα αυτού επιτεύγματα θα μπλεχτείς σε ένα ατέλειωτο κουβάρι νήματος, που δε θα' χει τέλος, θα ατενίζεις ένα πέλαγος πραγμάτων, αναρίθμητων και πολύπλευρων. Λενε πως αν προσπαθούσες να καταγράψεις τα κατορθώματα της δημιουργικότητας ένος τέτοιου ανθρώπου, δε θα μπορούσες ποτέ να σταματήσεις να γράφεις, γιατί την κάθε μέρα, την κάθε στιγμή, το κάθε λεπτό όλο και κάτι νέο ο νους του έχει σχεδιάσει να πραγματοποιήσει κι όλο εσύ χρειάζεται να ανανεώσεις τη λίστα σου με ένα νέο δικό του επίτευγμα. Γιατί ένας τέτοιος άνθρωπος, αυτός ο άνθρωπος, ο Μανώλης Λιγνός των Αντωνίου και Ελευθερίας από τη Σαντορίνη δε θα σταματήσει ποτέ να συμβάλει στο καλό του τόπου, δε θα σταματήσει ποτέ να βοηθάει τους ανθρώπους γύρω του, να ονειρεύεται και να δημιουργεί. Γιατί; Ποιος ξέρει. Είτε είναι η φύση του, είτε είναι καθημερινή του προσπάθεια ένα μονάχα έχει σημασία. Ότι η υπέροχη αυτή φυσιογνωμία του, η κάθε μικρή λεπτομέρεια των κινήσεων του και ο πολυπράγμων χαρακτήρας του μένουν πάντα στην σκέψη μας σαν πρότυπο μιας έννοιας τόσο σύνθετης και περίπλοκης, μένουν πάντα μέσα μας σαν το πρότυπο Ανθρώπου.<br /><br />Με μια μεγάλη υπόκλιση προς αυτόν, με σεβασμό και θαυμασμό, που δεν τον άλλαξαν οι δύσκολοι καιροί και οι αναποδιές, τον ευχαριστούμε! Κι αν ρωτήσετε γιατί! Πιστέψτε με ο καθένας που διαβάζει αυτό το κείμενο και τον γνωρίζει έχει τουλάχιστον έναν προσωπικό λόγο να τον ευχαριστήσει. Τον ευχαριστούμε, λοιπόν, για όλα!</span><br />
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Θαλλέλαια Καραμολέγκου<br />
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*από το: <a href="http://www.neasantorinis.gr/topikes_eidiseis/3246">http://www.neasantorinis.gr/topikes_eidiseis/3246</a></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com5tag:blogger.com,1999:blog-4990445753132537150.post-58236637900294180752017-01-10T01:46:00.002-08:002017-01-10T01:46:38.370-08:00Όταν οι «ευέλπιδες» των αθηναϊκών γειτονιών ετοιμάζονταν για τα κάλαντα<div dir="ltr" style="text-align: left;" trbidi="on">
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Τώρα που κόπασαν οι γιορτές απολαύστε ένα κείμενο για το πώς οι μπόμπιρες της Παλιάς Αθήνας προετοιμαζόταν για τα κάλαντα.<br />Διαπραγματεύσεις, απειλές («Παραγγέλνω στη Βηθλεέμ και σταματάει η γέννα στη μέση»!!!). και συμφωνίες μέχρι την τελευταία στιγμή…</div>
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<br /><span style="font-size: large;">Θα σας γυρίσω 87 χρόνια πίσω τότε που τα παιδιά γύριζαν άφοβα στους δρόμους και ο κόσμος τα περίμενε με λαχτάρα να τους «πει» τα κάλαντα.</span><br /><br /><div style="text-align: center;">
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-Σας τάπανε; Ακούγονταν στις γειτονιές…<br />-Αμέ…<br />-Και του χρόνου…<br /><br />Και οι περήφανοι πρωταγωνιστές αυτού του υπέροχου σκηνικού, τα ξυπόλητα τάγματα, έπαιρναν σοβαρά το ρόλο τους. Για πολλά παιδιά ίσως και νάταν το μοναδικό χαρτζιλίκι…<br />Με τη βοήθεια του ρεπόρτερ του «Ημερήσιου Τύπου» μπορέσαμε να παρακολουθήσουμε το σχεδιασμό της «επόμενης ημέρας»<br />Πάρτε εικόνα: <br /><br /><br />
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<span style="font-size: 18.005px;">«Τύφλα νάχουνε οι πολιτικές ζυμώσεις των ημερών αυτών. Έπρεπε να σας είχα μαζύ μου, σε μια γύρα που έκαμα προχθές στις συνοικίες των Αθηνών, για να καταλάβετε τι θα πή «ζύμωσις» και τι θα πή «παζάρεμα». Νταραβέρι, όχι αστεία. Όλοι οι «ευέλπιδες» στην Πλάκα, στη Γούβα, στα Παντρεμενάδικα, στο Κολωνάκι, στα Πετράλωνα, στου Ψυρρή, στη Νεάπολι, στα Πευκάκια, ήσαν ανάστατοι.</span></div>
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<span style="font-size: 18.005px;">Εγίνετο το «παζάρεμα» και «κλείνανε οι παρέες» που θα «λέγαν’ τα Χριστούγεννα» κατά την χθεσινή ημέρα. Ο Κιόρης, ο Σάλτσας, ο Χαμπλεχούρας, ο Τζουτζουκλαράκιας, ο Τσίμπλας, ο Στραπάτσος. Ο Νικούρδας και τόσα άλλα σημαίνοντα ονόματα των «ξυπολήτων ταγμάτων» των αθηναϊκών συνοικιών, ήσαν εις την ημερησία διάταξι.</span></div>
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<span style="font-size: 18.005px;">Το να σχηματισθή «παρέα» από τους «ευέλπιδες» κάθε γειτονιάς, για να πούνε «τα Χριστούγεννα» δεν είνε μικρό πράμα. Έπρεπε να ικανοποιηθούν φιλοδοξίες, να κατοχυρωθούν συμφέροντα, να αναγνωρισθούν «νταήδες» και όλα αυτά, ως αντιλαμβάνεσθε, έχουν τις δυσκολίες τους.</span></div>
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<span style="font-size: 18.005px;">-Τζουτζουκλαράκια, τα περσυνά θα λείψουνε. Να το ξέρης. Δεν πάω εγώ στο τμήμα, χρονιάρα μέρα για τη μοιρασά. Αποφαίνεται σοβαρώς ο Στραπάτσος, επίλεκτον μέλος της αλαναρίας των Πευκακίων.</span></div>
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<span style="font-size: 18.005px;">-Και πέρσυ ποιος σούπε να πάς μέσα ρέ; Μοναχός τα ήθελες. Από την μοβορία σου και από την γκρίνια σου έγιναν ούλα. Αλλοιώς θα μοιράζαμε την «κάσα» σαν αδρέφια</span></div>
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<span style="font-size: 18.005px;">-Ετούτο είνε κι’ όλας. Θα βρεθώ και χρεοφελέτης. Άκου. Τζουτζουκλαράκια. Εφέτος την είσπραξι θα την κάνω εγώ. Εγώ θα είμαι η «κάσα».</span></div>
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<span style="font-size: 18.005px;">-Το μόνο που δεν γίνεται. Παραγγέλνω στη Βηθλεέμ και σταματάει η γέννα στη μέση.</span></div>
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<span style="font-size: 18.005px;">-Νάτα. Τα γλέπεις;</span></div>
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<span style="font-size: 18.005px;">-Τι να γλέπω ρέ; Άμα κανονίσουμε τα μερίδια από εξαρχής, τα πράματα θα πάνε εν τάξει.</span></div>
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<span style="font-size: 18.005px;">Και ο πονηρός Τζουτζουκλαράκιας εξαγγέλλει επισήμως τον τρόπον με τον οποίον εννοεί να γίνη η μοιρασιά της κάσας, ενώ κεχηνότες οι σύντροφοί του τα ακούουν όρθιοι σε ένα τρίστρατο της οδού Δαφνομήλης.</span></div>
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<span style="font-size: 18.005px;">-Η κάσα θα γένη τέσσερα μερδικά. Ένα εγώ, ένα για τα όργανα…</span></div>
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<span style="font-size: 18.005px;">-Μερδικό για τα όργανα; Ποια όργανα;-Το τουμπερλέκι και το τρίγωνο;</span><span style="font-size: 18.005px;"> </span></div>
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<span style="font-size: 18.005px;">-Δεν έχουνε λεφτά αυτά ρέ; Ή θες να τα προσφέρω τζάμπα στην κομπανία; Ο Σίνας επέθανε για να χαρίζη.</span></div>
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<span style="font-size: 18.005px;">-Και σάματης δεν θα μείνουνε δικά σου πάλι;</span></div>
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<span style="font-size: 18.005px;">-Έχουνε φτορά, ρέ τα όργανα. Έτσι τα ξέρεις τα πράμματα; Το τουμπερλέκι έχει ένα ενηάρι και με τις γρουμπανιές που θα του δίνει ο Κλάψας πάει το λαγοτόμαρο. Του χρόνου θα θέλει άλλο. Λοιπό. Δύο μερδικά εγώ, ένα εσύ και ένα ο Κλάψας. Είσαι φχαριστημένος;</span></div>
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<span style="font-size: 18.005px;">-Μας υποχρέωσες τα μέγαρα.</span></div>
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<span style="font-size: 18.005px;">-Γιατί;</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">-Ίσο μερδικό ο Κλάψας, ίσο εγώ;</span></div>
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<span style="font-size: 18.005px;">-Αφού θα κάνει μπάσο ο άνθρωπος.</span></div>
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<span style="font-size: 18.005px;">-Δεν αφίνεις την κουβέντα καημένε; Αυτός κάνει σαν κλάξον.</span></div>
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<span style="font-size: 18.005px;">-Έτσι είνε ο μπάσος, φίλε. Μπάσος και να κάνη το ψιλό του, πάει;</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">-Ναι. Αλλά όμοια ο Κλάψας, όμοια εγώ, που κάνω τετραφωνία μαναχός μου, πάλε δεν πάει. Λοιπό, για να μην κουράζωνται οι φωνές μας απ’ τ’ απόψε, η είσπραξη θα γίνη τρία μερδικά και όχι τέσσερα.</span></div>
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<span style="font-size: 18.005px;">Προ της κατηγορηματικής αυτής δηλώσεως του κυρίου Γκαβίλια, που κάνει «τετραφωνία μοναχός του» ο Τζουτζουκλαράκιας υπεχώρησε και η «παρέα έκλεισε».</span></div>
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<img src="http://www.protothema.gr/files/1/2017/01/07/str0.jpg" style="background-color: #f2f2f2; border: 0px; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px; margin-bottom: 10px; max-width: 100%; vertical-align: bottom;" /></div>
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<span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;">Σ’ ένα απόμερο καφφενεδάκι των Πετραλώνων πεισματώδης διεξάγεται συζήτησις μεταξύ των κ.κ. Τσίμπλα, Στραπάτσου και Νίκουρδα. Και αφορμή η παράστασις της «μόστρας».</span></div>
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<span style="font-size: 18.005px;">Το κοινόν εδώ έχει απαιτήσεις. Με το τουμπερλέκι και με το τρίγωνο τα πράμματα δεν λύονται. Πρέπει η παρέα να έχη και «μόστρα». Ένα ομοίωμα δηλαδή πολεμικού πλοίου οπότε η «μόστρα» θα είνε «ηρωικιά» ή την εικόνα της Γενοβέφας οπότε θα είνε «ερωτικιά»!</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">Το ειρηνόφιλο πνεύμα της εποχής έχει επιδράσει επί την πλειοψηφίαν της παρέας και γι’ αυτό αποφαίνεται υπέρ της «ερωτικιάς» εμφανίσεως της «μόστρας». Ο Στραπάτσος όμως επιμένει και με επιχειρήματα ακαταμάχητα.</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">-Ρέ σεις ο κόσμος σήμερις συνείθισε να την γλέπη ζωντανή τη γυναίκα τσίτσιδο. Θα σε πλερώση γιατί θα του την πας στη ζωγραφιά; Τον «Αβέρωφ» θα βάλουμε «μόστρα». Τετέλεσται.</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">Και προ της κατηγορηματικότητος του «τετέλεσται» του Στραπάτσου η πλειοψηφία υποχωρεί. Αλλά ο Τσίμπλας υποβάλλει έτερον όρον.</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">-Παιδιά. Να είμαστ’ εξηγημένοι. Στης εφτά η ώρα θα μοιραστή η είσπραξι.</span></div>
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<span style="font-size: 18.005px;">-Γιατί; Τότες είνε η δουλειά στο φόρτε της.</span></div>
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<span style="font-size: 18.005px;">-Τότες στις εφτά θα μου δώστε μπροστάντζα.</span></div>
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<span style="font-size: 18.005px;">-Για ποια δουλειά;</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">-Θέλω να πάρω κινίνο της γρηάς να ζυμώση.</span></div>
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<span style="font-size: 18.005px;">-Με κινίνο θα ζυμώση ρέ;</span></div>
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<span style="font-size: 18.005px;">-Το μόνο που έχει αγνή φαρίνα. Οι φούρνοι πουλάνε νοθευμένο.</span></div>
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<span style="font-size: 18.005px;">Ο Τσίμπλας συγκεντρώνει τας συμπαθείας της παρέας, ως προστάτης οικογενείας και η παράκλησίς του εισακούεται.</span></div>
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<span style="font-size: 18.005px;">Ούτω κατόπιν αμοιβαίων υποχωρήσεων δια της λογικής ή της καρπαζάς, οι «παρέες» έκλεισαν και τόσον πολυάριθμα μάλιστα ώστε πολλοί των συμπολιτών να υποφέρουν σήμερον από παράκρουσι από το ατελείωτο … Να τα πούμεεεε;».</span></div>
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<span style="font-size: 18.005px;">(Ημερήσιος Τύπος, 1930, Ι. Παπαδιαμαντόπουλος)</span><span style="font-size: 18.005px;"> </span></div>
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<img src="http://www.protothema.gr/files/1/2017/01/07/str2.jpg" style="background-color: #f2f2f2; border: 0px; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px; margin-bottom: 10px; max-width: 100%; vertical-align: bottom;" /></div>
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<span style="font-size: 18.005px;">Αγαπητοί αναγνώστες</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">Άλλος ένας χρόνος πέρασε και η Παλιά Αθήνα σας κράτησε, ελπίζω, καλή συντροφιά γεμάτη νοσταλγίες.<b><i> Σας εύχομαι ΚΑΛΗ ΧΡΟΝΙΑ, ΥΓΕΙΑ και κάθε προσωπική ευτυχία.</i></b></span></div>
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<span style="font-size: 18.005px;">Την <b>Δευτέρα 9 Ιανουαρίου 2017 στις 6.00 μ.μ.</b> θα δώσω μια διάλεξη στο βιβλιοπωλείο Books Plus (Πανεπιστημίου 37 απέναντι από την Εθνική Βιβλιοθήκη) με θέμα</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">Το βιβλίο, οι εκδότες, τα βιβλιοπωλεία στα χρόνια της Παλιάς Αθήνας</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">(Τι βιβλία άρεσαν στους Αθηναίους. Η διακίνηση του βιβλίου στο κέντρο της πόλης και τις φτωχοσυνοικίες. Οι εφημερίδες και τα δακρύβρεκτα μυθιστορήματα σε συνέχειες. «Ερωτικόν Επιστολάριον» το απόλυτον best-seller. Σπαρταριστά παραδείγματα. Όταν η «Εστία» πούλαγε και βούτυρο!!! Ναι, καλά διαβάσατε… Το πρώτο πορνογράφημα και η διακριτική του παράδοση. Και μια σοβαρή κριτική του χώρου από τον Γρηγόριο Ξενόπουλο)</span></div>
</span><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><div style="text-align: justify;">
<span style="font-size: 18.005px;">Θα χαρώ ιδιαίτερα να γνωριστούμε και από κοντά</span></div>
</span><br style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;" /><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;"><b>Θωμάς Σιταράς</b> (Αθηναιογράφος)</span><br style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;" /><span style="background-color: #f2f2f2; color: #454648; font-family: Medium, serif; font-size: 18.005px; line-height: 28px;">Διαβάστε περισσότερα στο </span><a href="http://www.paliaathina.com/">www.paliaathina.com</a><br />
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<a href="http://www.protothema.gr/stories/article/643269/otan-oi-euelpides-ton-athinaikon-geitonion-etoimazodousan-gia-ta-kalada/">http://www.protothema.gr/stories/article/643269/otan-oi-euelpides-ton-athinaikon-geitonion-etoimazodousan-gia-ta-kalada/</a></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com780tag:blogger.com,1999:blog-4990445753132537150.post-25074805768778318142016-12-12T10:16:00.003-08:002016-12-12T10:39:29.852-08:00ΕΚΘΕΣΗ "Πτήσεις και Πλεύσεις" της Λίας Καδέρογλου (Aqualia)<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="background-color: #0b5394; color: white;"> ΕΚΔΗΛΩΣΗ </span></b></div>
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ΜΕ ΤΗΝ ΑΙΓΙΔΑ ΤΟΥ ΔΗΜΟΥ ΜΟΥΖΑΚΙΟΥ</div>
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<b><span style="color: #b45f06; font-size: x-large;">Σ</span></b>το Ξενοδοχείο MOUZAKI PALLAS Hotel & Spa στο Μουζάκι Καρδίτσας πραγματοποιήθηκε ατομική έκθεση της καλλιτέχνιδας Λίας Καδέρογλου (Aqualia) τίτλο ΄΄Πτήσεις και Πλεύσεις ΙΙ ΄΄ στις 11-12 Δεκεμβρίου 2016 .Τα έργα με την τεχνική ζωγραφικής στην επιφάνεια νερού Ebru και Suminagashi, έδωσαν το στίγμα της μοναδικότητάς τους ως τεχνικές που για πρώτη φορά δημιουργεί ελληνίδα καλλιτέχνης και εντυπωσίασαν τους επισκέπτες και φιλότεχνους της περιοχής με την ιδιαιτερότητά τους.</div>
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Αλλεπάλληλες χρωματικές δονήσεις και επιζωγράφιση έδεσαν ονειρικά και το αποτέλεσμα λειτούργησε για όμορφη και συγχρόνως εκπαιδευτική επικοινωνία με τους φιλότεχνους. Η πανέμορφη περιοχή του ευρύτερου φυσικού περιβάλλοντος με το φυσικό κάλος που διαθέτει ο τόπος, ανέβασαν τα συναισθήματα στις "Πτήσεις και Πλεύσεις" της Λίας Καδέρογλου (Aqualia). Ήταν για όλους μια όμορφη συνάντηση των ανθρώπων, της φύσης και της τέχνης.</div>
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Για μένα προσωπικά εμπειρία με βαθιές προεκτάσεις στον ψυχισμό μου από όλο το εγχείρημα της παρουσίασης της έκθεσης,επειδή είχα την χαρά να επιμεληθώ, και να εισπράξω την ικανοποίηση των επισκεπτών.Η Λία Καδέρογλου(Aqualia) είναι μία καλλιτέχνης που αγαπά τις προκλήσεις και την μαγεία της δημιουργίας μέσα από τεχνικές που έφεραν οι δρόμοι του μεταξιού Ebru και Suminagashi</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNJjthLuMSE6B-ndVbzo77jq1ldaYCseVwmSXCI4xymPH4x0KMCQq5gLuYS3TIt3KxNDgZzr00Zwt_JZzw48IMtJE42iEGZtnkPJG1hp4t7GUM8ZomITdtz45ax-ENKnmtSdXziL98iO2o/s1600/Magda-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNJjthLuMSE6B-ndVbzo77jq1ldaYCseVwmSXCI4xymPH4x0KMCQq5gLuYS3TIt3KxNDgZzr00Zwt_JZzw48IMtJE42iEGZtnkPJG1hp4t7GUM8ZomITdtz45ax-ENKnmtSdXziL98iO2o/s1600/Magda-1.jpg" /></a></div>
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<b>Μάγδα Μυστικού – Καραγιαννιώτου</b></div>
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Δημοσιογράφος ΕΔΣΤΕ – FIGET - OMZET</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com2tag:blogger.com,1999:blog-4990445753132537150.post-21262529032203338882016-11-13T02:28:00.002-08:002016-11-13T02:37:25.436-08:00Παγκόσμια υπόκλιση: Η Ελλάδα ψηφίστηκε ως η ομορφότερη χώρα του κόσμου για το 2016!<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">ΕΙΔΗΣΕΙΣ</span></h2>
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<span style="font-size: x-small;">12 Νοεμβρίου 2016</span></div>
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<span style="color: #3d85c6; font-size: x-large;"><b>Η</b></span> Ελλάδα ψηφίστηκε ως η ομορφότερη χώρα του κόσμου για το 2016, από τους χιλιάδες αναγνώστες του διάσημου ταξιδιωτικού περιοδικού Condé Nast Traveler, στα πλαίσια των ετήσιων Βραβείων Τουρισμού που απονέμει, έχοντας κύρια έδρα τη Νέα Υόρκη!<br />
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«Η Ελλάδα συνεχίζει να αιχμαλωτίσει τη φαντασία σας ενθουσιάζοντας σε όλους τους τομείς» γράφει στον πρόλογο των Βραβείων για την Καλύτερη Χώρα του Κόσμου 2016 το περιοδικό, εγκωμιάζοντας την πατρίδα μας, που αν και μέσα σε τεχνητή εν πολλοίς κρίση, εξακολουθεί να ακτινοβολεί, να λάμπει, να θαμπώνει, να ελκύει και να εμπνέει εκατομμύρια ανθρώπους σε όλη τη γη!</div>
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<img alt="Η Ελλάδας ψηφίστηκε ως η ομορφότερη χώρα του κόσμου για το 2016!" src="http://newsone.gr/img/images-web/14789046101141987475.jpg" height="NaN" style="border: 0px; height: auto; width: 385px;" title="Η Ελλάδας ψηφίστηκε ως η ομορφότερη χώρα του κόσμου για το 2016!" width="480" /></div>
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Έτσι η ασύγκριτη Ελλάδα αφήνει κατά πολύ πίσω τις χώρες των «δανειστών», αλλά και όλους τους λεγόμενους «εξωτικούς προορισμούς», όπως μπορεί κανείς να δει στις 20 θέσεις κατάταξης:</div>
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<strong> 1. Ελλάδα</strong><br />
2. Ιταλία<br />
3. ΗΠΑ<br />
4. Νότιος Αφρική<br />
5. Γαλλία<br />
6. Ισπανία<br />
7. Ινδία<br />
8. Αυστραλία<br />
9. Ταϊλάνδη<br />
10. Μεξικό<br />
11. Νέα Ζηλανδία<br />
12. Πορτογαλία<br />
13. Καναδάς<br />
14. Αργεντινή<br />
15. Σρι Λάνκα<br />
16. Μαρόκο<br />
17. Ινδονησία<br />
18. Ιρλανδία<br />
19. Ιαπωνία<br />
20. Βιετνάμ</div>
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<a href="http://www.athensmagazine.gr/newsnpeople/pagkosmia-ypoklish-h-ellada-pshfisthke-ws-h-omorfoterh-xwra-toy-kosmoy-gia-to-2016">http://www.athensmagazine.gr/newsnpeople/pagkosmia-ypoklish-h-ellada-pshfisthke-ws-h-omorfoterh-xwra-toy-kosmoy-gia-to-2016</a></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-74733777495378574392016-10-18T02:54:00.003-07:002016-10-18T02:56:39.603-07:00Το Βελιγράδι "Go Belgrade’’ και Νις της Σερβίας Τουριστικός Προορισμός για την Ελλάδα<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "georgia" , "times new roman" , serif;"><b><span style="background-color: #3d85c6; color: white;"> ΕΙΔΗΣΕΙΣ ΤΟΥΡΙΣΤΙΚΟΥ ΕΝΔΙΑΦΕΡΟΝΤΟΣ </span></b></span></div>
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<span style="color: #0b5394; font-size: x-large;"><b>Ο</b></span> Τουριστικός Οργανισμός Βελιγραδίου ,το Γενικό Προξενείο της Σερβικής Δημοκρατίας στην Θεσσαλονίκη και η Εταιρεία Tourism Plus την Παρασκευή 7 Οκτωβρίου 2016 στο Mediterranean Palace της Θεσσαλονίκης ,παρουσίασαν το νέο μότο του Τουριστικού Οργανισμού ‘’Go Belgrade’’ με αναφορές στους τουριστικούς προορισμούς τόσο στο Βελιγράδι όσο και στην πόλη Νις της Σερβίας. Παρόντες ο Πρέσβης της Σερβίας στην Αθήνα κ. Dusan Spasojevic, o Γενικός Πρόξενος της Σερβίας στην Θεσσαλονίκη κ.Sinisa Pavic οι οποίοι χαιρέτησαν την εκδήλωση. </div>
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Την κύρια παρουσίαση του όλου τουριστικού θέματος έκανε ο Διευθυντής του Οργανισμού Τουρισμού του Βελιγραδίου κ. Miodrag Popovic με αναφορά στα νέα δεδομένα τουριστικού ενδιαφέροντος της πόλης του Βελιγραδίου. Οι Έλληνες από 22.000 επισκέπτες το 2014 αναμένεται να φθάσουν τους 100.000 επισκέπτες έως το τέλος του 2016. Το Νίς επίσης αποτελεί πόλο έλξης για τους Έλληνες με αναφορά της εκπροσώπου του Τουριστικού Οργανισμού της πόλης κ. Tijana Krstic. </div>
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H κ.Κική Κολάτσκου εκπρόσωπος της Air Serbia παρουσίασε στοιχεία των πτήσεων της εταιρείας από/προς Θεσσαλονίκη και Αθήνα βάσει των οποίων έχουν πραγματοποιηθεί επι πλέον 20 πτήσεις τσάρτερ για να καλυφθούν οι ανάγκες. Την εκδήλωση χαιρέτησε ο Δήμαρχος Θεσσαλονίκης κ. Μπουτάρης και ο Αντιδήμαρχος κ. Πέγκας και μίλησαν για τις προοπτικές συνεργασίας μεταξύ Θεσσαλονίκης και Βελιγραδίου και για την δημιουργία κοινών τουριστικών πακέτων .Παρευρέθησαν η Αντιπεριφερειάρχης και Πρόεδρος του Οργανισμού Τουρισμού της Θεσσαλονίκης κ. Βούλα Πατουλίδου, Πρόεδροι Φορέων, Επιμελητηρίων, Ενώσεων, Συλλόγων και Δημόσιων Οργανισμών. Ακολούθησαν συναντήσεις με επιχειρήσεις αποστολής της Σερβίας τουριστικά γραφεία και ξενοδοχεία ώστε να παρουσιάσουν το προϊόν τους σε Έλληνες τουριστικούς πράκτορες. </div>
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Το Σάββατο 8 Οκτωβρίου 2016 από τις 12.00-18.00 στην Νέα Παραλία της Θεσσαλονίκης στάθμευε λεωφορείο της πόλης του Βελιγραδίου στο πλαίσιο road show που πραγματοποιεί ο Τουριστικός Οργανισμός Βελιγραδίου σε πόλεις του εξωτερικού. Ενημερωτικό υλικό σε σχέση με τον προορισμό διανεμήθηκε στους περαστικούς οι οποίοι είχαν και την ευχάριστη έκπληξη να παρακολουθήσουν διάσημο φολκλορικό συγκρότημα της Σερβίας να χορεύει με ζωντανή μουσική. </div>
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Η εταιρεία Tourism Plus και ο Διευθυντής της κ.Νίκος Σαπουντζης για δεύτερη χρονιά επιμελήθηκαν άριστα την διοργάνωση αυτή ώστε να επιτευχθούν οι στόχοι του τουρισμού γενικότερα </div>
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Μάγδα Μυστικού-Καραγιαννιώτου </div>
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Δημοσιογράφος ΕΔΣΤΕ - FIJET – OMJET </div>
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Εκπρόσωπος ΕΔΣΤΕ</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-9698923117302001842016-10-18T02:19:00.000-07:002016-10-18T02:23:51.068-07:00Τουρισμός: Αυτοί είναι οι καλύτεροι «πελάτες» της Αθήνας<div dir="ltr" style="text-align: left;" trbidi="on">
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Δημοσιεύθηκε: <b>17 Οκτωβρίου 2016 </b></div>
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<span style="color: #444444; font-family: "georgia" , "times new roman" , serif;">Αμερικανοί και Βρετανοί, οι περισσότεροι επισκέπτες της Αθήνας. Πώς κινήθηκαν οι βασικές αγορές και από ποιες χώρες καταγράφηκε η μεγαλύτερη άνοδος. Τι δείχνουν τα στοιχεία του αεροδρομίου «Ελευθέριος Βενιζέλος» της Αθήνας για το εννεάμηνο.</span></div>
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Στην περίπτωση της Αθήνας επιβεβαιώθηκε πόσο... «ψεύτης» μήνας είναι ο Απρίλης. Τον συγκεκριμένο μήνα, το αεροδρόμιο «Ελευθέριος Βενιζέλος» της πρωτεύουσας κατέγραφε για πρώτη φορά μετά από δυόμισι χρόνια οριακή πτώση 0,3% των επιβατών του που διακινήθηκαν προς αυτό με πτήσεις εξωτερικού.</div>
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Οι εκτιμήσεις, ωστόσο, για την απαρχή μιας αναμενόμενης «κοιλιάς» στην ανάπτυξη του αεροδρομίου ύστερα από μια φρενήρη κούρσα ανόδου πολλών μηνών, <strong>διαψεύστηκαν!</strong> Το πρόσημο ξανάγινε πράσινο το δίμηνο Μαΐου-Ιουνίου καθώς η επιβατική κίνηση εξωτερικού αυξήθηκε 7,4% και 4% αντίστοιχα. Η ανάκαμψη συνεχίστηκε τον Ιούλιο (+11,7% και τον Αύγουστο (+9,6%). Τον Σεπτέμβριο, ωστόσο, σταθεροποιήθηκε σε μεγάλα ύψη, σημειώνοντας αύξηση 15% των επιβατών εξωτερικού.</div>
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Στις φετινές επιδόσεις του αεροδρομίου της Αθήνας και πίσω από τους ψυχρούς αριθμούς αναδύεται <strong>η νέα δυναμική </strong>που αναπτύσσεται για τον τουρισμό της ελληνικής πρωτεύουσας. Σε μια συγκυρία όπου η<strong>ασφάλεια</strong> αναδεικνύεται σε υπ' αριθμόν ένα κριτήριο επιλογής προορισμού για τους ταξιδιώτες, η Αθήνα δείχνει να κερδίζει την ψήφο εμπιστοσύνης τους.</div>
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Το πιο ενδιαφέρον, όμως, είναι η μεγάλη αύξηση των επιβατών από μια σειρά δυναμικές αγορές. Άνοδος η οποία σε μεγάλο βαθμό οφείλεται στην ενίσχυση της αεροπορικής σύνδεσης με τις συγκεκριμένες χώρες. Γεγονός που αποτελεί απάντηση σε όσους αναρωτιούνται ακόμα για το πώς «ξεκλειδώνουν» οι νέες αγορές. Η απάντηση είναι προφανής: με πτήσεις, πτήσεις, πτήσεις!</div>
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Ποιοι είναι, όμως, οι καλύτεροι πελάτες της ελληνικής πρωτεύουσας; Σύμφωνα με στοιχεία εννεαμήνου που εξασφάλισε το Euro2day.gr από το αεροδρόμιο της Αθήνας, οι περισσότεροι πελάτες είναι<strong> Αμερικανοί.</strong> Και φέτος έγιναν ακόμα καλύτεροι αφού στο διάστημα Ιανουαρίου-Σεπτεμβρίου αυξήθηκαν 7% σε σύγκριση με το αντίστοιχο διάστημα πέρυσι.</div>
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Πρώτοι μεταξύ των Ευρωπαίων ταξιδιωτών είναι, σύμφωνα με τα στοιχεία του «Ελευθέριος Βενιζέλος», οι<strong>Βρετανοί.</strong> Καταγράφοντας, μάλιστα, άνοδο 6% στο φετινό 9μηνο σε σύγκριση με πέρυσι. Γεγονός που αποδίδεται από παράγοντες της αγοράς στην πυκνή αεροπορική σύνδεση από τέσσερις ισχυρές εταιρείες όπως οι British Airways, <a class="stocks-dictionary stock-450" href="http://www.euro2day.gr/QuotesDetail.aspx?q=450" style="color: blue;" title="ΑΕΡΟΠΟΡΙΑ ΑΙΓΑΙΟΥ (ΚΟ) - ΕΙΚΟΝΑ ΜΕΤΟΧΗΣ">Aegean Airlines</a> <span class="tooltip quotepeekbase up tooltipstered" data-id="450" style="background-color: #c7f9d2; border: 1px solid rgb(111 , 207 , 133); color: #007c1d; font-size: 10px; line-height: 14px; padding: 1px;">ΑΡΑΙΓ +1,00%</span>, Ryanair, Easyjet. Η «πρωτιά» των Βρετανών επισκεπτών της Αθήνας ίσως εξηγεί σε ένα βαθμό την άνθιση που γνωρίζουν καφέ, μπαρ και ταχυφαγεία (αλλά όχι μόνο) στο ευρύτερο κέντρο της πρωτεύουσας.</div>
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Την τρίτη θέση μεταξύ των καλύτερων πελατών της Αθήνας θα μπορούσαν να κατέχουν οι Γερμανοί, αν δεν τους προσπερνούσαν οι...<strong> Γάλλοι</strong>. Παρά το σοκ που υπέστη η γαλλική αγορά από τα τρομοκρατικά χτυπήματα, που αποτυπώθηκε στη μείωση των Γάλλων τουριστών στην Ελλάδα στο πρώτο εξάμηνο, η Αθήνα δείχνει να αποτελεί ηχηρή εξαίρεση. Πόσο δημοφιλής ήταν φέτος η ελληνική πρωτεύουσα στους Γάλλους αποδεικνύεται από το γεγονός ότι κατέγραψαν άνοδο 16% στο αεροδρόμιο της Αθήνας. Οι <strong>Γερμανοί</strong>βρέθηκαν εκτός... βάθρου καταλαμβάνοντας την τέταρτη θέση, παρά τη σημαντική άνοδο 11% που σημείωσαν.</div>
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Πολύ κοντά στην τέταρτη θέση, ωστόσο, με τους Γερμανούς επισκέπτες της Αθήνας βρέθηκαν στο 9μηνο οι<strong>Ιταλοί</strong> (+4%) αλλά και οι <strong>Κύπριοι,</strong> οι οποίοι επανακάμπτουν «τρέχοντας» στην αγορά της Αθήνας με άνοδο 10%.</div>
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Το σημαντικότερο, όμως, για την αγορά της Αθήνας είναι ότι καταγράφει μεγάλη άνοδο επισκεπτών από δυναμικές αγορές, παραδοσιακές και ανερχόμενες. Διευρύνοντας με αυτό τον τρόπο το «πελατολόγιό» της, μειώνοντας ταυτόχρονα την εξάρτησή της από συγκεκριμένες παραδοσιακές ευρωπαϊκές αγορές.</div>
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Ενδεικτικές περιπτώσεις αποτελούν η<strong> Ελβετία,</strong> από την οποία οι επισκέπτες αυξήθηκαν 20% στο 9μηνο, ενώ την ίδια στιγμή κατέγραφαν άνοδο 18% οι <strong>Σουηδοί</strong> τουρίστες και 10% οι <strong>Ισπανοί</strong>.</div>
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Η μεγαλύτερη αύξηση, ωστόσο, σημειώθηκε από νέες ή σχετικά νέες αγορές του ελληνικού τουρισμού. Πρώτοι σε άνοδο κατατάχθηκαν οι επισκέπτες από τη <strong>Ρουμανία </strong>(+39%).</div>
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Τη δεύτερη μεγαλύτερη άνοδο σημείωσαν οι επισκέπτες από τη <strong>Ρωσία </strong>(+29%). Δείχνοντας πως η Αθήνα αρχίζει να προσελκύει ολοένα περισσότερους μεμονωμένους και υψηλότερου εισοδηματικού προφίλ Ρώσους επισκέπτες.</div>
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Εντυπωσιακή άνοδο 28% κατέγραψαν οι επισκέπτες από το <strong>Ισραήλ,</strong> που εξελίσσεται σε μια από τις ταχύτερα ανερχόμενες νέες αγορές της Ελλάδας. Από κοντά και οι <strong>Πολωνοί</strong> με άνοδο 17%, ενισχύοντας συνολικά το ειδικό τους βάρος στον ελληνικό τουρισμό την τελευταία τριετία.</div>
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Στον αντίποδα, η Αθήνα προσέλκυσε λιγότερους επισκέπτες από την Αυστρία (-8%), το Βέλγιο (-5%), την Ολλανδία (-3%) αλλά και τα Εμιράτα (-2%).</div>
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<span style="font-size: 14px;">(*) </span><a href="http://www.euro2day.gr/news/economy/article/1457767/toyrismos-aftoi-einai-oi-kalyteroi-pelates-ths.html"><span style="font-size: x-small;">http://www.euro2day.gr/news/economy/article/1457767/toyrismos-aftoi-einai-oi-kalyteroi-pelates-ths.html</span></a></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com2tag:blogger.com,1999:blog-4990445753132537150.post-81107452574573457162016-10-05T23:54:00.001-07:002016-10-06T08:33:24.292-07:00ΣΤΗΝ 81η ΔΕΘ ΘΕΣΣΑΛΟΝΙΚΗΣ 2016. - ΕΡΓΟ ΖΩΓΡΑΦΙΚΗΣ (ακρυλικό σε καραβόπανο) ΤΗΣ ΓΛΥΠΤΡΙΑΣ – ΖΩΓΡΑΦΟΥ ΝΤΙΝΑΣ ΑΝΑΣΤΑΣΙΑΔΟΥ<div dir="ltr" style="text-align: left;" trbidi="on">
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«ΙΣΤΟΡΙΑ - ΠΟΛΙΤΙΣΜΟΣ ΤΩΝ ΕΛΛΗΝΩΝ, ΜΑΚΕΔΟΝΙΑ - ΘΡΑΚΗ» </div>
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<span style="color: #3d85c6; font-size: x-large;"><b>Σ</b></span>την 81η Διεθνή Έκθεση Θεσσαλονίκης 2016 το Υπουργείο Εσωτερικών και
Διοικητικής Ανασυγκρότησης Μακεδονίας-Θράκης στον χώρο του περιπτέρου του στην
ΔΕΘ παρουσίασε ένα μεγάλο οκτάπτυχο έργο με ακρυλικά χρώματα σε χειροποίητο καμβά με θέμα την κουλτούρα
των Ελλήνων μέσα από τις ενδυματολογικές τους συνήθειες. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5COFSTbHdMSYA66psXp4PFLKczV-ALkoYPa2j2ORceBD5OwJNgDEV0eGm4d2FTRk5pka-UljloJDp6VmGrBVpj4ukF84ba0r2t1faMDpO3-8qqk0r-TfYoZDraGYSdFIFicBjKiBIrmOB/s1600/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1.01.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5COFSTbHdMSYA66psXp4PFLKczV-ALkoYPa2j2ORceBD5OwJNgDEV0eGm4d2FTRk5pka-UljloJDp6VmGrBVpj4ukF84ba0r2t1faMDpO3-8qqk0r-TfYoZDraGYSdFIFicBjKiBIrmOB/s200/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1.01.JPG" width="200" /></a>Το έργο με αναφορά σε περιοχές της Μακεδονίας –Θράκης μέσα από τις μετόπες
διηγείται την ιστορία μας από την αρχαία Ελλάδα έως και σήμερα. Σημαντικά
πρόσωπα όπως του Μεγάλου Αλεξάνδρου του πατέρα του Φιλίππου Β΄ του δασκάλου του
Αριστοτέλη δίνουν την λάμψη της ιστορίας της Ελλάδας και αντανακλούν την δόξα
της εποχής τους. <br />
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Ο Παύλος Μελάς και ο Εμμανουήλ Παππάς κρατούν την διήγηση για την σύγχρονη
ιστορία της Μακεδονίας και όλης της Ελλάδας με την ανάμνηση του Μακεδονικού
αγώνα και των αφανών ηρώων Μακεδονομάχων. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMlE29WHdSdJ_w1299KIF414fKJuhua_KEsyUYS4pZ-mpTEquyKBHVG3fSF-EQyui35DX6YqI4DiKzZfkraNLwH-w_nXrNawgLtlfgwTZiokDb8wFz1El5LvHO4ts3qzg89iyAY3qNolL/s1600/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1.02.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMlE29WHdSdJ_w1299KIF414fKJuhua_KEsyUYS4pZ-mpTEquyKBHVG3fSF-EQyui35DX6YqI4DiKzZfkraNLwH-w_nXrNawgLtlfgwTZiokDb8wFz1El5LvHO4ts3qzg89iyAY3qNolL/s200/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1.02.JPG" width="200" /></a>Εκλεπτισμένες εικόνες με μονοχρωμία δημιουργούν σύνολο ανθρώπων που κρατούν
τα ντοκουμέντα της ζωής τους μέσα από την εικόνα των ενδυματολογικών τους
συνηθειών. </div>
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Η καλλιτέχνης του έργου Γλύπτρια – Ζωγράφος Ντίνα Αναστασιάδου με αυτό το
έργο θέλησε να τιμήσει την πατρίδα της και να δώσει την ευκαιρία να το δουν
εντός και εκτός Ελλάδος Έλληνες και Φιλέλληνες.</div>
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Μάγδα Μυστικού-Καραγιαννιώτου </div>
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<i>Δημοσιογράφος ΕΔΣΤΕ-FIGET-OMZET </i></div>
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<i>Εκπρόσωπος ΕΔΣΤΕ- FIJET- OMZET</i></div>
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<i>Εικαστικός συντάκτης <a href="http://www.karagianniotou-mustikou.com/">www.karagianniotou-mustikou.com</a> </i></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com2tag:blogger.com,1999:blog-4990445753132537150.post-81558546791267122792016-06-13T01:06:00.001-07:002016-06-15T02:44:51.177-07:00INDIAN NAVEEN RABELLI AND HIS CAR WITHOUT FUEL POLLUTANTS IN THESSALONIKI - O ΙΝΔΟΣ NAVEEN RABELLI KAI TO AYTOKINHTO TOY XΩΡΙΣ ΚΑΥΣΙΜΑ ΚΑΙ ΡΥΠΟΥΣ ΣΤΗΝ ΘΕΣΣΑΛΟΝΙΚΗ<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY8Ybs56AwXL1PWG5QYAZgt4ClJk0VNPxYG4751x5hdoGO3lh3Gt0gx6iHQSVJwauTHSq7rmkIKumFltJR5dLB3YfGqt4u79Wo20NICy48E7J9M0iiXdAziGOiIQcKRoQiZ565tm1KfXBy/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY8Ybs56AwXL1PWG5QYAZgt4ClJk0VNPxYG4751x5hdoGO3lh3Gt0gx6iHQSVJwauTHSq7rmkIKumFltJR5dLB3YfGqt4u79Wo20NICy48E7J9M0iiXdAziGOiIQcKRoQiZ565tm1KfXBy/s320/10.jpg" width="320" /></a></div>
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<span lang="EN-US"><span style="color: #cc0000; font-size: x-large;"><b>T</b></span>he Indian electrical
mechanic and researcher Naveen Rabelli makes a journey by car that he designed
himself and it is driven by energy from
the sun and electric charge just as our mobile.<o:p></o:p></span></div>
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<span lang="EN-US">His travel
destination from India to London. Today 10/06/2016 after Persia and Turkey he
has arrived in Thessaloniki. Next
countries his route will include are still many to follow:<o:p></o:p></span></div>
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<span lang="EN-US">Bulgaria,Serbia,Hungary,Austria,Switzerland,France,London.<o:p></o:p></span></div>
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<span lang="EN-US">Honorary Consul of India in Thessaloniki Mrs.Yvonni
Alexandridou has welcomed Mr.Rabelli and had lunch in the city center, along
with the Secretary of the Consulate Mrs. Elli Konstantinidou, the Hindi teacher
and artist Mrs.Froso Vizovitou and journalist EDSTE - FIGET - OMZET Mrs. Magda
Mystikou.<o:p></o:p></span></div>
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<span lang="EN-US">The
researcher scientist also gave seminars in schools and universities from the
countries he passed on how to save energy and avoid pollution.<o:p></o:p></span></div>
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<span lang="EN-US">The smart
car was created with the help of donations through crowd funding in the website and as an experimental project he
hopes to implement it successfully till end.<o:p></o:p></span></div>
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<span lang="EN-US">Mr Naveen
Rabelli returning to his country wants to help people who have not had the
opportunity of education because of poverty and voluntarily give his knowledge
to children and adults through computer technology.<o:p></o:p></span></div>
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<span lang="EN-US">A
contemporary Don Quixote conquers the world and he is the man who can make the
difference in our current affairs.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0eOneTYNSCNXflrIIJb-4913IFQ_aoQiR7T4EoeaihWg2bGppL02Munp0xjfm7QGh1nMauumIrDeA9fkMMs_lYRzvAaLHd9eJx6tUQFcXLzDhUYxqnFi5vcnKg6vSGjDheK2MEMgiJtIS/s1600/193_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0eOneTYNSCNXflrIIJb-4913IFQ_aoQiR7T4EoeaihWg2bGppL02Munp0xjfm7QGh1nMauumIrDeA9fkMMs_lYRzvAaLHd9eJx6tUQFcXLzDhUYxqnFi5vcnKg6vSGjDheK2MEMgiJtIS/s1600/193_n.jpg" /></a></div>
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<span lang="EN-US">The text
has been written in Greek </span></div>
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<span lang="EN-US">by Mrs.<b>Magda Mystikou </b></span></div>
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<span lang="EN-US">journalist of ΕΔΣΤΕ-FIGET-OMZET </span></div>
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<span lang="EN-US">and it has been translated
in Englich </span></div>
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<span lang="EN-US">by Mrs.<b>Frosso Visovitou Hindi</b> teacher and artist.<a href="https://www.blogger.com/null" name="_GoBack"></a><o:p></o:p></span></div>
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<span style="color: #b45f06; font-size: large;"><b>~~~~~~~~~~~~~</b></span></div>
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<span style="color: #cc0000; font-size: x-large;"><b>Ο</b></span> Ινδός <span lang="EN-US">Naveen</span> <span lang="EN-US">Rabelli</span> Μηχανολόγος Ηλεκτρολόγος και ερευνητής πραγματοποιεί
ταξίδι με αυτοκίνητο που ο ίδιος δημιούργησε και κινείται με ενέργεια από τον ήλιο
η και με φόρτιση του όπως τα κινητά μας.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBTBkLohuXh-bMfJKSBSadfpeeR7w8wRv_yg3ElyBgf_DsH9ecDa8hmykaJvznUK1sjMHVA19Qmr_lRyXa0kYWcfpdG189iCDrzRnhTczAsG0Nx55Qa2dYPf_wYGwbuOLWa0kEHUi1H7dF/s1600/5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBTBkLohuXh-bMfJKSBSadfpeeR7w8wRv_yg3ElyBgf_DsH9ecDa8hmykaJvznUK1sjMHVA19Qmr_lRyXa0kYWcfpdG189iCDrzRnhTczAsG0Nx55Qa2dYPf_wYGwbuOLWa0kEHUi1H7dF/s320/5.jpg" width="179" /></a>Προορισμός ταξιδιού από την Ινδία στο Λονδίνο. Σήμερα
10-6-2016 μετά την Περσία και την
Τουρκία έχει φθάσει στην Θεσσαλονίκη ,ενώ ακολουθούν η Βουλγαρία, Σερβία Ρουμανία ,Ουγγαρία ,Αυστρία
,Ελβετία ,Γαλλία ,Γερμανία ,Λονδίνο.</div>
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Με απόφαση της Προξένου επι τιμής της Ινδίας στην
Θεσσαλονίκη κας.Υβόννης Αλεξανδρίδου τον
υποδέχθηκαν και τίμησαν με γεύμα στο κέντρο της πόλης,η Γραμματέας του
Προξενείου επι τιμής της Ινδίας στην
Θεσσαλονίκη κα. Έλλη Κωνσταντινίδου η
καθηγήτρια Χίντι και καλλιτέχνης κα.Φρόσσω Βυζοβίτου και η Δημοσιογράφος ΕΔΣΤΕ
– <span lang="EN-US">FIGET</span> – <span lang="EN-US">OMZET</span><span lang="EN-US"> </span>κα.Μάγδα
Μυστικού.</div>
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Ο ερευνητής επιστήμων από τις χώρες που περνά διδάσκει σε
σχολεία και πανεπιστήμια για την εξοικονόμηση ενέργειας και την αποφυγή των ρύπων.</div>
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Το έξυπνο αυτοκίνητο που δημιούργησε με την βοήθεια από
χορηγίες μέσα από το <span lang="EN-US">GROWD</span><span lang="EN-US"> </span><span lang="EN-US">FUNDING</span> είναι ένας
πειραματικός σχεδιασμός που
ευελπιστεί να χρησιμοποιηθεί ως πρότζεκτ και να υλοποιηθεί μέσα από
βιομηχανική κατασκευή.</div>
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Ο <span lang="EN-US">Naveen</span><span lang="EN-US"> </span><span lang="EN-US">Rabelli</span><span lang="EN-US"> </span> επιστρέφοντας στην
χώρα του θέλει να βοηθήσει ανθρώπους που δεν είχαν την ευκαιρία μάθησης λόγω
φτώχιας δίνοντας εθελοντικά γνώσεις σε παιδιά και μεγάλους μέσα από το
κομπιούτερ και τις γνώσεις του στην
τεχνολογία.</div>
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Ένας σύγχρονος Δον Κιχώτης κατακτά ανθρώπους και
διαφοροποιεί το κατεστημένο για την σημερινή αναγκαιότητα.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9-lAysQvVDGyuFBQ_tNWKr_DQZVrQCPinDRtMiTj84nkcyRATZ3l7nWWiKvZcWkMtskMExtWwZansmMrutwC2fqkHMdjDTWF75dchyHUMyGaaH_EbXnMslIv7-g61YzohCQIQJWp95FDD/s1600/193_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9-lAysQvVDGyuFBQ_tNWKr_DQZVrQCPinDRtMiTj84nkcyRATZ3l7nWWiKvZcWkMtskMExtWwZansmMrutwC2fqkHMdjDTWF75dchyHUMyGaaH_EbXnMslIv7-g61YzohCQIQJWp95FDD/s1600/193_n.jpg" /></a></div>
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<b>Μάγδα Μυστικού –
Καραγιαννιώτου</b></div>
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Δημοσιογράφος ΕΔΣΤΕ – <span lang="EN-US">FIGET</span> – <span lang="EN-US">OMZET</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">(Ένωση
Δημοσιογράφων και Συγγραφέων Τουρισμού Ελλάδος)</span><span style="background: black; border: 1pt none black; font-family: "times new roman" , serif; font-size: 0pt; line-height: 115%; padding: 0cm;"> </span></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com2tag:blogger.com,1999:blog-4990445753132537150.post-59057894595241754052016-06-09T14:43:00.002-07:002016-06-09T14:44:33.916-07:00Και ο πολιτισμός στην εισπρακτική λογική; Στην Ακρόπολη, η τιμή του εισιτηρίου για τον Ιερό βράχο και τους γύρω χώρους αυξάνεται από τα 12 στα 30 ευρώ<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="background-color: #bf9000; color: white;"> Τουρισμός </span></b></div>
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Αντωνία Μπούζα-Κωνσταντέλου<br />
Περιφερειακή Σύμβουλος Πελοποννήσου<br />
Εντεταλμένη Σύμβουλος Τουρισμού<br />
<br />
<a href="http://www.pna.gr/blogposts?view=blogger&layout=listings&id=205"><img src="http://www.pna.gr/images/easyblog_avatar/178_mpouza_blog.jpg" /></a><br />
της <a href="http://www.pna.gr/blogposts?view=blogger&layout=listings&id=205">Αντωνίας Μπούζα</a><br />
<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkyW0C5Fgr0ZAEMIx4zfYFyHqqWR8nB2pNgrv8Xh8GM4jBYBROZgO-rCb8aasfjET-DzlAsBPlXjRb_L1kHSVkkoHEcTtZ94MnGnRq5qXDwBH795V9E38cVylXSTZQnuy4YnReo7f4TW1g/s1600/%25CE%25B5%25CF%2580%25CE%25B9%25CE%25BA%25CE%25BF%25CF%2585%25CF%2581%25CE%25BF%25CF%2582.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkyW0C5Fgr0ZAEMIx4zfYFyHqqWR8nB2pNgrv8Xh8GM4jBYBROZgO-rCb8aasfjET-DzlAsBPlXjRb_L1kHSVkkoHEcTtZ94MnGnRq5qXDwBH795V9E38cVylXSTZQnuy4YnReo7f4TW1g/s200/%25CE%25B5%25CF%2580%25CE%25B9%25CE%25BA%25CE%25BF%25CF%2585%25CF%2581%25CE%25BF%25CF%2582.JPG" width="133" /></a><span style="color: #b45f06; font-size: x-large;"><b>Σ</b></span>ύμφωνα με το ΦΕΚ Β’ 2916 που δημοσιεύτηκε στις 31/12/2015 ισχύουν από 1η Απριλίου τ.ε. νέες τιμές στα εισιτήρια των Μουσείων και των Αρχαιολογικών χώρων της Χώρας καθώς και νέοι κανονισμοί για την παροχή ελεύθερης εισόδου διαφόρων κοινωνικών ομάδων.</div>
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Ουδείς διαφωνεί να εκμεταλλευτούμε τη μοναδικότητα της πολιτιστικής μας κληρονομιάς που είναι ένα μεγάλο πλεονέκτημα για τους νεότερους Έλληνες. Το ότι όμως διπλασιάστηκε η τιμή εισιτηρίου πχ του Αρχαιολογικού Χώρου της Αρχαίας Μεσσήνης από 6 ευρώ στα 12 ευρώ, αυτό δημιουργεί αναχώματα στην εξελισσόμενη και αναπτυσσόμενη επισκεψιμότητα από Έλληνες και ξένους επισκέπτες.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDYkHBQZxuuqSqaWh6HlYrqaChZ25AynSY9sYKGKgOirJSSR642ghLhlZ9iY0U__tZBLGfBF15tqqVOagbnPST25gzL7_54WkdoyTtKICN6-Lwz77FIdXgiteMjE8uGhyphenhyphenC629kWsUYCoLf/s1600/acropolis_560_shutterstock.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDYkHBQZxuuqSqaWh6HlYrqaChZ25AynSY9sYKGKgOirJSSR642ghLhlZ9iY0U__tZBLGfBF15tqqVOagbnPST25gzL7_54WkdoyTtKICN6-Lwz77FIdXgiteMjE8uGhyphenhyphenC629kWsUYCoLf/s320/acropolis_560_shutterstock.jpg" width="320" /></a></div>
<b><span style="color: #990000;">Ενδεικτικά αναφέρω:</span></b> Στην <b>Ακρόπολη,</b> η τιμή του εισιτηρίου για τον Ιερό βράχο και τους γύρω χώρους αυξάνεται <b><span style="color: #990000;">από τα 12 στα 30 ευρώ, </span></b>ενώ στον αρχαιολογικό χώρο και Μουσείο Επιδαύρου <b><span style="color: #990000;">12 € (από 6 €) ,</span></b> στον αρχαιολογικό χώρο και <b>Μουσείο Μυκηνών <span style="color: #990000;">12 € (από 8 €)</span></b> και στον αρχαιολογικό χώρο και <b>Μουσείο Ολυμπίας</b> <b><span style="color: #990000;">12 € (από 9 €) </span></b>κ.α.</div>
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Η σφοδρή οικονομική κρίση που περνά η πατρίδα μας, δημιουργεί εμπόδια στο να μπορούν να διατεθούν τόσο μεγάλα ποσά από τους Έλληνες επισκέπτες των αρχαιολογικών μας χώρων και μουσείων, με αποτέλεσμα μία Ελληνική οικογένεια να αδυνατεί να πληρώσει το υψηλό αντίτιμο και στο τέλος υπάρχει ο κίνδυνος να αποκλειστεί η επισκεψιμότητα στους αρχαιολογικούς μας χώρους, ως δυσβάσταχτο έξοδο.</div>
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<span style="font-size: large;">Τα μνημεία είναι η δική μας κληρονομιά και στο βωμό της εκμετάλλευσης δεν επιτρέπεται ο πολιτισμός να γίνεται δυσβάσταχτος για τις πολύπαθες Ελληνικές οικογένειες που πλέον σηκώνουν το σταυρό της υπέρμετρης φορολογίας και μείωσης των εισοδημάτων τους.</span></div>
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Υπάρχουν κάποιες εξαιρέσεις στο νέο νόμο για τις πολύτεκνες, τρίτεκνες και μονογονεϊκές οικογένειες, αλλά για να υπάρξει η απαλλαγή από την πληρωμή, απαιτούνται δικαιολογητικά κλπ αποδεικτικά στοιχεία για την ηλικία των τέκνων, ποιος έχει την επιμέλεια κλπ</div>
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<b></b><br />
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<b><b>Επίσης, για τους δημοσιογράφους έπαψε να ισχύει η ελεύθερη είσοδος .</b></b></div>
<b>
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<b><br /></b></div>
</b><br />
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<span style="font-size: large;">Ζητώ την έκδοση ψηφίσματος από το Περιφερειακό Συμβούλιο Πελοποννήσου, όπου θα διατρανώνουμε την αντίθεσή μας στο διπλασιασμό των εισιτηρίων στους Αρχαιολογικούς μας χώρους για τους Έλληνες πολίτες .</span></div>
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Για τους λοιπούς επισκέπτες άλλων χωρών, Ευρωπαϊκών και τρίτων χωρών, μπορεί να ισχύσει το μέτρο της αύξησης των εισιτηρίων, ίσως με κάποιες διαφοροποιήσεις, διότι μπορεί ο αρχαιολογικός μας πλούτος να είναι ο θησαυρός που άφησαν οι πρόγονοί μας και με στοιχεία από την κληρονομιά μας αυτή, να διαμορφώθηκε ο σύγχρονος πολιτισμός, αλλά υπάρχει κίνδυνος η υπέρμετρη αύξηση των τιμών στα μνημεία μας, να οδηγήσει διάφορους επαγγελματίες σε δυσχέρεια π.χ. μπορεί να επηρεαστούν αρνητικά οδηγοί ταξί και ξεναγοί, από την όποια υποχώρηση των επισκεπτών στους αρχαιολογικούς μας χώρους .</div>
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________________</div>
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http://www.pna.gr/blogposts?view=entry&id=32</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-51601811691449626882016-06-04T02:52:00.002-07:002016-06-04T02:52:33.729-07:00ΑΛΕΞΑΝΔΡΟΣ ΛΟΥΚΑ ΔΗΜΗΤΡΙΑΔΗΣ ΕΛΛΗΝΑΣ ΙΑΤΡΟΣ ΠΑΘΟΛΟΓΟΣ – ΧΕΙΡΟΥΡΓΟΣ ΘΕΣΣΑΛΟΝΙΚΗ<div dir="ltr" style="text-align: left;" trbidi="on">
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Ο Γιατρός Α.Δημητριάδης με την σύζυγό του Μαρία Μπακιρτζή - Δημητριάδου</div>
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Δεύτερος απο δεξιά στην πρώτη σειρά ο Αλέξανδρος Λουκά Δημητριάδης 1922-23 στην</div>
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Μικρά Ασία γιατρός στο Γαλλικό Νοσοκαμείο που έκανε δύσκολες επεμβάσεις στους τραυματίες στρατιώτες</div>
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<span style="color: #b45f06; font-size: x-large;"><b>Ο</b></span> διακεκριμένος
αυτός Γιατρός που αγάπησε και υπηρέτησε πιστά την Ιατρική,
επιθυμούσε να κάνει έρευνα από το 1915
και ιδιαίτερα για την Ελονοσία που μάστιζε την Ελλάδα κυρίως έως το 1950.</div>
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Στα βραβεία <span lang="EN-US">Nobel</span> που δόθηκαν για το 2015 ανήγγειλαν ότι πήρε
το βραβείο <span lang="EN-US">Nobel</span><span lang="EN-US"> </span>μια γυναίκα που βρήκε
το φάρμακο για την Ελονοσία.<a href="https://www.blogger.com/null" name="_GoBack"></a></div>
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Ο Γιατρός Αλέξανδρος Δημητριάδης δυστυχώς δεν είχε την χαρά να τιμηθεί γιατί ήταν τα
χρόνια δύσκολα και παρόλο ότι έκανε πλήρη θεραπεία της Ελονοσίας με το φάρμακο
που το είχε ονομάσει Δημητριαδίνη.</div>
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Στο θάνατό του αναφέρθηκε στον επικήδειό του από τον
απεσταλμένο του Υπουργείου Υγείας ότι
χάρις στο φάρμακο Δημητριαδίνη που είχε ανακαλύψει ο ίδιος
σώθηκαν πολύ μεγάλος αριθμός
ασθενών.</div>
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Κατά την διάρκεια της κατοχής της Ελλάδος από τους Γερμανούς (όπως ομολόγησαν και εκμυστηρεύθηκαν ) δυο πράγματα φοβόταν ιδιαίτερα, το Ρωσικό Μέτωπο και την Ελονοσία
της Μακεδονίας. Έτσι ζήτησαν την
βοήθεια του Γιατρού Αλέξανδρου
Δημητριάδη δηλαδη να τους εξηγήσει
πως γίνεται η θεραπεία αυτή.</div>
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Επι τρεις ημέρες τον επισκέπτονταν για κάθε λεπτομέρεια, τον
ευχαρίστησαν και τον ονόμασαν Δρ.Ιατρός
Αλέξανδρος Δημητριάδης.</div>
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Στο μέγαρο Γιατρού Α. Δημητριάδη στην Τσιμισκή επισκέπτονταν για καιρό άνθρωποι που όταν
ήταν παιδιά θεραπεύτηκαν τελείως από την Ελονοσία και σώθηκαν από βέβαιο θάνατο
φέρνοντας μαζί καταρχήν τα παιδιά τους
και κατόπιν τα εγγόνια τους λέγοντας τους ότι δεν θα είχαν πατέρα και παππού. (Τάκης Μπαλασάς ήταν τότε 9 ετών, Πασχάλης Παπαδόπουλος, ήταν τότε
12 ετών και άλλοι πολλοί διαφόρων ηλικιών.</div>
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Στην Ελλάδα στον
μικρό αυτόν τόπο που βγάζει ταλαντούχους
ανθρώπους και εξαίρετους επιστήμονες δύσκολα αναγνωρίζονταν η προσφορά τους
γιατί δεν υπήρχαν τα μέσα να διαδώσουν τα επιτεύγματα τους.</div>
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<span style="background-color: white; font-family: Calibri, sans-serif; font-size: 14.6667px; text-align: start;"><b>Μάγδα Μυστικού</b></span></div>
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<a href="mailto:magdamystik@hotmail.com" style="background-color: white; color: #1155cc; font-family: Calibri, sans-serif; font-size: 14.6667px; text-align: start;" target="_blank">magdamystik@hotmail.com</a></div>
</div>
Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-66745308052281502662016-04-23T02:19:00.001-07:002016-04-23T02:34:44.910-07:00Ελληνο – Ινδική Εταιρία Πολιτισμού και Ανάπτυξης ( ΕΛ.ΙΝ.Ε.Π.Α.) 2003 – 2016 - Ετήσιος Χορός Μελών και Φίλων στην Θεσσαλονίκη<div class="Section1">
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<u>ΕΚΔΗΛΩΣΗ</u></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHSa_lajFgitYB29CP3zvXrt9Mcj6lyW650YqP6SUkOJBO7oZfOc4F9y37KSH0desPCfkgaCGp4DzgTahW43x0AojwZQDoVJl6FAj_-5NG3sUBHjV5yALhkGnIKokPdlu0lekEocj2ifsd/s1600/cb5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHSa_lajFgitYB29CP3zvXrt9Mcj6lyW650YqP6SUkOJBO7oZfOc4F9y37KSH0desPCfkgaCGp4DzgTahW43x0AojwZQDoVJl6FAj_-5NG3sUBHjV5yALhkGnIKokPdlu0lekEocj2ifsd/s320/cb5.jpg" width="239" /></a></div>
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<span style="background-color: white; font-family: "calibri" , sans-serif; font-size: 14.6667px;">Ανθη Καμαριώτη και χορεύτριες μαθήτριες της</span></div>
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<span style="color: #cc0000; font-size: x-large;"><b>Τ</b></span>ην Δευτέρα 18 Απριλίου 2016 το βράδυ τα μέλη και οι φίλοι
του ( ΕΛΙΝΕΠΑ ) συναντήθηκαν για Ινδικό
Δείπνο στο εστιατόριο Ναργκίς στο κέντρο
της Θεσσαλονίκης .</div>
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Ήταν μια ευκαιρία να γευτούμε την ινδική κουζίνα και να νιώσουμε την
ατμόσφαιρα της Ινδίας να κτυπά στους παλμούς της μουσικής του χορού και των
εδεσμάτων.</div>
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Όμορφη με πολύ κέφι η επαφή όλων μέσα από τις παρέες των
συνδαιτυμόνων που μεταξύ των άλλων χάρηκαν τους ινδικούς χορούς από την
εκπληκτική δασκάλα χορού την Ανθή Καμαριώτη και δυο ακόμη κοπέλες που χόρεψαν
μαζι της.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS7v8M3E_tuBEPOlHa121P7oJU5eV3P-7RgBAumSzWT1pxa-Cti_l0q3BDg8fwBAnDf8_k2Va4hEfUvNY8-qIzEaczyr7ZxDvNrniMlO7NzmHrJ75ZkE-Q4TjdW-27EdVQbed6LmaCR3au/s1600/802.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS7v8M3E_tuBEPOlHa121P7oJU5eV3P-7RgBAumSzWT1pxa-Cti_l0q3BDg8fwBAnDf8_k2Va4hEfUvNY8-qIzEaczyr7ZxDvNrniMlO7NzmHrJ75ZkE-Q4TjdW-27EdVQbed6LmaCR3au/s320/802.jpg" width="320" /></a></div>
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<span style="background-color: white; font-family: "calibri" , sans-serif; font-size: 14.6667px;">Μάγδα Μυστικού , Ελλη Κωνσταντινίδου</span></div>
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Ο χορός αυτός είναι ετήσιος και γίνεται κάθε χρόνο
προβάλλοντας την πολυπολιτισμική κουλτούρα των ελλήνων αλλα και την αγάπη και
την φιλία των δυο λαών.</div>
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Η κα.Φρόσω Βυζοβίτου
με την αμέριστη βοήθεια της Προξένου επι τιμής κας. Υβόνης Αλεξανδρίδου
απέδειξαν ότι ξέρουν να διοργανώνουν και
να φέρνουν τους ανθρώπους κοντά στην Ινδία και τον πολιτισμό της. Παρούσα και η γραμματέας της επι τιμής
Προξένου κας. Υβόνης Αλεξανδρίδου κα. Ελλη Κωνσταντινίδου η οποία έδωσε το
στίγμα του Προξενείου στην Θεσσαλονίκη για την επιτυχία του ετήσιου αυτού
χορού.</div>
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Η (ΕΛΙΝΕΠΑ) είναι μια αστική μη κρατική και μη κερδοσκοπική
εταιρεία που ιδρύθηκε τον Ιούλιο του
2003 Πρόεδρος ο Δρ.Δημήτριος Θ.Βασιλειάδης διακεκριμένος Ινδολόγος καθηγητής.Σκοπός
της εταιρείας είναι η καλλιέργεια των ελληνο-ινδικών μορφωτικών, κοινωνικών ,
πολιτιστικών και αναπτυξιακών συνεργασιών.</div>
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<span style="background-color: white; font-family: "calibri" , sans-serif; font-size: 14.6667px;">Ανθή Καμαριώτη,Ελλη Κωνσταντινίδου,Φρόσω Βυζοβίτου</span></div>
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Μέσα από όλες αυτές τις διεργασίες επικοινωνίας των δύο λαών
το ζητούμενο είναι να διαμορφωθεί μια στενότερη επαφή και γνώση
ιδεών,φιλίας,ειρήνης,συνεργασίας, και αλληλοεκτίμησης των ανθρώπων.</div>
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Ετσι μπορούμε να
παρακολουθήσουμε δημοσιεύσεις βιβλίων, λεξικών ελληνο-ινδικών θεμάτων, βίντεο, μουσική,
σεμινάρια, εκθέσεις εικαστικών, όπως και την υποστήριξη επιχειρηματιών, μεταναστών
μέσα από το δίκτυο της (ΕΛΙΝΕΠΑ)</div>
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Περισσότερα μπορούν
οι ενδιαφερόμενοι να βρουν στην ιστοσελίδα της Ελληνο-Ινδικής Εταιρείας
Πολιτισμού και Ανάπτυξης όπως και στο <span lang="EN-US">facebook</span></div>
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<span lang="EN-US">E</span>πικοινωνία
τηλ. & <span lang="EN-US">Fax</span>
0030-210-3846757 <span lang="EN-US">email</span> : <a href="mailto:indohellenic@gmail.com"><span lang="EN-US">indohellenic</span>@<span lang="EN-US">gmail</span>.<span lang="EN-US">com</span></a></div>
</div>
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<br />
Μάγδα
Καραγιαννιώτου - Μυστικού</div>
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Δημοσιογράφος ΕΔΣΤΕ -
<span lang="EN-US">FIGET</span> -
ΟΜΖΕΤ</div>
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Εικαστικός Συντάκτης<a href="https://www.blogger.com/null" name="_GoBack"></a></div>
Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-48366429426735050122016-02-01T02:17:00.002-08:002016-02-01T02:17:20.507-08:00ΟΙ LIONS ΘΕΜΑΤΟΣ 117Β ΕΛΛΑΣ – ΚΥΠΡΟΣ ΚΑΙ Η ΛΕΣΧΗ L. MAKEDONIA ΣΤΟ ΜΕΓΑΡΟ ΜΟΥΣΙΚΗΣ ΘΕΣΣΑΛΟΝΙΚΗΣ<div class="MsoNormal">
ΜΕ ΤΗΝ <span lang="EN-US">Natassa</span><span lang="EN-US"> </span><span lang="EN-US">Mare</span><span lang="EN-US"> </span><span lang="EN-US">Moumtzidou</span></div>
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ΚΑΙ ΤΟΥΣ
ΜΟΥΣΙΚΟΥΣ "ΤΙΜΗΣ ΕΝΕΚΕΝ" ΚΑΛΟ
ΣΚΟΠΟ</div>
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<span style="color: #b45f06; font-size: x-large;"><b>Η</b></span> Πρόεδρος της Λέσχης <span lang="EN-US">L</span>. ΜΑΚΕΔΟΝΙΑ Ειρήνη
Γεωργοπούλου και τα μέλη υπο</div>
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την αιγίδα του θέματος 117β ΕΛΛΑΣ – ΚΥΠΡΟΣ διοργάνωσαν συναυλία στο Μέγαρο Μουσικής
Θεσσαλονίκης με την καταξιωμένη στον χώρο της ποιοτικής μουσικής <span lang="EN-US">Natassa</span><span lang="EN-US"> </span><span lang="EN-US">Mare</span><span lang="EN-US"> </span><span lang="EN-US">Moumtzidou</span><span lang="EN-US"> </span>και
τους συνεργάτες της ΄΄Τιμής Ένεκεν΄΄. </div>
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Η συναυλία είχε καλό σκοπό διότι συγκεντρώθηκαν
χρήματα για την αγορά μηχανήματος του παιδιατρικού τμήματος του Υπποκρατείου
Νοσοκομείου.</div>
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Η συμετοχή του κοινού στην εκδήλωση μεγάλη και αποθέωσαν την
καλλιτέχνιδα <span lang="EN-US">Natassa</span><span lang="EN-US"> </span><span lang="EN-US">Mare</span><span lang="EN-US"> </span><span lang="EN-US">Moumtzidou</span><span lang="EN-US"> </span>που έδωσε μια από τις καλλίτερες της εμφανίσεις στην μουσική
σκηνή.</div>
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Ήχος φωνή και σκηνική παρουσία της ερμηνεύτριας άφησαν μεγάλη ψυχική σφραγίδα που την πήραν μαζί τους
οι παρόντες στην συναυλία.</div>
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Συγχαρητήρια στην Πρόεδρο της Λέσχης Μακεδονία Ειρήνης
Γεωργοπούλου , που ξεπέρασε τον εαυτό της για να οργανώσει για καλό σκοπό μια
τόσο σημαντική συναυλία.</div>
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Συγχαρητήρια στην οκογένεια των <span lang="EN-US">Lions</span>
που πάντα είναι στο πλευρό των ανθρώπων που το χρειάζονται.</div>
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Συγχαρητήρια στην <span lang="EN-US">Natassa</span><span lang="EN-US"> </span><span lang="EN-US">Mare</span><span lang="EN-US"> </span><span lang="EN-US">Moumtzidou</span><span lang="EN-US"> </span>τους
συνεργάτες της που μας έδωσαν μια ευκαιρία να αισθανθούμε την πληρότητα της
μουσικής και του τραγουδιού σε πολλαπλή διάσταση.</div>
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Μάγδα Μυστικού Καραγιαννιώτου</div>
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Δημοσιογράφος ΕΔΣΤΕ – <span lang="EN-US">FIGET</span></div>
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Εικαστικός Συντάκτης<a href="https://www.blogger.com/null" name="_GoBack"></a></div>
Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com0tag:blogger.com,1999:blog-4990445753132537150.post-25022958321277909332015-11-25T12:41:00.001-08:002015-11-25T12:47:10.196-08:00Ταξίδια στην Τέχνη και τον Πολιτισμό: η νέα εκπομπή του StarClassic Radio με την Μάγδα Μυστικού<h3 class="title" style="color: #0f345b; font-family: Tahoma, Helvetica, sans-serif; font-size: 12px; margin: 0px 0px 15px; padding: 0px;">
<span style="background-color: #fff2cc;"> StarClassic Radio με την Μάγδα Μυστικού</span></h3>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 14pt;">ΤΑΞΙΔΙΑ ΣΤΗΝ ΤΕΧΝΗ ΚΑΙ ΤΟΝ ΠΟΛΙΤΙΣΜΟ</span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">Η δημοσιογράφος, εικαστικός συντάκτης και παραγωγός</span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">κα Μάγδα Καραγιαννιώτου Μυστικού</span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">μοιράζεται </span></strong><strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"><strong><span style="font-size: 12pt;">την εμπειρία της και </span></strong>το πάθος της </span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">για την τέχνη και τον πολιτισμό</span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">σε μια νέα εκπομπή του StarClassic Radio</span></strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></div>
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<strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;">με συνεντεύξεις, ειδήσεις, απόψεις και προτάσεις</span></strong><strong><span style="color: #31849b; font-family: "times new roman" , serif; font-size: 12pt;"></span></strong></div>
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<span style="color: #b45f06; font-family: "times new roman" , serif; font-size: x-large;">Στο</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> νέο κύκλο εκπομπών του </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">StarClassic</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">Radio</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> (</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><a href="http://www.starclassic.gr//" style="color: #3076c1;" target="_blank"><span style="color: windowtext;">www</span><span style="color: windowtext;">.</span><span style="color: windowtext;">starclassic</span><span style="color: windowtext;">.</span><span style="color: windowtext;">gr</span></a></span><span style="font-family: "times new roman" , serif; font-size: 12pt;">) συμμετέχει η δημοσιογράφος, εικαστική συντάκτρια και εκπρόσωπος στη Θεσσαλονίκη της Ένωσης Δημοσιογράφων και Συγγραφέων Τουρισμού και Πολιτισμού (<a href="https://www.google.gr/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&ved=0CB8QFjAAahUKEwjT4PKdrrrIAhViv3IKHcoUD0o&url=http%3A%2F%2Fedstellados.blogspot.com%2F&usg=AFQjCNHkc-tDUXtcC4vepWPsqaTBA4kAOg&sig2=ydmmlUTM8wgt7SI5lZ1QdQ" style="color: #3076c1;" target="_blank">ΕΔΣΤΕ</a>) κα <a href="http://www.karagianniotou-mustikou.com/" style="color: #3076c1;" target="_blank">Μάγδα Καραγιαννιώτου Μυστικού</a> μοιραζόμενη την πολύτιμη και πολυετή εμπειρία της στον χώρο του πολιτισμού και των τεχνών, αλλά και το ασίγαστο πάθος της για τις εικαστικές δημιουργίες και τους καλλιτέχνες.</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Η εκπομπή παρουσιάζει καλλιτεχνικά νέα και απόψεις, φιλοξενεί δημιουργούς αλλά και ανθρώπους που από τη θέση τους στηρίζουν και προάγουν τον πολιτισμό στη Θεσσαλονίκη και την Ελλάδα, είτε σε Μουσεία, Πολιτιστικούς Χώρους, Γκαλερί, Ατελιέ και οπουδήποτε η καθαρή έμπνευση και η δημιουργική έκφραση βρίσκουν τόπο και τρόπο για να εκδηλωθούν.</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><strong>Κάθε Τετάρτη 18:30-19:30 συντονιστείτε στα «Ταξίδια στην Τέχνη και τον Πολιτισμό»</strong>, μοιραστείτε τα δικά σας πολιτιστικά ταξίδια με αναρτήσεις στην ομάδα </span><a href="https://www.facebook.com/groups/starwalkersclassic/" style="color: #3076c1;" target="_blank"><span style="font-family: "times new roman" , serif; font-size: 12pt;">StarWalkers</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">Radio</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">Classic</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">στο</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">facebook</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">, και γίνετε συνοδοιπόροι σε μια εκπομπή που σκοπεύει να προάγει τον πολιτισμό της Θεσσαλονίκης και να αναδείξει το έργο ακούραστων δημιουργών της.</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Οι εκπομπές «Ταξίδια στην Τέχνη και τον Πολιτισμό» είναι διαθέσιμες στο <a href="http://www.starclassic.gr/shows.php?action=view&id=35" style="color: #3076c1;" target="_blank">αρχείο εκπομπών</a> του</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">StarClassic</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">Radio</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">…Καλή ακρόαση!</span></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-64904453592054556692015-11-25T12:17:00.003-08:002015-11-25T12:17:21.813-08:00"Ταξιδεύοντας στην Τέχνη και τον Πολιτισμό" με την Μάγδα Μυστικού<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjby-UgssXYk0KrIPcdj0ISdJwLREXDl-r5sxrhLqlmouJNlIK7or2r4U6b-zhS0XDsKELskYHCoH-chxWfTqk1Giyt_IHXU5X8V4gmJnfbaNSQ7iAauUDC0AbgNBKJpKEdDpOuy5LIh_v5/s1600/12299258_910417062367661_1306120606552697193_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjby-UgssXYk0KrIPcdj0ISdJwLREXDl-r5sxrhLqlmouJNlIK7or2r4U6b-zhS0XDsKELskYHCoH-chxWfTqk1Giyt_IHXU5X8V4gmJnfbaNSQ7iAauUDC0AbgNBKJpKEdDpOuy5LIh_v5/s200/12299258_910417062367661_1306120606552697193_n.jpg" width="200" /></a></div>
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<span style="color: #b45f06; font-size: x-large;">Την</span> Τετάρτη 25 Νοεμβρίου 2015 στις 18.00-19.00 στον StarClassicRadio και στην εκπομπή "Ταξιδεύοντας στην Τέχνη και τον Πολιτισμό" με την Μάγδα Μυστικού. Καλεσμένος ο Ινδός καταξιωμένος καλλιτέχνης - δημιουργός Rathin kanji .Μέσα από αυτή την συνομιλία θα δούμε το συνολικό του έργο άλλα και τις φιλοσοφημένες σκέψεις του που περνά με σχήμα-χρώμα και λεξεις στα έργα του, δίνοντας την σύγχρονη εικόνα της παγκοσμιοποιημένης κοινωνίας που όλοι βιώνουμε....</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-86987880824079670212015-11-16T05:02:00.001-08:002015-11-16T05:02:17.150-08:00ΕΠΙΔΕΙΞΕΙΣ ΚΑΙ ΣΕΜΙΝΑΡΙΑ ΑΠΟ ΤΗΝ SONOKO FUGII ARTIST ORIGAMI MASTER - ΜΕ ΤΗΝ ΦΡΟΝΤΙΔΑ ΤΗΣ ΙΑΠΩΝΙΚΗΣ ΠΡΕΣΒΕΙΑΣ ΣΤΗΝ ΕΛΛΑΔΑ<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPT2Klival0cV5Z_4ffOtjVLH8Gcz-rTx9hNzb1upCjObgxsWyGl8uPV8XQPDwUiP-Rph7VY6TBmPPeN3PZkFKzIm3LI2W3pN8AiiBoVPZheZytEqQrfLxTNj0pj0JNoKBUPt88lOa7AYK/s1600/abce2575-583b-4ce4-ba9a-4a9eb308354b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPT2Klival0cV5Z_4ffOtjVLH8Gcz-rTx9hNzb1upCjObgxsWyGl8uPV8XQPDwUiP-Rph7VY6TBmPPeN3PZkFKzIm3LI2W3pN8AiiBoVPZheZytEqQrfLxTNj0pj0JNoKBUPt88lOa7AYK/s400/abce2575-583b-4ce4-ba9a-4a9eb308354b.jpg" width="400" /></a></div>
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<span style="color: #b45f06; font-size: x-large;"><b>Η</b></span> καταξιωμένη και γνωστή πλέον στην Ελλάδα κα.<span lang="EN-US">Sonoko</span><span lang="EN-US"> </span><span lang="EN-US">Fujii</span><span lang="EN-US"> </span><span lang="EN-US">origami</span><span lang="EN-US"> </span><span lang="EN-US">master</span> από την Ιαπωνία έκανε επίδειξη <span lang="EN-US">origami</span> με σεμινάρια για αρχαρίους και μυημένους στις
23 Σεπτεμβρίου,30 Σεπτεμβρίου και 7 Οκτωβρίου 2015 στην αίθουσα πολιτιστικών
εκδηλώσεων της Πρεσβείας της Ιαπωνίας στην Αθήνα και υπό την αιγίδα της.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1DfpVsJT8XySw3nI-dCHEQFN111IHf1FF118GA1B8gPlh58Hw-_7CQmLbYLr-GEf2ufvXN9e12U-ZNHciGI-B2TKVi8A84zhI6deaxvZiiwDFO9q9BqcZWQgNIKbhk0NMoMlmeUqMJQcX/s1600/725f5eb0-61f1-4eb3-95b3-ea2ffd511f5f.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1DfpVsJT8XySw3nI-dCHEQFN111IHf1FF118GA1B8gPlh58Hw-_7CQmLbYLr-GEf2ufvXN9e12U-ZNHciGI-B2TKVi8A84zhI6deaxvZiiwDFO9q9BqcZWQgNIKbhk0NMoMlmeUqMJQcX/s400/725f5eb0-61f1-4eb3-95b3-ea2ffd511f5f.jpg" width="282" /></a></div>
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Η αμεσότητα της επίδειξης και των σεμιναρίων <span lang="EN-US">origami</span><span lang="EN-US"> </span>έδωσαν
την ευκαιρία στους ενδιαφερόμενους να
εισχωρήσουν στην παραδοσιακή ιαπωνική
τέχνη χαρτοδιπλωτικής και να έρθουν σε επαφή με την κουλτούρα της παράδοσης της
Ιαπωνίας.</div>
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Η κα.<span lang="EN-US">Sonoko</span><span lang="EN-US"> </span><span lang="EN-US">Fujii</span><span lang="EN-US"> </span><span lang="EN-US">master</span><span lang="EN-US"> </span><span lang="EN-US">origami</span><span lang="EN-US"> </span>έδωσε τις γνώσεις της και στο Μουσείο Ασιατικής Τέχνης στην
Κέρκυρα σε όσους θέλησαν να την
παρακολουθήσουν στην καλλιτεχνική της δημιουργία με <span lang="EN-US">origami</span>.</div>
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Τις επιδείξεις και σεμινάρια <span lang="EN-US">origami</span><span lang="EN-US"> </span>στο Μουσείο πραγματοποίησε 3 και 4 Οκτωβρίου 2015 με μεγάλη επιτυχία υπό
την αιγίδα της Ιαπωνικής Πρεσβείας στην
Ελλάδα.</div>
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Σε όλες τις εκδηλώσεις αυτές η <span lang="EN-US">Sonoko</span><span lang="EN-US"> </span><span lang="EN-US">Fujii</span> <span lang="EN-US">master</span><span lang="EN-US"> </span><span lang="EN-US">origami</span><span lang="EN-US"> </span>έδωσε εκτός από τα παραδοσιακά σχέδια
που διδάχθηκε από τον σεβαστό της δάσκαλο <span lang="EN-US">Hosyo</span><span lang="EN-US"> </span><span lang="EN-US">Kawai</span> στην Ιαπωνία και την
προσωπική της επέκταση στην μαγική τέχνη του <span lang="EN-US">origami</span>.</div>
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Με τις επισκέψεις της από το 1991 και μετά συνεχώς στην
Ελλάδα και την φροντίδα της Ιαπωνικής Πρεσβείας κατάφερε να ενώσει ανθρώπους και τον πολιτισμό τους με σεβασμό
στην διατήριση της Ιαπωνικής παράδοσης στο <span lang="EN-US">origami</span></div>
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Η καλλιτέχνης κα. <span lang="EN-US">Sonoko</span><span lang="EN-US"> </span><span lang="EN-US">Fujii</span><span lang="EN-US"> </span><span lang="EN-US">master</span><span lang="EN-US"> </span><span lang="EN-US">origami</span><span lang="EN-US"> </span>έχει ταλέντο γνώσεις και φαντασία
που δένουν απόλυτα με τον χαρακτήρα της διευρημένης άποψης του πολύτιμου <span lang="EN-US">origami</span><span lang="EN-US"> </span>για
αισθητική και ψυχολογική υποστήριξη του ανθρώπινου μυαλού.<span lang="EN-US"><o:p></o:p></span></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-45411402233324040932015-09-16T23:11:00.000-07:002015-09-16T23:11:04.251-07:00ΣΥΝΑΥΛΙΑ ΓΙΑ ΤΑ ΠΑΙΔΙΑ ΤΟΥ ΚΟΣΜΟΥ ΑΠΟ ΤΗΝ ΛΕΣΧΗ LIONS " ΜΑΚΕΔΟΝΙΑ" ΜΕ ΤΟΝ ΜΑΡΙΟ ΦΡΑΓΚΟΥΛΗ<div dir="ltr" style="text-align: left;" trbidi="on">
<b><span style="background-color: #b45f06; color: white;"> Εκδήλωση </span></b><br /><br /> ΚΑΙ ΤΗΝ ΠΡΟΕΔΡΟ ΤΗΣ ΕΙΡΗΝΗ ΓΕΩΡΓΟΠΟΥΛΟΥ ΣΤΗΝ ΘΕΣΣΑΛΟΝΙΚΗ <br />ΜΕ ΤΟΝ ΜΑΡΙΟ ΦΡΑΓΚΟΥΛΗ <br /><div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheO4Fsv9wd2pB2hU0zncC_CL8KU6xvYCPYF_ba-QKBzoDz42O4nkLsKTP8NhZxvWVwf4PFO3DMV22K7nFecZCqX9_Ekxh1UxMGmpykiuS35wVgSzyUARQUwWNeLNmwb6I7FhhVtr4JuoBN/s1600/unnamed+%25281%2529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheO4Fsv9wd2pB2hU0zncC_CL8KU6xvYCPYF_ba-QKBzoDz42O4nkLsKTP8NhZxvWVwf4PFO3DMV22K7nFecZCqX9_Ekxh1UxMGmpykiuS35wVgSzyUARQUwWNeLNmwb6I7FhhVtr4JuoBN/s640/unnamed+%25281%2529.jpg" width="640" /></a><span style="color: #b45f06; font-size: x-large;"><b>Μ</b></span>ία όμορφη βραδυά με τραγούδια από τον Μάριο Φραγκούλη στο θέατρο Δάσους της πόλης μας έγινε ένας κοινός τόπος για απόλαυση φωνής και ήχου με ένα συγκινητικό αγκάλιασμα των Lions καλό σκοπό.</div>
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Ο καταξιωμένος ερμηνευτής Μάριος Φραγκούλης έδωσε με την ζεστή και ιδιάζουσα φωνή του την ευκαιρία να σιγοτραγουδήσουν όλοι μαζί και να γίνουν μια παρέα .</div>
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Η Πρόεδρος της λέσχης Lions ΄΄ Μακεδονία ΄΄ Ειρήνη Γεωργοπούλου έδωσε το στίγμα της παράστασης που δεν ήταν παρα να συγκεντρωθούν χρήματα για τα παιδιά του κόσμου που το έχουν τόσο ανάγκη στις ημέρες που ζούμε.</div>
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Ωραίες στιγμές για τον Λαϊονισμό που ήδη έχει δημιουργήσει την δική του ιστορία σε θέματα προσφοράς για τον συνάνθρωπο.</div>
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Πρών στην εκδήλωση ο Κυβερνήτης Lions Βορείου Ελλάδος – Κύπρου Κωνσταντίνος Κρητικός ο οποίος συνεχάρη τον τραγουδιστή για την προσφορά του αυτή και του έδωσε το μπάνελ των Lions τιμητικά.</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-40731111336587901172015-09-11T01:28:00.000-07:002015-09-11T01:30:07.260-07:00Πολύτιμοι πίνακες της συλλογής του Υπουργείου Μακεδονίας- Θράκης στο περίπτερο 15 της ΔΕΘ<div class="_1dwg" style="padding: 12px 12px 0px;">
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+2</div>
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</a></div>
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<div class="mtm plm _5pcm" style="border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 2px; margin-top: 10px; padding-left: 10px;">
<span class="mbs fwn fcg" data-ft="{"tn":"C"}" style="background-color: white; color: #9197a3; font-family: helvetica, arial, sans-serif; font-size: 12px; line-height: 16.08px; margin-bottom: 5px;"><br /></span></div>
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<span class="mbs fwn fcg" data-ft="{"tn":"C"}" style="background-color: white; color: #9197a3; font-family: helvetica, arial, sans-serif; font-size: 12px; line-height: 16.08px; margin-bottom: 5px;"><span class="fwb fcg" data-ft="{"tn":";"}" style="font-weight: bold;"><a data-hovercard="/ajax/hovercard/user.php?id=1180315324&extragetparams=%7B%22fref%22%3A%22nf%22%2C%22directed_target_id%22%3A328620714181%7D" href="https://www.facebook.com/rea.moumtzidou?fref=nf" style="color: #3b5998; cursor: pointer; text-decoration: none;">Αργυρώ Μουμτζίδου</a><i class="mhs img sp_EwLDRdFSdFV sx_839e1d" style="background-image: url(https://fbstatic-a.akamaihd.net/rsrc.php/v2/yS/r/AUXaw2NWkxh.png); background-position: -205px -472px; background-repeat: no-repeat; background-size: auto; display: inline-block; height: 9px; margin-left: 5px; margin-right: 5px; width: 11px;"><u style="left: -999999px; position: absolute;">έως</u></i><span aria-hidden="true"></span><a class="_wpv" href="https://www.facebook.com/groups/starwalkersclassic/permalink/10153635987734182/" style="color: #3b5998; cursor: pointer; text-decoration: none; word-break: break-word;">STARWALKERS RADIO</a></span></span></div>
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<span style="color: #cc0000; font-size: x-large;"><b>Μ</b></span>ε μεγάλη χαρά το StarClassic.gr πλαισιώνει την προσπάθεια της <b>κ. Μάγδας Καραγιαννιώτου-Μυστικού</b> προκειμένου να προβληθούν και να σωθούν οι πολύτιμοι πίνακες της συλλογής του Υπουργείου Μακεδονίας- Θράκης. Μία προσπάθεια πέρα από τα σύνορα των ιδεολογιών, μία πολύτιμη παρακαταθήκη της πόλης που οπωσδήποτε οφείλουμε να αναδείξουμε. Κλειώ Νάτση, Λουκάς Βενετούλιας, Βάσω Κατράκη... μερικά από τα έργα της έκθεσης. Η ομάδα των παραγωγών - δημοσιογράφων ΕΔΣΤΕ του διαδικτυακού ραδιοφώνου με την πρόεδρο και την κ. Νάτση στο περίπτερο 15 της ΔΕΘ. </div>
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Η συνεργασία συνεχίζεται.</div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com1tag:blogger.com,1999:blog-4990445753132537150.post-17527902927430632892015-09-11T01:20:00.002-07:002015-09-11T01:22:33.703-07:00Κύθνος, η μαγεία της φωτογραφίας <a href="https://www.facebook.com/profile.php?id=100006711709054&fref=nf"><img src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-xpf1/v/t1.0-1/p50x50/10521526_1514135498820159_2634571336576686902_n.jpg?oh=dcac4e73763022d48811729187f8cd6d&oe=5675D276&__gda__=1449953561_8378f393dc9e167d376cb449ea73ca1c" /></a>Ο <a href="https://www.facebook.com/profile.php?id=100006711709054">εδστε Δημοσιογράφων</a> <br /> .<br /><div style="text-align: center;">
<a href="http://www.karmalappa.gr/index.php/greece-hellas/kyklades-cuclades/195-kythnos-vassilis-lappas"><img src="https://fbexternal-a.akamaihd.net/safe_image.php?d=AQB2cVJvjQCWfUbR&w=487&h=255&url=http%3A%2F%2Fwww.karmalappa.gr%2Fimages%2FKYKLADES%2FKYTHNOS%2FVASSILIS_LAPPAS_KYTHNOS_0051.jpg&cfs=1&upscale=1" /></a></div>
<br /><a href="http://l.facebook.com/l.php?u=http%3A%2F%2Fwww.karmalappa.gr%2Findex.php%2Fgreece-hellas%2Fkyklades-cuclades%2F195-kythnos-vassilis-lappas&h=PAQF_pppq&s=1">ΚΥΘΝΟΣ</a><br /><br />KL. GALLERY ΔΙΑΔΙΚΤΥΑΚΟ ΠΕΡΙΟΔΙΚΟ ΤΑΞΙΔΙΟΥ ΣΤΗΝ ΕΛΛΑΔΑ.... VASSILIS LAPPAS KARMA LAPPA GALLERY ΚΑΤΙ ΝΕΟ ΣΤΟ ΧΩΡΟ ΤΟΥ ΤΑΞΙΔΙΟΥ ΚΑΙ ΤΗΣ ΕΙΚΟΝΑΣ ΣΤΗΝ ΕΛΛΑΔΑ . <br /><br />Διοργάνωση Εκθέσεων Φωτογραφίας, Ζωγραφικής,...<br />KARMALAPPA.GR|ΑΠΟ KL GALLERY VASSILIS LAPPAS DIMITRIS LOUKASAnonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com0tag:blogger.com,1999:blog-4990445753132537150.post-15729239779218887772015-09-10T09:03:00.004-07:002015-09-10T09:03:41.726-07:00ΕΛΛΑΔΑ ΣΧΗΜΑ ΚΑΙ ΧΡΩΜΑ<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnc9dQPRLOUQtAldlw7mHsub2atVcwaCmT0HVO116suy_c-AVufB5EIi_idXx02LdnZ4HAfZex2WuyTk0QtXDgnTUOxpCxelULtUYV15aQfwV4XiZH-BrhujSL6grbhd-LYXXcK4XKDQKD/s1600/unnamed+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnc9dQPRLOUQtAldlw7mHsub2atVcwaCmT0HVO116suy_c-AVufB5EIi_idXx02LdnZ4HAfZex2WuyTk0QtXDgnTUOxpCxelULtUYV15aQfwV4XiZH-BrhujSL6grbhd-LYXXcK4XKDQKD/s400/unnamed+%25282%2529.jpg" width="400" /></a></div>
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<b>Μια εμπειρία είναι ο χρόνος που μας αποκαλύπτεται.... ΔΗΜΗΤΡΗΣ ΛΟΥΚΑΣ (ΕΔΣΤΕ)</b></div>
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ΕΛΛΑΔΑ " Σχήμα και Χρώμα "</div>
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<b><span style="color: #b45f06;">ΦΩΤΟΓΡΑΦΙΑ ΗΜΕΡΑΣ </span></b></div>
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Πέμπτη 10 / Σεπτεμβρίου / 2015 ΜΑΡΙΟΣ ΑΠΟΣΤΟΛΟΥ</div>
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<b style="color: #b45f06; font-size: x-large;">~~~~~~~</b></div>
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<i>ΧΟΡΗΓΟΣ ΕΠΙΚΟΙΝΩΝΙΑΣ ΚΑΙ ΠΡΟΒΟΛΗΣ - </i></div>
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<b><span style="color: #444444;">ΤΟ ΣΤΕΚΙ ΤΗΣ ΚΑΘΗΜΕΡΙΝΟΤΗΤΑΣ - ΠΕΡΙΟΔΙΚΟ ΦΩΤΟΓΡΑΦΟΣ -</span></b></div>
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<b><span style="color: #cc0000;">Δείτε όλες τις φωτογραφίες..................</span></b><br /><a href="http://www.karmalappa.gr/index.php/2013-11-08-11-53-34/200-greece-shape-and-colour-september-2015">http://www.karmalappa.gr/index.php/2013-11-08-11-53-34/200-greece-shape-and-colour-september-2015</a><br /><div style="text-align: center;">
<span style="color: #b45f06; font-size: large;"><b>~~~~~~~</b></span></div>
<br /><br /> KL. ΒΑΣΙΛΗΣ ΛΑΠΠΑΣ ( <a href="mailto:basilapas@karmalappa.gr">basilapas@karmalappa.gr</a> )<br />ΠΟΛΙΤΙΣΜΟΣ ΤΑΞΙΔΙ ΙΣΤΟΡΙΑ <br />ΦΩΤΟΓΡΑΦΙΑ ΣΚΗΝΟΘΕΣΙΑ ΠΑΡΑΓΩΓΗ ΟΠΤΙΚΟΑΚΟΥΣΤΙΚΩΝ ΠΟΛΥΘΕΑΜΑΤΩΝ -<br />ΟΡΓΑΝΩΣΗ ΕΚΘΕΣΕΩΝ ΣΕΜΙΝΑΡΙΑ ΠΑΡΟΥΣΙΑΣΕΙΣ<br /><br /><div style="text-align: center;">
<b><a href="http://www.karmalappa.gr/">www.</a><a href="http://www.karmalappa.gr/">KARMA LAPPA.gr</a></b></div>
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Anonymoushttp://www.blogger.com/profile/10760848620390485469noreply@blogger.com0tag:blogger.com,1999:blog-4990445753132537150.post-19094742913469278782015-06-26T04:01:00.000-07:002015-06-26T04:01:12.854-07:00"ΠΟΛΙΤΙΣΜΟΣ ΚΑΙ ΤΟΥΡΙΣΜΟΣ"<div dir="ltr" style="text-align: left;" trbidi="on">
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<img height="400" src="http://www.karmalappa.gr/images/Tourism_Culture/VASSILIS_LAPPAS_TURISM_CULTURE_00011.jpg" width="275" /></div>
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"ΠΟΛΙΤΙΣΜΟΣ ΚΑΙ ΤΟΥΡΙΣΜΟΣ"</div>
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<b>Κείμενα Μελέτη - Δημήτρης Η. Λούκας</b></div>
</b> Φωτογραφία <b>Βασίλης Λάππας</b><br /><br /><br /><div style="text-align: justify;">
<span style="color: #bf9000; font-size: x-large;"><b>Π</b></span>ριν μπει ακόμα στην κυκλοφορία ο μεταλλαγμένος άνθρωπος,οι ειδικοί φρόντισαν να μεταλλάξουν το συνειδησιακό κέντρο του παραδοσιακού ανθρώπου, τοποθετώντας έτσι μία βόμβα μεγατόνων στον φυσικά οριοθετημένο του κόσμο, με αποτέλεσμα, άγνωστο για πόσο καιρό, να τελεί υπό σύγχυση και πλήρη αποδιοργάνωση σ’ ολόκληρο το φάσμα της πνευματικής, ψυχικής και κοινωνικής του δομής και όχι μόνο. Και όλα αυτά ως στοιχεία συγκεκριμένης συμπεριφοράς για να αποπνευματοποιηθεί και να γίνει αδύναμος για την διακρίβωση των στοιχείων που θα συνθέτουν τα γεγονότα του μέλλοντός του, την ορισμική διάταξη των βιοπνευματικών ανησυχιών και των οντολογικών του απαντήσεων. Ο άνθρωπος, αλλά και οι κοινωνίες, ως αλλήθωροι, αδυνατούν να επικεντρώσουν το βλέμμα τους στο ειδωλο-κίνδυνο και άβουλα και μοιραία οδηγούνται στις ψεύτικες υποσχέσεις της ευδαιμονίας και του καταναλωτισμού. Ιδεολογίες, αξίες, φιλόσοφοι, δημιουργοί και αποδέκτες έχουν χάση το ειδικό τους βάρος και ταξιδεύουν άγνωστο που, περιμένοντας νωχελικά τον καλό άνεμο να τους επαναφέρει στη γήινη τροχιά των προγόνων και τη δική τους. Να τους επαναφέρει εκεί, στην κοίτη του Πολιτισμού και της Ιστορίας τους που σκύβει ο Τουρίστας για να ξεδιψάσει … </div>
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Η λέξη Τουρισμός, Κυρίες και Κύριοι, προέρχεται από την Αγγλική λέξη «Touring» που σημαίνει στα Ελληνικά περιέρχομαι ή περιηγούμαι και όπου στην Ελλάδα μεταφράσθηκε με τη λέξη περιηγητισμός, αλλά επικράτησε ως Τουρισμός. Η Ελλάδα μας, έλεγε η Μελίνα Μερκούρη, πρέπει να πρωταγωνιστεί για τον Πολιτισμό αλλά και για τον Τουρισμό της, αν τα χάσει θα πάψει να ζει … Ο Τάσσος Ζάππας που ίδρυσε την Ένωση Δημοσιογράφων και Συγγραφέων Τουρισμού Ελλάδος, έλεγε πως όσο ταξιδεύω, τόσο γνωρίζω τον κόσμο και τους ανθρώπους. Το μέλος μας, ο Σταύρος Καλφιώτης, συγγραφέας και καθηγητής Τουρισμού γράφει «το ταξίδι για μένα είναι ανθοφορία ψυχής» και ο Γιώργος Καρράς, μέλος κι αυτός που έφυγε από κοντά μας πρόωρα, μας διηγόταν πως στις διακοπές συνδυάζει κανείς την ξεκούραση με τη γνώση. Ο Παυσανίας στις περιηγήσεις του γράφει: «ότι προσέχει τα μνημεία της τέχνης, τα ιερά οικοδομήματα, τα αγάλματα, τους ανδριάντες, τας γραφάς και τα εν τοις ναοίς αναθήματα ως και τας επί των λίθων επιγραφάς». Πολιτισμός, Κυρίες και Κύριοι, είναι οι νέες ιδέες και ενέργειες, οι οποίες εφαρμοζόμενες στην πράξη, έχουν ως αποτέλεσμα την πνευματική, ηθική, καλλιτεχνική και οικονομική ανάπτυξη των ανθρώπων. Στην εποχή μας, βλέποντας και μελετώντας τα δημιουργήματα του πολιτισμού των διαφόρων λαών βγάζουμε συμπέρασμα και γνωρίζουμε πλέον τον τρόπο ζωής των ανθρώπων αυτών καθώς επίσης τις ασχολίες τους και τα έθιμά τους. </div>
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Στην Ελλάδα, Φως και Πνεύμα είναι πάντοτε σε πλήρη αρμονία γι’ αυτό και από αρχαιοτάτων χρόνων η πατρίδα μας είναι το λίκνο του Πολιτισμού. Ο Λαμαρτίνος έγραψε: «Ο Βαρβαρικός Πολιτισμός ξαναρχίζει με την υπερβολή του πολιτισμού». Ο Καρρέλ είπε πως «ο πολιτισμός έχει σκοπό την πρόοδο, όχι των επιστημών και των μηχανών, αλλά του ανθρώπου». Ο Νεχρού έγραψε πως ο σύγχρονος πολιτισμός δεν είναι δημιούργημα ενός λαού ή ενός έθνους. Και τέλος, ο Έντμαν στο σύγγραμμά του για τον πολιτισμό μας λέει ότι οι πολιτισμοί πεθαίνουν, όμως οι άνθρωποι εξακολουθούν να ζουν και στη θέση των παλαιών πολιτισμών κτίζουν καινούργιους. Η Ελλάδα είναι ένας μοναδικός τόπος για να την επισκεφθεί ο ξένος Τουρίστας όχι μόνο για τους αρχαιολογικούς χώρους, τους ιστορικούς οικισμούς, το φυσικό τοπίο, τον ήλιο και τη θάλασσα, αλλά και για τον σύγχρονο πολιτισμό της. Την ιστορία της χώρας μας την διδάσκονται οι άλλοι λαοί και την τιμούν διότι γνωρίζουν καλά ότι αποτελεί την βάση του δικούς τους πολιτισμού. </div>
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Πιστεύω πως πολλοί θα επιθυμούσαν να επισκέπτονται τους αρχαιολογικούς τόπους και να εμπλουτίζουν το ταξίδι τους, συνδυάζοντάς το με δραστηριότητες Πολιτισμού. Σήμερα, πόλοι του τουριστικού ενδιαφέροντος είναι μόνο οι φημισμένοι προ- ορισμοί, όπως η Κέρκυρα, η Ρόδος, η Μύκονος, οι Δελφοί, οι Μυκήνες και η Ολυμπία. Είμαι βέβαιος πως θα ήταν πειστική μια τουριστική πολιτική, που θα περιοριζόταν στην διαφύλαξη μόνο κάποιων οάσεων υψηλής ποιότητος φυσικού ή οικιστικού περιβάλλοντος. Ο κάθε σχεδιασμός βέβαια δεν πρέπει να κάνει εξαιρέσεις γι’ αυτό και οφείλει να αντιμετωπίσει τη συνολική εικόνα που προσφέρει η Ελλάδα στον επισκέπτη της, τόσο τουριστικά, όσο και πολιτισμικά, αφού το σύνολο του Ελληνικού Τοπίου έχει ποιότητες που αξίζει να αναδειχθούν. Ας μην ξεχνάμε πως ο Τουρισμός σημαίνει ελεύθερη περιήγηση στο χώρο.Έτσι ένας τόπος πρέπει να δίνεται στο σύνολό του κι ένας στρατηγικός στόχος για την Ελλάδα, τόσο για τον Τουρισμό και τον Πολιτισμό, όσο και για την Ελληνική Οικονομία που προβάλλει επιτακτικά, είναι: Να διευρυνθούν οι τόποι τουριστικού ενδιαφέροντος. Αυτό θα συνέβαλε αποφασιστικά σε μία ισόρροπη ανάπτυξη και ανάπλαση του τοπίου. Γνώμη μου είναι πως η τουριστική πολιτική της χώρας μας πρέπει να επαναδιατυπωθεί. Η Ελλάδα δεν υπήρξε ποτέ βιομηχανική χώρα, αντίθετα, θα έλεγα πως ο Τουρισμός είναι η Βιομηχανία της Ελλάδας. Δυστυχώς, όμως, για πολλές δεκαετίες κάναμε ό,τι μπορούσαμε για να τον καταστρέψουμε … Βιάσαμε τον φυσικό πλούτο. Δημιουργήσαμε φυσικό κεφάλαιο δίχως να επενδύσουμε στο Ανθρώπινο. Επικεντρώσαμε το ενδιαφέρον μας στην ανάπτυξη μέσω της δημόσιας διαχείρισης και δεν εμπιστευθήκαμε τη δύναμη της ιδιωτικής πρωτοβουλίας, ενώ αδιαφορήσαμε πολλά χρόνια για το περιβάλλον. Αποκλείσαμε τον ανταγωνισμό στις μεταφορές μέσω Ολυμπιακής και φτάσαμε να έχουμε δημόσια διαχείριση στα μουσεία, με αποτέλεσμα αυτά να κλείνουν, όταν υπάρχουν επισκέπτες. </div>
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Δεν σκεφτήκαμε τους πρωτοπόρους της ιδιωτικής πρωτοβουλίας, όπως ήταν ο Ωνάσης, τότε, και ο Λάτσης σήμερα και δεν αντιγράψαμε την συμπεριφορά τους. Όμως, το χειρότερο είναι ότι δεν εκμεταλλευθήκαμε το μεγάλο μας υπόβαθρο, τον Πολιτισμό μας και πάνω του να οικοδομήσουμε τις προοπτικές για την ανάπτυξη του Τουρισμού μας. Κυρίες και Κύριοι, ο μεγαλύτερος κτηματίας στην Ελλάδα σήμερα, είναι ο ΕΟΤ και όμως τώρα μόλις προσέλαβε Χρηματοοικονομικό Σύμβουλο για να εξετά- σει και να εισηγηθεί σχετικά το τι θα γίνει με την περιουσία του. </div>
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Στο σημείο αυτό, θα ήθελα να επισημάνω ότι απαιτείται άμεσα σχεδιασμός με πλαίσιο και κανόνες, δηλαδή ολοκληρωμένη Εθνική Πολιτική που θα συμπεριλάβει όλες τις οικονομικές, κοινωνικές, περιβαλλοντολογικές διαστάσεις του όλου προβλήματος, αφού ο Τουρισμός είναι ο πιο πολυκλαδικός τομέας που υπάρχει στη χώρα μας και η ανάπτυξή του αφορά με άμεσο ή έμμεσο τρόπο τον Πολιτισμό, την ψυχαγωγία, τον πολεοδομικό σχεδιασμό, την αισθητική των πόλεων καθώς και την προστασία του περιβάλλοντος όπως επίσης και τις μεγάλες υποδομές και συνδέεται άμεσα με την μεγάλη πρόκληση που θα αντιμετωπίσει η χώρα μας, την Ολυμπιάδα του 2004, αφού τα πάντα στις μέρες μας συνδέονται με τον Τουρισμό. </div>
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Η Ελλάδα στο χώρο γύρω από τον Τουρισμό, τον Πολιτισμό και κατ’ επέκταση το Περιβάλλον, την Αισθητική καθώς επίσης και τον Αστικό Πολεοδομικό σχεδιασμό, δεν έχει ένα ολοκληρωμένο πρόγραμμα, δηλαδή έναν Σχεδιασμό Μακράς Πνοής, με στόχο την ποιοτική αναβάθμιση των παρεχομένων υπηρεσιών και τον πολλαπλασιασμό του τελικού οικονομικού αποτελέσματος, γι’ αυτό απαιτείται πολιτική ανοικτών οριζόντων που θα προλάβει τις όποιες εξελίξεις, όχι να τις ακολουθήσει.</div>
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Είναι αναγκαία, τώρα παρά ποτέ, μια υλοποίηση της λέξης Π.Ο.Σ.Δ.Ε. που σημαίνει Προγραμματίζω, Οργανώνω, Συντονίζω, Διευθύνω και Ελέγχω και που οι βασικοί άξονες αυτού του σχεδιασμού, αυτού του στόχου, πρέπει να είναι: </div>
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1. Η ανάπτυξη των ειδικών και εναλλακτικών μορφών τουριστικής δράσης για 12μηνο Τουρισμό. Η εκμετάλλευση των ιαματικών πηγών. Η κατά- σκευή Συνεδριακών Κέντρων, γηπέδων γκολφ και η κατασκευή Μαρινών. Αυτό θα μας οδηγήσει κατ’ ανάγκη και στην περιφερειακή ανάπτυξη, που τόσο είναι απαραίτητη στην εποχή μας. </div>
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2. Η άμεση σύνδεση του Πολιτισμού και Τουρισμού, ως ενιαίου συνόλου. Η πολιτιστική παράδοση, ως ιστορική κληρονομιά, είναι αναμφισβήτητα τα ισχυρά συγκριτικά πλεονεκτήματά μας στην Διεθνή Τουριστική Αγορά που όμως παραμένουν σε μεγάλο ποσοστό ανεκμετάλλευτα. </div>
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3. Η προσαρμογή στις νέες οικονομικές συνθήκες μετά την καθιέρωση του ευρωπαϊκού νομίσματος, αλλά παράλληλα και η εγρήγορση μετά από την απελευθέρωση των αγορών, τόσο στις αερομεταφορές, όσο και στην ναυσιπλοϊα. </div>
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4. Η αλλαγή στην πολεοδομική αντίληψη και οργάνωση των Αστικών Συγ- κροτημάτων, δηλαδή ριζικός επανασχεδιασμός των Ελληνικών πόλεων αλλά και της υπαίθρου. Ελλάδα δεν είναι μόνο η Αθήνα, ας μην το ξεχνάμε … Είναι επιτέλους επιτακτική ανάγκη να δώσουμε έμφαση στην ποιότητα ζωής των ανθρώπων με κριτήριο την ικανοποίηση των αναγκών τους, επιδιώκοντας ταυτοχρόνως να αυξήσουμε το πράσινο (κάθε χρόνο το καίμε), αλλά και να επιδιώξουμε την αύξηση των ελεύθερων χώρων στις πόλεις μας (μας έπνιξε πια το τσιμέντο). </div>
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5. Αξιοποίηση της ενδοχώρας, δηλαδή των ορεινών όγκων, με έργα που θα αναδείξουν νέες πλουτοπαραγωγικές περιοχές και προπαντός στην ανάπτυξη των Κάστρων της χώρας μας προστατεύοντάς τα κατ’ αρχήν και μετά αξιοποιώντας τα με κοινωνικό τουρισμό για νάναι προσιτά στον πολίτη και στον τουρίστα, όπως του Καστελόριζου, της Σαμοθράκης, της Κεφαλλονιάς, της Ζακύνθου και γιατί όχι και της Σίφνου. </div>
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6. Εκπαίδευση, ώστε να βελτιώνεται συνεχώς το μορφωτικό επίπεδο των ανθρώπων που ασχολούνται με τον τουριστικό κλάδο. Κυρίες και Κύριοι, οι ιδέες που είχαμε για τα ταξίδια και την περιπέτεια γεννήθηκαν με το κίνημα του ρομαντισμού, στις αρχές του 19ου αιώνα, όμως θα χρειασθούν μια γενναία αναθεώρηση καθώς βιώνουμε ήδη τον νέο αιώνα. Ο βετεράνος του γύρου του κόσμου Ντέϊβιντ Λιούις έγραψε στην <b><span style="color: #990000;">Washington Post:</span></b> «Στον 20ο αιώνα ταξιδέψαμε πολύ μακριά και πολύ γρήγορα, χωρίς ποτέ να ταξιδέψουμε πολύ βαθιά … </div>
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Διασχίσαμε τεμπέλικα και επιφανειακά όλα τα μήκη και τα πλάτη του πλανήτη, αναζητώντας μόνο το μακρινό και εξωτικό, ενώ σε 100 χρόνια από σήμερα, θα πρέπει να μάθουμε να ταξιδεύουμε βαθύτερα και πιο σοβαρά (που σημαίνει πιο αργά) και ίσως πολύ πιο κοντά στο δικό μας σπίτι υπό την προϋπόθεση της ποσοτικής αύξησης αλλά και της ποιοτικής βελτίωσης του τουριστικού προϊόντος». </div>
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Όμως, ο Τουριστικός Προορισμός των ανθρώπων για τον αιώνα που θα’ ρθει, είναι το Διάστημα. Αυτό μας τονίζει ο καθηγητής Αστροναυτικής κ. Βασίλης Πετρόπουλος, αφού το άπιαστο και το άγνωστο είναι θελκτικό. Ήδη υπάρχουν κρατήσεις γι’ αυτά τα μαγικά ταξίδια, όπως υπάρχουν και σχέδια, τόσο στην Αμερική (Η.Π.Α.), όσο και στην Αυστραλία. Μ’ αυτό τον τρόπο ο Τουρισμός θα συνεχίζει πάντοτε με στόχο την ανεύρεση νέων Τουριστικών προορισμών, με φυσικό επακόλουθο την ανακάλυψη ίσως νέων μορφών πολιτισμού, αφού αυτά τα δύο όπως προείπαμε πάνε μαζί.</div>
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<b>Δημήτρης Η. Λούκας</b></div>
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Πρόεδρος της Ένωσης Δημοσιογράφων</div>
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και Συγγραφέων Τουρισμού Ελλάδος (ΕΔΣΤΕ)</div>
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Πολιτειολόγος – Κοινωνιολόγος</div>
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