tag:blogger.com,1999:blog-74409208537681003702024-03-05T12:57:59.479+03:00SV1QECSV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.comBlogger143125tag:blogger.com,1999:blog-7440920853768100370.post-51147810021441122002023-05-01T20:26:00.000+03:002023-05-01T20:26:09.283+03:00HAM FEST 2023<p>Η πολυπόθητη συνάντηση τον φίλων ραδιοερασιτεχνών είναι κοντά καλή αντάμωση.<br /> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi39AKhlMGSYa-gPMuYdM5afs9LLgCn-dh_6bV_fbeR8cRlE6D0PROLVx33eD3hjYdps9RhHr5Mg_LaKcqLe3JpHXKonsVMv8x69N0NnnIJgWDtl663qOhHVJCFEwV21R6pfI8DNpYC5DEMTreepV69As1l9R4Lmx5ehELAvqVEK8TBkQtsryAIu9R4/s3509/afisa_hamfest_2023_page-0001%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3509" data-original-width="2481" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi39AKhlMGSYa-gPMuYdM5afs9LLgCn-dh_6bV_fbeR8cRlE6D0PROLVx33eD3hjYdps9RhHr5Mg_LaKcqLe3JpHXKonsVMv8x69N0NnnIJgWDtl663qOhHVJCFEwV21R6pfI8DNpYC5DEMTreepV69As1l9R4Lmx5ehELAvqVEK8TBkQtsryAIu9R4/w453-h640/afisa_hamfest_2023_page-0001%20(1).jpg" width="453" /></a></div><br /><div class="separator" style="clear: both; text-align: center;">Περισσότερες πληροφορίες στον παρακάτω σύνδεσμο: <a href="https://raag.org/29-hamfest-2023/">https://raag.org</a></div><p></p>SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-89786722260314780352021-10-02T17:56:00.001+03:002021-10-02T18:00:28.192+03:00Ραδιοερασιτεχνική Εκδήλωσηγια την 109η επέτειο της 11ης ΟΚΤΩΒΡΙΟΥ του 1912ημέρα απελευθέρωσης της Κοζάνης<p> </p>
<p style="line-height: 16.8pt; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt; overflow-wrap: break-word;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkm5weTvGlm9Rm9g5R3RvtqLgRU_tTTSJ9nOudjSbYoduhPFo8RYeYAhIOtmBNLh7ttgnxvZ6N0-b1oA9rhmK2gv_qQG4lzJXaaVN6kPytK1jSNiNSaQIhudOYrWttyVjykQUftfn0Htw/s800/Kozani_award_2021_logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="567" data-original-width="800" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkm5weTvGlm9Rm9g5R3RvtqLgRU_tTTSJ9nOudjSbYoduhPFo8RYeYAhIOtmBNLh7ttgnxvZ6N0-b1oA9rhmK2gv_qQG4lzJXaaVN6kPytK1jSNiNSaQIhudOYrWttyVjykQUftfn0Htw/s320/Kozani_award_2021_logo.jpg" width="320" /></a></div><span face=""Helvetica",sans-serif" style="color: #444444; font-size: 10.5pt; mso-bidi-font-family: Arial;"><br />Ο
Σύλλογος Ραδιοερασιτεχνών Κοζάνης ΣΥΡΑΚΟΖ (<a href="https://www.qrz.com/db/SZ2KOZ/" target="_blank"><span style="color: #2585b2;">SZ2KOZ</span></a>)
με αφορμή την 109η επέτειο της <a href="http://www.kozlib.gr/collections/view.php?id=L8867" target="_blank"><span style="color: #2585b2;">11ης ΟΚΤΩΒΡΙΟΥ του 1912 ημέρα απελευθέρωσης της πόλεως
της Κοζάνης*</span></a>, διοργανώνει Ραδιοερασιτεχνική εκδήλωση. Το δρώμενο θα
διεξαχθεί το <strong><span face=""Helvetica",sans-serif" style="mso-bidi-font-family: Arial;">Σάββατο 9 έως την Κυριακή 17 Οκτωβρίου 2021</span></strong>
στις μπάντες των βραχέων και των VHF-UHF, σύμφωνα με το ισχύον BandPlan. Όποιος
Ραδιοερασιτέχνης καταφέρει επαφές <strong><span face=""Helvetica",sans-serif" style="mso-bidi-font-family: Arial;">σε δύο μπάντες</span></strong> με το SZ2KOZ αποκτά
το δικαίωμα να κατεβάσει μέσω internet την επόμενη ημέρα, ένα αναμνηστικό
δίπλωμα.<o:p></o:p></span><p></p>
<p style="line-height: 16.8pt; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt; overflow-wrap: break-word;"><span face=""Helvetica",sans-serif" style="color: #444444; font-size: 10.5pt; mso-bidi-font-family: Arial;">Πηγή: <a href="https://sv2rck.gr/kozani_award_2021/"><span style="color: #2585b2;">https://sv2rck.gr/kozani_award_2021/</span></a><o:p></o:p></span></p>SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-21729012378683639732021-09-23T20:52:00.000+03:002021-09-23T20:52:05.851+03:00ΜΑΡΑΘΩΝΙΟΣ SX200<h1 style="text-align: left;"><p data-adtags-visited="true" style="background-color: #444444; box-sizing: inherit; color: #bababa; font-family: Karla, sans-serif; font-size: 18px; font-weight: 400; margin: 0.8em 0px; overflow-wrap: break-word;">Η ομάδα του FaceBook AMATEUR RADIO GR διοργανώνει για τα μέλη της και Αδειούχους Έλληνες Ραδιοερασιτέχνες έναν μίνι Μαραθώνιο από την 1-10-2021 (00:00 UTC) μέχρι την 31-12-2021 (23:59 UTC) παράλληλα με την Διεξαγωγή του προγράμματος εορτασμού 200 χρόνων από την Ελληνική Επανάσταση (200 Years of Greek Independence Award).</p><p data-adtags-visited="true" style="background-color: #444444; box-sizing: inherit; color: #bababa; font-family: Karla, sans-serif; font-size: 18px; font-weight: 400; margin: 0.8em 0px; overflow-wrap: break-word;">Περισσότερα στην σελίδα : <a href="https://www.facebook.com/groups/719292131598026" rel="nofollow" style="background-color: transparent; box-sizing: inherit; color: #00cfea; font-weight: 700; overflow-wrap: break-word; text-decoration-line: none; transition: all 0.3s ease 0s; word-break: break-word;">https://www.facebook.com/groups/719292131598026</a></p></h1>SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-22722863821989123152021-08-15T19:11:00.001+03:002021-08-17T19:06:56.138+03:00ΚΑΛΑΒΡΥΤΑ: Επίσημη παρουσίαση του «Αρίσταρχου» ως πρώτου επίγειου σταθμού στο «Ευρυζωνικό Δίκτυο του Διαστήματος»<p><span></span></p><a name='more'></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8aPejX3ngXpBECNphOxu5UqVjrP7Bjm7ERtaNrgb_6IgS3NZzr8M_XeDOzI6VrYfwxi15TNqrD76c30GFK_BjBmqFoxIPNknjentehk926U2Qfta2qpLbJFg2FsnUnJo8a-3d7pOl_mc/s1300/980.JPG" style="border: 0px; box-sizing: border-box; color: #111111; font: inherit; letter-spacing: 0.3px; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-align: center; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="866" data-original-width="1300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8aPejX3ngXpBECNphOxu5UqVjrP7Bjm7ERtaNrgb_6IgS3NZzr8M_XeDOzI6VrYfwxi15TNqrD76c30GFK_BjBmqFoxIPNknjentehk926U2Qfta2qpLbJFg2FsnUnJo8a-3d7pOl_mc/s16000/980.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a><p></p><br style="background-color: white; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; letter-spacing: 0.3px;" /><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;">Μετά την επιτυχημένη σύζευξη του Τηλεσκοπίου Καλαβρύτων-Χελμού «Αρίσταρχος» με τον δορυφόρο «Alpha Sat» -το απόγευμα του περασμένου Σαββάτου- (<a href="https://www.kalavrytanews.com/2021/07/alpha-sat.html" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;" target="_blank">ΔΕΙΤΕ ΕΔΩ</a>) και την για πρώτη φορά σύνδεση τηλεπικοινωνιακού δορυφόρου με τη Γη με τη χρήση της τεχνολογίας λέιζερ, εγκαινιάστηκε σήμερα Τετάρτη 4 Αυγούστου, το νέο σύστημα διασύνδεσης που καθιστά τον «Αρίσταρχο» ως τον πρώτο επίγειο σταθμό, μεταξύ των δέκα (10) συνολικά παγκοσμίως, του «Ευρυζωνικού Δικτύου του Διαστήματος», μέσω του προγράμματος SkyLight.<br style="box-sizing: border-box;" />Στην εκδήλωση που πραγματοποιήθηκε στο «Πέτρινο» κτίριο, στην κεντρική πλατεία Καλαβρύτων, παραβρέθηκε <span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">ο Γενικός Γραμματέας Έρευνας και Καινοτομίας του Υπουργείου Ανάπτυξης, Καθηγητής Αθανάσιος Κυριαζής, ο Βουλευτής Αχαΐας του ΣΥΡΙΖΑ κος Κώστας Μάρκου, ο Πρόεδρος και Διευθυντής του Εθνικού Αστεροσκοπείου Αθηνών, Καθηγητής Μανώλης Πλειώνης και ο Πρόεδρος του Περιφερειακού Συμβουλίου Δυτικής Ελλάδας κ. Τάκης Παπαδόπουλος, ο Εισαγγελέας Καλαβρύτων κος Δημήτρης Λιανόπουλος, δημοτικοί Σύμβουλοι, εκπρόσωποι φορέων και συλλόγων</span><br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /></div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;">Εξαιρετικά σημαντική ήταν η παρουσία της<span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"> Διευθύντριας για θέματα Τηλεπικοινωνιών του Ευρωπαϊκού Οργανισμού Διαστήματος (ESA) Viau Elodie.</span></div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></span></div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXlNOHCjA6tg7F_g6Z2BS793Tvp0rSZE2PHuha5bIfDr7Ldwb5FxRGCR276QqjnwzChjW8Twx75-qamo63chqLgdwiexybiwTwbNanSViSsIrElofu2u7-PGhhGk9vmyEqApfSBRiRHNA/s1100/230.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXlNOHCjA6tg7F_g6Z2BS793Tvp0rSZE2PHuha5bIfDr7Ldwb5FxRGCR276QqjnwzChjW8Twx75-qamo63chqLgdwiexybiwTwbNanSViSsIrElofu2u7-PGhhGk9vmyEqApfSBRiRHNA/s16000/230.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></span>Την εκδήλωση χαιρέτησαν ο <span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Δήμαρχος Καλαβρύτων Θανάσης Παπαδόπουλος ο Γενικός Γραμματέας Έρευνας και Καινοτομίας του Υπουργείου Ανάπτυξης, Καθηγητής Αθανάσιος Κυριαζής, ο Πρόεδρος του Περιφερειακού Συμβουλίου της Περιφέρειας Δυτικής Ελλάδας Τάκης Παπαδόπουλος, ο Βουλευτής Αχαΐας του ΣΥΡΙΖΑ κος Κώστας Μάρκου και ο καθηγητής του Πανεπιστημίου Πάτρας dr Αλέξης Μπίρμπας.</span></div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></span>Ακολούθησε σύντομη παρουσίαση του προγράμματος ScyLight για το Τηλεσκόπιο Καλαβρύτων -Χελμού «Αρίσταρχος», από τον Διευθυντή του Ινστιτούτου Αστρονομίας, Αστροφυσικής, Διαστημικών Εφαρμογών και Τηλεπισκόπησης (ΙΑΑΔΕΤ) και Επιστημονικό Υπεύθυνο του προγράμματος<span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"> Δρ Σπύρο Βασιλάκο</span> καθώς και παρουσίαση του προγράμματος Οπτικές Τηλεπικοινωνίες (ESA) από την <span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Δρ Χριστίνα Γιαννόπαπα.</span><br style="box-sizing: border-box;" />Με την ολοκλήρωση της εκδήλωσης ακολούθησε ξενάγηση στις εγκαταστάσεις του Τηλεσκοπίου Καλαβρύτων-Χελμού «Αρίσταρχος» και παρουσίαση του εξοπλισμού του προγράμματος SkyLight.<br style="box-sizing: border-box;" />Όπως είναι γνωστό, το απόγευμα του Σαββάτου 31 Ιουλίου, για πρώτη φορά η Ευρώπη συνέδεσε τηλεπικοινωνιακό δορυφόρο με τη Γη, με λέιζερ, χάρη στη σύζευξη του «Αρίσταρχου» με τον μεγαλύτερο ευρωπαϊκό τηλεπικοινωνιακό δορυφόρο «Alpha Sat».<br style="box-sizing: border-box;" />Έτσι, ανοίγει οριστικά ο δρόμος για μια νέα τεχνολογία στην επικοινωνία δορυφόρων και επίγειων σταθμών και δικτύων, με τη χρήση συστημάτων λέιζερ αντί ραδιοκυμάτων, γεγονός που χαρακτηρίζεται ως επανάσταση στον χώρο των δορυφορικών επικοινωνιών.<br style="box-sizing: border-box;" />Και αυτό γιατί η νέα τεχνολογία θ’ αυξήσει εντυπωσιακά τις ταχύτητες στη μεταφορά δεδομένων και, επίσης, θα κάνει τη μεταφορά τους πιο ασφαλή από ποτέ, χωρίς παρεμβολές, περιορισμούς στη χωρητικότητα κ.α.<br style="box-sizing: border-box;" />Μέσω του «Αρίσταρχου», η Ελλάδα τοποθετείται πια στο παγκόσμιο στερέωμα των νέων τεχνολογιών στις τηλεπικοινωνίες, με τεράστιες δυνατότητες και πολύπλευρα οφέλη.<br style="box-sizing: border-box;" />Και αυτό χάρη στα τεχνολογικά χαρακτηριστικά του «Αρίσταρχου» που επελέγη τον Αύγουστο του 2020 απ’ τον Ευρωπαϊκό Οργανισμό Διαστήματος ως πρώτος επίγειος σταθμός -μεταξύ των 10 παγκοσμίως – του προγράμματος SkyLight, με την τοποθέτηση εκεί -το τελευταίο διάστημα- όλου του αναγκαίου εξοπλισμού.</div><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></div><div class="separator" style="background-color: white; border: 0px; box-sizing: border-box; clear: both; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZparxyPSYnzWD7q7_URdDwpfRl-hE5uTF0dGr5xdiQJbFdU8_YTx2t5kUy0CI-TpmAejwb3QE3ZtIJ3vOJa0LFz52GBV1jdTB5ZcTNURHVyCBNUBX3HbMOf1CcVdBzhxov-uNbHFSLgM/s1100/160.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZparxyPSYnzWD7q7_URdDwpfRl-hE5uTF0dGr5xdiQJbFdU8_YTx2t5kUy0CI-TpmAejwb3QE3ZtIJ3vOJa0LFz52GBV1jdTB5ZcTNURHVyCBNUBX3HbMOf1CcVdBzhxov-uNbHFSLgM/s16000/160.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><p style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; margin-bottom: 1rem; margin-top: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"><u style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Αθ.Παπαδόπουλος: η νέα, επαναστατική τεχνολογία, αυτή η τεχνολογική απογείωση έρχεται απ’ την κορυφή του Χελμού και τα Καλάβρυτα</u></span><br style="box-sizing: border-box;" />«Τα Καλάβρυτα, ένας τόπος με βαθιά ιστορία, απ’ όπου ξεκίνησε 200 χρόνια πριν η Ελληνική Επανάσταση, συνδέουν σήμερα τ’ όνομα τους με μια εξαιρετικά σημαντική εξέλιξη που έρχεται να ανατρέψει τα έως τώρα δεδομένα στις τηλεπικοινωνίες».<br style="box-sizing: border-box;" />Αυτό επεσήμανε, μεταξύ άλλων, το μεσημέρι της Τετάρτης, ο Δήμαρχος Καλαβρύτων Θανάσης Παπαδόπουλος, κατά τη σύντομη παρέμβαση του στην εκδήλωση της επίσημης παρουσίασης του Τηλεσκοπίου Χελμού-Καλαβρύτων «Αρίσταρχος», ως του πρώτου επίγειου σταθμού του «Ευρυζωνικού Δικτύου του Διαστήματος».<br style="box-sizing: border-box;" />Η εκδήλωση έγινε στο «Πέτρινο» κτίριο, στην κεντρική πλατεία Καλαβρύτων, παρουσία του Γενικού Γραμματέα Έρευνας και Καινοτομίας, Καθηγητή Αθανάσιου Κυριαζή.<br style="box-sizing: border-box;" />Όπως είναι γνωστό, χάρη στο Τηλεσκόπιο Χελμού-Καλαβρύτων «Αρίσταρχος», που επελέγη απ’ τον Ευρωπαϊκό Οργανισμό Διαστήματος ως ο πρώτος επίγειος σταθμός του «Ευρυζωνικού Δικτύου του Διαστήματος» και χάρη στο πρόγραμμα «SkyLight», το απόγευμα του περασμένου Σαββάτου, για πρώτη φορά η Γη συνδέθηκε με λέιζερ, με τον μεγαλύτερο ευρωπαϊκό τηλεπικοινωνιακό δορυφόρο «Alphasat».<br style="box-sizing: border-box;" />«Είναι το πρώτο μεγάλο βήμα μιας επανάστασης στον χώρο των τηλεπικοινωνιών, όπου τα ραδιοκύματα αντικαθίστανται απ’ την τεχνολογία λέιζερ», ανέφερε στον χαιρετισμό του ο κ. Παπαδόπουλος, προσθέτοντας ότι «αυτό σημαίνει νέες, τεράστιες δυνατότητες στη μεταφορά δεδομένων, με πολύ μεγαλύτερες ταχύτητες, με πολύ μεγαλύτερη ασφάλεια, χωρίς παρεμβολές και περιορισμούς στη χωρητικότητα».<br style="box-sizing: border-box;" />Και πρόσθεσε: «Οφείλω, λοιπόν, και σήμερα να συγχαρώ όλους τους συντελεστές του προγράμματος και μαζί να τους ευχαριστήσω που μάς έδωσαν την ευκαιρία, το περασμένο Σάββατο, να γίνουμε μάρτυρες μιας καινοτομικής τεχνολογίας που, πέραν όλων των άλλων, δείχνει και τις τεράστιες δυνατότητες της επιστημονικής κοινότητας της χώρας μας. Μια εξέλιξη που έρχεται ταυτόχρονα να διευρύνει αποφασιστικά τους ορίζοντες και τα εφόδια της χώρας μας σε ένα πεδίο συνδεδεμένο με το μέλλον και σ’ έναν τομέα όπου εστιάζει ήδη, με μεγάλη ένταση, η παγκόσμια κοινότητα».<br style="box-sizing: border-box;" />«Οι οπτικές ίνες παραχωρούν, πλέον, τη θέση τους στα συστήματα λέιζερ, στην επικοινωνία μεταξύ των επίγειων σταθμών και των δορυφόρων και αυτή η νέα, επαναστατική τεχνολογία, αυτή η τεχνολογική απογείωση έρχεται απ’ την κορυφή του Χελμού και τα Καλάβρυτα, για να δανειστώ τον τίτλο μιας πρόσφατης συνέντευξης του κ. Βασιλάκου σε μεγάλη κυριακάτικη εφημερίδα», υπογράμμισε ακόμα ο Δήμαρχος Καλαβρύτων.<br style="box-sizing: border-box;" />Κλείνοντας την τοποθέτηση του, ευχαρίστησε για την πρωτοβουλία και τη σημαντική συμβολή τους σ’ όλο το εγχείρημα, τον Γενικό Γραμματέα Έρευνας και Τεχνολογίας, Καθηγητή Αθανάσιο Κυριαζή, τον Πρόεδρο και Διευθυντή του Εθνικού Αστεροσκοπείου Αθηνών, καθηγητή Μανώλη Πλειώνη, τον Διευθυντή του Ινστιτούτου Αστρονομίας, Αστροφυσικής, Διαστημικών Εφαρμογών και Τηλεπισκόπησης του Εθνικού Αστεροσκοπείου Αθηνών, Δρ. Σπύρο Βασιλάκο και την Δρ. Χριστίνα Γιαννόπαπα, Σύμβουλο της Γενικής Γραμματείας Τηλεπικοινωνιών και Ταχυδρομείων.<br style="box-sizing: border-box;" />«Ιδιαίτερα, όμως, θα ήθελα να ευχαριστήσω την κυρία Ελοντί, Διευθύντρια για θέματα Τηλεπικοινωνιών του Ευρωπαϊκού Οργανισμού Διαστήματος», επεσήμανε ο κ. Παπαδόπουλος.</p><div style="background-color: white; border: 0px; box-sizing: border-box; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 0.3px; line-height: inherit; padding: 0px; vertical-align: baseline;"><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Η ΕΠΙΣΤΗΜΟΝΙΚΗ ΟΜΑΔΑ</span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Στον «Αρίσταρχο» από μέρες βρίσκονται επιστήμονες της Ευρωπαϊκής Διαστημικής Υπηρεσίας οι οποίοι πραγματοποίησαν μια σειρά από πετυχημένα πειράματα και δοκιμές με το Τηλεσκόπιο και τον γεωστατικό δορυφόρο AlphaSAT.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Η επιστημονική ομάδα που εργάσθηκε αποτελούταν από τους: Μανώλη Ξυλούρη (Ερευνητή NOA), Donatas Miklusis και Zoran Sodnik (μηχανικούς της ESA), Αλέξης Γουρζέλας (τεχνικός ΕΑΑ), Παναγιώτης Χάντζιος (Ερευνητής ΕΑΑ), Ιωάννης Αλικάκος (Αστρονόμος ΕΑΑ).</span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Στις 23 Ιουλίου, η ομάδα τηλεσκοπίων του ΙΑΑΔΕΤ μαζί με δύο οπτικούς μηχανικούς από την ESA ξεκίνησαν να εγκαθιστούν τον εξοπλισμό, ο οποίος σχεδιάστηκε και κατασκευάστηκε ειδικά για το τηλεσκόπιο Αρίσταρχος από τους επιστήμονες της ESA με στόχο την παρακολούθηση και καταγραφή πληροφορίας που θα στέλνει ο δορυφόρος, με οπτικό laser, σε ειδικό ανιχνευτή που θα είναι τοποθετημένος στον Αρίσταρχο.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Η ομάδα εγκατέστησε ένα μικρό τηλεσκόπιο στο πλάι του τηλεσκοπίου Αρίσταρχος, το οποίο θα στέλνει το σήμα λέιζερ στον δορυφόρο. Χρησιμοποιήθηκε επίσης, ένα κατάλληλο οπτικό σύστημα για την ευθυγράμμιση με ακρίβεια του μικρού τηλεσκοπίου με τον Αρίσταρχο. Στις 26 Ιουλίου, η ομάδα ευθυγράμμισε με επιτυχία το οπτικό σύστημα του ανιχνευτή με τον οπτικό άξονα του τηλεσκοπίου και πήρε την πρώτη εικόνα ενός αστέρα μέσω του νέου ανιχνευτή, επομένως επιτεύχθηκε το πρώτο φως! Η ευθυγράμμιση του μικρού τηλεσκοπίου με τον οπτικό άξονα του Αρίσταρχου επιτεύχθηκε επίσης κατά τη διάρκεια της νύχτας. </div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Σήμερα 31 Ιουλίου 2021 σε μια ιστορική μέρα, η ομάδα στόχευσε να συζεύξει τον Αρίσταρχο με τον δορυφόρο Alphasat, τον μεγαλύτερο ευρωπαϊκό δορυφόρο τηλεπικοινωνιών που υπάρχει σήμερα, με πετυχημένο αποτέλεσμα.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Η επιτυχής εγκατάσταση του εξοπλισμού ήταν και το “πρώτο φως” για το πρόγραμμα ScyLight του Ευρωπαϊκού Οργανισμού Διαστήματος (ESA) και η πετυχημένη ζεύξη έκανε πλέον το Αστεροσκοπείο Χελμού το πρώτο επίγειο σταθμό αυτού του πρωτοποριακού ευρωπαϊκού προγράμματος που αναμένεται να φέρει επανάσταση στις τεχνολογίες επικοινωνίας.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></div><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjmvwDSTEDJZtcv8p33O3dbQjPSrLF1F9O7fPR9bSVIxp-GrfiTP9B4pQy2aVUd9i7OQJEHtFNu_QZ0zfX6DH5jOL_P9_XS6UOMXx6XG4PDtaKSaA4l4Wnhkk09LE6UArrSDH6r7MjJ4U/s1100/200.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjmvwDSTEDJZtcv8p33O3dbQjPSrLF1F9O7fPR9bSVIxp-GrfiTP9B4pQy2aVUd9i7OQJEHtFNu_QZ0zfX6DH5jOL_P9_XS6UOMXx6XG4PDtaKSaA4l4Wnhkk09LE6UArrSDH6r7MjJ4U/s16000/200.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">ΤΟ ΠΡΟΓΡΑΜΜΑ SKYLIGHT ΚΑΙ Ο «ΑΡΙΣΤΑΡΧΟΣ»</span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Η τεχνολογία οπτικών επικοινωνιών με τη χρήση laser είναι η επόμενη επανάσταση</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">στις δορυφορικές επικοινωνίες, φέρνοντας πρωτοφανείς ρυθμούς μετάδοσης, και</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">υψηλή ασφάλεια δεδομένων για την κάλυψη αναγκών την επόμενη δεκαετία.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Σήμερα, η μετάδοση δεδομένων από δορυφόρους αξιοποιεί κυρίως την τεχνολογία των ραδιοκυμάτων. Ο «Αρίσταρχος» θα επικοινωνεί απευθείας με έναν Γεωστατικό δορυφόρο και θα κατεβάζει τα δεδομένα σε πάρα πολύ μεγάλες ταχύτητες με τη χρήση του laser στη γη. Για πρώτη φορά θα έχουμε συνεχή επικοινωνία με τους δορυφόρους καθ’ όλη τη διάρκεια της ημέρας.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Θα είναι ο πρώτος επίγειος σταθμός στη γη που θα κατεβάσει δεδομένα με τη</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">τεχνολογία αυτή. Λόγω του μεγάλου όγκου δεδομένων που συλλέγουν οι δορυφόροι θα δημιουργηθούν σε τελικό στάδιο 10 επίγειοι σταθμοί σαν τον «Αρίσταρχο» σε όλο τον κόσμο.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;">Πρόκειται για µία κορυφαία στιγµή για τα Καλάβρυτα και τον "Αρίσταρχο" που χαρακτηρίζεται ως «επανάσταση στις νέες τεχνολογίες των επικοινωνιών», «ένα παράθυρο στο µέλλον, µέσω του δεύτερου µεγαλύτερου Τηλεσκοπίου στην Ευρώπη και του µεγαλύτερου στα Βαλκάνια», όπως δήλωσε ο δήµαρχος Θαν. Παπαδόπουλος.</div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Ρεπορτάζ για το ΚΑΛΑΒΡΥΤΑ-NEWS</span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;">Νίκος Κυριαζής </span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: bolder; line-height: inherit; padding: 0px; vertical-align: baseline;"><br style="box-sizing: border-box;" /></span></div><div style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl8Jq6F7WWY2RK0fRIOS3N7Io96-_fLu86vMtiiiL0aNY0uoMMO7YU-bCw8iG0LmPkensguy2Or9ava6Hk7ogApzyOiG2yZPr_fs09BT326DDFqNfgU-ho-MpNtelhej_YV2WbV5nLdcI/s1100/300.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl8Jq6F7WWY2RK0fRIOS3N7Io96-_fLu86vMtiiiL0aNY0uoMMO7YU-bCw8iG0LmPkensguy2Or9ava6Hk7ogApzyOiG2yZPr_fs09BT326DDFqNfgU-ho-MpNtelhej_YV2WbV5nLdcI/s16000/300.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQsZqTSH7ZZm1J3p88S00S9B_rqpnkC42N5Ctvi-23C2xkNoIC-fLgfAB-jWIbF5_hRIBxHz3vTzP85_K5wCFJoV1QHF_hx83lkApWHZvN48AbpBtBzlKUsTrXJt18V3uEafHDCcVupiI/s1100/500.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQsZqTSH7ZZm1J3p88S00S9B_rqpnkC42N5Ctvi-23C2xkNoIC-fLgfAB-jWIbF5_hRIBxHz3vTzP85_K5wCFJoV1QHF_hx83lkApWHZvN48AbpBtBzlKUsTrXJt18V3uEafHDCcVupiI/s16000/500.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">ο Γενικός Γραμματέας Έρευνας και Καινοτομίας του Υπουργείου Ανάπτυξης, Καθηγητής Αθανάσιος Κυριαζής</td></tr></tbody></table><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQvz53tVEaxX75UNAch9ZRCSTDdTkxbivXpFV1IUIDLXrZwZE6WXzqJmmprGAFpni9AFioNoCK3WhpA0pw_vc9S1GQohZ2iV4NvUH-MzfN6-znrnXhaJ6aIOZrbkq7sz1zSkBol7l2ESI/s1100/520.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQvz53tVEaxX75UNAch9ZRCSTDdTkxbivXpFV1IUIDLXrZwZE6WXzqJmmprGAFpni9AFioNoCK3WhpA0pw_vc9S1GQohZ2iV4NvUH-MzfN6-znrnXhaJ6aIOZrbkq7sz1zSkBol7l2ESI/s16000/520.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIFI6A1yBZmM7B91js-reFtOIEAA_bCHen5DspX3s7NoiCKeqh4hRsZqzsH9g_Rqj7oCff3K1lzr7O6et8PEf6pb8Yc6BH_KMpzV5Vsr47khTJ-efuGScX38JMY4G-sILl-NBK7EL4jcY/s1100/600.jpg" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIFI6A1yBZmM7B91js-reFtOIEAA_bCHen5DspX3s7NoiCKeqh4hRsZqzsH9g_Rqj7oCff3K1lzr7O6et8PEf6pb8Yc6BH_KMpzV5Vsr47khTJ-efuGScX38JMY4G-sILl-NBK7EL4jcY/s16000/600.jpg" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjQVUAGZJenqb_I8L6nQA8XVd37GN9B6bVAua9VEdshLZzXrUZE_k8bVt7KjnUOcZO4AfLlbXLsPPMAdhhGI2uubPWW7snnLxRdgSfBWgEUwCfZ-C-K7nXM3w2E77_Nb3D1JAcITPlwp4/s1100/700.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjQVUAGZJenqb_I8L6nQA8XVd37GN9B6bVAua9VEdshLZzXrUZE_k8bVt7KjnUOcZO4AfLlbXLsPPMAdhhGI2uubPWW7snnLxRdgSfBWgEUwCfZ-C-K7nXM3w2E77_Nb3D1JAcITPlwp4/s16000/700.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">ο Πρόεδρος και Διευθυντής του Εθνικού Αστεροσκοπείου Αθηνών, Καθηγητής Μανώλης Πλειώνης</td></tr></tbody></table><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh04EHgt27hSJpAZcVDY1o7U9QqLWez50tXz0OSySfiXdZsPiWziBlDahyphenhyphenLV_5uvUKnJCLR8ZyuSmr3pNPZHPxfCw-XlOBjQAwj_PxL8t_epnCkSehnePbRrKyJtmyZfrA1e0dZGXPSkHE/s1100/750.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh04EHgt27hSJpAZcVDY1o7U9QqLWez50tXz0OSySfiXdZsPiWziBlDahyphenhyphenLV_5uvUKnJCLR8ZyuSmr3pNPZHPxfCw-XlOBjQAwj_PxL8t_epnCkSehnePbRrKyJtmyZfrA1e0dZGXPSkHE/s16000/750.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">Δρ Χριστίνα Γιαννόπαπα</td></tr></tbody></table><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zrjQCNV2Ig_pG1DyBhG-5_6jK5yUsWeOOR6q9oyMEapczLJehFw6SC-aY4U3pEziITiVQb-54g3jRWwj9SP1ZDo8cGAd3e92gIV07NJIiCwwFvgG-Sr0oWYsIBzLcV3zfPQaG3HW1Hk/s1100/755.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="707" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zrjQCNV2Ig_pG1DyBhG-5_6jK5yUsWeOOR6q9oyMEapczLJehFw6SC-aY4U3pEziITiVQb-54g3jRWwj9SP1ZDo8cGAd3e92gIV07NJIiCwwFvgG-Sr0oWYsIBzLcV3zfPQaG3HW1Hk/s16000/755.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;"> Η Διευθύντρια Τηλεπικοινωνιών του Ευρωπαϊκού Οργανισμού Διαστήματος (ESA) Viau Elodie</td></tr></tbody></table><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOgju3SSEmA_3BFndH0LtMBWkUUQO7LSAIbkazgmiUXrHlCgcRJGfjxcznINqdW_Z4oHExO0r_KK9flaHcOAUHfBL3FAGKsmOmiI2jJGQhbSe23DTVylytGdvnwyfEXqfqD9NP0YrmBU/s1100/756.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="732" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOgju3SSEmA_3BFndH0LtMBWkUUQO7LSAIbkazgmiUXrHlCgcRJGfjxcznINqdW_Z4oHExO0r_KK9flaHcOAUHfBL3FAGKsmOmiI2jJGQhbSe23DTVylytGdvnwyfEXqfqD9NP0YrmBU/s16000/756.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">ο Πρόεδρος του Περιφερειακού Συμβουλίου της Περιφέρειας Δυτικής Ελλάδας Τάκης Παπαδόπουλος</td></tr></tbody></table><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg5b-Vy8L3yNWyMQHW4so4J_p7xACyOqW-xoMRcwEoh8nTHATpg4g2_VDKXebncl9JlvDzrltAtuOSejQ_38k7nvhEkhGkc4q-gRP8d9EeyHFq1d4RD3KEUTU6broQJiVFhQWg7P1Vmp8/s1100/757.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="706" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg5b-Vy8L3yNWyMQHW4so4J_p7xACyOqW-xoMRcwEoh8nTHATpg4g2_VDKXebncl9JlvDzrltAtuOSejQ_38k7nvhEkhGkc4q-gRP8d9EeyHFq1d4RD3KEUTU6broQJiVFhQWg7P1Vmp8/s16000/757.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">ο Βουλευτής Αχαΐας του ΣΥΡΙΖΑ κος Κώστας Μάρκου</td></tr></tbody></table><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7mk4j-iNAbPOGPPi1JmC_2O87qGCgF0Yu65akqtDD6JfEx_T-I1-llH79iCVt3Zeb3JiLj4sTnool2WBhLMqUOJQMKqzWVI9XgnVCFVYMUV2fMgOpzuMoUEeA6t0FAobEBlt4aV45eT8/s1100/759.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7mk4j-iNAbPOGPPi1JmC_2O87qGCgF0Yu65akqtDD6JfEx_T-I1-llH79iCVt3Zeb3JiLj4sTnool2WBhLMqUOJQMKqzWVI9XgnVCFVYMUV2fMgOpzuMoUEeA6t0FAobEBlt4aV45eT8/s16000/759.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">Ο Διευθυντής του Ινστιτούτου Αστρονομίας, Αστροφυσικής, Διαστημικών Εφαρμογών και Τηλεπισκόπησης (ΙΑΑΔΕΤ) και Επιστημονικός Υπεύθυνος του προγράμματος Δρ Σπύρος Βασιλάκος</td></tr></tbody></table><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC_43uXNpFV2lTSenzZIMetWpIw6PrOU9nyJYOLRqL406tTd0hgTdHc3dmq261XmgjPFyXsiJ15rlARZTMnBvoZ1tEY0OUZr5H_Xj72ZpCxmYFrugDFGVUYgp-Vk6JhdicH8P0iRWYNJg/s1100/800.jpg" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="830" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC_43uXNpFV2lTSenzZIMetWpIw6PrOU9nyJYOLRqL406tTd0hgTdHc3dmq261XmgjPFyXsiJ15rlARZTMnBvoZ1tEY0OUZr5H_Xj72ZpCxmYFrugDFGVUYgp-Vk6JhdicH8P0iRWYNJg/s16000/800.jpg" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnnPzX4zRkeTXb9f_EnKMU5BcWysZMK8B25qLP9sVSg6wQEDVwXZxi2aRndzxa-UN6hQvKcYqygBVJjop0r6nFQAHFjR5XPR6TBnxE1yNIpdQXdRm3LtycsnF2KaTw29rCzWYbeLCJ5k/s1100/890.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="677" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnnPzX4zRkeTXb9f_EnKMU5BcWysZMK8B25qLP9sVSg6wQEDVwXZxi2aRndzxa-UN6hQvKcYqygBVJjop0r6nFQAHFjR5XPR6TBnxE1yNIpdQXdRm3LtycsnF2KaTw29rCzWYbeLCJ5k/s16000/890.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="border-collapse: collapse; border-spacing: 0px; border: 0px; font: inherit; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding: 4px; vertical-align: baseline;"><tbody style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-CLC20s3i-kiIe0kAbWztw525mJd3QcdOcDO1VEPesTT2GBoCKUHUWKhPu0_tanxJuJfHRQs_XLCIjTuX0OofcgsWHV-VY5uBpU54dAQk5xtU1e6_XyTgiaUoEfY7RzlSKbQNMR-vlA/s1100/895.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: auto; margin-right: auto; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-CLC20s3i-kiIe0kAbWztw525mJd3QcdOcDO1VEPesTT2GBoCKUHUWKhPu0_tanxJuJfHRQs_XLCIjTuX0OofcgsWHV-VY5uBpU54dAQk5xtU1e6_XyTgiaUoEfY7RzlSKbQNMR-vlA/s16000/895.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></td></tr><tr style="border: 0px; box-sizing: border-box; font: inherit; padding: 0px; vertical-align: baseline;"><td class="tr-caption" style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: 12px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; padding: 0px; text-align: center; vertical-align: baseline;">ο καθηγητής του Πανεπιστημίου Πάτρας δρ. Αλέξης Μπίρμπας.</td></tr></tbody></table><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwpSUP0f37xRzI1DcTKCZE33azonDwzy1PXWdgvQvUmZCe7GAtqSFANUFsR67U8NTvi_0AF0P_4QAgAAlCZ1qwoSYIMwxZZ-72Q1wWAry-FusVL51mdWU4s1iFcV6EsMmqJVua9-NHkFM/s1100/900.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwpSUP0f37xRzI1DcTKCZE33azonDwzy1PXWdgvQvUmZCe7GAtqSFANUFsR67U8NTvi_0AF0P_4QAgAAlCZ1qwoSYIMwxZZ-72Q1wWAry-FusVL51mdWU4s1iFcV6EsMmqJVua9-NHkFM/s16000/900.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmxLPFZ66o_sjYkzR8ObC3Ch_gKLWnO2Fc4ymmOMuKw4429jI9CrcKCH2GXHyAy4Ofr0Dk2-EiBuJUkTfOLD9P3c4EiQB4GWemnKgDd3euoCYxBbTX8IDF9q-y5ldp_0OzrdqA6WopC_o/s1100/901.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmxLPFZ66o_sjYkzR8ObC3Ch_gKLWnO2Fc4ymmOMuKw4429jI9CrcKCH2GXHyAy4Ofr0Dk2-EiBuJUkTfOLD9P3c4EiQB4GWemnKgDd3euoCYxBbTX8IDF9q-y5ldp_0OzrdqA6WopC_o/s16000/901.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPxWjsHj2o7seIINkrMGtCAnPZkpSl6HHqN2CUxJKn5Tj9xQ8u6JWtygfC03Qwj8_faQN4MXZKslyw4BFT0tSTxei71iDBXdWKwlheOnIr9lHd8YBw4f60NW3Zyw22lXIn15luASGvXTk/s1100/950.JPG" style="background-color: transparent; border: 0px; box-sizing: border-box; color: #111111; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="733" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPxWjsHj2o7seIINkrMGtCAnPZkpSl6HHqN2CUxJKn5Tj9xQ8u6JWtygfC03Qwj8_faQN4MXZKslyw4BFT0tSTxei71iDBXdWKwlheOnIr9lHd8YBw4f60NW3Zyw22lXIn15luASGvXTk/s16000/950.JPG" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><br style="box-sizing: border-box;" /><div class="separator" style="border: 0px; box-sizing: border-box; clear: both; font: inherit; padding: 0px; text-align: center; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-yybqiKUCSjyK8McHwvHntJeY9U6-jDysRwTRAfdRXi-sYHQcEOFZ-gO60FOFf7WmdNSghwDZNajsmPygjKtH-hHpXA2PbuE1iTk7ZXx8I0bJ2NRfB7artimNs-u5d6GD2HKqDwybaRc/s1100/1000.jpg" style="background: none; border: 0px; box-sizing: border-box; color: #ff5e14; font: inherit; margin-left: 1em; margin-right: 1em; outline: none; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><img border="0" data-original-height="647" data-original-width="1100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-yybqiKUCSjyK8McHwvHntJeY9U6-jDysRwTRAfdRXi-sYHQcEOFZ-gO60FOFf7WmdNSghwDZNajsmPygjKtH-hHpXA2PbuE1iTk7ZXx8I0bJ2NRfB7artimNs-u5d6GD2HKqDwybaRc/s16000/1000.jpg" style="border-radius: 0px; border: 0px; box-shadow: rgba(0, 0, 0, 0.6) 0px 0px 0px 0px; box-sizing: border-box; font: inherit; height: auto; max-width: 100%; overflow: hidden; padding: 0px; vertical-align: baseline;" /></a></div><div><br /></div><div><br /></div><div>Πηγή: <a href="https://www.kalavrytanews.com/2021/08/blog-post_15.html?fbclid=IwAR3Sp5tNseeJk3CmJVGGJb_x13tss6EqtnTbtnlvJoXv2J6CVFCM4RNmnYk">https://www.kalavrytanews.com</a></div></div></div>SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-32244183103848667472018-11-01T10:42:00.000+03:002018-11-01T10:42:22.394+03:00Τα συμπεράσματα δικά σας.<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="data:image/png;base64,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" class="overflowingVertical" src="data:image/png;base64,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" /><br />
Πηγή: <a href="http://www.raag.org/news.asp?ITMID=1174&LANG=GR&fbclid=IwAR3bRyy5kuN3CdWZ8DmcgfLLHGzbdrnYwo_TxKyH_3kaQrabEV4WRlYrg0M" target="_blank">http://www.raag.org</a><br />
<div id="tap-translate">
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-42954169618120998092018-10-30T21:58:00.000+03:002018-10-30T21:58:39.519+03:002018 SV-QRP International Low Power Marathon<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"><span></span></span>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<br /></div>
</div>
<img alt="" height="307" src="data:image/png;base64,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" width="400" /><br />
<br />
<div dir="ltr">
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">2018
SV-QRP International Low Power Marathon <span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">The
purpose of this Marathon is to increase the QRP activity. Using the
WW<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">(Maidenhead)
Locators and the power level of the two communicating stations,
the<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">longest
"contact distance" using QRP power can be determined. (See
the<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">calculation formula
below).<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">The
3<sup>rd</sup> International SV-QRP Marathon run from October 19th (00.00
UTC)<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">till
November 30th (23.59 UTC) 2018. <span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">That is
42 days, as the Classic Athens Marathon Run course has the length of
42<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">kilometers.<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">This Ham
activity is not a contest. You can think of it as a statistical
“game”<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">dealing
with low power levels and a long continuous presence on the HF bands
of<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Ham
stations using QRP practices.<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">The
process and study of the received log entries and QSOs can assist to
the<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">extraction of useful
information about the propagation using low power, at
this<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">time of
the Solar cycle…<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">More info
at <a href="http://www.aegeandxgroup.gr/" style="color: blue; text-decoration: underline;">www.AegeanDXgroup.gr</a>
(SV-QRP)<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">73 to all
<span></span></span></div>
<div class="gmail-MsoNoSpacing" style="font-family: "Calibri","sans-serif"; font-size: 11pt; margin: 0cm 0cm 0pt;">
<br /></div>
</div>
<div id="tap-translate">
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-88595022643091064202018-10-24T22:43:00.000+03:002018-10-24T22:43:39.455+03:00ΟΙ ΡΑΔΙΟΕΡΑΣΙΤΕΧΝΕΣ ΠΡΟΣΤΑΤΕΥΟΝΤΑΙ, ΔΕΝ ΔΙΩΚΟΝΤΑΙ<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="http://www.zougla.gr/assets/images/2535621.jpg" height="179" src="https://www.zougla.gr/assets/images/2535621.jpg" width="320" /><br />
<br />
<br />
Προς τον Υπουργό Ψηφιακής Πολιτικής Νίκο Παπά<br />
<br />
Έχετε αρκετούς γραμματείς, μεταξύ αυτών και Φαρισαίους, στο υπουργείο
σας. Πέρα από τον γνωστό σε εμάς Φλωρεντή για την υπόθεση των παράνομων
ελληνοποιήσεων, σύμβουλο του τότε υπουργού Δημόσιας Τάξης Γιώργου
Ρωμαίου -θα ασχοληθούμε προσεχώς με το θέμα-, θύελλα διαμαρτυριών έχει
προκαλέσει η συμπεριφορά του γ.γ. Τηλεπικοινωνιών και Ταχυδρομείων, του
επονομαζόμενου και «τσάρου του διαστήματος» Βασίλη Μαγκλάρα. <br />
<br />
Πρόσφατα ανακάλυψα ότι ο κύριος αυτός αποφάσισε να ασχοληθεί με τους
Ραδιοερασιτέχνες. Ότι προωθεί ένα νομοσχέδιο που ουσιαστικά τους
καταργεί από τα αστικά κέντρα, αφού βάζει όρους εξοντωτικούς για τη
λειτουργία των σταθμών τους. <br />
<br />
Συμβουλέψτε τον «τσάρο» σας όσο είναι καιρός, επειδή, λόγω άγνοιας
υποθέτω, κινδυνεύει να δημιουργήσει τεράστιο φιάσκο για πολύ
συγκεκριμένους λόγους, τους οποίους σας παραθέτω.<br />
<br />
Οι Ραδιοερασιτέχνες δεν είναι οι παράνομοι σταθμοί που εκπέμπουν μουσική
στα ερτζιανά, εάν αυτό νομίζει ο γραμματέας σας, αλλά amateurs με άδεια
του Υπουργείου Μεταφορών, οι οποίοι εκπροσωπούνται από διεθνείς ενώσεις
IARU REGION 1 και ITU, υπεύθυνη για τη διεθνή διαχείριση και τον
καθορισμό όλων των συχνοτήτων στον κόσμο.<br />
<br />
Οι Ραδιοερασιτέχνες είναι χομπίστες, οι οποίοι δεν εξυπηρετούν μόνο την
«τρέλα» τους αλλά και την κοινωνία εθελοντικά, σε έκτακτες περιπτώσεις
μάλιστα επιτάσσονται. <br />
<br />
Είναι η φόρμουλα 1 των επικοινωνιών με λίγα λόγια. Πληροφορηθείτε ποια
και πόση ήταν η συνεισφορά τους στους σεισμούς της Καλαμάτας, της
Πάρνηθας, σε πλημμύρες, φυσικές καταστροφές και πολλές άλλες
καταστάσεις, όταν τα τηλεφωνικά δίκτυα δεν μπορούσαν να ανταποκριθούν.<br />
<br />
<br />
<br />
Οι Ραδιοερασιτέχνες είναι σεβαστοί σε όλον τον πλανήτη, με διευκολύνσεις
που δεν συλλαμβάνει ο νους του συνεργάτη σας. Προάγουν την επιστήμη και
αποτελούν πόλο έλξης για τους νέους.<br />
<br />
Ούτε σε χούντες της Αφρικανικής Ηπείρου διανοήθηκε κυβέρνηση να
παρεμποδίσει τη λειτουργία τους, μέσα από ακατανόητα νομοσχέδια, άσχετων
με το αντικείμενο υπαλλήλων.<br />
<br />
Στα πολιτισμένα κράτη τυγχάνουν ευεργετημάτων και διευκολύνσεων,
απόρροια ευγνωμοσύνης της Πολιτείας, για τις υπηρεσίες τους σε
καταστάσεις έκτακτης ανάγκης, την εθελοντική συνεισφορά τους σε
διασώσεις πληρωμάτων από ναυάγια, βοήθεια σε σεισμοπαθείς, σε
πυρόπληκτους και αναρίθμητες άλλες περιπτώσεις προς το κοινωνικό σύνολο.<br />
<br />
Σε ένα από τα εδάφη του απίστευτου αυτού νομοσχεδίου αναφέρεται,
μάλιστα, ότι οι Ραδιοερασιτέχνες θα υποχρεούνται να διαθέτουν τεχνική
μελέτη από αρμόδια υπηρεσία για την κεραία τους. Για γέλια και για
κλάματα, αφού αρχή κάθε Ραδιοερασιτέχνη είναι η κατασκευή και δοκιμή
κεραιών σε καθημερινή βάση!<br />
<br />
Οι Ραδιοερασιτέχνες είναι χιλιάδες στην Ελλάδα και εκατομμύρια στον
κόσμο, και αντιμετωπίζονται με απόλυτο σεβασμό. Σεβασμό τον οποίο δεν
διαθέτουν προφανώς οι άσχετοι με το αντικείμενο σύμβουλοί σας, οι οποίοι
βάλλουν ταυτόχρονα με αυτόν τον τρόπο και κατά του εθελοντισμού. <br />
<br />
Πιστεύοντας ότι έχετε κατανοήσει το φιάσκο που πάει να δημιουργηθεί, σας
ζητώ να ασχοληθείτε άμεσα ο ίδιος προσωπικά. Είναι άδικο να στρέψετε
αναίτια εκτός από τη διεθνή ραδιοερασιτεχνική κοινότητα τόσους Έλληνες
εναντίον σας. <br />
<br />
Ένας από αυτούς ο SV1ACI, κατά κόσμον Μάκης Τριανταφυλλόπουλος.<br />
<br />
Πηγή:<a href="http://www.zougla.gr/greece/article/i-radioerasitexnes-prostatevonte-den-diokonte" target="_blank">http://www.zougla.gr</a> <br />
<br /></div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-29457477385537089432018-10-24T16:13:00.001+03:002018-10-24T16:13:48.337+03:00Από την Ένωση Ελλήνων Ραδιοερασιτεχνών.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="Αποτέλεσμα εικόνας για ενωση ελληνων ραδιοερασιτεχνων" class="rg_ic rg_i" height="80" id="hfuKJOwsF7T1RM:" src="data:image/jpeg;base64,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" style="height: 91px; margin-left: 0px; margin-right: 0px; margin-top: 40px; width: 360px;" width="320" /> </div>
<br />
<br />
<br />
ΑΝΑΚΟΙΝΩΣΗ<br />
Αγαπητοί / ές συνάδελφοι.<br /> Το κείμενο της Ε.Ε.Ρ.
σχετικά με τη διαβούλευση του σχεδίου νόμου με θέμα: “Αδειοδότηση και
Έλεγχος Κατασκευών Κεραιών στην Ξηρά” έχει σταλεί σήμερα 24/10/2018 στο
ΔΙΑΥΓΕΙΑ προς ανάρτηση.<br /> Επιπλέον, ομάδα από την Ε.Ε.Ρ. μαζί με τον
νομικό μας σύμβουλο πρόκειται να παραστεί στον Γ.Γ. Τηλεπικοινωνιών και
Ταχυδρομείων Κο Βασίλη Μαγκλάρα για κατάθεση προτάσεων επί του εν λόγω
σχεδίου νόμου.<span class="text_exposed_show"><br /> Κατά την παράστασή
μας θα παραδώσουμε και εκτυπωμένη την ακόλουθη πρόταση, η οποία πρέπει
να υπογραφεί (φυσικά ή μέσω mail) από όσον το δυνατόν περισσότερους
συναδέλφους ραδιοερασιτέχνες, αλλά και όποιον άλλο μη ραδιοερασιτέχνη
από το κοντινό σας περιβάλλον επιθυμεί.<br /> Η πρόταση μπορεί να
υπογραφεί απευθείας στη γραμματεία της Ε.Ε.Ρ. την Τετάρτη 24/10 ώρα
17:00 – 21:00 και την Κυριακή 28/10 ώρα 10:00 – 13:00.<br /> Όσοι δεν
μπορούν να προσέλθουν στην Ε.Ε.Ρ. για φυσική υπογραφή καθώς και όλοι οι
συνάδελφοι που κατοικούν στην περιφέρεια παρακαλούνται να υπογράψουν με
mail αποστέλλοντας στο <br /> raag-hq@raag.org <br /> το αργότερο μέχρι 30/10/18 το παρακάτω κείμενο:</span><br />
<div class="text_exposed_show">
Συναινώ και προσυπογράφω την επιστολή της Ε.Ε.Ρ. προς το Υπουργείο
Ψηφιακής Πολιτικής Τηλεπικοινωνιών και Ενημέρωσης σχετικά με τη
διαβούλευση του σχεδίου νόμου με θέμα: “Αδειοδότηση και Έλεγχος
Κατασκευών Κεραιών στην Ξηρά”<br /> ΟΝΟΜΑΤΕΠΩΝΥΜΟ:<br /> ΔΙΑΚΡΙΤΙΚΟ ΚΛΗΣΗΣ:<br />
ΣΗΜΕΙΩΣΗ: Μπορούν να το στείλουν και μη ραδιοερασιτέχνες αναγράφοντας μόνο το ονοματεπώνυμό τους.<br />
Το κείμενο της πρότασης βρίσκεται στο σύνδεσμο:<br />
<br />
<a data-ft="{"tn":"-U"}" data-lynx-mode="async" data-lynx-uri="https://l.facebook.com/l.php?u=http%3A%2F%2Fwww.raag.org%2FLH2Uploads%2FItemsContent%2F1172%2FDIABOYLEFSH_EER.pdf%3Ffbclid%3DIwAR2PmnR4eG3zMP-oPSAzkx4a_vL4YZyH-OQ8hrK8eAd2PDSAE1vf2tM9BjU&h=AT3xD8DRRUPOHWovqndEvS2Y8I00t2klmX2mJLmYsy580vX8hpRyvY3jy00-bYArypIFrbnXOrJfTIrY0jsSuur7jWialDMz8rSFMZjX7hgfdpCJPWHWv_5rBrRvq8GhC0_ZhqwSk-OIh5TAgIxtklAUQNG6iXrAFGJp53MsJE9H1isKHJpMT985DZ_iHe6jXR3KMu4z1Wntsb-nDjSl7nGnSUu95iUeLrWknlM-AQdBRFemyJd7tVddkMdzaPCEo6reOFoSUrE4Apwva8W4Ds92tB16pm2als3L8uUNYO88W4Nu92yCeYJgHXrG1UVozLrkGvKxjJUyn14Zwo1WQlWamAJZgAAGtIknOfSUD2RPUJhc4c_Okz12oJ3Cz1nUEwcBalR44hhP18lNZXC2aC5VV75FvYelSuVG7EcveSwimz4xgC5bxMnnTVvk-WqU_q6NJs_0G4EmRHcl3IB2x75vLeu49FM" href="http://www.raag.org/LH2Uploads/ItemsContent/1172/DIABOYLEFSH_EER.pdf?fbclid=IwAR2PmnR4eG3zMP-oPSAzkx4a_vL4YZyH-OQ8hrK8eAd2PDSAE1vf2tM9BjU" rel="noopener nofollow" target="_blank">http://www.raag.org/LH2U…/ItemsContent/…/DIABOYLEFSH_EER.pdf</a></div>
<div id="tap-translate">
<style>#tap-translate {
all: initial; }
@keyframes translation-button-slide {
from {
transform: translateX(100%); }
to {
trasnform: translateX(0); } }
@keyframes fadein-background {
from {
opacity: 0; }
to {
opacity: 0.7; } }
@keyframes fadeout-background {
from {
opacity: 0.7; }
to {
opacity: 0; } }
@keyframes fadein-button {
from {
opacity: 0; }
to {
opacity: 1; } }
@keyframes translation-slidein {
from {
transform: translateX(-50%) translateY(-100%); }
to {
trasnform: translateX(-50%) translateY(0); } }
@keyframes translation-slideout {
from {
trasnform: translateX(-50%) translateY(0); }
to {
transform: translateX(-50%) translateY(-100%); } }
@keyframes spinner {
from {
transform: rotateZ(0deg); }
to {
transform: rotateZ(360deg); } }
#tap-translate *, #tap-translate *::before, #tap-translate *::after {
box-sizing: border-box; }
#tap-translate .container {
position: absolute;
top: 0;
left: 0;
font-size: 16px;
font-family: sans-serif;
line-height: 1.2;
color: black;
z-index: 1000000000; }
#tap-translate .translation-button {
animation-duration: 0.1s;
animation-timing-function: linear;
animation-fill-mode: forwards;
display: flex;
align-items: center;
justify-content: center;
cursor: pointer;
background: #f9f9fa;
box-shadow: 0 0 5px #ccccc6;
user-select: none;
-moz-user-select: none; }
#tap-translate .translation-button:active {
background: #e1e1e6; }
#tap-translate .translation-button.m-corner {
animation-name: translation-button-slide;
position: fixed;
top: 20px;
right: 0;
width: 70px;
height: 50px; }
#tap-translate .translation-button.m-corner .translation-button_image {
width: 50px;
height: 50px; }
#tap-translate .translation-button.m-next-to {
animation-name: fadein-button;
position: absolute;
border-radius: 50%;
width: 40px;
height: 40px; }
#tap-translate .translation-button.m-next-to .translation-button_image {
width: 35px;
height: 35px; }
#tap-translate .translation {
position: fixed; }
#tap-translate .translation.m-closing .translation_background {
animation-name: fadeout-background; }
#tap-translate .translation.m-closing .translation_content {
animation-name: translation-slideout; }
#tap-translate .translation_background {
animation-name: fadein-background;
animation-duration: 0.2s;
animation-timing-function: linear;
animation-fill-mode: forwards;
position: fixed;
top: 0;
left: 0;
background: black;
width: 100vw;
height: 100vh; }
#tap-translate .translation_content {
animation-name: translation-slidein;
animation-duration: 0.2s;
animation-timing-function: linear;
animation-fill-mode: forwards;
position: fixed;
top: 0;
left: 50%;
background: #f9f9fa;
width: 90%;
max-width: 400px;
transform: translateX(-50%); }
#tap-translate .translation_loader {
animation-name: spinner;
animation-duration: 1s;
animation-timing-function: linear;
animation-iteration-count: infinite;
border: 5px solid #e1e1e6;
border-top: 5px solid #0096dd;
border-radius: 50%;
margin: 15px auto;
width: 45px;
height: 45px; }
#tap-translate .translation_info, #tap-translate .translation_error {
padding: 15px; }
#tap-translate .translation_info {
overflow-y: auto;
max-height: 80vh; }
#tap-translate .translation_main.m-single {
font-size: 18px;
font-weight: bold; }
#tap-translate .translation_secondary, #tap-translate .translation_language {
padding-top: 10px; }
#tap-translate .translation_language {
font-size: 14px; }
#tap-translate .translation_error {
text-align: center; }
#tap-translate .translation_error-sign {
font-size: 50px;
color: #d71111; }
#tap-translate .translation_buttons {
display: flex;
flex-flow: row nowrap;
user-select: none;
-moz-user-select: none; }
#tap-translate .translation_button {
cursor: pointer;
background: #e1e1e6;
padding: 15px 0;
text-align: center;
width: 100%; }
#tap-translate .translation_button:active {
background: #afafb5; }
#tap-translate .translation_button.m-primary {
background: #0096dd;
color: white; }
#tap-translate .translation_button.m-primary:active {
background: #066896; }
</style><div class="container">
</div>
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-26967316254446460502018-10-24T01:36:00.000+03:002018-10-24T01:36:01.070+03:00Εξαίρεση ραδιοερασιτεχνών από τις αδειοδοτήσεις κεραιών<div dir="ltr" style="text-align: left;" trbidi="on">
<h2>
<img alt="https://avaazdo.s3.amazonaws.com/e6d0ee08632027a3d045723c632cdca6.jpg" src="https://avaazdo.s3.amazonaws.com/e6d0ee08632027a3d045723c632cdca6.jpg" /> </h2>
<h2>
Γιατί είναι σημαντικό;</h2>
Με το προτεινόμενο νομοσχέδιο,
αποκλείονται αυτόματα από το ραδιοερασιτεχνισμό όλοι όσοι διαμένουν σε
πολυκατοικία, μια και αποκλείεται να υπάρξει 100% συμφωνία με τους
άλλους ενοίκους για κάτι τέτοιο. Στις περισσότερες πολυκατοικίες δε
μπορεί να υπάρξει συμφωνία για στοιχειώδη πράγματα που αφορούν όλους,
όπως θέρμανση και συντήρηση.<br /><br />
Κάθε ραδιοερασιτέχνης είθισται να έχει τουλάχιστον 2-3 κεραίες για
διαφορετικές μπάντες και συνθήκες, τις οποίες αλλάζει αρκετές φορές μέσα
στο χρόνο. Με οποιοδήποτε τέλος αδειοδότησης κάτι τέτοιο θα ήταν
οικονομικά απαγορευτικό.<br /><br />
Ακόμα και αν υπήρχαν τα χρήματα για πολλαπλές αδειοδοτήσεις, είναι
πρακτικά αδύνατο να αντεπεξέλθει οποιοσδήποτε αρμόδιος φορέας σε τέτοιο
φόρτο εργασίας, η αναμονή θα γίνει τεράστια, παγώνοντας την εγκατάσταση
κάθε κεραίας.<br />
Ανοίξτε το παρακάτω link<br />
<br />
<a href="https://secure.avaaz.org/el/petition/Grafeio_Ypoyrgoy_Psifiakis_Politikis_Exairesi_radioerasitehnon_apo_tis_adeiodotiseis_keraion/?fNOqggb&fbclid=IwAR1XLYhW_lmjtd7f-VesNTTpQhTAhbLOKAMN2cSjHoAc8oXECH0S8NtF4-c" target="_blank">https://secure.avaaz.org</a><br />
<div id="tap-translate">
<style>#tap-translate {
all: initial; }
@keyframes translation-button-slide {
from {
transform: translateX(100%); }
to {
trasnform: translateX(0); } }
@keyframes fadein-background {
from {
opacity: 0; }
to {
opacity: 0.7; } }
@keyframes fadeout-background {
from {
opacity: 0.7; }
to {
opacity: 0; } }
@keyframes fadein-button {
from {
opacity: 0; }
to {
opacity: 1; } }
@keyframes translation-slidein {
from {
transform: translateX(-50%) translateY(-100%); }
to {
trasnform: translateX(-50%) translateY(0); } }
@keyframes translation-slideout {
from {
trasnform: translateX(-50%) translateY(0); }
to {
transform: translateX(-50%) translateY(-100%); } }
@keyframes spinner {
from {
transform: rotateZ(0deg); }
to {
transform: rotateZ(360deg); } }
#tap-translate *, #tap-translate *::before, #tap-translate *::after {
box-sizing: border-box; }
#tap-translate .container {
position: absolute;
top: 0;
left: 0;
font-size: 16px;
font-family: sans-serif;
line-height: 1.2;
color: black;
z-index: 1000000000; }
#tap-translate .translation-button {
animation-duration: 0.1s;
animation-timing-function: linear;
animation-fill-mode: forwards;
display: flex;
align-items: center;
justify-content: center;
cursor: pointer;
background: #f9f9fa;
box-shadow: 0 0 5px #ccccc6;
user-select: none;
-moz-user-select: none; }
#tap-translate .translation-button:active {
background: #e1e1e6; }
#tap-translate .translation-button.m-corner {
animation-name: translation-button-slide;
position: fixed;
top: 20px;
right: 0;
width: 70px;
height: 50px; }
#tap-translate .translation-button.m-corner .translation-button_image {
width: 50px;
height: 50px; }
#tap-translate .translation-button.m-next-to {
animation-name: fadein-button;
position: absolute;
border-radius: 50%;
width: 40px;
height: 40px; }
#tap-translate .translation-button.m-next-to .translation-button_image {
width: 35px;
height: 35px; }
#tap-translate .translation {
position: fixed; }
#tap-translate .translation.m-closing .translation_background {
animation-name: fadeout-background; }
#tap-translate .translation.m-closing .translation_content {
animation-name: translation-slideout; }
#tap-translate .translation_background {
animation-name: fadein-background;
animation-duration: 0.2s;
animation-timing-function: linear;
animation-fill-mode: forwards;
position: fixed;
top: 0;
left: 0;
background: black;
width: 100vw;
height: 100vh; }
#tap-translate .translation_content {
animation-name: translation-slidein;
animation-duration: 0.2s;
animation-timing-function: linear;
animation-fill-mode: forwards;
position: fixed;
top: 0;
left: 50%;
background: #f9f9fa;
width: 90%;
max-width: 400px;
transform: translateX(-50%); }
#tap-translate .translation_loader {
animation-name: spinner;
animation-duration: 1s;
animation-timing-function: linear;
animation-iteration-count: infinite;
border: 5px solid #e1e1e6;
border-top: 5px solid #0096dd;
border-radius: 50%;
margin: 15px auto;
width: 45px;
height: 45px; }
#tap-translate .translation_info, #tap-translate .translation_error {
padding: 15px; }
#tap-translate .translation_info {
overflow-y: auto;
max-height: 80vh; }
#tap-translate .translation_main.m-single {
font-size: 18px;
font-weight: bold; }
#tap-translate .translation_secondary, #tap-translate .translation_language {
padding-top: 10px; }
#tap-translate .translation_language {
font-size: 14px; }
#tap-translate .translation_error {
text-align: center; }
#tap-translate .translation_error-sign {
font-size: 50px;
color: #d71111; }
#tap-translate .translation_buttons {
display: flex;
flex-flow: row nowrap;
user-select: none;
-moz-user-select: none; }
#tap-translate .translation_button {
cursor: pointer;
background: #e1e1e6;
padding: 15px 0;
text-align: center;
width: 100%; }
#tap-translate .translation_button:active {
background: #afafb5; }
#tap-translate .translation_button.m-primary {
background: #0096dd;
color: white; }
#tap-translate .translation_button.m-primary:active {
background: #066896; }
</style><div class="container">
</div>
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-68526961370448219402015-12-06T04:51:00.000+03:002015-12-06T04:51:11.923+03:007ο Χειμερινό HAMFEST BAZAAR<div dir="ltr" style="text-align: left;" trbidi="on">
<img src="http://www.grc.gr/images/GRC_HamFest_2015.png" /><br />
<div id="text2" style="height: 295px; left: 10px; margin-bottom: 0px; margin-top: 0px; overflow: hidden; position: absolute; top: 344px; width: 570px; z-index: 12;">
<div class="wpmd" style="font-family: Arial, Helvetica, sans-serif; font-size: 13px; margin-bottom: 0px; margin-top: 0px;">
</div>
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-32841434403522644682015-10-08T17:28:00.002+03:002015-10-08T17:28:55.952+03:00Ενεργοποίηση κορυφής SV9/SV2BBO/p<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Times New Roman;">Επικείμενη ενεργοποίηση κορυφής <br />Κυριακή
11/10/15 08:00 +/- UTC<br />Κορυφή: Ανάληψη - 11:77μ. SOTA
SV/CR-022</span><br /><span style="font-family: Times New Roman;">SV9/SV2BBO/p συχν. 7 & 14
SSB.<br /><a class="moz-txt-link-freetext" href="https://www.google.com/maps/place/35%C2%B009'01.1%22N+24%C2%B034'32.2%22E/@35.1502991,24.5755997,749m/data=!3m2!1e3!4b1!4m2!3m1!1s0x0:0x0?hl=en">https://www.google.com/maps/place/35%C2%B009'01.1%22N+24%C2%B034'32.2%22E/@35.1502991,24.5755997,749m/data=!3m2!1e3!4b1!4m2!3m1!1s0x0:0x0?hl=en</a><br /><br />73</span>
<br />
<pre class="moz-signature" cols="72">--
AthensQRPNet: from HF & Oscars to X-band! Amateur radio at its bests.
<a class="moz-txt-link-freetext" href="https://sites.google.com/site/athensqrpnet/">https://sites.google.com/site/athensqrpnet/</a>
<a class="moz-txt-link-freetext" href="http://www.facebook.com/pages/Athens-QRP-Net/204644222915852">http://www.facebook.com/pages/Athens-QRP-Net/204644222915852</a></pre>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-20666291507660078252015-09-10T15:01:00.000+03:002015-09-10T15:01:41.686+03:00Μαθήματα για την απόκτηση άδειας ραδιοερασιτέχνη.<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Times New Roman;">Καλό φθινόπωρο σε όλους. Σας ενημερώνουμε ότι τα
μαθήματα για την απόκτηση άδειας ραδιοερασιτέχνη, που οργανώνουν τα σωματεία
έχουν αρχίσει ή αρχίζουν άμεσα. Μπορείτε να απευθυνθείτε στα σωματεία. Στην
Αθήνα (κατά αλφαβητική σειρά):<br />ΕΕΡ<br /><a class="moz-txt-link-freetext" href="http://www.raag.org/intro.asp">http://www.raag.org/intro.asp</a><br /><br />ΣΕΡ<br /><a class="moz-txt-link-freetext" href="http://www.hag.gr/portal/">http://www.hag.gr/portal/</a><br /><br />ΣΡΕ<br /><a class="moz-txt-link-freetext" href="http://www.grc.gr/">http://www.grc.gr/</a><br /><br />Καλή
επιτυχία.<br />73</span><br />
<pre class="moz-signature" cols="72"></pre>
<pre class="moz-signature" cols="72">--
AthensQRPNet: from HF & Oscars to X-band! Amateur radio at its bests.
<a class="moz-txt-link-freetext" href="https://sites.google.com/site/athensqrpnet/">https://sites.google.com/site/athensqrpnet/</a>
<a class="moz-txt-link-freetext" href="http://www.facebook.com/pages/Athens-QRP-Net/204644222915852">http://www.facebook.com/pages/Athens-QRP-Net/204644222915852</a></pre>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-32472097468537389562015-06-26T15:31:00.000+03:002015-06-26T15:31:56.704+03:00Aegean VHF contest 4 & 5 July 2015<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS7-wLTNBACg0_wMIae5M3A2Qco_0vXfkFSRAhczqj9615v2a_5HPr5IaLTBqi9UGslFlnP97qEQPeYNRAEreDfF6SfYGZ61gIaNzofBGCGiEvLrKIyHKteIT8bSO83cjwzgVolUgqPeY/s1600/viewer.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS7-wLTNBACg0_wMIae5M3A2Qco_0vXfkFSRAhczqj9615v2a_5HPr5IaLTBqi9UGslFlnP97qEQPeYNRAEreDfF6SfYGZ61gIaNzofBGCGiEvLrKIyHKteIT8bSO83cjwzgVolUgqPeY/s320/viewer.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7YrCMgAn76_f9TcaMlaS42sz87P1Ukgqb5wNaaxTrZsK4lu2qSukRIp_AqL9SPk15iFKJLg_E_ng78pMloHsR-W9RGtI31dBWBICNkJlS3VjgxMp_1i_sPM5hwiGjFgUWe-Xc0-c7V_4/s1600/%25CE%25B1%25CF%2581%25CF%2587%25CE%25B5%25CE%25AF%25CE%25BF+%25CE%25BB%25CE%25AE%25CF%2588%25CE%25B7%25CF%2582.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7YrCMgAn76_f9TcaMlaS42sz87P1Ukgqb5wNaaxTrZsK4lu2qSukRIp_AqL9SPk15iFKJLg_E_ng78pMloHsR-W9RGtI31dBWBICNkJlS3VjgxMp_1i_sPM5hwiGjFgUWe-Xc0-c7V_4/s1600/%25CE%25B1%25CF%2581%25CF%2587%25CE%25B5%25CE%25AF%25CE%25BF+%25CE%25BB%25CE%25AE%25CF%2588%25CE%25B7%25CF%2582.jpg" /></a></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Dear
fellows.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">We are sending you
our greetings from Greece and the Aegean Sea.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">The Aegean DX Group
with great joy, informs you that in 4<sup>th</sup> – 5<sup>th</sup> of July
2015</span></b></div>
<div class="MsoNormal">
<b><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">AEGEAN VHF & 6m
Contest will take place </span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">and invite you or
your club members to</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">participate</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">in
this</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> exciting
</span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">competition.</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Fellows with
personal call and also stations with special callsigns will operate all over
Greece </span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">(SVx, SYx,
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">SXx</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">, SZx,
J4x),</span></div>
<div class="MsoNormal">
<b><span lang="EN-GB" style="font-family: Verdana, sans-serif; font-size: 9pt;">Entrants
are expected from all Greek Locators.</span></b></div>
<div class="MsoNormal">
<b><span lang="EN-GB" style="font-family: Verdana, sans-serif; font-size: 9pt;">Mainland
areas (SV, SY, SX, SZ, J4, 1, 2, 3, 4, 6, 7).</span></b></div>
<div class="MsoNormal">
<b><span lang="EN-GB" style="font-family: Verdana, sans-serif; font-size: 9pt;">Greek
islands Aegean and Ionion Sea (SV8, SY8, SX8, SZ8, J48), as well as from the
Dodecanese Sea (SV5, SY5, SX5, SZ5, J45) </span></b></div>
<div class="MsoNormal">
<b><span lang="EN-GB" style="font-family: Verdana, sans-serif; font-size: 9pt;">and
Crete Sea (SV9, SY9, SX9, SZ9, J49)</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">and of course
participations from many European locators.</span><b><span lang="EN-GB" style="font-family: Verdana, sans-serif; font-size: 9pt;"></span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">The Contest will be
held according to the IARU Band Plan of Region-1 on </span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">50, 144, 432
</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">ΜΗΖ</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">,</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> in every
mode</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">CW</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">,
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">SSB</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">,
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">FM</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">,
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">RTTY</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">,
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">SSTV,</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">PSK.</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"></span></div>
<div class="MsoNormal">
<span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Further</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">information</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> about
Aegean VHF contest Rules </span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">please</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">visit
the</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> Aegean DX group
</span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">official web site:
<a href="http://www.aegeandxgroup.gr/">www.aegeanDXgroup.gr</a>
</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Or please send email
to contest manager SV2DCD Leonida</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">: <a href="mailto:sv2dcd@yahoo.com">sv2dcd@yahoo.com</a> </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Best
regards.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">73 de Aegean DX
group</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Αγαπητοί</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> </span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">συνάδελφοι</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> </span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">χαίρετε! </span></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Το </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Aegean</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">DX</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">group</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">προκηρύσσει το
14<sup>ο</sup> </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Aegean</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">VHF</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Contest</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">, την 4<sup>η</sup>
και 5<sup>η</sup> Ιουλίου 2015.</span></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Ο διαγωνισμός έχει
γίνει θεσμός χάρη στην δικιά σας στήριξη όλα αυτά τά χρόνια.</span></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Έτσι και φέτος σας
προσκαλούμε να συμμετάσχετε δυναμικά για να ακουστεί η Ελλάδα, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">για να ακουστεί και
στις υπέρ υψηλές συχνότητες το </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">SV</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">δυνατά!</span></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Έναν ολοκληρωμένο
οδηγό συμμετοχής θα βρείτε στο: </span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9pt;"><a href="http://www.aegeandxgroup.gr/">www<span lang="EL">.</span>aegeanDXgroup<span lang="EL">.</span>gr</a></span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
73 </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">de</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Aegean</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">DX</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9pt;">group</span><span style="font-family: "Verdana","sans-serif"; font-size: 9pt;"></span></div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-75448867661655976312015-06-10T01:01:00.000+03:002015-06-10T01:01:39.308+03:00Αποτελέσματα AEGEAN VHF CONTEST 2014 SX3H 2 Θέση στην κατηγορία multi operator all band all modes<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div data-canvas-width="187.09677999999997" style="font-family: sans-serif; font-size: 16.7px; left: 305.701px; margin-left: 1em; margin-right: 1em; top: 642.016px; transform: scaleX(1.21491);">
</div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglpGEmtKCFOMoG8CVKy4vJHaCvWT_w9fAclI4DqtAoaAJ5nuLL_0FvLrBJyRyGrNTnUCd57CxntNGcbm5Lg7-IxZAOCswEfdmeH-PyAsESof4zK4-S0x6SluWMxCHFyW4uAyPQDHG58YM/s1600/AEGEAN+VHF+2014.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglpGEmtKCFOMoG8CVKy4vJHaCvWT_w9fAclI4DqtAoaAJ5nuLL_0FvLrBJyRyGrNTnUCd57CxntNGcbm5Lg7-IxZAOCswEfdmeH-PyAsESof4zK4-S0x6SluWMxCHFyW4uAyPQDHG58YM/s640/AEGEAN+VHF+2014.jpg" width="545" /></a></div>
<br />
Τα αποτελέσματα του AEGEAN VHF CONTEST 2014 έχουν αναρτηθεί στο <a href="http://www.5-9report.gr/59report/5-9%20REPORT%20vol162.pdf" target="_blank">5-9 report του Μαΐου</a> .<br />
<div>
Ένα μεγάλο ευχαριστώ σε όλους τους συναδέλφους που μας τίμησαν με την παρουσία τους και μας δίνουν το κουράγιο να μπορούμε να στηρίζουμε και εμείς με τη σειρά μας τον διαγωνισμό. Για μας είναι πλέον δεδομένη και η φετινή μας συμμετοχή με το SX3H 2015 από το όρος Χελμός.</div>
<div>
<br /></div>
<div>
Υ.Γ Θέλω να ευχαριστήσω θερμά τούς SV2DCD και SV5BYR για την άμεση ανταπόκριση στο ζήτημα που προέκυψε με τα αποτελέσματα και που με την στάση τους αυτή δείχνουν το κύρος του διαγωνισμού και των διοργανωτών του. Ραντεβού στον αέρα. Πολλά 73 SV1QEC</div>
<div>
<div>
<br />
<div>
<br /></div>
</div>
</div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com1tag:blogger.com,1999:blog-7440920853768100370.post-44058419051848595112015-05-13T01:19:00.000+03:002015-05-13T01:21:21.421+03:00 HAMFEST Σάββατο 6 & Κυριακή 7 Ιουνίου 2015<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdu95zGAtX5QyI8Z-x4Ux7rACbVAELtJEWsXqy8Zu5V3ldAglN76WB9wZKj2zHGETfx0FibcPDkNLCZSeFs1A7IQvOPWQFKDBx5ynGaH76nCYGhWo4Jg7vr1OP2s7C1JzDaoNzc9s26UU/s1600/ca3c5aa4-728e-4ae6-8e74-49dc2616eb73.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdu95zGAtX5QyI8Z-x4Ux7rACbVAELtJEWsXqy8Zu5V3ldAglN76WB9wZKj2zHGETfx0FibcPDkNLCZSeFs1A7IQvOPWQFKDBx5ynGaH76nCYGhWo4Jg7vr1OP2s7C1JzDaoNzc9s26UU/s640/ca3c5aa4-728e-4ae6-8e74-49dc2616eb73.jpg" width="468" /></a></div>
<b> Για δηλώσεις συμμετοχής πατήστε εδώ: <a href="http://www.raag.org/LH2Uploads/ItemsContent/860/%CE%91%CE%99%CE%A4%CE%97%CE%A3%CE%97-HAMFEST-2015.pdf" target="_blank">http://www.raag.org.</a></b><br />
<br />
<b> Πηγή: <a href="http://www.raag.org/newslist.asp?ITMID=5&LANG=GR" target="_blank">http://www.raag.org.</a></b><br />
<b> </b></div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-29286954490891168122015-05-11T04:54:00.000+03:002015-05-15T02:30:55.908+03:00SX3H Απο το Α εως το Ω<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Γράφουν οι Νίκος Βαγιακάκος SV1EIG & Σωτήρης Κατσιμάγκλης SB1BDO<br />
<div dir="ltr" id="docs-internal-guid-fb156c4f-4031-193c-5f77-b136601b6079" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXV_HcQV4As-H_KAxCWHOBpjdwKjkMr6GCNxdj4WPJ-UvA-cwc34fFhkpsShf5jaXQ5_fOe32GMLlhpVU9kKsKowLT_0XO7z-KxEWRu6VjRFpBvAqfUUMxcSoHOifN6Kw1b9uWzKPhk5k/s1600/1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXV_HcQV4As-H_KAxCWHOBpjdwKjkMr6GCNxdj4WPJ-UvA-cwc34fFhkpsShf5jaXQ5_fOe32GMLlhpVU9kKsKowLT_0XO7z-KxEWRu6VjRFpBvAqfUUMxcSoHOifN6Kw1b9uWzKPhk5k/s640/1.jpg" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div dir="ltr" id="docs-internal-guid-fb156c4f-4031-193c-5f77-b136601b6079" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><span style="background-color: #333333;"><span style="background-color: #333333;"><span style="background-color: #cccccc;"></span></span></span><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Μια παρέα ραδιοερασιτεχνών είχε ρίξει προ καιρού μια ιδέα για συλλογική συμμετοχή στο 13ο Aegean VHF contest την 5η και 6η Ιουλίου 2014 στα 6m, VHF & UHF αλλά συμμετοχή ταυτόχρονα και στους ευρωπαϊκούς διαγωνισμούς που διοργανώνονται την ίδια ημερομηνία από χώρες που ανήκουν στην IARU Region-1, με αρκετούς από αυτούς σε κατάσταση Field Day (εκτός βάσης , εκτός δικτύου ρεύματος κλπ). Πρώτος ο Μάριος SV1QEC πρότεινε ένα πολύ σημείο δυνατό για τέτοια xρήση, την κορυφή Νεραϊδοράχη του όρους Χελμός στην Πελοπόννησο. Η κορυφή βρίσκεται πάνω από τα Καλάβρυτα, στο ανώτερο σημείο του χιονοδρομικού κέντρου Καλαβρύτων, δίπλα στην θέση που είναι εγκατεστημένο το τηλεσκόπιο Αρίσταρχος. </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><img height="384" src="https://lh5.googleusercontent.com/XC_AVRm6MC_BjWBN-pm0DRbBf4czFEtyIU3Jkj1ENjZFCJaTIUYy0Px8zTKzWybj_R_9w_yd_DdJqC7P0RxGhLQF5OgAH2EKW42YsCfRjWcqz5wfGT_Y8PY4LiHCFpN00Eh7hLDWESSmXNO0" style="border: medium none; transform: rotate(0rad);" width="640" /></span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Η πρώτη δοκιμή ανάβασης που έγινε τον μήνα Μάιο για έλεγχο της περιοχής από τους Μάριο SV1QEC και Γιάννη SV1QEY στέφτηκε από απόλυτη αποτυχία γιατί υπήρχε ακόμα πάρα πολύ χιόνι στον δρόμο. Η δεύτερη προσπάθεια έγινε από τους Σωτήρη SV1BDO και Βασίλη SV3FUX, που ξεκίνησαν από την περιοχή του Αιγίου αργά το απόγευμα της Κυριακής 29 Ιουνίου, με θετικό αποτέλεσμα αυτή την φορά. Από την κορυφή των 2.360μ, έγιναν πλήθος δοκιμών και ακρόασης με πολύ ικανοποιητικά αποτελέσματα. Ο πήχης των προσδοκιών ανέβηκε πλέον αρκετά ψηλά.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Υστέρα από συγκέντρωση της ομάδας και μελέτη διάφορων εναλλακτικών σημείων, αποφασίστηκε να τρέξουμε τον διαγωνισμό από το σημείο που αρχικά είχε προτείνει ο Μάριος SV1QEC. Ταυτόχρονα οριστικοποιήθηκε και η ομάδα του SX3H, η οποία συγκροτήθηκε από τους παρακάτω συναδέλφους:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"> </span><span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Μανώλη SV1ME, Βαγγέλη SV1ART, Σωτήρη SV1BDO/3, Νίκο SV1EIG (μαζί με τον γιό του Δημήτρη), Μάριο SV1QEC, Φίλιππο SV1QEG και Γιάννη SV1QEY (QSL Manager)</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Άρχισαν οι τηλεφωνικές επικοινωνίες για να μαζέψουμε τον εξοπλισμό μας και να δούμε τις ελλείψεις μας. Στο τέλος υπερκαλύψαμε της ανάγκες μας και με το παραπάνω. Λόγω της απειρίας συμμετοχής των περισσοτέρων από εμάς σε τέτοιες καταστάσεις και της έλλειψης συντονιστή (team leader), μαζεύτηκε τελικά απίστευτο βάρος και όγκος (μέχρι και φορητή ντουζιέρα έφερε ο SV1QEC), ενώ θα χρειάζονταν και αρκετά αυτοκίνητα για την μεταφορά τους.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Οσο πέρναγε ο καιρός τα τηλέφωνα έπαιρναν φωτιά για τις τελευταίες εκκρεμότητες και πλησιάζοντας στην τελική ημερομηνία αναχώρησης, τσεκάροντας τον εξοπλισμό μας για να δούμε τυχόν ελλείψεις, διαπιστώσαμε οτι μας έλειπαν 2 καλής ποιότητας κάθοδοι. Οι 2 κάθοδοι παραγγέλθηκαν τηλεφωνικώς στο κατάστημα FREEBYTES του αγαπητού συναδέλφου Γιάννη Κονταρίνη SV1EEZ και την επόμενη το πρωί, φτάνοντας στο μαγαζί του για να τα παραλάβω με περίμενε μια έκπληξη, καθώς μας έβαλε μεγαλύτερα σε μήκος καλώδια μαζί με κονέκτορες βαρέως τύπου. Είδα και έπαθα να τον μεταπείσω, άλλα στην συνέχεια κατάλαβα οτι μας τα χορήγησε ΔΩΡΕΑΝ Θερμές ευχαριστίες και από εδώ φίλε Γιάννη για την ευγενική προσφορά σου και την έμπρακτη υποστήριξη σου με αυτόν τον τρόπο στην προσπάθεια μας. </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Οι μέρες περνούσαν και η πολυπόθητη έγκριση της αίτησης για το ΕΔΚ SX3H δεν ερχόταν, παρόλο που η αίτηση στην Νομαρχία Αν. Αττικής είχε γίνει από τις 17 Μαίου. Τελικά την Τετάρτη 2 Ιουλίου μας ενημέρωσε τηλεφωνικά υπάλληλος της Νομαρχίας οτι η πολυπόθητη έγκριση από το Υπουργείο είχε φτάσει και την επομένη ο Μάριος SV1QEC την παρέλαβε αυτοπροσώπως.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Την Πέμπτη 3 Ιουλίου, μία μέρα πρίν την αναχώρηση της ομάδας, άλλαξε το πρόγραμμα καθώς ενημερώθηκε ο Γιάννης SV1QEY από την εργασία του ότι λόγω αδιαθεσίας συναδέλφου του δεν θα μπορέσει να πάρει την άδεια που είχε αιτηθεί. Αλλαγή σχεδίου και μείον ένας χειριστής.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Καθώς δεν είχαμε συγκεντρώσει σε ένα μέρος όλον τον εξοπλισμό, αλλά ο καθένας μας στην ουσία κουβαλούσε τα δικά του πράγματα, συναντηθήκαμε την Παρασκευή 4 Ιουλίου στις 5:00 το πρωί στην εθνική οδό για μεταφόρτωση εξοπλισμού από τον υπογράφοντα Νίκο SV1EIG στα δύο ήδη έμφορτα μέχρι τον ουρανό ΙΧ αυτοκίνητα, του Μάριου SV1QEC και Φίλιππου SV1QEG που θα αναχωρούσαν πρώτοι για τον Χελμό. Από το Αίγιο με διαφορά κάποιων ωρών ξεκίνησε ο Σωτήρης SV1BDO με το αυτοκίνητό του επίσης τίγκα στα πράγματα έως τον ουρανό. Ο υπογράφων Νίκος SV1EIG, με τον γιό του Δημήτρη και τον “σεφ” Βαγγέλη SV1ART θα ξεκινήσουμε την επομένη, Σάββατο 4 Ιουλίου λόγω εργασιακών υποχρεώσεων. </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Στις 12:00 το μεσημέρι της Παρασκευής δέχομαι ένα τηλεφώνημα χαράς ότι οι 2 πρώτοι συνάδελφοι έφτασαν στην κορυφή. Περίπου…, διότι η συνέχεια ήταν απογοητευτική, καθώς ο Φίλιππος SV1QEG μόλις 100 μέτρα πριν την κορυφή, μένει από σασμάν! Αμάν! Το αυτοκίνητο του Μάριου ευτυχώς φτάνει στην κορυφή, ξεφορτώνεται και μετά αρχίζει να κάνει δρομολόγια πάνω-κάτω για να κουβαλήσει και τα πράγματα που υπήρχαν στο αυτοκίνητο του Φίλιππου. Το αυτοκίνητο του Φίλιπου είχε ακινητοποιηθεί πλήρως και δυστυχώς έπρεπε να φορτωθεί σε Οδική Βοήθεια. Δεύτερη ατυχία, άλλος ένας χειριστής μείον !! Λίγο αργότερα φτάνει στην κορυφή και ο Σωτήρης SV1BDO.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="640" src="https://lh6.googleusercontent.com/SV_phqBtzo_FjVOVpBwfCEOFv294aaKhahwce-q99Zxp1DX4tACzhh_NQt2DKgkuGEm64XiHmEuCvXL3Kzkhgw38G_ObTW0cWWZk6PK1JtuLAHa8tFVjrotKum5V7mBbV_3Ntk71FbpAY3vB" style="border: medium none; transform: rotate(0rad);" width="424" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1QEG - SV1QEC</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Παρ’ όλες τις αντιξοότητες και τα περί περιρέουσας γκαντεμιάς, γρουσούζηδων κλπ, το ηθικό ήταν ακμαιότατο. Οι SV1QEC, SV1QEG και SV1BDO βρίσκονται ήδη στην κορυφή στα 2.360 μέτρα. Με καθυστέρηση ήδη 3 ωρών από το πρόγραμμα, η πρώτη ομάδα τρέχει να στήσει την θηριώδη σκηνή 10 ατόμων του SV1QEC, καθώς και τις 5 κεραίες μαζί με τΙς καθόδους. Επειδή μας έπιασε το σούρουπο, αποφασίσαμε να ειδοποιήσουμε την Οδική Βοήθεια να παραλάβει τον Φίλιππο SV1QEG μαζί με το αμάξι του την επομένη το πρωί, καθώς ήδη είχε νυχτώσει και θα ήταν αρκετά δύσκολο να φορτωθεί το αυτοκίνητο την νύχτα.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Κατά τις 8.30 το βράδυ της Παρασκευής είναι έτοιμα σχεδόν τα πάντα. Οι γεννήτριες σε λειτουργία, το shack έτοιμο στην σκηνή, συνδέονται οι κεραίες στα μηχανήματα και γίνονται οι πρώτες δοκιμές. Τα πράγματα πλέον πήγαιναν θετικά και η διάθεση ανεβαίνει, παρόλο που η εξωτερική θερμοκρασία έχει φτάσει τους 4 βαθμούς Κελσίου και η παγωνιά είναι έντονη. Λόγω του κρύου, η γεννήτρια δούλευε όλο το βράδυ για να έχουμε ρεύμα για την ηλεκτρική σόμπα που είχαμε μαζί μας (ένα φαινομενικά “περιττό” αντικείμενο, που εκ των καταστάσεων φάνηκε όμως χρησιμότατο). το βραδυνό μας είναι λιτό, σάντουιτς και έτοιμο φαγητό που είχε φροντίσει να φέρει ο Σωτήρης SV1BDO. Κατά τις 11 το βράδυ σαλπίζεται “σιωπητήριο”, κλείνουν οι ασύρματοι και οι 3 χειριστές (SV1BDO, SV1QEC & SV1QEG) πέφτουμε για ύπνο, κατάκοποι από την κούραση της ημέρας. Οχι για πολύ όμως, καθώς κατά τις 2 τα ξημερώματα ξεσπάει πολύ δυνατός αέρας, που νόμιζες οτι θα ξεριζώσει την σκηνή από το έδαφος. Ευτυχώς κατά τις 5 το πρωί του Σαββάτου, λίγο πριν το ξημέρωμα, ο αέρας πέφτει. Με το πρώτο φως της ημέρας διαπιστώνουμε οτι ο βραδυνός αέρας δεν έχει κάνει ζημιές στις ήδη στημένες κεραίες (μιλάμε για πάρα πολύ δυνατό αέρα)</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Ξημερώματα Σαββάτου ξεκινάει από την Αθήνα και η δεύτερη ομάδα, αποτελούμενη από τους Νίκο SV1EIG με τον γιό του Δημήτρη και τον “σεφ-skipper” Βαγγέλη SV1ART. Ολοι μαζί στο Picassa του Νίκου, έμφορτο κι αυτό μέχρι τον ουρανό με πράγματα Οι 3 πρώτες ώρες οδήγησης πέρασαν ευχάριστα από τα ανέκδοτα και τις διηγήσεις του Βαγγέλη, αλλά και με την ανταπόκριση που είχαμε από τον ασύρματο από την ομάδα που βρισκόταν στο βουνό. Ο Μάριος SV1QEC μάς ζήτησε να φέρουμε επιπλέον βενζίνη γιατί λόγω του βραδυνού κρύου η κατανάλωση της γεννήτριας ήταν αυξημένη. Πήραμε σβάρνα λοιπόν τα βενζινάδικα για βρούμε μπιτόνια βενζίνης. Αλλά ούτε τα σκόρδα, ούτε τα φυλαχτά, ούτε οι προσευχές έδωσαν λύση στην ατυχία μας, διότι μόλις γεμίσαμε ένα από τα 10λίτρα μπετόνια, διαπιστώσαμε οτι αυτό ήταν τρύπιο και έτρεχε και άντε να βρεις άλλο. Τελικά το αδειάσαμε σε μικρότερα των 4 λίτρων από άλλο βενζινάδικο. Στα τελευταία 40 χιλιόμετρα είχαμε γίνει με τις αναθυμιάσεις της βενζίνης “πύραυλοι”, ενώ ο SV1EIG/Junior έκανε το περισσότερο ταξίδι με το κεφάλι έξω από το παράθυρο.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Στις 12:40 επιτέλους φτάσαμε Ξεφορτώσαμε το αυτοκίνητο, στήσαμε τραπέζια, καρέκλες, ενώ ο Σεφ Βαγγέλης ανέλαβε να στήσει το μαγειρείο και να ετοιμάσει το φαγητό. Ο βραδυνός αέρας είχε βοηθήσει να καθαρίσει ο ορίζοντας και απολαμβάναμε την απίστευτη θέα. Ταυτόχρονα είχαμε και έντονες ζαλάδες λόγω του μειωμένου οξυγόνου στα 2360μ ύψος. Κατά τις 1 το μεσημέρι έφτσσε και η Οδική Βοήθεια που περισυνέλλεξε το αυτοκίνητο του Φίλιππου και τον ίδιο, για να επιστρέψει “άκαπνος” στην Αθήνα. </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="480" src="https://lh3.googleusercontent.com/t2hEsoWXzx3defl93BuHGAwZ1wvBIFFVuR4ChuAl1yOchkMedXKs9LWKEAd3L0Qw12KvOx2deZBLciRaFt6KC8v_73ZAVUIPhlXwKrwF5zUi3OfCUcQ9OrqE4nULmgw1zOSBCmGZO4k4Hj0t" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1EIG - SV1QEC</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Ενώ ο σέφ-Βαγγέλης είχε αναλάβει την τροφοδοσία και την διοικητική μέριμνα, ο Νίκος έλεγχε τις τελευταίες λεπτομέρειες στα Laptop και το (απαράδεκτο) πρόγραμμα VUSC που προτείνει ο διοργανωτής του διαγωνισμού, για να είμαστε έτοιμοι να ξεκινήσουμε το Contest..Τελικά. ενώ έχουμε στήσει συνολικά 3 σταθμούς με 4 κεραίες (2m Yagi, 2m Verical, 70cm Yagi, 6m Yagi), λόγω γειτνίασης κεραιών και συχνοτήτων δεν μπορέσαμε να δουλέψουμε στα 2 μέτρα ταυτόχρονα SSB και FM, έτσι περιοριστήκαμε σε έναν μόνο σταθμό στα 2 μέτρα. </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><img height="480" src="https://lh6.googleusercontent.com/j5y5hSegZ2HEIcDmsCxLAupxgWjQY003F89oBLbijHMVResUAJkYmw3EaD9ezu7-_0i63FWyKnpVf2CW8BwtnREKZCBLDS2_kmGoaNFku65qFp8Tcix0aTr96L8tLd8RM7BtEcCfO9y3WD4r" style="border: medium none; transform: rotate(0rad);" width="640" /></span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Το πρώτο μας QSO έγινε στα 6μ στις 1006 UTC με τον SZ1GRC, ενώ το πρώτο QSO στα 2μ έγινε μερικά λεπτά αργότερα με τον SV1JGX/8. Ο Σωτήρης SV1BDO μαζί με τον Δημήτρη (SV1EIG-Junior) είχαν αναλάβει τα 6μ. Η διάδοση ήταν μέτρια, χωρίς ιδιαίτερες εξάρσεις και μακρυνά ανοίγματα. Οι Ελληνικοί σταθμοί ακούγονταν αρκετά δυνατά Μετά τις 1400 UTC άρχισαν να ακούγονται και Ευρωπαϊκοί σταθμοί. Η πρώτη μέρα έκλεισε με 45 επαφές στα 6 μέτρα, όλες SSB.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="382" src="https://lh4.googleusercontent.com/m-mcc_FjreCIW-zDWuJLmno-RV8OG47w_oUkk4ccG8XOPB100YIAS2Lty2QXzV3ZSTO9dfxbxISXbeQ_O1jm8ooJhvJGmfQUxUoISVq2VOOQkwtm6Fqbs79UHfbDrM2TGwC_AIbmKhno-5GB" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1BDO</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Ο σταθμός των 2 μέτρων τα πήγε αρκετά καλύτερα, με 137 επαφές, οι περισσότερες από Ελλάδα. Εκτός από Ελλάδα, έγιναν επαφές και με Τουρκία, Μάλτα, Ιταλία, Βουλγαρία, Γιουγκοσλαυία & FYROM. Το ημερολόγιο των 2 μέτρων έκλεισε στις 2109 UTC το βράδυ του Σαββάτου, με 137 επαφές. Χειριστές του σταθμού των 2 μέτρων ήταν οι Νίκος SV1EIG & Μάριος SV1QEC.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="425" src="https://lh6.googleusercontent.com/jgNlg2tgPQhnw-PPe_KpWG8sgO5YlISlvb5qXLcytgSatBegEBlkOJ4u3x2BjEm7hS1UF9MkZFDyM6spcc3EAfAQ1FjOD7rxONQOYTOaaHZY7wC-0Gz17xEFO5i-3XsyEcb38NgbQYMF7JHj" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1QEC</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="424" src="https://lh6.googleusercontent.com/J8tR9OH03SVLcyy6P0F5NsXotdpS3jei6xLrKsJVBKsEsFSpPChK10SjUqxV2zFKePEcwzAI2Xf1L8JoBZHWvlKLNdCdAQqwNSov-9OKc1Y6cv3phQQjhKpRgtdDAuiTtGrKybNVJKKCF4d0" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1EIG</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Το απόγευμα του Σαββάτου μας επισκέφτηκαν από το Αίγιο οι Βασίλης SV3FUX (είχε συμμετάσχει μαζί με τον SV1BDO στην 2η αναγνωριστική επίσκεψη) και Γιώργος SV3IBS, φέρνοντας μαζί τους σπιτικό κρασί και τσίπουρο για το βράδυ !!! Το κέφι στην παρέα ανέβηκε κατακόρυφα και μας έκανε να ξεχάσουμε τις όποιες αναποδιές είχαμε συναντήσει μέχρι στιγμής. Το βραδυνό ήταν κυρίως έτοιμα φαγητά που είχαμε φέρει μαζί μας, συνοδευόμενο από το εξαίρετο κρασί & τσίπουρο του Γιώργου. Ο σεφ Βαγγέλης μας υποσχέθηκε οτι θα “δημιουργούσε” την Κυριακή το μεσημέρι. Η παρέα κράτησε μέχρι αργά το βράδυ και οι Αιγιώτες φίλοι μας κατά τα μεσάνυχτα πήραν με βαριά καρδιά τον δρόμο της επιστροφής για το Αίγιο, υποσχόμενοι οτι την επόμενη φορά θα συμμετείχαν και αυτοί στην ομάδα μας. Αφού έφυγαν οι επισκέπτες, αρχίσαμε κι εμείς σιγά-σιγά να μαζευόμαστε για τον βραδυνό ύπνο. Τα ανέκδοτα΄όμως έδιναν κι έπαιρναν και η σκηνή συνέχεια τρανταζόταν από τα γέλια. Τελικά μετά τις 2 το βράδυ μας πήρε ο ύπνος. Οχι για πολύ όμως, κατά τις 3.30 ξυπνήσαμε από κουδούνια προβάτων !!! Ενα κοπάδι από περίπου 100 πρόβατα από την γειτονική στάνη είχε βγει για βραδυνή βοσκή. Η περιοχή σε λίγο γέμισε από πρόβατα, τα οποία κατευθύνονταν ανεξέλεγκτα προς το μέρος μας. Την λύση έδωσε ο Βαγγέλης, ο οποίος άρχισε να κάνει θόρυβο, να σφυρίζει και να τους φωνάζει, με αποτέλεσμα να αλλάξουν πορεία και να κατηφορίσουν προς την πλαγιά του βουνού. Ευτυχώς το υπόλοιπο της βραδυάς κύλισε ήρεμα, χωρίς αέρα και άλλα απρόοπτα, και έτσι μπορέσαμε να κοιμηθούμε.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Το ξημέρωμα της Κυριακής μας βρήκε να χουζουρεύουμε στην σκηνή. Κάτι η κούραση των 2 ημερών, κάτι η ησυχία του τοπίου, δεν μας έκανε καρδιά να σηκωθούμε, μέχρι που το στομάχι μας άρχισε να διαμαρτύρεται και να ζητάει πρωινό. Ο σεφ Βαγγέλης ετοίμασε για όλους πρωίνό, αυγά μάτια με μπέικον, καφέ και μπισκότα. Παίρνουμε δυνάμεις λοιπόν και ξεκινάμε. Στις 0709 UTC κάνουμε το SZ3P στα 2μ, ενώ λίγο αργότερα ξεκίνησε και ο σταθμός των 6μ με το δίδυμο SV1BDO - SV1EIG/Junior στα SSB, μέχρι να έλθει ο Μανώλης SV1ME (που είχε εν τω μεταξύ ξεκινήσει ξημερώματα από την Λούτσα) και να αρχίσει να κάνει επαφές CW.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="427" src="https://lh5.googleusercontent.com/U0KTA6dg1GNsTrZiPWeaV-A98129JqY0OCaMjMZqJVqLxACoDCDpVlpbOILODJ6jtH3Dv9GhFThwJ1ww1r7Ps-epSnrF_mjSiuIQtTUsHsfME5_lY0pgpMY42Lyqz0np46uQhPdsfpcgZXTR" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1ART - SV1EIG - SV1QEC</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Στα 2μ δουλεύαμε κυρίως Ελληνες, ενώ στα 6μ SSB κάναμε αρκετούς Ελληνες, Ρώσους, Ουκρανούς, Σλοβένους, Πολωνούς, Ιταλούς, Τσέχους. Και ενώ στα 2μ επικρατούσε σχετική ηρεμία, στις 0932 UTC ο RZ6DD ακούει την κλήση του Μάριου SV1QEC στα 2μ και μας απαντά. Ο Μάριος στην αρχή δεν πίστευε στ αυτιά του, μετά όμως χοροπήδαγε από την χαρά του!!! Την ίδια περίπου ώρα, 1230 το μεσημέρι φτάνει και ο Μανώλης SV1ME. Ενα καφεδάκι από τον σεφ Βαγγέλη και αμέσως στον ασύρματο!!! Τα 6μ παίρνουν φωτιά και ο ρυθμός των QSO ανεβαίνει κατακόρυφα.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
</div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="425" src="https://lh3.googleusercontent.com/yRQIcIe1c3Ow-1hN-fgmXbGi2TlBRNSrcBoZpwEkxqNC-XD1ZGTEUvF-dXVOSo84nMGBCpLANlmLo0MSL7-zxesxMRH8afcqmScpz5dPAXs7AKxpoL8xXsfjH7tW0eo8NpzwLEr3yAzPAQQT" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1ME - SV1EIG Junior</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span><span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="430" src="https://lh4.googleusercontent.com/I4wH0QDOBwKlNJdthkGquWqXtEPa_HfsvCMO_Wkd_OQc9Z9gtQSr5OA8XE6YHRF0VnzgeWWzdZ9-BofIBwtrLYiodtiE5CWWmDdRxr09jL0tyJgk2zDVBjLW387XFhpDOOJuYBVV2wydAZGZ" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1ME - SV1EIG Junior - SV1EIG - SV1QEC</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQUkFXFo3iZ7EqgAHtcG_AaRSztX5XcXBZrcF9r-A8c18Fzxgbqps1tn0ybDPn3TVBdpf6psrmL8HATGvpl81uEnHRIDTH9wj3hoRGRZi2g52M0v2HJpj9_HVQEP6TAeMMeGDaWE7b0/s1600/20140706_153820.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQUkFXFo3iZ7EqgAHtcG_AaRSztX5XcXBZrcF9r-A8c18Fzxgbqps1tn0ybDPn3TVBdpf6psrmL8HATGvpl81uEnHRIDTH9wj3hoRGRZi2g52M0v2HJpj9_HVQEP6TAeMMeGDaWE7b0/s640/20140706_153820.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #cccccc;"><span style="font-family: Arial;">SV1ART - SV1BDO - SV1EIG Junior</span></span></td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Στο μεταξύ ο σεφ Βαγγέλης ετοίμαζε το μεσημεριανό. Στο πρόχειρο μαγειρείο “εκστρατείας” που είχε στήσει ετοίμασε την πιό ωραία μακαρονάδα που έχουμε φάει ποτέ (μάλλον το υψόμετρο μας είχε ανοίξει την όρεξη),η οποία συνοδεύτηκε με σάλτσα από φρέσκια ντομάτα (όχι pumaro) και πιπεριές που ετοίμασε επιτόπου. Για να μην αφήσουμε τους ασύρματους χωρίς χειριστές, φάγαμε με βάρδιες, ώστε να εκμεταλλευτούμε το κάθε διαθέσιμο λεπτό λειτουργίας των σταθμών.</span><br />
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Ενας καφές ήταν οτι έπρεπε μετά το μεσημεριανό, καθώς έπρεπε να αρχίσουμε σιγά-σιγά να μαζεύουμε τα πράγματα και να ξεστήνουμε, καθώς οι περισσότεροι από εμάς έπρεπε να επιστρέψουμε στις εστίες μας την Κυριακή το βράδυ, καθώς την Δευτέρα το πρωί είχαμε τις εργασίες μας. Αρχίσαμε πρώτα από τον σταθμό UHF και την κεραία του, ο οποίος έκανε μόνο 4 QSO. </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Με βαριά καρδιά μαζεύαμε τα πράγματα, όταν κατά τις 1700 τοπική ώρα, βλέπουμε να ανηφορίζει από τον δρόμο, κατευθυνόμενη προς την κορυφή που είχαμε εγκατασταθεί μιά ξανθιά “νεράιδα”, ντυμένη με λευκό χιτώνα και φορώντας σανδάλια, με μακρυά μαλλιά μέχρι κάτω από την μέση, που την ακολουθούσαν 2 ακόμα άτομα. Αρχίζαμε να κοιταζόμαστε μεταξύ μας και να τρίβουμε τα μάτια μας μή πιστεύοντας αυτό που βλέπαμε, καθώς μας είχαν πει οτι η κορυφή λέγεται “Νεραϊδοράχη” επειδή φανερώνονται συχνά-πυκνά νεράιδες, από την γειτονική πηγή της Στύγας, εκεί που σύμφωνα με την μυθολογία η Θέτις βάφτισε τον Αχιλλέα για να γίνει αθάνατος.Η “νεράιδα” μας προσπέρασε από μακρυά χωρίς να μας μιλήσει, και κατευθύνθηκε προς την άκρη του γκρεμού, όπου άρχισε να τραγουδάει και να απαγγέλλει άριες !!! </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><img height="479" src="https://lh6.googleusercontent.com/MnypfZCW7uFQVEjKmSN9AiXH-FMS83sdzoWvW1xwPoE6kGAIWYkBuE-QvLGEetx6J9ZSkoTRs10RMM6Hy8m60FodBQCmbWORvitE-nGNJs2a2b1LyLCwVPGioCQyoYqLPhys-UnRh9y0GWcI" style="border: medium none; transform: rotate(0rad);" width="640" /></span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Το μυστήριο ανέλαβε να λύσει ο Βαγγέλης, ο οποίος αψηφώντας τον όποιο κίνδυνο και μή δίνοντας βάση στα σενάρια περί μυθολογίας και νεραιδών, την πλησίασε με “πλάγιο τρόπο”, προσποιούμενος οτι έπρεπε να βρίσκεται δίπλα της, επειδή τάχα μου” το κινητό του δεν είχε σήμα. Σε λίγο λοιπόν μάθαμε οτι η “νεράιδα μας” είναι Ρωσίδα υψίφωνος της όπερας και βρισκόταν στην Ελλάδα επειδή σπούδαζε στην Εθνική Λυρική Σκηνή. Η παρέα της ήταν ο Ρώσος φίλος της και ένας Ελληνας, που την ξεναγούσε στα τοπία της -γεμάτης μυθολογία- κορυφές της Πελοπονήσου.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="424" src="https://lh5.googleusercontent.com/ZYSJgbMhCuCkP4iDlO_HTFrxrlUK_G8PYW405ECuSzywrDX38sVA0qIkMzrFVi2wuUhNh27kUEGqHzdt8LY33aGgrtGm7hDJQORhJ4W8GjhnLOLZSAoqhmEHb-35c3UNvCAf670vC-wUhvgl" style="border: medium none; transform: rotate(0rad);" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV1ART - ΝΕΡΑΙΔΑ - SV1EIG Junior - SV1QEC</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="640" src="https://lh6.googleusercontent.com/PSt9jN9I3Ya-8EnaBbWO4nktiZuD9lEoPoMYUZUjg_Z6fEE9Rh32uOG7NSNcBV28XqlD6xJQHXsgKb-5MnXM9g6h5FS05dq9VwBPeoUPrTh3KUB6VxEZndj1Q0KpBjZl8Si4nDdAb7MxbgpI" style="border: medium none; transform: rotate(0rad);" width="424" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ΝΕΡΑΙΔΑ</td></tr>
</tbody></table>
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Αφού βγήκαν οι αναμνηστικές φωτογραφίες, η “νεράιδα” με την παρέα της αποχώρησε και εμείς συνεχίσαμε να μαζεύουμε τα πράγματα μας. Ολοι μας -εκτός από τον Μάριο SV1QEC- θα φεύγαμε το βράδυ για να επιστρέψουμε στα σπίτια μας. Παρά τις προσπάθειες μας να τον μεταπείσουμε, ο Μάριος δήλωσε οτι θα διανυκτέρευε την Κυριακή το βράδυ στο βουνό μόνος του και θα επέστρεφε την Δευτέρα το μεσημέρι. Πρώτος αναχώρησε ο Νίκος SV1EIG με τον γιό του, ενώ ακολούθησε μετά από λιγη ώρα και ο Μάνος SV1ME. Κατά τις 9 το βράδυ αναχώρησε και ο Σωτήρης SV1BDO, ενώ τελευτάιος αναχώρησε ο Βαγγέλης SV1ART, ο οποίος γύρισε με έναν συνάδελφο του ο οποίος ήρθε αργά το βράδυ της Κυριακής να μας επισκεφτεί. Τέλος την Δευτέρα το μεσημέρι αναχώρησε και ο Μάριος SV1QEC, αφού διανυκτέρευσε μόνος του στο βουνό το βράδυ της Κυριακής.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Το ημερολόγιο ασυρμάτου της 2ης μέρας είχε να δείξει πολύ περισσότερες επαφές από την προηγούμενη. Την Κυριακή λοιπόν έγιναν 179 επαφές στα 6μ και 64 επαφές στα 2μ. Συνολικά έγιναν 202 QSO στα 2m, 224 QSO στα 6m και μόλις 4 QSO στα 70cm.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">ΓΕΝΙΚΟΣ ΑΠΟΛΟΓΙΣΜΟΣ - ΣΥΜΠΕΡΑΣΜΑΤΑ - ΕΝΤΥΠΩΣΕΙΣ.</span></div>
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Οι επαφές στα 2μ ήταν αρκετές. Ολες οι περιοχές της Ελλάδας ακούγονταν πολύ δυνατά, τόσο σε SSB, όσο και σε διαμόρφωση FM (χρησιμοποιώντας μιά “ταπεινή” κάθετη 2⅝). Ομάδες-σύλλογοι με special callsigns απ όλη την Ελλάδα έδωσαν το παρόν. Ενδεικτικά αναφέρουμε (με τυχαία σειρά) SZ1GRC, SZ1EETT, SX2IMA/P, SX3AA, SZ3P, J43N, SZ8S, SZ8LES, SZ8LSV, SZ8L, SZ8XIO κλπ. Ενα μεγάλο ευχαριστώ σε όλους τους Ελληνικούς σταθμούς που έκαναν QSO μαζί μας, αλλά και τους ξένους, που μας έδωσαν πολύτιμους πόντους στην τελική βαθμολογία. Στα 2μ κάναμε QSO με TA, 9H, I, YT, Z3, LZ, YO, OK & UA. Στα 6 μέτρα η “σοδειά” ήταν καλύτερη, καθώς κάναμε επαφές με 23 DXCC χώρες (LZ, I, EA6, ON, PA, G, DL, F, TA, S5, UB, UA, LY, IS0, SP, OK, OZ, HA, OM, 9A, HB9, YL, OH)</span></div>
<br />
<br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">ΠΑΡΑΤΗΡΗΣΕΙΣ - ΣΧΟΛΙΑ - ΠΡΟΤΑΣΕΙΣ από τον SV1BDO, σχετικά με τον διαγωνισμό και την διοργάνωση του. Αν και πήρα μέρος για 1η φορά στο Aegean VHF Contest, το ευχαριστήθηκα πάρα πολύ. Εχω όμως να παρατηρήσω τα εξής.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">α) Παρά το γεγονός οτι οι διοργανωτές (AegeanDXgroup) καλούν από το site τους τους Ευρωπαϊκούς σταθμούς να στρέψουν τις κεραίες τους προς την Ελλάδα το πρώτο ΣΚ του Ιουλίου, δυστυχώς δεν έχουν κάνει οτι χρειάζεται ώστε το Aegean VHF Contest να περιλαμβάνεται στην επίσημη λίστα με τα VHF Contests της IARU Region 1.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">β) Η προηγούμενη έκδοση του προγράμματος VUSC ήταν επιεικώς απαράδεκτη. Η νέα έκδοση VUSC 4 Win 6.39 (έκδοση Σεπτ 2014) είναι σαφώς καλύτερη από την προηγούμενη, αλλά εξακολουθούν να υπάρχουν προβλήματα. (πχ εξακολουθεί να χρειάζεται το αστεράκι στο τέλος του callsign, εάν δουλευτεί ο σταθμός στην ίδια μπάντα αλλά σε άλλο mode, για να μην τον βγάζει σαν dupe)</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">γ) Το πασίγνωστο ΔΩΡΕΑΝ πρόγραμμα για διαγωνισμούς N1MM, εκτός από τους πολύ γνωστούς διαγωνισμούς, παρέχει την δυνατότητα υποστήριξης σε contest με εξειδικευμένους κανόνες, ¨οπως πχ το Aegean RTTY. Οι διοργανωτές ή κάποιος άλλος θα μπορούσαν να φτιάξουν το ειδικό αρχείο με τον Contest Editor του Ν1ΜΜ, ώστε να υποστηρίζει και το Aegean VHF.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">δ) Μέχρι τις 7 Μαίου 2015 που γράφονται αυτές οι γραμμές, λιγότερο από 2 μήνες από την διεξαγωγή του διαγωνισμού του 2015, δεν έχουν ανακοινωθεί ακόμα τα αποτελέσματα του διαγωνισμού του 2014. Γιατί τόση καθυστέρηση ? </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">ε) Σχεδόν όλοι οι διοργανωτές ανά τον κόσμο έχουν σταματήσει να δέχονται χειρόγραφα ημερολόγια ή ημερολόγια σε μορφή Excel ή Word, και να δέχονται μόνο ημερολόγια σε μορφή Cabrillo, ADI ή EDI. Με αυτόν τον τρόπο εξοικονομείται πολύτιμος χρόνος από τους διοργανωτές στην διασταύρωση των ημερολογίων και την έκδοση των αποτελεσμάτων.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">στ) Ολοι οι διοργανωτές έχουν σε ξεχωριστές κατηγορίες τους Εθνικούς τους σταθμούς από τους σταθμούς DX. Εδώ οι διοργανωτές έχουν όλους τους συμμετέχοντες στην ίδια κατηγορία. Μήπως θα πρέπει να δημιουργηθούν ξεχωριστές κατηγορίες ?</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">ζ) Οι σταθμοί που λειτουργούν από κορυφές κλπ έχουν σαφέστατο πλεονέκτημα από έναν τυπικό σταθμό που βρίσκεται μόνιμα εγκατεστημένος (πχ στο σπίτι κάποιου). Μήπως θα πρέπει να γίνει ξεχωριστή κατηγορία για σταθμούς τύπου Field Day (με συγκεκριμένες προδιαγραφές), ώστε να συναγωνίζονται όλοι επί ίσοις όροις ?</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">η) Η 48ωρη διάρκεια του διαγωνισμού είναι αρκετά μεγάλη, καθώς δεν υπάρχουν τόσοι πολλοί Ελληνικοί σταθμοί που να δικαιολογείται τόσο μεγάλη διάρκεια. Προτείνω ο διαγωνισμός να γίνει 24ωρος και να συμβαδίζει ακριβώς με τις ώρες των λοιπών Ευρωπαϊκών διαγωνισμών (1200UTC Σαββάτου - 1200UTC Κυριακής) που διαξάγονται το ίδιο Σ/Κ, σε συνδυασμό πάντα με την ενημέρωση της λίστας της IARU Region 1.</span></div>
<br />
<span style="background-color: transparent; color: #cccccc; font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Θα τελειώσω τα σχόλια μου με μιά ευχή. Είδα με μεγάλη μου χαρά αρκετούς νέους συναδέλφους να παίρνουν μέρος στον διαγωνισμό, είτε ατομικά, είτε μέσω των διαφόρων συλλόγων-ομάδων. Εύχομαι το ενδιαφέρον τους για τους ραδιοερασιτεχνικούς διαγωνισμούς να συνεχιστεί αμείωτο και να τους δούμε να παίρνουν μέρος και σε διαγωνισμούς στα βραχέα. Υπάρχουν πλέον αρκετοί αξιόλογοι Σύλλογοι-Ομάδες σε όλη την Ελλάδα που είναι τα φυτώρια των νεων ραδιοερασιτεχνών - Contesters. Το χόμπυ μας έχει ανάγκη από νέους ανθρώπους. </span></div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-63482731294225527582014-08-28T03:55:00.000+03:002014-08-28T04:10:41.264+03:0019 HAM - FEST Λάρισας Κυριακή 7 Σεπτεμβρίου 2014<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnwUsArtzJH4VjWlS8Rjsp8Jj5-YpMVNXU_MYRYvUTHi12ddV0gnJtECN39iC5B_bYS2l78R5CW5j2cYsNt3QHEJK65623JMgxkVAWmJ_D_pxCFohUZhWkAQt-oQGa6JHozzOX7VWKFjo/s1600/10612754_748977761833928_1376174648111358136_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnwUsArtzJH4VjWlS8Rjsp8Jj5-YpMVNXU_MYRYvUTHi12ddV0gnJtECN39iC5B_bYS2l78R5CW5j2cYsNt3QHEJK65623JMgxkVAWmJ_D_pxCFohUZhWkAQt-oQGa6JHozzOX7VWKFjo/s1600/10612754_748977761833928_1376174648111358136_n.jpg" /></a></div>
<br />
<br />
Πηγή: <a href="http://www.sz4the.gr/anakoinoseis.html" target="_blank">www.sz4the.gr</a><br />
<section class="annotLink" data-annotation-id="366" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 0px; height: 13.85px; left: 310.61px; position: absolute; top: 606.56px; transform-origin: -310.61px -606.56px 0px; transform: matrix(1.66667, 0, 0, 1.66667, 0, 0); width: 88.62px;"><br /></section></div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-37175426887223893532014-08-27T19:09:00.000+03:002014-08-27T19:11:13.711+03:00HF Field Day και VHF Contest απο την Ε.Ε.Ρ 6 και 7 Σεπτεμβρίου 2014<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="Το SZ1SV στο Φλαμπούρι" src="http://www.raag.org/LH2UpLoads/DefaultItemPics/783_2.jpg" /> </div>
<br />
<div class="MsoNormal" style="margin-left: 1em; margin-right: 1em;">
</div>
<br />
<br />
<div class="MsoNormal">
Η Ένωση Ελλήνων Ραδιοερασιτεχνών διοργανώνει για
άλλη μια χρονιά το HF Field Day και το VHF Contest 144MHz, το
Σαββατοκύριακο 6 και 7 Σεπτεμβρίου 2014, στο οποίο καλούνται να
συμμετάσχουν Έλληνες ραδιοερασιτέχνες από όλη την Ελλάδα. </div>
<div class="MsoNormal">
Η ΕΕΡ θα συμμετάσχει φέτος με ένα σταθμό HF ο οποίος αποτελείται από ένα
Κ3 και μια κεραία FD4 και με ένα σταθμό VHF ο οποίος αποτελείται από
ένα IC-970H και μια κεραία Yagi 13 στοιχείων. Εφεδρικός σταθμός θα είναι
ένα Kenwood TS-2000. Οι σταθμοί θα στηθούν στο Φλαμπούρι Πάρνηθας και
θα λειτουργήσουν από το μεσημέρι του Σαββάτου μέχρι το απόγευμα της
Κυριακής. </div>
<div class="MsoNormal">
Όλος ο εξοπλισμός για τους δύο σταθμούς
(πομποδέκτες, κεραίες, γεννήτρια και βενζίνη, παρελκόμενα κλπ.) θα
παρασχεθεί από την Ε.Ε.Ρ. Τα μέλη της ομάδας που θα επανδρώσουν τους 2
σταθμούς θα διανυκτερεύσουν στον ειδικό χώρο, στον 1ο όροφο του
καταφυγίου Φλαμπούρι. </div>
<div class="MsoNormal">
<br />
Την Κυριακή 7/9/2014 θα πραγματοποιηθούν στο Καταφύγιο Φλαμπούρι της Πάρνηθας τα παρακάτω σεμινάρια: </div>
<div class="MsoNormal">
<br />
12:00 μ. – 1:00 μ.μ. «Η Διάδοση στην Πράξη» <br />
1:30 μ.μ. – 2:30 μ.μ. «Κεραίες στην Πράξη» </div>
<div class="MsoNormal">
<br />
Τα σεμινάρια απευθύνονται σε υποψήφιους ή ήδη αδειούχους
ραδιοερασιτέχνες και θα πραγματοποιηθούν με ευθύνη του Γιώργου SV1KU,
Επίτιμου Μέλους της Ε.Ε.Ρ., και του Μάκη SV1NK, Έφορου Επιτροπής
Εκπαίδευσης Μελών & Εκδόσεων. </div>
<div class="MsoNormal">
<br />
Παρακαλούμε οι ενδιαφερόμενοι να τα παρακολουθήσουν, να δηλώσουν τη
συμμετοχή τους με e-mail στο raag-hq[at]raag.org ή στα γραφεία της
Ένωσης κάθε Τετάρτη 5:00 – 9:00 μ.μ. </div>
<div class="MsoNormal">
<br />
Την εκδήλωση αυτή είναι ευπρόσδεκτοι να παρακολουθήσουν όλοι οι
ραδιοερασιτέχνες καθώς και τα μέλη των οικογενειών τους. Ο χώρος
προσφέρεται για οποιαδήποτε υπαίθρια δραστηριότητα και η οργανωμένη
κουζίνα του καταφυγίου μπορεί να καλύψει κάθε ανάγκη (φαγητό, σνακ,
καφέ, αναψυκτικά κλπ.). <br />
Για κάθε διευκρίνιση μπορείτε να επικοινωνείτε με την Ε.Ε.Ρ. στο
raag-hq[at]raag.org ή κάθε Τετάρτη 5:00 – 9:00 μ.μ. στο τηλέφωνο
210-5226516. </div>
<br />
Προσοχή: Η πρόσβαση στο καταφύγιο Φλαμπούρι θα πρέπει να γίνει με ίδια μέσα. <br />
Σας περιμένουμε!<br />
<br />
Πηγή: <a href="http://www.raag.org/news.asp?ITMID=783&LANG=GR" target="_blank">www.raag.org</a> </div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-84669231282774557572014-07-01T22:24:00.000+03:002014-07-01T22:24:35.065+03:00AEGEAN VHF CONTEST 2014<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmu0LPMxZh_h9F3lZCezrckGBy_mV8_Q4RnNhOc7fE0pRnKBj_SMzzLlCY3A3M_ifypLZIwImTUAxxQGOF9IEhlY8Ul88bYmXj6JvQVbxCpht4zgI7aTomJQpgYr9Tez5D_RRsbv6b1Hc/s1600/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25AC%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25BF%25CF%2582+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmu0LPMxZh_h9F3lZCezrckGBy_mV8_Q4RnNhOc7fE0pRnKBj_SMzzLlCY3A3M_ifypLZIwImTUAxxQGOF9IEhlY8Ul88bYmXj6JvQVbxCpht4zgI7aTomJQpgYr9Tez5D_RRsbv6b1Hc/s1600/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25AC%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25BF%25CF%2582+1.jpg" height="235" width="320" /></a></div>
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgasau4dgBRG1TE1sz9l7OgaEQxhNAy6DQstAREAfmU4GynE9puOCXQPsxHWerK7Gk301lsQS5YqcopVvn1sNlqP4EsJ_o496zNpU3WpY8ZvP6FU147qIMCxMk5iSoh0uN4RbAsy6Z3f6E/s1600/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25AC%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25BF%25CF%2582.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgasau4dgBRG1TE1sz9l7OgaEQxhNAy6DQstAREAfmU4GynE9puOCXQPsxHWerK7Gk301lsQS5YqcopVvn1sNlqP4EsJ_o496zNpU3WpY8ZvP6FU147qIMCxMk5iSoh0uN4RbAsy6Z3f6E/s1600/%25CE%25BA%25CE%25B1%25CF%2584%25CE%25AC%25CE%25BB%25CE%25BF%25CE%25B3%25CE%25BF%25CF%2582.jpg" height="187" width="320" /></a></div>
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">The Aegean DX Group with great joy, informs you that
in 5<sup>th</sup> – 6<sup>th</sup> of July 2014</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">AEGEAN VHF & 6m Contest will take place </span></b><b><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN;">and invite you or your club members to participate in this exciting
competition.</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Fellows with personal call and also stations with
special callsigns will operate all over Greece </span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">(SVx, SYx, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">SXx</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">, SZx, J4x),</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-GB" style="color: black; font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">Entrants are expected from all Greek
Locators.</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-GB" style="color: black; font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">Mainland areas (SV, SY, SX, SZ, J4, 1, 2,
3, 4, 6, 7).</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-GB" style="color: black; font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">Greek islands Aegean and Ionion Sea (SV8,
SY8, SX8, SZ8, J48), as well as from the Dodecanese Sea (SV5, SY5, SX5, SZ5,
J45) </span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-GB" style="color: black; font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">and Crete Sea (SV9, SY9, SX9, SZ9, J49)</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">and of course participations from many European
locators.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">The Contest will be held according to the IARU Band
Plan of Region-1 on </span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">50, 144, 432 </span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">ΜΗΖ</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">,</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;"> in every mode CW</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">SSB</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">FM</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">RTTY</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">, </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">SSTV, PSK.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN;">Further information about Aegean VHF contest Rules please visit the Aegean
DX group official web site: <a href="http://www.aegeandxgroup.gr/">www.aegeanDXgroup.gr</a>
</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Or please send email to contest manager SV2DCD Leonida</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">: <a href="mailto:sv2dcd@yahoo.com">sv2dcd@yahoo.com</a>
</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Best regards.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">
</span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">73 de Aegean DX group</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">
</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Αγαπητοί συνάδελφοι
χαίρετε! </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Το </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Aegean DX group </span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">προκηρύσσει το 13<sup>ο</sup> </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Aegean VHF Contest </span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">2014, την 5<sup>η</sup> και 6<sup>η</sup>
Ιουλίου 2014.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Ο διαγωνισμός έχει
γίνει θεσμός χάρη στην δικιά σας στήριξη όλα αυτά τά χρόνια.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Έτσι και φέτος σας
προσκαλούμε να συμμετάσχετε δυναμικά για να ακουστεί η Ελλάδα, </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">για να ακουστεί και
στις υπέρ υψηλές συχνότητες το </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">SV </span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">δυνατά!</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Έναν ολοκληρωμένο
οδηγό συμμετοχής θα βρείτε στο: </span><span lang="EN" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN;"><a href="http://www.aegeandxgroup.gr/">www.aegeanDXgroup.gr</a></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">Επίσης στα τεύχη του
5-9 </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Report</span><span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">, Μαΐου και Ιουνίου 2014. </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;"><a href="http://www.5-9report.gr/">www.5-9report.gr</a> </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt;">
73 </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">de Aegean DX group</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--></span></div>
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;"><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;">
<span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">FROM</span><span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">: </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">AEGEAN DX GROUP</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;"> </span><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-US;">Capetan Stamati 14</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">
Samos GR 83100</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="EN-GB" style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; mso-ansi-language: EN-GB;">
HELLAS </span></div>
<br /><br />
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-52508004052249169982014-06-30T23:15:00.000+03:002014-07-01T00:48:49.971+03:00SX3H TEST<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwzVFvIhlW1cndsQoguZ4tEyZOlwkCISCQv2XuKn1yWyqG5ZmqW9fOIQipDLoxLoTO4VnpnFpdDjrgyMAcx0bic3rPh7lkB-oZLb0cCTBMD9VCR0484XxGYPsQfOTPnH21zCPkQYNz7Pk/s1600/DSC_9802_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwzVFvIhlW1cndsQoguZ4tEyZOlwkCISCQv2XuKn1yWyqG5ZmqW9fOIQipDLoxLoTO4VnpnFpdDjrgyMAcx0bic3rPh7lkB-oZLb0cCTBMD9VCR0484XxGYPsQfOTPnH21zCPkQYNz7Pk/s1600/DSC_9802_resize.JPG" height="424" width="640" /></a></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpvZ4OBQO5dY18yutOgUZYQgAkvpuiFahCJI_RG8HSib5e1z7ncZurmnLzdEKCVZwQL6G0XRherFP2e6Nq5UgrxdudY29N9l2w-B9OXfv0EM2s4HGHP7u-BNKq8J361tLf0qyMxmPKsJ8/s1600/DSC_9804_resize.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpvZ4OBQO5dY18yutOgUZYQgAkvpuiFahCJI_RG8HSib5e1z7ncZurmnLzdEKCVZwQL6G0XRherFP2e6Nq5UgrxdudY29N9l2w-B9OXfv0EM2s4HGHP7u-BNKq8J361tLf0qyMxmPKsJ8/s1600/DSC_9804_resize.JPG" height="424" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SV3FUX</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZph6AI9tmm4I7M7mi84JMV8H8wvWswZzAnDUDhPXyP0wC2mtdKcA3OPuGfjGKQdhb1u1b9c5ICiFKQn1LLtycNdix-XVkIytFeIjP2C9dLKvvRjzIJz5Lkz_CoD60cLji2TTXPDzQac/s1600/DSC_9809_resize.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZph6AI9tmm4I7M7mi84JMV8H8wvWswZzAnDUDhPXyP0wC2mtdKcA3OPuGfjGKQdhb1u1b9c5ICiFKQn1LLtycNdix-XVkIytFeIjP2C9dLKvvRjzIJz5Lkz_CoD60cLji2TTXPDzQac/s1600/DSC_9809_resize.jpg" height="424" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpRpBf97ZvoZIop9u5VZL_kTUPKkgAd1WZonV16qsy4r9r37tKe7qAd5dGLMYp78FYplogDAAQdsHSnwyzO0bLbMf07ZPxX2RNCzEioUkDDEhabqXcsxFMzM_tUcAB0ynPK9UQN_FX1TQ/s1600/DSC_9811_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpRpBf97ZvoZIop9u5VZL_kTUPKkgAd1WZonV16qsy4r9r37tKe7qAd5dGLMYp78FYplogDAAQdsHSnwyzO0bLbMf07ZPxX2RNCzEioUkDDEhabqXcsxFMzM_tUcAB0ynPK9UQN_FX1TQ/s1600/DSC_9811_resize.JPG" height="424" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF8X49Un7rv-4ihWqYDZSdHiDyQYOq6ow2md-IUDKNWR_Gfq2JAyqWaZNjxNyv4mQsbDhzYiaVLBgPdWnvHQrh8V3RlcOjSwGfzE9Ib0_tKh_FXfiEXHoFU77R435q9kSph3-omr_oNdw/s1600/DSC_9812_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF8X49Un7rv-4ihWqYDZSdHiDyQYOq6ow2md-IUDKNWR_Gfq2JAyqWaZNjxNyv4mQsbDhzYiaVLBgPdWnvHQrh8V3RlcOjSwGfzE9Ib0_tKh_FXfiEXHoFU77R435q9kSph3-omr_oNdw/s1600/DSC_9812_resize.JPG" height="424" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuuU0ypGa0BD2COFkvLYUBuOBWn4lRoXNhAAtHyb_-xWSFyXX_mJsIuw_cZ_YuVqSDAZ886yBpdVMD7HHFqrMr8p1VGJY93fx1kRL0JpoOfFbJ6zWhVmTjJQ-Bdp8OHlzwJUP4zkXcStA/s1600/DSC_9814_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuuU0ypGa0BD2COFkvLYUBuOBWn4lRoXNhAAtHyb_-xWSFyXX_mJsIuw_cZ_YuVqSDAZ886yBpdVMD7HHFqrMr8p1VGJY93fx1kRL0JpoOfFbJ6zWhVmTjJQ-Bdp8OHlzwJUP4zkXcStA/s1600/DSC_9814_resize.JPG" height="424" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm2PLUEmKyllKu-U2EiVlOwDLfQiYhwOBwks5DvHw4jneH_QATeLYkzdu3gx2PFUPYoJTTtchBbs5dGBO4eQeuuFufCoKcsWtsFDx7DBs7yOHkA7YkZYtS4e2mB99ilTSRjZcjtgz8fcM/s1600/DSC_9826_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm2PLUEmKyllKu-U2EiVlOwDLfQiYhwOBwks5DvHw4jneH_QATeLYkzdu3gx2PFUPYoJTTtchBbs5dGBO4eQeuuFufCoKcsWtsFDx7DBs7yOHkA7YkZYtS4e2mB99ilTSRjZcjtgz8fcM/s1600/DSC_9826_resize.JPG" height="424" width="640" /></a></div>
<br />
Ευχαριστούμε θερμά τον SV1BDO και SV3FUX για τις δοκιμές</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-70354984202976044112014-06-28T20:47:00.002+03:002014-06-28T20:47:51.672+03:00SV3IEG SOTA<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Ο
συνάδελφος <span lang="EN-US" style="mso-ansi-language: EN-US;">SV</span>3<span lang="EN-US" style="mso-ansi-language: EN-US;">IEG</span> θα κάνει <span lang="EN-US" style="mso-ansi-language: EN-US;">SOTA </span>εκπομπές (28-30/6/14)
από τον Όλυμπο<span style="mso-spacerun: yes;"> </span>ως εξής:<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Σάββατο<span style="mso-spacerun: yes;"> </span>Πρ.Ηλίας (2.788μ)</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Κυριακή<span style="mso-spacerun: yes;"> </span>Μύτικας (2.918μ)<span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;">
</span>Σκολιό (2.905μ)</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Δευτέρα<span style="mso-spacerun: yes;"> </span>Αγ.Αντώνιος (2.816μ)</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
VHF
: 145.375<span style="mso-spacerun: yes;"> </span>βραχέα (20 Μ- 14.285 περίπου
, λίγο<span style="mso-spacerun: yes;"> </span>πάνω -κάτω ) </div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-61544767714225428482014-06-28T20:41:00.002+03:002014-06-28T20:44:29.182+03:00SX3H TEST<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<span style="font-family: "Tahoma","sans-serif"; mso-fareast-font-family: "Times New Roman";">We are planning to testing the point/place of 2.340m from
Helmos mountain of Peloponnese Greece <br />
at Grid Locator : KM17CX. The team will work at 2m and 70cm.<br />
<br />
The Testing Transmission will be start at 29-Jun-2014 8:00am UTC until 11:00am
UTC.<br />
<br />
I think it's a good opportunity to check the place, one week before the
contest.<br />
<br />
We have to thank Sotiris <u><a href="http://www.qrz.com/db/SV1BDO" target="_blank"><span style="color: mediumblue;">SV1BDO</span></a></u> for his
attempt, to climb the mountain.</span><span style="color: blue; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="mso-fareast-font-family: "Times New Roman";"><br />
<br />
</span><span style="font-family: "Tahoma","sans-serif"; mso-fareast-font-family: "Times New Roman";">Please inform yourself of a previous post thread of Special
CallSign of <u><a href="http://www.qrz.com/db/SX3H" target="_blank"><span style="color: mediumblue;">SX3H</span></a></u></span><span style="mso-fareast-font-family: "Times New Roman";"><br />
<br />
<br />
</span><span style="color: navy; font-family: "Tahoma","sans-serif"; mso-fareast-font-family: "Times New Roman";">Special Call-manager </span><u><span style="font-family: "Tahoma","sans-serif"; mso-fareast-font-family: "Times New Roman";"><a href="http://www.qrz.com/db/SV1QEY" target="_blank"><span style="color: mediumblue;">SV1QEY</span></a></span></u><span style="mso-fareast-font-family: "Times New Roman";"><br />
</span><b><span style="color: teal; font-family: "Tahoma","sans-serif"; mso-fareast-font-family: "Times New Roman";">Team e-mail : <a href="mailto:sx3h.vhf@gmail.com">sx3h.vhf@gmail.com</a></span></b><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-19337069480354563282014-06-28T20:39:00.000+03:002014-06-28T20:44:10.629+03:00SX3H Δοκιμές<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Κανονικός πίνακας";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Αγαπητοί
συνάδελφοί</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Σας ενημερώνω
ότι την Κυριακή 29/6/2014 και ώρα 11:00 am (Local Time) και μετά, θα γίνουν
δοκιμαστικές εκπομπές στα 2m, ίσως και στα UHF 433 MHz από ομάδα
ραδιοερασιτεχνών. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Παρακαλώ όπως
συνδράμουμε με τους ασυρμάτους μας. Πιστεύω οτι είναι μια καλή ευκαιρία να
δοκιμαστεί το σημείο, αυτό που δεν καταφέραμε εγώ και ο Μάριος
(SV1QEC) τον χειμώνα να ανέβουμε, λόγω καιρικών συνθηκών.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Ευχαριστούμε
πολύ τον Σωτήρη SV1BDO και όλη την ομάδα, για την προσπάθειά τους.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Καιρικές
συνθήκες (πρόβλεψη) : 21οC & B άνεμοι 10 Km/h (2 Bf).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Best Regards <br />
John Giannakopoulos SV1QEY<br />
</span></div>
</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-58528491494124188472014-06-27T00:32:00.000+03:002014-06-27T00:49:04.809+03:00Sponsor for the SX3H...<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EL</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]-->
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-ansi-language: EL; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Ευχαριστούμε θερμά για την βοήθεια που μας πρόσφερε ο συνάδελφος &
επαγγελματίας του χώρου μας, αγαπητός "Γιάννης Κονταρίνης" από το
κατάστημά του, το γνωστό σε όλους μας </span><br />
<br />
<img alt="FreeBytes" border="0" src="http://www.freebytes.com/catalog/images/FreeBytes.gif" height="84" title=" FreeBytes " width="200" /><br />
<a href="http://www.freebytes.com/catalog/index.php" target="_blank"> http://www.freebytes.com</a></div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0tag:blogger.com,1999:blog-7440920853768100370.post-57310765856273674452014-06-17T22:12:00.002+03:002014-06-17T23:43:34.226+03:00SX3H. <div dir="ltr" style="text-align: left;" trbidi="on">
Προστίθεται στην παρέα του <a href="http://www.qrz.com/db/sx3h" target="_blank">SX3H</a> ο εξαίρετος συνάδερφος <a href="http://www.qrz.com/db/sv1bdo" target="_blank">SV1BDO</a>. Σωτήρη τελικά το όνειρο φίλε μου πραγματοποιείτε μετά από αρκετά χρόνια, κάλιο αργά παρά ποτέ καλός όρισες στην ομάδα μας.</div>
SV1QEChttp://www.blogger.com/profile/08407470929800769364noreply@blogger.com0