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  5.    <title>ΚΟΙΝΩΝΙΚΟΠΟΛΙΤΙΚ’ ΘΕΜΑΤΑ</title>
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  13.      <title><![CDATA[Πολιτική.... "Τυμβωρυχία"]]></title>
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border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;\x8c&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#207;\x80&#207;\x85&#207;\x81&#206;&#186;&#206;±&#206;³&#206;&#185;&#206;± &#206;\x92&#206;&#191;&#207;\x85&#207;\x84&#206;Ά&#206;±" /></p>
  15. <p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSxp1uNqiHGL7zqT8oo2Z51S7iBw672TPfPS-L9AECn_LBGJQwVIQ" border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;\x8c&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#207;\x80&#207;\x85&#207;\x81&#206;&#186;&#206;±&#206;³&#206;&#185;&#206;± &#206;\x92&#206;&#191;&#207;\x85&#207;\x84&#206;Ά&#206;±" /></p>
  16. <p>Είμαι μόνιμος κάτοικος του Βουτζά .</p>
  17. <p>Την υστάτη στιγμή εγκαταλείψαμε το σπίτι μας εγώ και η γυναίκα μου.</p>
  18. <p>Έζησα από πρώτο  "χέρι" την όλη διαμορφούμενη κατάσταση της πυρκαγιάς.  Η μεγάλη ένταση του ανέμου, που επικρατούσε εξάπλωνε  την  λαίλαπα της πυρκαγιάς ταχύτατα και με άλματα στα σημεία , όπου υπήρχαν ποιο πρόσφορες τοποθεσίες, με αποτέλεσμα να αφήνει κυριολεκτικά αποκαϊδια, αλλά και μικρά τεμάχια γης και σπίτια ανέγγιχτα. </p>
  19. <p></p>
  20. <p>Εκείνο όμως που μου προξενεί αλγεινή εντύπωση είναι η απαράδεκτη αντιπαράθεση (κυβέρνησης- αντιπολίτευσης) , που αγνοώντας τα 100 περίπου ανθρώπινα θύματα συνέχιζουν τις αλληλοκατηγορίες για το ποιος ευθύνεται για το φρικαλέο συμβάν.</p>
  21. <p>Αντί να κοιτάξουν <b>ΟΛΟΙ</b> μαζί οι πολιτικοί μας, για το πως θα ανακουφίσουν, έστω και πρόσκαιρα, αυτούς που θρηνούν τους αγαπημένους τους ανθρώπους, κοιτάζουν να επισύρουν ευθύνες οι μεν στους δε και τανάπαλιν. προφανέστατα αυτό για να εξασφαλίσουν τα απαιτούμενα ψηφαλάκια, μιας και ζυγώνουν οι εκλογές.</p>
  22. <p></p>
  23. <p>Τα δε <b>"τσογλάνια"......</b> ( για να μην θεωρηθώ υβριστής , η λέξη "τσογλάνι" είναι Τούρκικη και έτσι ονόμαζαν τους υπηρέτες του Σουλτάνου)<b>......</b>ορισμένοι δημοσιογράφοι, που εκτελούν και αναφέρονται κατόπιν εντολών των πατρόνων τους , προπαγανδίζουν, με εφαρμογή την  <b data-blogger-escaped-style="color: magenta;">"φαιά προπαγάνδα"</b>,<b data-blogger-escaped-style="color: magenta;"> </b>τα θλιβερά γεγονότα της πυρκαγιάς. Η "τυμβωρυχία" αυτή συνεχίζεται εδώ και 9 ημέρες χωρίς να έχει τέλος, από αυτούς που καταφανέστατα πρόσκεινται τόσο στην κυβέρνηση όσο και στην αντιπολίτευση.</p>
  24. <p>Δυστυχώς αυτή είναι η <b>"ποιότητα"</b> των πολιτικών μας, τους οποίους ακολουθούν κατά γράμμα τα <b>"τσογλάνια" </b>τους.</p>
  25. <p></p>
  26. <p>Η φαγωμάρα αυτή, είναι εκείνη, που κατά καιρούς (1821 έως και σήμερα),  έχει επισύρει όλα τα δεινά της χώρας μας</p>]]></description>
  27.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40448</link>
  28.      <pubDate>Wed, 01 Aug 2018 19:38:00 +0000</pubDate>
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  32.      <title><![CDATA["Τραμπάλα " απάτη ... του Δημόσιου Χρέους]]></title>
  33.      <description><![CDATA[<p></p>
  34. <p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR8gPwK-JvHXmLaF8ENdnsRbb4vID2dZEGYzITT0kP5PCCh_m21Yg" border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;\x8c&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#206;&#180;&#206;·&#206;&#188;&#207;\x8c&#207;\x83&#206;&#185;&#206;&#191; &#207;\x87&#207;\x81&#206;­&#206;&#191;&#207;\x82 &#206;΅&#206;»&#206;»&#206;¬&#206;&#180;&#206;±&#207;\x82" width="640" height="345" /></p>
  35. <p></p>
  36. <p><b><i>Το γράφημα αναφέρεται μέχρι το 2007 από εκεί και πέρα μέχρι σήμερα ανέβηκε στα 330 δις περίπου.</i></b></p>
  37. <p>                                           <b>**************</b></p>
  38. <p><br />Ξεκινώντας θα πρέπει να γίνει κάποια διευκρίνηση. Όταν λέμε αγορές είναι κυρίως, οι μεγάλες τράπεζες των σημερινών μεγάλων δανειστών.</p>
  39. <p></p>
  40. <p>Η τραμπάλα που γίνεται μεταξύ δανειστών και αγοράς, φαίνεται σε όλο το μεγαλείο της, προκειμένου για την χώρα μας, που καταφέραμε με τον άφρονα δανεισμό μας και τα σφάλματα, που έγιναν εδώ και δεκαετίες από τους πολιτικούς μας.</p>
  41. <p></p>
  42. <p>Αρχικά ο δανεισμός μας ήταν από τις αγορές, οι ποίες μας τροφοδοτούσαν  ακατάπαυστα με χρήμα και μεγάλωναν το χρέος της χώρας μας...  φυσικά...  και  με την αποδοχή του από εμάς. Δηλαδή το διογκούμενο χρέος <b>"ελαφρά τη καρδία"</b> των εκάστοτε διοικούντων πολιτικών μας.</p>
  43. <p></p>
  44. <p>Όταν όμως το χρέος έφτασε σε δυσθεώρητα ύψη για την οικονομία μας , τότε οι αγορές  που μας δάνειζαν, έπαιξαν το παιχνίδι των αφεντικών τους, ζήτησαν υπέρογκα επιτόκια και απαγορευτικά για περαιτέρω δανεισμό, προκειμένου να συνεχιστεί ο δανεισμός.</p>
  45. <p>Τότε οι "λεβέντες"πολιτικοί μας τρομοκρατημένοι τρέχουν  ασμένοντας και ζήτησαν άλλες πηγές δανεισμού, οι οποίες όμως  ευγενικά μας έκλεισαν την πόρτα. Τότε παρακαλετά ζήτησαν την συνδρομή του ΔΝΤ. <b>Αυτό ήταν</b> .... επήλθε συνεννόηση της Ευρωπαϊκής τοκογλυφίας με την υπερατλαντική  (ΕΕ- ΔΝΤ) . </p>
  46. <p>Τότε λοιπόν έβαλαν την χώρα μας, να υπογράψει και να δεθεί χειροπόδαρα με την απιοκρατική συμφωνία, που μας μαστίζει σήμερα.  </p>
  47. <p>Εδώ και <b>8</b> χρόνια και  δεν γνωρίζουμε μέχρι πότε,  θα συνεχίζεται το "βιολί" να μας  λένε εκάστοτε για τα,,,,, <b>συμφωνηθέντα.</b>...  </p>
  48. <p>Το φως εξόδου από το τούνελ, που μας έβαλαν οικειοθελώς όμως,  δεν φαίνεται πουθενά.</p>
  49. <p><br />Η απόδειξη είναι άμεσα ορατή και χειροπιαστή . Το αρχικό χρέος  το <b>2010</b> ήταν κοντά στα <b>300 δις</b> και σήμερα <b>2018 </b>είναι γύρω στα <b>330 δις</b> , δηλαδή μετά από <b>8 </b>χρόνια θυσιών μέχρις εξουθενώσεως και εξαθλίωσης των Ελλήνων πολιτών, το χρέος αντί να μικραίνει αυτό διογκούται κατάφωρα.  Το που πάμε  ¨ένας θεός το ξέρει"...</p>
  50. <p></p>
  51. <p>Σε συνέχεια....Το πρώτο μέλημα των τοκογλύφων σημερινών δανειστών  είναι πως θα εξασφαλίσουν  τα τσιράκια τους τις αγορές. Τότε λοιπόν το σχέδιο εξασφάλισης των αγορών άρχισε με την σταδιακή μεταβίβαση από τις αγορές στους πάτρωνες τους δανειστές μας και από διαπραγματεύσιμο έγινε αδιαπραγμάτευτο.</p>
  52. <p>Με βάση την επονείδιστο και τοκογλυφική συμφωνία, αποπληρώθηκε  σταδιακά,  το προερχόμενο από τις αγορές και μεταφέρθηκε στους σημερινούς τοκογλύφους.</p>
  53. <p></p>
  54. <p>Σήμερα λοιπόν οι δανειστές έχουν δημιουργήσει τις απαιτούμενες προϋποθέσεις και συνθήκες, ώστε η χώρα μας να γυρίσει στις αγορές , για να αγοράζουμε το χρήμα και να ξεπληρώνουμε το χρέος των  δανειστών . Δεν είναι όμως μόνον αυτό , αλλά και το έτερο επονείδιστο και συνάμα αισχρό στην αποπληρωμή να συμμετέχει και ο δημόσιος πλούτος της χώρας μας <b>(επίγειος- υπόγειος και υποθαλάσσιος).</b></p>
  55. <p></p>
  56. <p>Η <b>"τραμπάλα"</b> λοιπόν συνεχίζεται διαχρονικά , από την τοκογλυφία των αγορών, πήγε στους σημερινούς δανειστές και αυτοί με την σειρά τους  προωθούν το χρέος στις αγορές.....Το παιχνίδι  αυτό συντελείται και θα συνεχιστεί απ' ότι καταφαίνεται για πολλά χρόνια..... και τελειωμό δεν θα έχει.</p>
  57. <p><br />Το αποκαρδιωτικό όμως του μέγιστου αυτού θέματος είναι  ότι αυτοί,  που ευθύνονται παλαιότεροι και νυν,  για την οικονομική κατάντια της χώρας μας, αντί να  καθίσουν να συζητήσουν και να βρουν τρόπους αντιμετώπισης αυτού του υπέρογκου  χρέους σκυλοβρίζονται στη Βουλή , όπως τα "χαμίνια" του πεζοδρομίου, με απώτερο σκοπό να εξασφαλίσουν το στασίδι στη Βουλή και την "κονόμα" τους....</p>]]></description>
  58.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40396</link>
  59.      <pubDate>Sun, 08 Jul 2018 12:39:00 +0000</pubDate>
  60.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40396</guid>
  61.    </item>
  62.    <item>
  63.      <title><![CDATA[Μία... Απορία]]></title>
  64.      <description><![CDATA[<p><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQr146ZYYsV-f4Xqz6Ujcjb8TI2s3LnCwSMCCnca5isGYFxp33O"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQr146ZYYsV-f4Xqz6Ujcjb8TI2s3LnCwSMCCnca5isGYFxp33O" border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;\x8c&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#206;\x95&#206;»&#206;»&#206;·&#206;½&#206;&#185;&#206;&#186;&#206;? &#206;\x9c&#206;±&#206;&#186;&#206;΅&#206;&#180;&#206;&#191;&#206;½&#206;&#175;&#206;±" width="400" height="299" /></a></p>
  65. <p>     Έχω την απορία....... ενδεχομένως για κάποιους να κάνω  και λάθος.</p>
  66. <p>Πολλά  έχουν ειπωθεί , γραφεί και συνεχίζετε να απασχολούν την επικαιρότητα , όπως πιστεύω,  αυτά θα συνεχιστούν και μελλοντικά, ότι τα Σκόπια θα ονομαστούν  Βόρεια Μακεδονία.</p>
  67. <p>Το ερώτημα όμως,  που δεν απαντάται και αποτελεί απορία είναι:</p>
  68. <p>Εφόσον τα Σκόπια θα ονομαστούν Βόρεια Μακεδονία, οι κάτοικοί που απαρτίζουν την <b>Ελληνική Ανατολική, Κεντρική και Δυτική Μακεδονία,</b> πως θα ονομάζονται;;;;; <b>Μήπως, Νότιοι Μακεδόνες</b> , αφού αναγνωρίζουμε την ύπαρξη της Βόρειας Μακεδονίας.</p>
  69. <p>Δηλαδή , εν κατακλείδι, επισημοποιούμε και καταφέρνουν τα Σκόπια... έμμεσα... να μας περάσουν στην αλλαγή του ονόματος της Ελληνικής,  από αιώνων Μακεδονίας, σε νέα ονομασία <b>Νότιος Μακεδονία</b> και έτσι τα Σκόπια να οικειοποιηθούν, επίσημα πλέον,  το όνομα <b>Μακεδονία.</b></p>
  70. <p>Αυτό μπορεί να θεωρηθεί ... επιτυχία ;;;</p>
  71. <p>Τα συμπεράσματα ανήκουν στους αναγνώστες του γραφήματος.</p>]]></description>
  72.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40344</link>
  73.      <pubDate>Thu, 14 Jun 2018 16:40:00 +0000</pubDate>
  74.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40344</guid>
  75.    </item>
  76.    <item>
  77.      <title><![CDATA[καυτά και Δισεπίλυτα......]]></title>
  78.      <description><![CDATA[<p>Από του έτους <b>20</b><b>10</b> μέχρι και σήμερα στο blog <b>ΑΠΟΨΕΙΣ </b>έχουν δημοσιευθεί, όπως και αντίστοιχα, σε (facebook - Twitter - Google+1), περί τις <b>250</b> αναρτήσεις, εκ των οποίων το<b>90%</b> αναφέρονται στο δημόσιο δανεισμό και στην εν γένει οικονομική κατάσταση της χώρας. Στηλιτεύοντας αυτούς, που εδώ και 10ετίες και μέχρι σήμερα, μας οδήγησαν και μας οδηγούν, σε αυτόν τον υπέρογκο και αλόγιστο δανεισμό , ώστε να παρουσιάζεται σήμερα η χώρα εγκλωβισμένη στους <b>"αδηφάγους" </b>δανειστές και σε ένα <b>"αέναο" </b>χρέος. <br /><br /><br />Ας δούμε πως διαμορφώθηκε το δημόσιο χρέος από το <b>2010</b> μέχρι το 2016, τα χρόνια των μνημονίων.<br /><a 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"><img 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" border="0" alt="Αποτέλεσμα εικόνας για ελστατ" /></a>Σύμφωνα με στοιχεία της <b>ΕΛΣΤΑΤ</b>, που έχουν αναρτηθεί στο διαδίκτυο το χρέος το <b>2010</b> ήταν<b>329,5</b> δις ευρώ και <b>148,3%</b> του <b>ΑΕΠ.</b>  Έκτοτε, αφού μεσολάβησε το <b>PSI (2011-2012)</b> και μειώθηκε κατά<b>106</b> δις ευρώ, με τη γνωστή αφαίμαξη των ασφαλιστικών ταμείων, των μικροομολογιούχων και τις περικοπές μισθών και συντάξεων, αλματωδώς έφτασε το Β' τρίμηνο του <b>2016,</b> στα τριακόσια δέκα πέντε δις <b>(315.000.000.000) </b>ευρώ και <b>179,2%</b> του<b>ΑΕΠ.</b><br /><br />Οι δανειστές λοιπόν θέλουν, απ' ότι καταφαίνεται, να φτωχοποιήσουν την χώρα σε τέτοιο βαθμό, που τα ημερομίσθια να φτάσουν στο κατώτατο δυνατόν επίπεδο, για να στείλουν τους... επενδυτές τους... Το πρώτο μέλημά τους ήταν, να μεταφέρουν το εξωτερικό χρέος<b>από διαπραγματεύσιμο σε</b> ΜΗ <b>διαπραγματεύσιμο </b>και να υπογράψουν, οι τότε <b>"τρεμάμενοι" </b>κυβερνώντες, την ιταμή, δουλοπρεπή και τοκογλυφική σύμβαση, η οποία έδεσε χειροπόδαρα την χώρα, με έμμεσο και άμεσο απότοκο... τα  ειδεχθή μνημόνια και την διαιώνιση του χρέους.Αυτοί λοιπόν θα καρπώνονται, από το βαλάντιο του Έλληνα πολίτη, όσον το δυνατόν, μεγαλύτερα κέρδη από τις επενδύσεις τους και τα οποία ασφαλώς θα τα στέλνουν εκτός Ελλάδας... στις μητρικές..., όπως επίσης και από τα επώδυνα   εκάστοτε τοκοχρεολύσια.<br /><br /><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQHAbBkOI9ji4t3JSJIufN_wWDlc9lHT-8ytnwYlU2VDTwv44tsaQ" border="0" alt="Αποτέλεσμα εικόνας για οργανωμένες παραλίες στην Ελλαδα" />                <img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ-1Er6UvdpwD-oULl-9CeIeu6YL2UOSjCvp8ybbU6hcDoww0Q0gA" border="0" alt="Αποτέλεσμα εικόνας για οργανωμένες παραλίες στην Ελλαδα" /><br />Πέραν των προαναφερομένων, γίνεται σαφές, ότι επιδιώκουν να έρχονται για διακοπές το καλοκαίρι και όχι μόνον, στο υπέροχο κλίμα της χώρας μας, με τα δυνατόν ολιγότερα έξοδα και να τους εξυπηρετούν  τα <b>"γκαρσόνια" </b>οι Έλληνες.<br /><br /> <img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUSEhMVFhUXGR8aGBgYGBoXGBsYHR4ZGx8YHh0YHSggGholHhoeITEhJSkrLi4uGh8zODMtNygtLisBCgoKDg0OGxAQGzAmICUtLy0tLS0tMC8vMi8vLy0tLy4vLS4tLS0tLS0tLS0wLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALcBFAMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAFBgAEAQMHAv/EAD8QAAIBAgQEBAQEBAUCBwEAAAECEQMhAAQSMQUiQVEGE2FxMkKBkRQjobFSwdHwBzNi4fFyghUWQ1NzksJj/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDBAAFBv/EADIRAAICAQMCBAMIAgMBAAAAAAABAhEDEiExBEETIlHwYXGhBRQygZHB0eGx8SNCYhX/2gAMAwEAAhEDEQA/AOqRiRj3GJGNFmejAGMOSBIE/pj3GMxgWGjypB2IPS3fHqMLvBOLoM5mMiF0shNQbQQQhPruwMHv2GGSMA5GMZAxkDGYx1howBjMYzjMYFhoxGMxjOMxgWExGMgYziYFnExnExnHBogGM4xjOAEmM4mM46wUYjGcQYzgWGiYziYmAEmM4xiY44zjOPJOKWY4zl0JDVqYIEldQLR30i8fTHHWWW/zB6qf0Kx+5xuwK4rxVKTUJ1HW+mQJABBEt2WSD98b6vFKa2LX7AHDaX6Acki9iYXuI+KUpmmNLHW+nb/Sxm2wkCT2J+irmfH2ZSpWJpg0pXypU8y69JKtI1jTeYgEibYbw5A8Rdjpc4xqxynKeLs9UNatRQ1qQcakVl8ymmncBeYg77EWPcnFOh42PkGrUfWbCmrEgltTcrMAQJAgNA+AzciWeJp1IGu90ddbNIN2X7jExw3Pf4hMjaUBcQGLMVF2GvSAE2UMF78uJg+Eg+f0OzRjAcHYj79t8J/jLiuYC0vIY00YkPUALgDa7BYUX3kdN7wI4ZnuYFnAqINZhtS9QWnpI9hfGPL1ShVKwxxNumdKjEwhcU43mWXz6FVtBEaFWdtysCZPqfbpgBTzriFZqsOZFjfYgMyyGNuhOxx33uLVx3FcGnuNXE6LUM3VrUaVNWaGZybnlUEkSABY/qcONOoGgg9Ji2x7457weoa+rU06TA1biwImfZrjGnjrFSFYnS6QzqwBGk/ft9zhpZ2oqdAUTo9LMIxKqykruAQSPeNsboxyjKVRpZEJJIJlSGP1iJNjY4qotQCBV8xQSCoOljEwReFYR2H1xJdWu6GpnYAw2kYypB2M449lqrMGTzKmpTIMQxH8vsMbKNV7FGYidtUqZsbgd+89ffBfVV2OpnXSwG5A+uMqQdjPT69scezas0aTzA2IbcHcEkENfoIxdy3EK1Ir5ZIA3IaPiA3B6+nX9MBdUn2O3OrYzhFzXjKtFNVRFcXeT8QgbWOkXvJwe4Z4gDtoaCwuSoYAdhFQAk+oHXFVmg+4Umw6MTA6rxhV2Rz7Df2v+vrjw/GlG6x/1MBft/fbB8SPqP4cvQK4hYYCPxsiTywN9zG3Xb9euBHiHPVKlHT5hoksumqtmBZwoUGVN9UWibXwFki3QfDaGvP5sUkNRgYHQb3IH88Th+cFVA4BF9jvhFpeGqdIu5zFV63lOIqMNivxFIL2MG57Y85TxBmKKBEonSTJZgCZJUCyE8pkdNgbi2KpJoR2pJHRcScIec8cuKQqgU1ViAHIYqRfabjY3IGK/DvFprVIarUIIJC00+VVDFpAmDq0iCZ0yDzDBUANvsjoZcDc4rVeJ0l3qL9DP7Y55W48lWj51IVGhmDCC45WDGZuIpggkwJO+FjhnEajswpV9TZhjcgLA1+XTUySNOrpOzHvenhxS3YkZSnwtjr1TxDS+WWvFhadovF5tGKGb8VqrKmmGYgKCSSSZIso/wBJxyGjxe70671KbUvyzSsz+dql6kglSZU/FF4MwRjTTzdfWpLu3MGV3UEkpThmCrqKsAyGJM6xgeVdhowk3u/0Og8c4/qqBmGoKg06BIZjzBRJuSLz6jAHNcWpI9QNo8wEgB+U6TTLrOoSoM6fc4W8mj1aYJZUqIAwOs86iDoHMVaI2jYzJm9LNU3cHWH10dK6mALgHliFgkKWHffsDHWrDoVdx84nUFTI06pcqWd6TD4iG8p1hWCldNg0tAE3vhcyPH5puq1ak0wSoDEES0yvuruSSLEb9MTiXFmp5dVoMQF01mmzGr8BWwgMvlhoUCQ62n4tPFqtQ1VoUqSpUamKZQaFDAa1DAEbkcywbCwtvTXapbL0FcWnb59/sbM1n6r0dJhtB1mSdbAgFmJYmQCwHKIi3TBFeJhcotOnWbylru6qBDagF0qZJhObVFwTPYzz45qolRqKkIJYRyuBMajzW+UX9MG/CFN6tb8O7CrTN5HxI2ktIaLC0R/qjAlkko129/UMccG7S9/wM/gzxNTylSGptqrrFJl/ym5ydJYkldLsygXgQIuJG+M8sKL1s0VWkzlW0UTqAYsQWBZFmdyBaTPTClncyBSoqpk09TG0QahnSdQnUNAvGwHbF7j/AIhfPFETK0y5UBtBYE/6YsNUgmb77Wwrb5YaT2XI0ZPh+XejRdhQctTBkL6kRAIAIIuI3npiYUG86jCZfN1KSQDpI0ENAmQDcjaTe2JhfEKeFP2zped4bVai1Oi4W3/uMINm0kDVabdNsJ3B8y2Xq6aiy+ohiVYEJtEPuNyNifXDbmKlYIooaQpYsx2gGCAIm072/qVTxLxCrTzCFlVmKaYVZYjUebbcX2t19MfP4XNycNmn+o2SNeYbMnmvzmqeYul4KAAzpgCdhBb/API33xry2c83zVCrpQkTMsDdbBezC/Tb2C3l6teuSXfQoIgAAz1IAtsb2mCMG8lk1QnUXGpTqJVgzGTFyQoAnYne/uXhrZcnfHsHeEtUpuykahpMsB1B6jcTLGYjFniHD6lRZK3BteLGxjTsdjftgDlcwNLNVDeYs6lWooJAM2AVuwiCPi7nAPOePXdWU0QxeQHa7BSTYap2BGN+J/8AFo59a7EpUmNtLIoWDHSzAQZgkdCJ3G5t6nFOlkYU8rQYM2BBBAB9DsP0wscLy2YpQyEVJZuUHSQRq3JHMLzbeIjuYy/E67uzJTqksitAW3OFLNffTddNriMY/Bnuoux1v2PXEOJUqA1VYO1uYOTfrcdZ3xb4fnstmAGVQhEmdy1hIYm0DpYb4B5+g5peRVXXTcloLrrUqCeXcgQQZtZwOkY3ZfhFLLuFbSZYSCwMyeWoRvpMaSIMtaLXv928nxDodlzP5KtSYsoqFDu2nWkWiw09B0tEd4xZyfDy4lSAbSlQMjXHTzPSIB6EXxY1ZkAN59Ml4AWyppMt5itc69KMIsIP311+KNSZU0JpC02XlcoqOxAu/ODAkk2vF+lngkkk32DCMXuipV4U1UITUAhjqs0CL2Go6usG39L44ymUC8jOzOo54DLIUHUY5YUk7T9MDOKV6uYYUEhWp8pBZXnWwUIdIJpsBH0iSJvRzGdcLX1Ui9WnWiooRg6MgYCsLkGCJ1FRuT6iyxxaVnU09uQjnuMZqnLo99RJVnAhdFZrMBp3XtAJ26425bxgVCkgKmkg2JAq6QxuLIuo6dQBn0kYD8Ozx0PTRKVZHpM6eZzsCeqcqsTAAK2jSY1b42M9ZKSeSqqjqfMQM9VGJPl1R5bToGl1BNydYJGKJwXEQqEq3Zb434lqmn5SsKj6m1FSGZ6VyIgA6IHxC5BXa5FWvxOpWrqHJZqb6jTnlsmpGswVJkqGIMwPbAbiFc1ENT8maLDUeaaa0wyUSG0ksGNtfQwYHS3m/OZKVR6YpHNKlJWiaa1Q27o0qFYGzXMXG2C7fb6HKlubuIcXYJTWpTYnU2mXYu6MR5jhpBiIbqDO8G+7PVmy4oMKlVmQgEzHlqoKLUPOTpYVApkAEhR804CVqDeWWK+ZUoJyqrFWNEiJKkg8rbsASANyoBBWlmnrZB6jMFVSKVS+ljQcgWJmWRoYXO5F5OA/LLbgvixeLBvhr/QCyPEygAGh6lPmKvJHl6VDiCYDCSxgCQkxacG8lxTyadbQQAEprMCVSq7ALAALIGdmF5UqpETBWnynnVddF6ZK0ijieYsUdTywRedNsWuB5dnpOWZDTFEMOVNYUEct90WST67xirmkjGscpPYN8Z8ShKVNqdFKTmsgqvTIZnR0YsjzzSGB35THKbtjTwHPUaX+aFPml4DhZCKuskui8rKyqQ0gkgkkY15rw8oyYr08zZleoquBeogZvKABhTFN9rna9oFcM4b52Vq06VVuZg4UQQSAdSwAWMyIFhy/ZVNJX2G0Stx7jRw3Ia6rZhqjVFZwV0c3mKtNEaT6gEHrubXGL/ifw3TTLtm8uhommNTEc8rAW+lpUiwPeJM4VPARqJDEVzRUl1KhiCxQgiNJsfQja9pw5jxXkWo1qLmp+fRanACAguCAZZgDG9jgN+gYqSaZy3inFjUFFvKhqahWcKEBIi0IAoIiJ6gCwjFziuZY1jUoh4eiKb0yWDQdStTJ3bbcn32xjgOWdS9JQj7k8ykrA6gGT8M2Ft9sP65T8TlEihU82kWFOoixTqgqrEGCW5hTOliACRGzY6T71sgxgns3uxA4TQo1XWpqPJAZXfoWVSyljMAMTBtYd8TJ57MNmPyq0ClFMVCBZUMIbAkm0x79MD6nFkWpKUwIkWiDJBuPcWv1OD44T5dNatJjRqFVBTWENS3xGXLAMLHa5PTDaq5J6bezNfiTww6A5oFatFhJqJJUPuUdWAZDJMCLjaYOKFA1aIPkVFpVULAjUqFplZGphYLN/X1w6U8/UNKrSYfh/MomnJAcWhgSCSGNioaZAI6gHHJ8xRZTzb7zvPrPXHKaa4C4OO4xZzhzOyVKkUZRdbEELNwSAO4AMCxudr4P1PBGmklRaqXNnMKwJEqRpLSCRG4gm8iTil4V4ytSiMvVlilkHTSx5rzaN9vlwK43wrMswpr5j0weVJML0EAmxj0xNvJJ6VwvgVUccYa3y/iEKqZlGZKkawx1F6qqSf4r9CIuLYmBGcc1CPOkvTUUzO/IIj6bYmLrDavb3+Yr6hR23/VfwdSytVWBI1QFEqZm8H0uZicCeM5LN12VaKaWk6Sx0NpIG97i07exuZIZLPZ+slOozCip1KzBE0g7alYSYAZfiaxHXpU4RmqoXzBUNcTo0ayDdoBhyPiVZkdxjyMXTeG7RV+bYoZngLZfLCpV1rVV4eG1BtRphIg3aZkDufbDFmX8ikvmM6AWJf4WDWZtRlI5p3HQbHAriVPLjQ6MSHcaJGkXOnzOdhyEmAY+U4J+IvGWWzdJqP5lPyjDbXMGmAFIPmAkkxKi1zjV4MJJTb3XaiNyUnHTt6gR/wAKmYpik5NN48wFnWLgMVMj4ReZ72JGCOZTh1IOVpCo6XQlndKjkaiskkSYABBJGrY3GKmV4olE0qjIGVGIUvT0g6oOks0kMGB6HcjuAN4xx1VUCijmm5LtrJZ1lgQobUNJWGIIExvta0JwSacd38f4Olhaez+gbyeeBrhkWPNSQtJdawxpjUez6QYM7weYETYfxDUDOJUsqpzK4IRW061kpcjVpmJPW8YXMt4halW/ENTAA0zUBIcgApDASVBJsACJQG95FJxfM1TVEMalRtT1lRbjeNIUDSZHLGJNRfCLLbn4jdmeI0qdZ62Zo6jVfUQBTANNlOlAQbyABDRDLad8Ccnnqi0qlN9QpFHYqCLnlSORTMRI2EiQQN6xepmw1CsxQIQQ/NBN3iprNpgkQReLE2xRTiyIpoNqLR8StqkeYCQVmF+YgXHMu+4b5BVJ7h7IVzWrimrCnbWrVXKnSeVSZE1IHLG97DvrrZtlrflIiijy6krFkcgaiCW1SpZCVi57AjAPifHqjtSZ0olhyvUALMSGboCALk83xGNxJnR4oJpOjUl0rH5mgMKbfCQCrEj4WAM9Z9y7T/DJk9S/El77GK+bdwhFJTbUxDEMXBmP4QNogTbfDTwh3r5iujnyy4LNqVUcEaZ5jummwBBWJNtU4UqvFMwrhoR10sCVVZK3nUzi7R6/WcdB4dw6oz0a6kFwi+Wlbqwkwt9URESIFgMLJpKm6GirfH1Frgis61KFJUpVssDUQ6jJh5YC8D4AQfU9ycFanF1yhTLumsPDq3KXQwtwRILEqD0iARcWtcTbJ1aS18tTehWp1annIUYVildHeGvLcwaLmNtjhS4Zmxnagp1S1JaYAJ06joFurAKZbaepiTu92tgY5KErmr+YX8R+JcwhFDLApTHx/Dpq6iNJa5tp6T3sNsU+K5s5mivOV5DrCtCGsJDPpA5jEDeNz1OL3F/DrVnQZfNZNKKBURXNTW3KoLORSado3IAHvgfx3hx4dm0GaosAUlSFR6bMbOyHlkfDbla9wJuK7C+LG248MscIAy70nrltYpHQ5GoMJpwkFxrpnnU72HSMThtbK5qqaINXK1GGmknmM9AmBppkNdZtfqb9dOLnB+HU8xTqUqlQlwS+XeAaa6wNJWRqUWCldXTaRIS+EZmiWBzAqMTqgU4BDMIDHUDOk3gDoLjDwS4asDyVw6XoNPhFculZyZWsiuU5luwAYCIksCpkzcWxZPDqdKi7UYBqIwpgMDKSZEE8rEagJibjpZQq5BKcFK7MdgoXS4LHqZI79tsNvAkCIWr16ZWQZqAeaJAbdgRG9ye9rYaMEm1e4VPU1tSLPDHoZijl8oy/nAs0MV8soQ3mEmYpX0lRMEzMTGAq8NRa+mrUFFlJuSFUsqyBKcpEwdX9Yxbr+erGhmCXouz1FKBBT5QWVYC9SzCCYvbvjbxjgBfXUpI9Smqc6Kyv5TWD2Vi2wBJFvW2EqLnp4KQxZW62fz2KfA875klxURII81KjIQYiSikBgJuYEXiMLecqZd6mt6hE/EqLNzJJDN0+hnF9ay+V5RAuuktAJKzIg9G9R3PfADPZTQxHTp7dMVyTuXFEsnTyxLcPeH8onnU3oVW3BIZRMi5AIJlhvcCbwSbYc+DcVVc2qLnBoeotQJpkkDzNKgrs3OSFsbDHNeA5006ixtN/X0Pph1yvg+i9StTpVK5zYirQRkRFIaWVWIdpb5SNrGJtiabTZNxjKO67gfxf4fCZ+ponyWqlgCCGClmMQbjt9cDuKK0+YtiO3v8ArjfS4nVFUrmWYVFlXFSzAibGbyIjG5qy1AV6d8I8jTNXgRcedxk4JVqZ3Immrg1qJ1XG6XDAkm0yDPdRMCYCV6bAgtTZegJWNul/7OCfgDKF/Mo5ZqjViSaiKvKaYWw1T1bp6AdRhjyOX88eW4HlGGYfNqBEC1x13+m+CsSndMpiahicm90wP4L8CLVy716bu9ZNbBVECVAhB1d2BIsYHbaRNTiNRNbpIKSJmCrj5bXnvhkk5jN02bzaeVoOyUqVIhGd0ViXuNIlwqibABtrk+uJZoPWd81l1GoSWBDh9I3LLA1wNwB09MUeXwY+pHB0v3qdKl6WcqYHeZJuST1N8THQangahUZmpVWRZ+HTriwNjvEEWMn1xMKuqw+o7+y+qT4X6hGrmqlApTfM0KrOAlRnXzU8g6rNAWTOvla/cRBwt+JaC5evTai6ZiloIJCeWqjUwKBHstyLg37g3xnOZOuc1TOgVmNlNJg2uAViUNnAjoDbtg3xHw7VYmnVytVKnM1EVDKVJDShPwmovKy6jOkHqBiFpR1M5wk5UTxjxBM1Ryv4bLqrLTh2RlBpoRdGSYAMFtVtwNxil4o4vRovl8pRd2qZdAfPNQMNVVAWVAVkKJVviABG1pwl52h8l0Ks3KZHMBsB05gRuYvjxm8pVcrU0MHOm0RNgARO/wDxgrYlJMvcX4vSJg0y1ReXUrlRpkEiNJMyI+K195sXoq1UI9AsrkEfmaTAWJ3Il5iOWDqmRcFX4pkHFQhv8wAFlsbwDaLHlIP3w5eG/B/EswlKrpKKHGjUyU+S+olSQ38MWvf0xzWx0ZPVv/AvU/EDUQUamC4JUuQNQFjpjrFjvgrxkUTRqtTreUahB8sMxRrhgAoBYKLWJPyxAGN/izwvmKGYUZhaZ852ZIbUNI31AAQ3W28+mDvBv8PspmKGmnnKutGOliF0ho/hHMsEg774ZQ21ULKXaxS4rSU5ah5jLrg6gAQVAMKDIG/MbY05/O1a1KmpcKUciQY5QECGBuwBa/YDBTM+Ha/D6unPUjVoliFZTOq8A8pkTvH0OPH4CgCz0qFWpUdXUUmdT5byul5gEiJAtN5k9SotboOtS5RoRamZ8tWIFWnYtp1CoqsNOrURB3jeZ6YK+LeJpURaa0DlqlOmQoOkvXlQrl4GluUECLi9+gBcOoNXqKjBqZSfNJmRzWAB2Nx+pvjp9D/DjJvTVhVr0XSSecMCLBmIZOxBMRY4tNYvDUm/MwJZG6ivKjmGWz1KrTQmm2pAdQVgJsd7GVMRsD64e/C/HspUq0aZoFa/xhlqOACG5fiYjoNx1xS4pwtqVPMcOCIGRi+tRAI0EhiTcSCP2wn+FROZpFnIJZQQCLAMpv8AUC3oMYupxKt32I4eoeRN8NOq+Q1eOE8mqWWq7Uq+r8tgwCcxcBWPLMkrG40XBBGE/h+Z1VHCJJ03IgmAese4GOr+I+HJnctWI5Gp5gmTCqV1BHUk8uliQw9SOowmnOpllfLwipcto5gSSRMiZ2kdgBi3TPxseq+NjX93lolLtfuihlc5YX9bX/s4bvFTLmeDlHYl8o6VCw5jDalb6KXjf5Qb2GEfg/CK2ZY/hwsXIJZVZvRVYg7d4x0Xwr4botQq5Wu1ZK9YaSWPKYuAqwIg3hhNrGDfpSVolj6WdN+2c1zdJkol6GYBFMKoHwvoYlu0NDzBB7jfcEhJKrTYg6YJ+HoSwt0398M/i3wfX4cutW8ygx0MYvTfsR0kCzCx2I6EPkqQby6ijRBUNuZizNzE3I0mBYTYDDp7WJperSwPRqlWDKSCO1sPPBc6K1CqagXUF17Ddbk7bgBhNrMcA85w6kQ2mx1HrsPbtvgj4b4W1OjVqZllo0nRlRmBLMWUjkRbsDPoCNuuFb1rYenjabNeVzWlwry1BmCosyimZUxP8Vh7n6l/A3iRcjWJRBoddPMXLTM9SBfrC9jeBNbhvCEbK1GU1H8q6h6eiVDTMBiQYvY4Wq1JkGoRHyrJ1Ed4je+/rhX5tmNdPV6jh4p4SKlajn6C6KeYca6e3l1QSWbSflcL5g9WI7YA51mFapTZSQSLxaNxf1Fsbsx4sreWGCUlDqVCgbAaFQjqCPKgdIF5nC/V4tVY87lvf/bFa1QSfYaE8cZ+Zug1wnwo1XX5dZBUgeTTM6nbULE/CsLJnqQMe+K5rM5XMhc5TIrKo5lYqzA7NrRvcWjrirwvxW9LSDSpsFM7BWJiLtBMdfphmzXj+jmRTSvltQFmVgKgvuV2Ib4QDFr4RuafFmmeLpJr/jnpfxsALVy9S5LhZur1AzGxuJkjfewJxk8JqMx/BfmUTpCubFSQpMggfCSQTHScb+P8My4pHMZWUVCFqISTZiQGBLMd7Eeo+u/wJlFqU6h/EVqbKxhabooYQDs4MtIicdlnpg2vruYoxanV36NBzwcfIZ6eYq+Tl8u2motNyPOrkSXZoDNAPw+3Yyz+Kq2VbLitlK5cFtdTyWPmGmPib8shiUEapvAJm1kfJ8PpUM9UXMOalLT5tM1CGVmsGZoEM47R69sdI4T4l/FZV6VDKVswoVgDCqobSYILkAq20qTEmek5Fkkncfn6L5D6V3AWdy1JmpolZRSrKy03BkNUKubm8SGB6zBtfACnkDl6hFd4YLe4KTHTuL7euFLKcRIptlK3KyNNNp+F0JPludipMwflJ7E4orxNzUPnlmUjy3EyQt4j1UmR9ehONbjqQMeZ42M/BfEtOnT/ADKtQMxmEWQBAUAk9YX9sTCzXqBDoIB0xBBMFSJVhEWIIN73xjEvu6Z6kfteaVft/Z0zI+IWr0fNA5qcGo8QdEi0+4FuxBwyL4zoZyi2SzjLS85TTV5BuVB829h+Z8IFxA+iJXoUsrRZlJVTabnURIZSoujQZB+GxHuuHxxnUgUazKoMkgKpY9zAtvH++N3WeaSa/M8HpJRjjcefRhLPq7eSHcMzHRTq/ECAxTWCDcTYHtEWjDVQ8OcOrU0BetSqJzMRzCq3Vgp5UAboCLEYSqPE9flGpGikkUwAAZYlrxuZM/bBTO+KjRSlTy7mdDa2KkaGcxpXV8wCgzESbYngjBrzPe/e4/WSyqljXbd/1tZf4tmaRrmnKOKEKjLSVCSAGMsCZN9JIAIjfrh/8PcSFakvlt5VKNOrdywsVX+GO/qPpwvMLD6GlgRqIB+cdfsY+gw4+Hc89KnlUFNgDVOnUSF0la3MT1WSLbyji0DDvjb1/wBGSatpy7L/AG+eR28ZhXyWYaCKlF1VnclpBNNgbmN3WSOk4514dzlRKgKC6jUdHbczG5kem3vhzzuW8/hmYrVWeo70UqwDCAijSNht8Sj9Mc44PW/OGnULWEwhhT8RKsDYTcd74WLS5LY1KWyW/v32H7xbVbieUp/hZ82lV1lnGiTpaVXeQTGkmAYOOS0s7UpuZLKynaPhZfQ/DHpGOx5fjVGmpGZRaWmJZIIEwNUoi2kj5W3vAOETjHCRmqhr0qgaoXaeZACASE0wAxkwNR372Eolq/DuackHj2mqYycZz4r5ajm6ceaulK6qFUmQIcat1DWj19MVMh4yK0PLqA0/zADUuYpkMHYjqx1EQoAM7TuueIWr5VXytWkUqWLksGGk2HwEj+zbpgTmM8DQXlGqbnuRYf1+mEcU0PjyOI88Z8Q5bO1atdnNMA6UGgmUUkw9pV2BsQYG3rhcyfhvNZkmtlEpkFiyqGXUt5iDaRtAvaBOFynmm0FJtq1epPv1HWO5w2/4ccWalUqDUBC61nuNxPsNupjAdqIiUJS4q+fmW/DvEs3RFRKg81GARqRIZW1MJlHPK4vyso/THnxHwNNK+R+YatLWtOYejaWSCQzDUpgnpYybkf45409WqzAxTZ2YD5hqEMAeisBJAtN98CuAZsktRvLiE6m0kJ7XJjvhYR07pDp09J0nxtKUKOYotp0KukixAsw+n9AOplk4TxNc9khXsKtIc5EzK3JAAJPe19yATZgHFssRwrRUXmXLiQejKg/UHHOuE+Jq+UDeQ8BxDAiQbEfz/QYtmhe5bpsqUJQk+HsztGf4nRenWp5llAq0tcMoiRYsu4qEE6wVkWXHH6ddsuBTq2JWQI2n+uPPhPiNNVdK66kdSoPNy6YYRpIm8WNoGxgYs8Qy9LMVKVDWWra1TWgVVdCf4bEMoO99olhBxKK02pcCZMuNw1JNT+e1d9qKvDOA5vM/m5ZJQHckIAQRaWI1fTbB3M+COL5ghjpqOo5R5kkd41WBPeRtghm+INknFLKMfLUCUc60E3AWeYWMmDuT2k+M34/rhfy0RHHzST9haPviU+m+0m4zwxi4PfmnXxv9rPI+9Ocihls9m+H6aOby5BG+orJpsY6E6uvfbAwNRzKnyaKUTSYfC0zIbnPmkFo03037KcAOI8Qq1nepXd3qMbsTIJ6z9IsO+PGQzjUnkQwupU3VlNiCOxH1GNGNSUd6vv6G1t8SLXiSszVOdVUgAQsabKoEQSIIvv19cCJw35ThwzRpaAzh30MsgGmhiDMGQpLQwEdwJIwGzXCEkeRV16rhXU029gTyt9xPQXjHKXYrkTaUvewKBxtd1A5ZJ6k2j0H9cayhBNiCu8jaDF+17Y2ZhQRrX/uHY/0OHsjQx8Cipkc2rOJRZVetuYn1+H6afXFfwb+GmoMyVAIGmSVMyZhluOlsTwuv5eZIYXoVJWeaNNjHUDe09Zixxu8JZ8U6bq9FqilrlVD9Niv88QzN06/zRprywv4/5DWcocMSGDiQQRL1HuPQkg/XG3gnGa9Wuj1qzmkWEUU1U6bJMC27SNie+PdHjOXH+VlXnrooR+wxX4vnaraajZY0lDCHLDVebQDInfa0YwwbUvMn8219EWjpf9IXvH/D/I4hmE+VnNRD3SpzqfWxg+oOAzZglQCBIAAMQYG39MO/+KY878LnFmKiPTI7FW17+vmn/wCuFDL8GrujVEp6lUS2llYgd4Bn9MehjktKMuWLU2VqjTB6kX/b+WJjTrPfEwxPcZRx9KmWzFOoXDOQUFiLGQth+vXC/lWcnQg1FiAABJJ6RgkOAZgU9RUinqEtfqAQSOovY7SYnFfJsctmKbkjlYGRflm/6Th8jnKNtCxcYuo8h9fDjqs1anMF5QvyEXknqbR9/fA3K0QzMDOk0yY3mRIP859MHuJ8bSpqWlqP/UCNyO/Tf74F16i03IPzUwAfVZEem/6Yz4G5TUZbA8WaTvcB0qx1rJItBPUE4c+FKz5B2mpUFCqGTmPLrDIVjZeeojT214TTVH1AF/UYa/B+Zaa4Z2NM0gzaRAkMukHuLm3p7zpd7oGVUlJenv3aGvxRxXMZXKUaaeWdYWjoC/lhdEcxJ5iQsRtvjn/DQwqodACz0L6Yk8wBJIgwQbbA46h4iYHJsy01qJqUuWghFgsHFr3AE7CTe2OW8RzjgKKTkiPRj1t6AYSaXdjdBklHzKP61v7/AD+ZY8X59fMNKmT5UAr03+WOigzHoF6Y38IzdSkyFHKBQCh+YMLiD0tq+59MBqOWNRS1UnV0JJkD62j0xbr8RRTodSRpF/XGnpVCCbfwF6zJkyy+f0X9BPh7185UrBleodRhtJYKGZiST1vJH1uLYG+L+CfhtAiJmZ3JMdrQP59cM/hDxRk6FDRLUzqJMqXLH3QdBYTi54t4audoedSq0yo5g8iNvhJ+X67RiWqL1bbvuFqS077I5WNsG/DG7zaRb1jcfqMBaFMsQow1LkNGXEEBk5g219/t0xCTLwW9gfjtSSB2OKOQzTUqiVV+JGDD3Ugj9sbuJ19ZBHX+4xSwyFlydJ8T+NaVbKRSJDuNLJcFZEGSNx+hxzlmtjCHGDh3Jy5FW3Bby9QoFnYnVH0Kmfcftg14cQ/i6Z6ir+irK37W29MB8vXTymDMdXyrFul5++CvhchM1SEf+pefUCP3OEyfgdejFlumGONVZr1T/wD0b7AkD9LYDFpE4v8AEmkuTuST9ZwByGbuVPe39Me85rGoQfpR5mODknJGGRY0sP8Au7Y85PIs0E8o79fpj1m2AHvinTqkW1MB2BMY8fqMemXlPZwZoSSeWN16bX8xwocYp0KFRASlTSfL0m5Y6rsfrPuOk4E8Nyy1tIvTcwBVNwAB8RFpE2tJ69LgDgnwpmZlVSpIkhGmHIPwEjuDbpNjvjKoafzNmXqV1E1qVRitkvf+B34WGoOEr0EZGXS2YhtDqZGnU1n36xtfphI8T8M/DZmpQBkKQVO/KwDD3gEDptsMOnh/xWjOQVqoT8Sgo1Mm4uW0aZ2uDFrxACh4wzgrZys4AAkLAOr4VVDzfNddxY7jC41NSdlOtyYJYorG7a+FUvT3ZZ8PU18mvKtrdSiNC6RIPzEEidrdD64teHOH5unROZp01NBzAZmiSLGAL7mJiJwDyWYKpIOzAx3gqf79sdo8M8Gptw2tQR9QIbS0FPzWJZTzdFKqNXWJ64aSTizHPbQl6fuxTo8QzZFqNMepq/0GKfGKebei5qeUqLzELqYnTfciBjTlKLkT+Mj00pb7nf3x5zYoCm/m5tqrQYQOI1RblT172xgUUpbV+Sf7lFJ+2ha4tn61QKjsxpp8C/KJ3I9T3xt8M8cfKVRUW67MvQi3623wRyFeiaZVyDa4MgC9t+vtjdT4Zl8w9OKi01mGYARHrtt3xs8SvK0c8F+eLAHH3ptmKrUlKU2bUq9gbx7TOMYL1vDtRDprPSVrEa6tNJUgMGUVCG0me3Q9sTGhR2Msrvg6hwEq+QoM8PNOSNxB1St/Qwcct8acI8p/MQN5RMLqF166T+sHr9MP3gTMBcgquRCNUUmZHxat+ovgR4q45QKeW6AKwuPma+/3gycbJJSx7mK9OTZWKHBqPmVRfZAfsAP7+mCvGXoijoKN54qSKkjSaZF0IiQQYIIPUyNsAuF12pcwYLqKiYBOmb7g+9u2Kr1S1TUSTJN23MX64wxg1kU2aJK7N9ZZS3TBrgVRjkM5p3CIp/i0l5Yx1UKL9pGAVWpCkd8e+H8PLU3qs9NKa2OonUx3hQoJna9hcCb405m72FhGMl5vU6r4Deo3DnqUWeqw+OlWbUjhT+YiEgaSVmNxJg9wseNuDJQzNLM0dPlZrW9MAQvlqiGYHUlifqMY/wAOuPPk31JURqbQ1Sg7qjETp102YhPMEfASCRa9iDnjPiFBcumX8oN5LhstUFQH8ioGaNHxKAISCCCUF5EYzaXexe1W4i5jMN/CPr0x54Ll2zOZSgfgqMAxj4EkanHsP1gYt5TIpmXFFWWlq+d9gQCQPrtuN8MvB8rQyah3cLNySed/YbnbYfzwVqj8DqjIXK/h1qObzOUGlvL2dtipgo0dCVIMdDbvjzV4FTG5MkRawnvGHDxFWDOtRBOtVXVG+nU0GPSTfAWuseuNuHDBq3uzFnzTWy4EOk+lgexnB7P8bmm1O+rbUI0kd95FumAWaWHYdif3xsq8yK3aVP7gn7kf9uMLW5tUttjXmaupi0RO46T1ONWJiYIDIOHP/wAjuuUauzzUK6lVfh07kkne329cJtNCSANzbHUeCcXL5YZYLDU00Mdxo2Gn1gAScUgrsSUqOX+UZ0kEHBL8d5Tq6bqwInflMi9wRb7YL8fyRp3F1Ex3WR+0YAVMq5Ba0dp9MI4PgOpMY+LVFZnKnlZiVPdSZH6EYWquWgFp2OLeVzB0hW6bH07fTHrLoGVvUnHqOs0IrvRjgnib9AU7k74gxKggkYwDjzHd7m02K9iukHVFzuI7e/XB2jw9lRHg6eZZi2oaCb7bEYXvXB7h7saYkkyZ+ot+2I5eD1PstJ5Gq35/Jf3QRy2VU5parEhPIatVjsmtSfXUyD6vOANbJVKrl1pmGhp2WWAJgm0SThjLkU6ipdmprTmTYczkW3Oph0+XfvrqVSAoW2mwB3sPXpjRhxNrc8zrMsY5JaeLYFzHCqlFCTvY2mNPeYixABnfUIm8PPh7xWcrkkBTldWJNw0rCiJkd+24wPzVVnyrwS8spqjSdKoJ0kMIJYsbQNle8EzofjQpZZKNWkKmXd9YRlYAwYfQ4jmgwSDYx2xLJ5Xpopi88dTfAnVa+t2dgJZixgQJJkx6YnnAYxn1QVXFIk09R0E7lJtPrGNEY6hLLWUTzGCExPW9gBM29sOXgfh1AV5rQwtGsahqLLECN7R9ThS4HR11lXUFmeY7C0frt9cHqakSp3mPtiuOK9D2PszHCduStnfs3wHLZjS9ajTqMF0yygmASY+5OM44tW4rXYyajkiBdiNgB+2JhvBXr9Df/wDO/wDX0/sSlrV6I0io6LM6Qx06u8TEwN/QYpVHJMkknubnBrPEOnxCR9MA8JljpdI+ThK+TaKxsCBbBz8TrytWlqVV8+lURGYAwVqoxG3+iY9PTC9iYXVtQ9Fs80Afr6YuGnNHQrLIljBmQJJ/v0wPy1SL9v8AjG1WhtTcwO+LarVk3E1hkiNLA95B/SP54u8HqIlUeYgq0/mX4SVIglSDIYe/TEauX3SAYE+1hjHDssz1NKKGZJeDOkhbspggwYi3fpvgOgp2UalU3Ekj1/nfF9wHoios66bc03Ok9Z6gGB6Tgz4p4Vp8vMBGFOtSQIIIgqqg7xMQPecL3DK2lyrfCwKsPe2IyseI4+GuJmtlSjks1J7dTDajq9N2E+wxszS7x/xhS4HnHo1SAQAbNIJkAzAjrYifXDRmzI6be9sa8GVKNMzZsbb2FbjmXhg42b9x/tilQkhlAmb/AG6/YnBuvQNSnfeLdge0YBZesUYMOn9xjPlacrRbFemmeHQgwcecGOK5UaAyjb9jgPhJKmPF2i/w9hDCBP8AFeR/LDp4ay5M1BubEYR+FvFQA9bf39cNGVzz0wQhgG/1xfHLYjkW4X45lgyE7z/cYTqdMso3sYIHXDdw/OeZTcMZI/Y/TAuhlVphmPxMbe/YfzOLadRBz02DK2WCja8dOnpirkUPllgbagI6yZI6f6TghWpk6iQSIM4rNQC3WwNo9v64rjhU0FZdqKOdy1yQZvvtPrimiEkKASSYAFyT2jBcqOs4vcHp0A4aq2lVvYSxI2Atae+Fy9Lb8o6z1yAkpU9ILPc9AP7vgxmOIUVpU8tQW8zVqkQWa8KOyAn6wDhip5agOG51hTZVIGmUFjrXSNYF+k7e2Odk4x5cLxTSbvuaodT4kHpVdhspZfUpaY9AT/xgbUzboQojaZ+uC3Bq4amOhj7n+uA3GOWohsd5+/8AvjTJ1HUjBCnLS/iNvCOLg0GorSCyQxYsWuFCki1p7bD9cKPihHp1zl3YHyPyxp+EXLHTYGNRO4nBjhjqLjY9MBPE6EZqsTPO5qA6WUFXJYMA4B0kGxxHqI00y/Tz1WvQF49Y84IcNyRYzIjtuT9Om3XtjPqrc0xi5OkaMhWVHlgSIIMb3BA39YxbHGKmqwUztI/ocDqtMqSp3GDWUy9JNLiorEi9wIJ6RuPfDRb7GrpXk16Yy0nRuCU8ktFfOpmvUbmZlD6VJA5BA6et74zhOy/EGUQlRgJ+UkCe++M40afie4+r6ZPef1Yr7AWW3WL/AO+K9Yyen0AH7YveT3P2tj1USQFMQNrD/nE3Fs+TU0DAMSMXRTGwufS+LOUyqlvzdQX/AEAFp7cxAA++E0Da0D8p8W0+mPWdUhoiPTDRw/IUKjqgosdXwmvmIQQJJK0kUgH/AKgPXBhuGZemVP4+hSA+XL0Sz9f/AFKbFh9an74DbS0jVHkQqWpSrOrFDcCSuoeh7eowcrZII1Kvk9To+0LqdGE8htIeN++68sYu5/8A8OqMTqztZ4+LVTpqT6tWLnFrKcAzDXyeWdQRB0tUIYbwzVglNh6aY2wLfcOwFrZp6iotRtSUgVpLB5FJJ0/3e3pgRxJAGDL/ALSPX+9sPn/kGt/mZvNUaImSalQuZtcyQCem52wVo+HuH6YJzGbAv+VS0Uj/AN7AD6h8CU1WwYw7s5ilMtVVkHxQY+lwO59u+HCpRYINaMjQLMpG1pveLYdKPiOll0VKVPLZZFBgNV81xJn4Msrkzvdhhc8X+LaWYomi1XzHaCpSgKSWOq5qO1SI9rx64EZv0OlBPaxe/DOhVWUjzOanEHUpkgwP29u+BtbwxXkEqAHaALyATuQBygdzjb/47TU0ClGWpAA+ZUeqtQwACQYCBYsq27yBi0OKM4JFOjTkzCqIB9FAAHuZx3nlwFeHDkO8R8F5mm5orTeqkCHRDpdSNxvHtMg4QuM8Jq5aqaNZGRxeD1U7Edwf6jph0yfinN06YpJmGVZ3OmRJuZiQPaMBvEVPNZhocNVKm1VqmolewBchV67Tfpthql3F8n/UV1aDI6YZlqi0/wDGA1bhdRINRYExYqT9AD+u2N1NTFv94w8Nic6YYXN6J0nex9pBxeo16TXOomeo2HbsMLDSLnphr4XlU0glQzdSf7740YpMjkx2b2CEjQsd9gI9uuKfHMiESRsTMdtxgxlKAaoAYj7bY9+IqauCAIlYA9rj9RjRrpoSMFViRTMb4I53K0/wyVELl/MCttourtEROrlHX/YeBi8lSMtWQyVlGU9nDR+qF/tjb/1JL8SDHBaDV8pm6MsS1MaBMwVZWi+0kKMc7x0zwFnqwrBU0lWgEFVkxcANY79zGOcVtzIKnUeXoPTvbHn/AGhGpJl+lf4kHPD9caNMAET3kzeTf6dMFKXDzWfStFqlphdNh1Y6zAG18A+DcUZVGXOnQX1/CNWojT8W8WFtsH+JZXXRMbx+3T74SD1YXHuTmtGdS7FR8sablDA6gB0eB2JpkgH0nFDxTnvMNJTOqnSCXjYPUIjrAVwPpitkK4XV2F8UM3XLsWOI5JJ40nyXxwaySa4NON1PNMqlQbHcfuPY9e8Y04mM5oTo9VKhYljubnFrLCQT2GKeLvDhJN4t+uHhyLLiwzlVGkYmNmSYaYNiDH8/54mNNELKq0XbZdPq39N8Rcp3Jb02H6fzwb8hBeWO2wCgfW5+4GKfmrJCAueoXYe7GwwuwKZ6yPBK1X/Jo1GA30qSB7mIH1OLFTgWi1avl6RHytVD1B7JR1NPpGNq8OzlVQpFVKfReYJB3OtoVfoBjGV4Io+eih/+QOfvS1n7xhbb7jaUuxrCUkGkMzg/N5AUjew81re5Sf0x5Boi/wCHFQ9DWqO4+i0vLQD0g++Lb5Ogp5qrtE2VBEjpqZpHS+k+2NFXN0hsgQfxO5b7aVX7Qcdp9TtT7Gyjxash/K0Uf/ipoh/+wXUT7nEznGsy4/MzFYqbXqMF+sEA/XAn8Q7WpgkfxEQP6n+7Y9DJ31PL+p+H7Y7SvQ7U/Us5TjDoD5Crq/8AcNNSR7O6lvtGNWdapWIOYqvVI6F2YD6MTH0jG1feBjcKfUA/WcdpXJ2plBsv/CB9MV24TqJJF/t++CzKN7W3JIAH1NhihV4gWOmiuo9/lGOdBVmg8PpoJJ99Qj6Wxrp5jUSEWfXFpOGljqqsWPYbYupQUWUR9MdQGwTWkGLi238sevwgk2B9cEWy6zPUmd5E7AxMSO+PRX2xyQWwYtAdv1x7KgDFrM1FS7GPp+wwN82pVPICF7m/9/TAYUYoLpfzBHsw1C/WDEH64Y+G1FCGYttgWMvAjf8AT9sbaDwGVjpJHKYHS3X0w+PZnSYfyOfVOZgW9BgXnOIrsLde5nAytxggaKak9J7/AF64GvTqtuIw08iBGO1FguCTGGzw0ozGWr5TRT1MrMrMDPmRykmbR3AtfvhNoZNgZJwb4LnnoEtTMMVKk+ht98W+/RhiprcEekeSezor+Fs41KqKgvp3ExPpI/fALjdTVXqNEFmJNybm5N79cEcupRo2BFsaM3lwWJjGOefJl8j4RoeGEI61ywVTBm2HHKZ7XT9YiPXCrWlTAFvbBLKZpAgDGDvAsNhe8X374bFJQdMhlxvJG1yDs0DLA73/AHxUxd4g4ZyVvb0/liliM3vsVimluTExMWTlgVQo2pmJBQA6genS4I7YUYrYt0KqhhpEWE6iDJ6nYQPTp3OK70ypIYEEbgiCMbqeTJAvgxbTtHNWi1Vz0GJJ9tsTFU5Gp/AcTFfEmT8OI4ZjKo7SQSP4ZOm3ub/3bHtTpI08sXGkxHtG2M4mL0iDZ5rO1Q6nOs7yxJP3OPDlVGom339+m18TExx1WVVd6t6dhsWbf7Y20+HqGliXbqW2+3/OM4mFobgsReOvbYWx6SkY3tiYmDQEbkoiNX2/vpgbneLAciLqba9gD/PGcTCNbjI0jhj1Oas3so6fy/vfBOllQoAVQB2tH+/vjGJhqSBybPJ74wVg4mJjmckYKYFcR4oE5EEttJFh/XExMLIeK2NWV4aWOqs0k9P6x/LBNKFrCO0YmJg1QvJNAAjGdIPTExMcceTT6RjwZVSSF9YnExMKx0gDX4mWf8sW2v1/pghpZCuqOYTbExMRnFOLNGGTU0j3m6J0q8dR+tseno7Ai52++JiYpFK/yFyfgr4mxcksXAjFd8jT2Kj6SMYxMc1ZNbFetw9VMgYG5nJmeXriYmFcUMmV6mWZRJED3GLXDMiXuPb1HrviYmFS3ObDQ4QGjUbgRNp36k7x3xey/DlGw+vXGMTFVFCstDL4mJiYpQtH/9k=" border="0" alt="Αποτέλεσμα εικόνας για προσφυγες ελλαδα" />           <a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ_4GAIPu6raQz_TC2NX-eT7DFEsg39DWqhkqAkS3chnOG1fubq"><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ_4GAIPu6raQz_TC2NX-eT7DFEsg39DWqhkqAkS3chnOG1fubq" border="0" alt="Αποτέλεσμα εικόνας για πρόσφυγες στην ελλάδα" /></a><br />Η άλλη πλευρά του <b>"λόφου"</b>, είναι στη  γενική του μορφή, το προσφυγικό, το οποίο ζούμε σήμερα και με μεγάλη, <b>(</b>κατά την εκτίμηση των <b>ΑΠΟΨΕΩΝ), </b>δυσμενή προοπτική για το άμεσο και απώτερο μέλλον. Το ζωτικό αυτό θέμα, τείνει να γίνει ανεξέλεγκτο και εκτός των οικονομικών δυνατοτήτων της χώρας. Το μέγεθος του διαταράσσει πληθυσμιακά την σχέση, Ελλήνων πολιτών ως προς τον αριθμών των προσφύγων, δηλαδή μία αναλογία, μη επιτρεπτή για την διατήρηση της ομοιογένειας της χώρας.<br /><br /><a href="https://yannisk.files.wordpress.com/2013/02/diekdikiseis-copy.jpg?w=450"><img src="https://yannisk.files.wordpress.com/2013/02/diekdikiseis-copy.jpg?w=450" border="0" alt="Αποτέλεσμα εικόνας για χάρτης με εδαφικές  αλβανίας" width="400" height="335" /></a>Πέραν των παραπάνω έχουμε και τους <b>"καλούς"</b> γείτονές μας, οι οποίοι <b>"ούτε πολύ ούτε λίγο"</b>, καιροφυλακτούν να διεκδικήσουν ,<b>Ήπειρο - Μακεδονία - Θράκη - Ανατολική Θράκη και νησιά μας στο Αιγαίο.</b><br />Εκτιμώντας αυτά τα τρία παμμέγιστα θέματα <b>(εξωτερικό χρέος - προσφυγικό - εδαφικό),</b> που προσδιορίζονται στο παρόν γράφημα, θα πρέπει να αποτελούν, τώρα και μελλοντικά, την"κορωνίδα" από όλα τα  άλλα θέματα για την αντιμετώπισή τους, από τις εκάστοτε κυβερνήσεις, προκειμένου να εξαλειφθούν  οι κίνδυνοι, οι οποίοι  αγγίζουν σοβαρά την ακεραιότητα της χώρας.<br />Η επίλυση άμεσα , μεσοπρόθεσμα και μακροπρόθεσμα των θεμάτων αυτών, εκτιμάται, ότι θα οδηγήσει τη χώρα στην έναρξη νέας προόδου, οικονομικής,  κοινωνικής και πολιτιστικής ανάπτυξης και θα διασφαλίσει συγχρόνως την ακεραιότητα της χώρας μας, από τις βλέψεις των εδαφικών διεκδικήσεων των<b>...</b><b>"φίλων".... </b>μας.  Θα μας βγάλει  νικητές των αναφερομένων τριών προβλημάτων, που παρουσιάζονται σήμερα δισεπίλυτα.<br /><br />Πριν να είναι, πολύ αργά, κύριοι πολιτικοί της συμπολίτευσης και της αντιπολίτευσης, καθίστε όλοι <b>"σε ένα τραπέζι"</b> και να πάρετε από κοινού τις ενδεδειγμένες αποφάσεις για την επίλυση αυτών των δισεπίλυτων προβλημάτων, με ανάλογες προτάσεις και να τηρήσετε,  όλες τις αποφάσεις σας να είναι, εκτός των κομματικών σας αντιπαραθέσεων.</p>]]></description>
  79.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40275</link>
  80.      <pubDate>Thu, 10 May 2018 17:20:00 +0000</pubDate>
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  84.      <title><![CDATA[Αναδοχή από Ομόφυλα Ζευγάρια.]]></title>
  85.      <description><![CDATA[<p></p>
  86. <p><img 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" 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  87. <p>.<br />Ο ποιητής έγραψε  για την Μάνα..... θέμα που έχει καθολική αποδοχή  από την λαϊκή θυμοσοφία.<br />Η καθαρώς..." προσωπική ζωή "... του κάθε ατόμου είναι απόλυτο δικαίωμά του , ανεξάρτητα εάν έρχεται εν πολλοίς , σε άμεσο αντίθεση με το κοινό αίσθημα.</p>
  88. <p>Εκτιμώ ότι η αναδοχή από ομόφυλα ζευγάρια, δεν πρέπει να γίνει αποδεκτή, καθόσον το παιδί έρχεται στον κόσμο από μητέρα και πατέρα.                        <img 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  89. <p>Στην περίπτωση αναδοχής από ομόφυλα ζευγάρια , θα υπάρξουν αγιάτρευτα ψυχολογικά προβλήματα για το παιδί.Μέγιστο λάθος λοιπόν η αναδοχή, καθόσον "τσαλακώνεται" ο ψυχικός κόσμος  του παιδιού και κυρίως όταν αυτό θα φτάσει σε ηλικία , που θα μπορεί να κρίνει..... <b>το πως προήλθε στη ζωή.</b><b><br /></b></p>
  90. <p>Αφαιρώ τις ελάχιστες περιπτώσεις (ατέλειες) της φύσης, οι οποίες σήμερα όμως και με βάσει την ιατρική επιστήμη, μπορούν να διορθωθούν σε ένα εκ των δύο φύλων (άνδρας ή γυναίκα).</p>]]></description>
  91.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40247</link>
  92.      <pubDate>Wed, 25 Apr 2018 16:43:00 +0000</pubDate>
  93.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40247</guid>
  94.    </item>
  95.    <item>
  96.      <title><![CDATA[ΕΥΧΕΣ για το ’γιο ΠΑΣΧΑ]]></title>
  97.      <description><![CDATA[<h2>έμπτη, 5 Απριλίου 2018</h2>
  98. <h2><a name="2164397343329700347"></a><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTlUvVnddvo6a02OA5UqXiGpqEAV_jH3GoC0zyJk6YB-pp690OH" border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;&#338;&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#207;\x80&#206;¬&#207;\x83&#207;\x87&#206;± 2018" /><img 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" border="0" alt="&#206;\x91&#207;\x80&#206;&#191;&#207;\x84&#206;­&#206;»&#206;΅&#207;\x83&#206;&#188;&#206;± &#206;΅&#206;&#185;&#206;&#186;&#207;&#338;&#206;½&#206;±&#207;\x82 &#206;³&#206;&#185;&#206;± &#207;\x80&#206;¬&#207;\x83&#207;\x87&#206;± 2018" /><br /><br />Σε όλους τους φίλους του διαδικτύου και όχι μόνον , εύχομαι καλή Ανάσταση και καλό Πάσχα.<br />Ας ευχηθούμε όλοι και να ελπίσουμε, η ανάσταση του θεανθρώπου, να γίνει μία νέα αφετηρία ενός καλλίτερου αύριο...</h2>]]></description>
  99.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40205</link>
  100.      <pubDate>Fri, 06 Apr 2018 14:18:00 +0000</pubDate>
  101.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40205</guid>
  102.    </item>
  103.    <item>
  104.      <title><![CDATA[Πρέπει να Εξαληφθεί για  πάντα ο    "Νενεκισμος"]]></title>
  105.      <description><![CDATA[<p></p>
  106. <p>Το θέμα αφορά πρωτίστως τους εκάστοτε διοικούντες και ιθύνοντες (παλαιότερους και νυν) της χώρας, σε σχέση με την πολιτική συμπεριφορά μας,  έναντι της Τουρκίας.   </p>
  107. <p> Από το <b>1453</b> (άλωση της Κωνσταντινούπολης) από τις Τουρκικές ορδές, μέχρι και σήμερα είχαμε, να κυνηγά ως "κατάρα"  τον Ελληνισμό η Τουρκιά.</p>
  108. <p>Η όποια απαρίθμηση των πραγματικά σκληρών διαχρονικών γεγονότων, θα χρειαζόντουσταν τόμοι βιβλίων για να γραφούν.</p>
  109. <p>Ενθυμούμαι, μαθητής της ΣΤ' δημοτικού, την επίσκεψη του Προέδρου της Τουρκίας Τζελάλ Μπαγιάρ το <b>1952</b>, μας πήγαν στην Αθήνα και μας μοίρασαν Τούρκικες και Ελληνικές σημαίες και κάναμε πρόβα να φωνάζουμε χειροκροτώντας <b>"</b><b data-blogger-escaped-style="color: orange;">ho&#351;geldin Τζελάλ Μπαγιάρ" </b>(καλώς ήλθες Τζελάλ Μπαγιάρ), τον οποίο ανακηρύξαμε μάλιστα και επίσημο δημότη της Αθήνας.</p>
  110. <p>Εκείνο όμως, που παραμένει, αν εξαιρέσουμε ορισμένες φορές, πχ η επανάσταση του <b>1821,</b> είναι ο <b>"</b><b>νενεκισμός" </b>στην αντιμετώπιση των εκάστοτε προσχεδιαζομένων εχθρικών απαιτήσεων της Τουρκίας,  όσον αφορά την ακεραιότητα της  χώρα μας.</p>
  111. <p>Ήλθε λοιπόν ο καιρός να αποβάλουμε αυτόν τον διαχρονικό <b data-blogger-escaped-style="color: lime;">"νενεκισμό", </b>που διακατέχει όλες μας οι ενέργειες μας, με αποκορύφωμα να προσπαθούμε να βάλουμε στην <b>ΕΕ </b>την Τουρκία, όταν αυτή διεκδικεί και απειλεί με την κατάληψη νήσων και βραχονησίδων στο Αιγαίο και την ακεραιότητα της Δυτικής Θράκης. </p>
  112. <p>Το παράδειγμα όμως πρέπει να το δώσουν οι Ταγοί του Έθνους, οι οποίοι να εμψυχώσουν τον Ελληνισμό ... <b>ΣΤΟ ΟΧΙ ΠΟΙΑ "ΝΕΝΕΚΙΣΜΟΣ".</b></p>]]></description>
  113.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40160</link>
  114.      <pubDate>Fri, 09 Mar 2018 19:29:00 +0000</pubDate>
  115.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40160</guid>
  116.    </item>
  117.    <item>
  118.      <title><![CDATA[Μία  άλλη.. Εκτίμηση.]]></title>
  119.      <description><![CDATA[<p>Οι <b>"λεονταρισμοί"</b> του Ερντογάν στο θέμα Αιγαίου-Νησιά αυτό δηλαδή, που έχει θέσει η Τουρκία εδώ και δεκαετίες, υπό μορφή διεκδικήσεων. </p>
  120. <p>(Παραθέτω τα υπάρχοντα βάσει συνθηκών σύνορα και αυτά που διεκδικεί η Τουρκία)</p>
  121. <p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRWhyPOOEVvIyASb_2P1eXvEYWPDx5H6IvuT7SriQDSuHb0D5MSuw" border="0" alt="Αποτέλεσμα εικόνας για θαλασσια συνορα ελλαδας" />    <img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT6j7E4UY3cPHycl-tUmtYGnqGSho3rrkds-lQ9XyzCVwAB4cMCTg" border="0" alt="Αποτέλεσμα εικόνας για θαλασσια συνορα που διεκδικεί η τουρκια" data-blogger-escaped-style="text-align: left;" /></p>
  122. <p>Προφανώς λαμβάνοντας υπ' όψη, την ενδεχόμενη απομόνωσή της από τον εξ' ανατολών Μουσουλμανικό χώρο και την ήδη προχωρούσα πραγμάτωση υπάρξεως κράτους του Κουρδιστάν, αυτά, ενδυναμώνουν το φόβο μήπως χαθούν τα <b>"αυγά και καλάθια" </b>(όπως λέει η λαϊκή παροιμία). </p>
  123. <p>Σε αυτά πρέπει να προστεθεί το σοβαρότατο εσωτερικό πρόβλημα, που αντιμετωπίζει μετά από το αποτυχών πραξικόπημα.</p>
  124. <p></p>
  125. <p>Όλα τα παραπάνω την έχουν φέρει σε μία δυσχερέστατη θέση ψάχνοντας δια διεξόδους. Ήδη με την <b>"ουρά κάτω από τα σκέλια" </b>(λόγω των γνωστών προστριβών μετά την κατάρριψη του πολεμικού Ρωσικού αεροσκάφους), προσέγγισε την Ρωσία προσπαθώντας να επηρεάσει Δυτικούς και ΝΑΤΟ, ώστε να συνηγορήσουν ή να επιτύχει την απάθεια τους στις πολλές διεκδικήσεις, που έχει παρουσιάσει τόσο ανατολικά της  (μουσουλμανικό χώρο),  όσο και στα δυτικά της...Αιγαίο-Νησιά.</p>
  126. <p>Φυσικά η Ρωσία άρπαξε την ευκαιρία, που της δόθηκε, για να δημιουργήσει προβλήματα, κυρίως, στον πολεμικό της αντίπαλο το ΝΑΤΟ.</p>
  127. <p></p>
  128. <p>Με βάσει τα προαναφερόμενα , η <b>ΕΚΤΊΜΗΣΗ </b>έρχεται αβίαστα, ότι Τουρκία δεν μπορεί να φανταστεί την Ελλάδα να βρει την ευκαιρία και να <b>"αναμοχλεύσει" </b>το κατοχυρωμένο θέμα από το διεθνές δίκαιο της θαλάσσης και αέρος, δηλαδή την επέκταση στα <b>12 </b>μίλια των χωρικών υδάτων και του Εθνικού εναέριου χώρου των <b>10</b> ν.μ. Ο φόβος αυτός,   της προξενεί σύγχυση και πανικό   </p>
  129. <p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRz7Bm9NLa7o6U8tccKwNZFrzz0jneRlg9-CxjScvWC_UYlMIU35g" border="0" alt="Αποτέλεσμα εικόνας για θαλασσια συνορα ελλάδας τουρκιας" /></p>
  130. <p>Προκειμένου δε να μετριάσει τον φόβο αυτόν, δυναμώνει τις παραβιάσεις στον εναέριο και θαλάσσιο χώρο του Αιγαίου, επικαλούμενη πάντοτε και το γνωστό <b>"casus belli</b><b>" </b>(αιτία πολέμου).</p>
  131. <p></p>
  132. <p>Οι απειλές, παραβάσεις και παραβιάσεις θα ενταθούν έτι περισσότερον, όσο θα υπάρχουν τα εσωτερικά προβλήματα και συνεχιστεί η άμεση εμπλοκή της στον ανατολικό μουσουλμανικό χώρο, ο οποίος σήμερα φλέγεται... και οι εξελίξεις είναι τελείως άγνωστες...</p>
  133. <p></p>
  134. <p>Με αυτές τις φοβέρες προσπαθεί, να καλύψει και αποτρέψει την χώρας μας, από την υλοποίηση των δίκαιων και κατοχυρωμένων θέσεών μας, αναφορικά γενικώς για το Αιγαίο.</p>]]></description>
  135.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40089</link>
  136.      <pubDate>Fri, 19 Jan 2018 15:25:00 +0000</pubDate>
  137.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40089</guid>
  138.    </item>
  139.    <item>
  140.      <title><![CDATA[Η Γερμανική....... Αλληλεγγύη .]]></title>
  141.      <description><![CDATA[<p></p>
  142. <p>Απ΄ ότι διαφαίνεται Μέρκελ - Σουλτς συμπράττουν .</p>
  143. <p>Σιγά και δεν θα τα βρίσκανε, η εξουσία είναι γλυκιά σαν <b>"πετιμέζι" .</b></p>
  144. <p></p>
  145. <p><b></b>Οι θεατρινισμοί ήταν  για τα <b>"μάτια"</b>, τόσο των  Γερμανών, όσο και ευρύτερα για τα κράτη μέλη της <b>Ε.Ε.</b></p>
  146. <p>Το να το παίζεις στα  <b>"όπα-όπα"</b> όλη την Ευρώπη , είναι μεγάλη υπόθεση....</p>
  147. <p><img 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" border="0" alt="Αποτέλεσμα εικόνας για τοκογλυφία" /></p>
  148. <p>Από τους τόκους στο διάστημα της κρίσεως.... διάβασα ότι: <b>&lt;&lt;...</b>από υπολογισμούς της  Bundesbank , από το <b>2008 </b>και εντεύθεν, το Γερμανικό δημόσιο εξοικονόμησε  290 δισ <b>(290.000.000.00)</b> από τόκους<b>...&gt;&gt;</b> Αφού δανειζότανε με <b>1,7% </b>και δάνειζε αντίστοιχα με 4,3%. Κατά τα άλλα ήθελε να παρουσιάζεται ως υπέρμαχος της αλληλεγγύης. </p>
  149. <p>Εκτιμώ.... ότι ο χαρακτηρισμός για την περίπτωση αυτή, είναι επαίσχυντος τοκογλυφία....</p>]]></description>
  150.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40076</link>
  151.      <pubDate>Fri, 12 Jan 2018 22:16:00 +0000</pubDate>
  152.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40076</guid>
  153.    </item>
  154.    <item>
  155.      <title><![CDATA[Ελπίδα.... Προσμονή]]></title>
  156.      <description><![CDATA[<p>Κάθε χρόνο τέτοιες ημέρες, λέμε..<b>"Ο νέος χρόνος να είναι καλλίτερος και ευτυχι</b><b>σμένος", </b>αλλά πάντα πάμε στα χειρότερα ...</p>
  157. <p><img 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" border="0" alt="Αποτέλεσμα εικόνας για 2018" /></p>
  158. <p>Το <b>2018</b> να ελπίσουμε... ότι θα ξεκινήσει και θα γεννηθεί, έστω και αμυδρά, η προσμονή ενός καλλίτερου αύριο...</p>]]></description>
  159.      <link>http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40058</link>
  160.      <pubDate>Fri, 29 Dec 2017 16:19:00 +0000</pubDate>
  161.      <guid isPermaLink="true">http://www.musicheaven.gr/html/modules.php?name=Blog&amp;file=page&amp;op=viewPost&amp;pid=40058</guid>
  162.    </item>
  163.  </channel>
  164. </rss>
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