Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ MEΡΟΣ 3ο (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ MEΡΟΣ 3ο (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ MEΡΟΣ 2ο (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ MEΡΟΣ 2ο (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ΜΕΛΛΟΝΤΙΚΗ ΣΥΝΟΔΟΣ ΤΟΥ 2016. ΕΡΩΤΗΜΑΤΑ ΠΟΥ ΑΠΑΝΤΑ Ο ΚΑΘΗΓΗΤΗΣ ΔΗΜΗΤΡΙΟΣ ΤΣΕΛΕΓΓΙΔΗΣ (ΗΧΗΤΙΚΟ ΒΙΝΤΕΟ)

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Η ασωτία - αποστασία του ανθρώπου και η αγάπη - ευσπλαχνία του Θεού

<div dir="ltr" style="text-align: left;" trbidi="on"> <div dir="ltr"> <div align="center" class="MsoNormal" style="text-align: center;"> <img height="263" src="http://str.crestin-ortodox.ro/foto/1479/147851_fiul-risipitor.jpg" width="400" /></div> <div align="center" class="MsoNormal" style="text-align: center;"> <b><span style="color: #c00000; font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">Η ασωτία - αποστασία του ανθρώπου και η αγάπη - ευσπλαχνία του Θεού</span></b></div> <div align="center" class="MsoNormal" style="text-align: center;"> <b><span style="color: #c00000; font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><br /></span></b></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="color: windowtext;"><a href="http://aktines.blogspot.gr/">Γράφει ο Κων/νος Χαρ. Κορλός, θεολόγος</a></span></span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><br /></span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">     Οι λέξεις “ασωτία”, “άσωτος”, “ασώτως” στην Αγία Γραφή έχουν την ίδια ηθική σημασία που έχουν σ' ολόκληρη την ελληνική γραμματεία. Έτσι η λέξη “άσωτος” (α στερητικό+σώζω) σημαίνει τον άνθρωπο που δεν έχει σωτηρία με τον τρόπο ζωής του.</span></div> <a href="https://www.blogger.com/null" name="more"></a><br /> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">    Ο Αριστοτέλης γράφει: “τους ακρατείς και εις ακολασίαν δαπανηρούς ασώτους καλούμεν· διο και φαυλότατοι δοκούσιν είναι· πολλάς γαρ άμα κακίας έχουσιν...” Έτσι, “άσωτος” είναι εκείνος που κατασπαταλάει τα υλικά και πνευματικά αγαθά του, τα διάφορα ταλέντα του και που φθείρει έτσι επικίνδυνα την προσωπική του ψυχοσωματική υπόσταση. Η σπατάλη αυτή είναι έλλειψη ελευθερίας, υποδούλωση και εκφράζει την εσωτερική ανωμαλία, ακαταστασία, σύγχυση και νοσηρότητα της προσωπικότητας του ασώτου. Η ασωτία εκδηλώνεται ως σαρκολατρία, φιληδονία και ακολασία, ως ηθική αταξία και συνεπάγεται την εξαθλίωση και αποκτήνωση, τη στέρηση και τον εξευτελισμό του ανθρώπου. Από τη δυσχερή αυτή θέση, από την κόλασή του σώζει τον άνθρωπο μόνο η εν Χριστώ μετάνοια και η δεδομένη αγάπη του Θεού. Αυτή τη μεγάλη αλήθεια εκφράζει, αριστοτεχνικά η “παραβολή του Ασώτου”.</span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">     Η παραβολή αυτή αποτελεί από κάθε άποψη την κορωνίδα των παραβολών του Χριστού. Είναι ανακεφαλαίωση της όλης διδασκαλίας του. Κεντρική ιδέα της παραβολής είναι η απεριόριστη αγάπη του Θεού προς τον άνθρωπο, που απορρέει από την πατρική σχέση του Θεού προς τους ανθρώπους και όχι από τις αρετές τους. Εξαίρεται η άπειρη θεία αγάπη και η μεγάλη αξία της μετάνοιας και επιστροφής του αμαρτωλού, ο οποίος έτσι μετατάσσεται από την πνευματική δουλεία της αμαρτίας στην ελευθερία των παιδιών του Θεού.</span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">     Η παραβολή είναι μια πραγματική ιστορία παρμένη από τη ζωή, γεμάτη υψηλά διδάγματα. Μπορεί να χωριστεί σε δύο μέρη: Στο πρώτο κυριαρχεί η μορφή του ασώτου γιου, ενώ στο δεύτερο του πρεσβυτέρου. Το πρώτο μέρος διακρίνεται σε πέντε σκηνές: απομάκρυνση του νεότερου γιου από το οικογενειακό περιβάλλον, η άσωτη ζωή μακριά από το σπίτι του πατέρα του, η μετάνοια-μεταμέλειά του, η επιστροφή, η αίτηση συγγνώμης και η πανηγυρική υποδοχή στο σπίτι του πατέρα. Το δεύτερο μέρος φανερώνει στο πρόσωπο του μεγαλύτερου γιου τους Γραμματείς και Φαρισαίους όλων των εποχών που δυσκολεύονται να καταλάβουν το κήρυγμα της Χάρης του Χριστού, το ύψος της θείας αγάπης. </span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">    Στην παραβολή παρατηρούμε τους εξής παραλληλισμούς: του επίγειου πατέρα προς τον επουράνιο πατέρα, του ασώτου γιου προς κάθε αμαρτωλό, του πρεσβυτέρου γιου προς κάθε στενόκαρδο και ξένο προς την αγάπη του Θεού, της αθλιότητας στην ξένη χώρα με την εξαχρείωση και δυστυχία του ανθρώπου μακριά από το Θεό, της πατρικής χαράς για την επιστροφή του ασώτου με τη χαρά που γίνεται στον ουρανό “επί ενί αμαρτωλώ μετανοούντι”. Με τους παραλληλισμούς αυτούς εκφράζεται με τον πιο αριστοτεχνικό τρόπο η πιο ουσιαστική διδασκαλία του Χριστού για τη σωτηρία των αμαρτωλών. Τονίζεται η πολυευσπλαχνία, η παναγαθότητα και η άπειρη αγάπη του Θεού πατέρα, σε αντίθεση προς τη μικροψυχία, την αχαριστία, την ανελεήμονα και σκληρή στάση των φίλαυτων ανθρώπων απέναντι στους ίδιους τους αδερφούς τους. Γι' αυτό η παραβολή αυτή μπορεί να ονομαστεί του σπλαχνικού πατέρα και όχι του άσωτου γιου. </span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">     Ιδιαίτερα τονίζονται με την παραβολή αυτή οι εξής κεντρικές ευαγγελικές διδασκαλίες: Η πατρική στοργή είναι η πηγή της αγάπης του Θεού προς τον άνθρωπο. Ο Θεός ανέχεται την αφροσύνη του ανθρώπου, γιατί σέβεται την ελευθερία του· ο άνθρωπος μακριά από το Θεό χάνει την αυτοκυριαρχία του, δουλώνεται στα πάθη του, νεκρώνεται ηθικά και πνευματικά (νεκρός ήν).</span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;">    Ο Θεός δεν θέλει το θάνατο του αμαρτωλού, όσο την εν μετανοία επιστροφή του και τη σωτηρία του. Η ψυχή του ανθρώπου έχει την ικανότητα με τη νοσταλγία, τις τύψεις, την αηδία και τις εσωτερικές παρορμήσεις να αφυπνίσει τον άνθρωπο για να διαρρήξει τα δεσμά της αμαρτίας. Η αξία των θλίψεων για την πνευματική αφύπνιση· η αξία της μετάνοιας ως έκφρασης της προσωπικής ελευθερίας και της ελεύθερης προσωπικής συμβολής στο έργο της σωτηρίας. Η χαρά που γίνεται στον ουρανό για τη μετάνοια των αμαρτωλών και τέλος η αποκατάσταση του μετανοούντος στη χάρη και στην κοινωνία του Θεού, στη μακαριότητα και στην ευτυχία στην παρούσα και στη μέλλουσα ζωή.</span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><br /></span></div> <div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><br /></span></div> <div class="MsoNormal" style="text-align: right;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><b><span style="color: blue;"><br /></span></b></span></div> <div class="MsoNormal" style="text-align: right;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><b><span style="color: blue;"><br /></span></b></span></div> <div class="MsoNormal" style="text-align: right;"> <span style="font-family: "segoe ui" , "sans-serif"; font-size: 12pt; line-height: 115%;"><b><span style="color: blue;">ΠΗΓΗ: ''ΑΚΤΙΝΕΣ''</span></b></span></div> </div> </div>

Η ασωτία - αποστασία του ανθρώπου και η αγάπη - ευσπλαχνία του Θεού

Η ασωτία - αποστασία του ανθρώπου και η αγάπη - ευσπλαχνία του Θεού Γράφει ο Κων/νος Χαρ. Κορλός, θεολόγος      Οι λέξεις “...

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Πρόγραμμα Επιμόρφωσης: ''Η γλώσσα των εκκλησιαστικών κειμένων εξ αποστάσεως''

<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px; text-align: center;"> <span style="color: #666699;">Προγράμματα Επιμόρφωσης στο Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης</span></div> <div style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> <img alt="omelismos" height="496" src="http://www.romfea.gr/images/article-images/2016/02/romfea/imittos/omelismos.jpg" style="border: 1px solid rgb(0, 0, 0); height: auto; max-width: 100%; vertical-align: middle;" width="770" /></div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> <strong>Άννα Κόλτσιου-Νικήτα, </strong><br /> <strong>καθηγήτρια Θεολογικής Σχολής ΑΠΘ</strong></div> <hr style="background-color: white; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-left-width: 0px; border-right-width: 0px; border-top-color: rgb(238, 238, 238); border-top-style: solid; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin: 20px 0px;" /> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> </div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Στο Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης υλοποιείται μια σειρά καινοτόμων επιμορφωτικών προγραμμάτων για τη γλώσσα των εκκλησιαστικών κειμένων της Ορθοδόξου Εκκλησίας.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Τα προγράμματα αυτά είναι ενταγμένα στο πλαίσιο της Δομής Δια βίου Μάθησης και στο τέλος χορηγείται από το ΑΠΘ Πιστοποιητικό Επιμόρφωσης.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Η καινοτομία των προγραμμάτων έγκειται αφενός στο ότι εστιάζονται αποκλειστικά στα εκκλησιαστικά κείμενα και αφετέρου στο γεγονός ότι γίνονται αποκλειστικά εξ αποστάσεως, δηλαδή μπορεί να τα παρακολουθήσει ο καθένας από οποιοδήποτε μέρος της Ελλάδος και του εξωτερικού και οποιαδήποτε ώρα επιθυμεί.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Για την παρακολούθηση απαιτείται μόνο υπολογιστής με σύνδεση στο διαδίκτυο και ένας προσωπικός λογαριασμός στο ηλεκτρονικό ταχυδρομείο.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Τα μαθήματα προσφέρονται μέσω διαδικτύου κάθε εβδομάδα και περιλαμβάνουν διδασκαλία βασικών φαινομένων Γραμματικής και Συντακτικού, με παραδείγματα αποκλειστικά από τα κείμενα της λατρείας. Για την εξάσκηση όσων μετέχουν στο πρόγραμμα ακολουθούν ασκήσεις γλωσσικές και μεταφραστικές.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Επίσης, για τη διεπιστημονικά προσέγγιση των κειμένων, κάθε εβδομάδα προσφέρεται μία βιντεοσκοπημένη εισήγηση από καθηγητές των Τμημάτων Θεολογίας, Φιλολογίας και Μουσικών Σπουδών για θέματα γλωσσικά, μεταφραστικά, θεολογικά, λειτουργικά και ποιμαντικά.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Οι εκπαιδευόμενοι μπορούν να επικοινωνούν ηλεκτρονικά με τους υπεύθυνους του προγράμματος και να έχουν την απαραίτητη βοήθεια και στήριξη.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Την περίοδο αυτή υλοποιείται ήδη για τρίτη φορά το πρόγραμμα με τίτλο: «Η γλώσσα των ελληνικών λειτουργικών κειμένων της Ορθοδόξου Εκκλησίας», το οποίο βρήκε μεγάλη ανταπόκριση.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Έλαβαν μέρος κληρικοί και λαϊκοί από όλα τα μέρη της Ελλάδος και του εξωτερικού (Κύπρο, Γερμανία, Αγγλία, Ελβετία, Αμερική, ), οι οποίοι και αποκόμισαν εξαιρετικές εντυπώσεις, σύμφωνα με τα στοιχεία της ηλεκτρονικής αξιολόγησης που οι ίδιοι κατέθεσαν.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Επίσης έχει προκηρυχθεί ένα δεύτερο πρόγραμμα με τίτλο: «Υμνογραφικά κείμενα της Μεγάλης εβδομάδος», το οποίο θα υλοποιηθεί εντός του τρέχοντος εξαμήνου.</div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Περισσότερα για το περιεχόμενο, τις προθεσμίες υποβολής αιτήσεων και τις προϋποθέσεις συμμετοχής στο πρόγραμμα υπάρχουν στη διεύθυνση:<a href="http://diaviou.auth.gr/koltsiou_%CE%99%CE%99_e-learning" style="text-decoration: none;" target="_blank"><span style="color: blue;"> ΠΑΤΗΣΤΕ ΕΔΩ</span></a></div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> Τα δεδομένα που προέκυψαν από την εφαρμογή των προγραμμάτων αυτών δείχνουν ότι η Τεχνολογία μπορεί και πρέπει να σταθεί αρωγός και να συμβάλει στην προσπάθεια μελέτης και κατανόησης των εκκλησιαστικών κειμένων της Ορθοδόξου Εκκλησίας, που αποτελούν ανεκτίμητα κειμήλια της ελληνοχριστιανικής παράδοσης.</div> <div style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px;"> <br /></div> <div style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 22.4px; margin-bottom: 10px; text-align: right;"> <b><span style="color: blue;">ΠΗΓΗ' ROMFAIA.GR''</span></b></div> </div>

Πρόγραμμα Επιμόρφωσης: ''Η γλώσσα των εκκλησιαστικών κειμένων εξ αποστάσεως''

Προγράμματα Επιμόρφωσης στο Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης Άννα Κόλτσιου-Νικήτα,  καθηγήτρια Θεολογικής Σχολής ΑΠΘ Στο Α...

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''ΑΣΤΡΟΘΕΑΜΟΝΩΝ'' ΤΟ ΑΝΑΓΝΩΣΜΑ!

<div dir="ltr" style="text-align: left;" trbidi="on"> <br /> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;">Σὲ ἄρθρο μᾶς εἴχαμε ἀναφέρει ὅτι οἱ Ἅγιοι Πατέρες τῆς Ἐκκλησίας μᾶς ἀποκαλοῦσαν ''ἀστροθεάμονες'' αὐτοὺς ποῦ ἔψαχναν τὸ δῆθεν τέλειο ἡμερολόγιο πέφτοντας εἰς τὴν πλάνη τῶν Χαλδαίων! <o:p></o:p></span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;"><br /></span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;">Οἱ Πατέρες ἤδη ἔχουν ἀπαντήσει:<o:p></o:p></span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;"><br /></span></div> <span style="background-color: white; font-family: "times" , "times new roman" , serif; font-size: 12px; line-height: 19.2px; text-align: justify;"><i><span style="font-size: 14pt; line-height: 21.4667px;">«τινὸς ἕνεκα ἡ σύγχυσις αὕτη καὶ τὸ παγκόσμιον σκάνδαλον τῶν δέκα ἡμερῶν; Τὴν αὐθεντίαν ἐχέτωσάν οἰ τῶν θείων Πατέρων κανόνες, καὶ οὐχὶ οἱ ἀστρονόμοι... Ὅθεν οὐδὲν μετατρέπειν δεῖ τὸν τῶν Ἁγίων Πατέρων κανόνα καὶ καινοτομεῖν καὶ εἰς αἰτίαν στάσεως τὰς Χριστοῦ Ἐκκλησίας κινεῖν...Ὄντως ἐσεῖς, ἀληθεῖς κληρονόμοι τῆς παράδοσης τῶν Χριστωνύμων τεκνῶν, ὄχι μόνο τὸν Πάπα καὶ τοὺς ἀστροθεάμονες μυθοπλάστες του νὰ μὴν ἀκοῦτε, οἱ ὁποῖοι ἔφεραν παράδοξες διδασκαλίες στὰ ὦτα σας, ἀλλὰ οὔτε καὶ ἄγγελο ἐξ οὐρανοῦ νὰ μὴ δεχθεῖτε».</span></i><span style="font-size: 14pt; line-height: 21.4667px;"> </span></span><br /> <span style="background-color: white; font-family: "times" , "times new roman" , serif; font-size: 12px; line-height: 19.2px; text-align: justify;"><span style="font-size: 14pt; line-height: 21.4667px;"><b><br /></b></span></span><span style="background-color: white; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; line-height: 19.2px; text-align: justify;"></span><span style="background-color: white; font-family: "times" , "times new roman" , serif; font-size: 12px; line-height: 19.2px; text-align: justify;"><span style="font-size: 14pt; line-height: 21.4667px;"><b>(ΕΠΙΣΤΟΛΗ ΠΑΤΡΙΑΡΧΟΥ ΚΩΝ/ΠΟΛΕΩΣ ΙΕΡΕΜΙΟΥ ΠΡΟΣ ΤΟΝ ΔΟΓΗ ΤΗΣ ΒΕΝΕΤΙΑΣ </b></span><b><span lang="EN-US" style="font-size: 14pt; line-height: 21.4667px;">NICOLO</span></b><b><span lang="EN-US" style="font-size: 14pt; line-height: 21.4667px;"> </span></b><b><span lang="EN-US" style="font-size: 14pt; line-height: 21.4667px;">DA</span></b><b><span lang="EN-US" style="font-size: 14pt; line-height: 21.4667px;"> </span></b><b><span lang="EN-US" style="font-size: 14pt; line-height: 21.4667px;">PONTE</span></b><b><span style="font-size: 14pt; line-height: 21.4667px;">, ΑΛΛΑ ΚΑΙ ΠΡΟΣ ΤΟΝ ΔΟΥΚΑ ΚΩΝΣΤΑΝΤΙΝΟ ΒΑΣΙΛΕΙΟ ΟΣΤΡΟΓΚΣΚΥ ΚΑΙ ΤΟΥΣ ΟΡΘΟΔΟΞΟΥΣ ΤΗΣ ΝΟΤΙΟΔΥΤΙΚΗΣ ΡΩΣΙΑΣ (1583). ΠΗΓΗ: ΔΙΠΛΟΥΣ ΠΕΛΕΚΥΣ ΚΑΤΑ ΤΟΥ ΓΡΗΓΟΡΙΑΝΟΥ ΗΜΕΡΟΛΟΓΙΟΥ ΑΘΗΝΑ 2015 ΣΕΛ. 39-63)</span></b></span><br /> <span style="background-color: white; font-family: "times" , "times new roman" , serif; font-size: 12px; line-height: 19.2px; text-align: justify;"><b><span style="font-size: 14pt; line-height: 21.4667px;"><br /></span></b></span> <br /> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;">Έτσι καὶ σήμερα ἀναγνώσαμε καὶ πάλι ἄρθρο διὰ τὸ ζήτημα τοῦ Πάσχα!</span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;"><br /></span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;">Ἀναφέρει τὸ ἄρθρο </span><span style="color: blue;"><span style="font-size: 18.6667px; line-height: 21.4667px; text-align: left;"><span style="font-family: "palatino linotype" , serif;">http://www.agioritikovima.gr/arxeio/item/76898-%CE%B3%CE%B9%CE%BF%CF%81%CF%84%CE%AC%CE%B6%CE%BF%CF%85%CE%BC%CE%B5-%CE%BB%CE%AC%CE%B8%CE%BF%CF%82-%CF%84%CE%BF-%CF%80%CE%AC%CF%83%CF%87%CE%B1,-%CE%B5%CE%B4%CF%8E-%CE%BA%CE%B1%CE%B9-%CE%B1%CE%B9%CF%8E%CE%BD%CE%B5%CF%82?utm_source=dlvr.it&utm_medium=facebook</span></span><span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;"> :</span></span></div> <div class="MsoNormal" style="text-align: justify;"> <span style="font-family: "palatino linotype" , serif; font-size: 14pt; line-height: 115%;"><br /></span></div> <h1 style="background-color: white; clear: both; font-family: sans-serif; font-size: 22px; line-height: 30px; margin: 0px; padding: 0px;"> Γιορτάζουμε λάθος το Πάσχα, εδώ και αιώνες;</h1> <div> <br /></div> <div> <div class="itemIntroText" style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.4px; padding-bottom: 10px;"> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <em><span style="font-weight: 700;">Γράφει η Μαριλένα Παναγή</span></em></div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <span style="color: red;"><span style="font-weight: 700;">".. Το Βατικανό μάλιστα, μόλις είδε το σχετικό βιβλίο του Κύπριου επιστήμονα εξέδωσε εγκύκλιο με την οποία εισηγείται,</span></span> τον καθορισμό μιας σταθερής ημερομηνίας εορτασμού του Πάσχα, για να μην υπάρχει κίνδυνος άλλων λαθών. Όσον αφορά την Ορθοδοξία, ήδη ο Οικουμενικός Πατριάρχης Βαρθολομαίος, «αγκάλιασε την όλη προσπάθεια και έδωσε και πρόλογο στο βιβλίο, επισημαίνοντας <span style="font-weight: 700;">ότι θα χρησιμοποιηθεί διότι το 2016 που θα συγκληθεί η Πανορθόδοξος Σύνοδος θα συζητηθεί και αυτό το θέμα» .."</span></div> </div> <div class="itemFullText" style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.4px;"> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <span style="font-weight: 700;">Επιστημονική έρευνα του προέδρου της Αστρονομικής Εταιρείας Κύπρου στα χέρια όλων των Εκκλησιών</span><br /> Λευκωσία: Πώς θα σας φαινόταν εάν σας έλεγε κάποιος ότι σε ένα αιώνα ή κάτι περισσότερο, οι Ορθόδοξοι Χριστιανοί θα γιορτάζουν το Πάσχα κατακαλόκαιρο; Οι περισσότεροι θα πουν ότι αυτό αποκλείεται επειδή το Πάσχα υπολογίζεται βάσει της εαρινής ισημερίας και της Πασχαλινής πανσελήνου. Οι αστρονόμοι απαντούν, ότι για αυτόν ακριβώς το λόγο θα έρθει η στιγμή που οι ανοιξιάτικες «μυρωδιές» του Πάσχα θα αλλάξουν, όχι ασφαλώς επειδή η εαρινή ισημερία αλλάζει, αλλά διότι ο τρόπος που υπολογίζεται η ημερομηνία του Πάσχα είναι λανθασμένος και έτσι δίνει και λάθος ημερομηνίες για την πιο σημαντική γιορτή της Χριστιανοσύνης.<br /> Ο πρόεδρος της Αστρονομικής εταιρείας Κύπρου Ιωάννης Φάκας, προχώρησε σε μια λεπτομερή επιστημονική μελέτη που αποδεικνύει τα λάθη και την οποία έχει ήδη διανεμηθεί στους επικεφαλής όλων των Εκκλησιών.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> <span style="font-weight: 700;">Το Βατικανό μάλιστα, μόλις είδε το σχετικό βιβλίο του Κύπριου επιστήμονα εξέδωσε εγκύκλιο με την οποία εισηγείται, τον καθορισμό μιας σταθερής ημερομηνίας εορτασμού του Πάσχα, για να μην υπάρχει κίνδυνος άλλων λαθών.</span></div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> Όσον αφορά την Ορθοδοξία, ήδη ο Οικουμενικός Πατριάρχης Βαρθολομαίος, «αγκάλιασε την όλη προσπάθεια και έδωσε και πρόλογο στο βιβλίο, επισημαίνοντας ότι θα χρησιμοποιηθεί διότι το 2016 που θα συγκληθεί η Πανορθόδοξος Σύνοδος θα συζητηθεί και αυτό το θέμα».<br /> Στο σύγγραμμα του ο κ. Φάκας δίνει με επιστημονικό τρόπο και λεπτομερείς πίνακες τα ευρήματα του και αποδεικνύει ότι οι πλείστες των ημερομηνιών που οι Ορθόδοξοι γιορτάσαμε ή θα γιορτάσουμε ως Πάσχα έχουν ένδειξη «λάθος». Εξηγεί λεπτομερώς πώς υπολογίζεται το Πάσχα των Ορθοδόξων, των Ρωμαιοκαθολικών και των Ιουδαίων.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> <span style="font-weight: 700;">Αποδεικνύει επιστημονικά τα λάθη στον υπολογισμό</span><br /> Το Άγιο Πάσχα εορτάζεται την Κυριακή που έπεται της πρώτης εαρινής πανσελήνου. Στην περίπτωση που η πασχαλινή πανσέληνος συμβεί Κυριακή, το Πάσχα εορτάζεται την επόμενη Κυριακή. Αυτός ο κανόνας αποφασίστηκε για να συνάδει με τα γεγονότα της χρονιάς της Σταύρωσης και της Ανάστασης του Κυρίου.<br /> Η σταύρωση το έτος εκείνο συνέβη ημέρα Παρασκευή, την παραμονή του Πάσχα των Εβραίων που το έτος εκείνο ήταν ημέρα Σάββατο, που συνέπιπτε με την πασχαλινή πανσέληνο. Η Ανάσταση του Κυρίου έγινε την επομένη που ήταν η πρώτη ημέρα της εβδομάδας, που σήμερα ονομάζεται Κυριακή.<br /> Έτσι, οι Άγιοι Πατέρες θέσπισαν το Άγιο Πάσχα να εορτάζεται πάντοτε την Κυριακή μετά το Πάσχα των Εβραίων.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> Οι κανόνες για τον προσδιορισμό της ημερομηνίας του Πάσχα, τέθηκαν κατά τη διάρκεια της Α’ Οικουμενικής Συνόδου που έγινε στη Νίκαια το 325 μ.Χ. Η Σύνοδος αποφάσισε επίσης όπως το Πάσχα των Χριστιανών το καθορίζει κάθε χρόνο ο Πατριάρχης Αλεξανδρείας. Αυτός ο τέταρτος κανόνας μπήκε διότι στην Αλεξάνδρεια την εποχή εκείνη ήκμαζε σε μεγάλο βαθμό η επιστήμη της Αστρονομίας. Η πρακτική αυτή ακολουθήθηκε για ένα περίπου αιώνα με επιτυχία.<br /> Το 451 μ.Χ. όμως, που προέκυψε η αίρεση του Μονοφυσιτισμού, η οποία έπληξε κυρίως την Αλεξάνδρεια, ανάγκασε τις λοιπές εκκλησίες να αποστασιοποιηθούν και άρχισαν να υπολογίζουν από μόνες τους, την ημερομηνία του Πάσχα με διάφορους κανόνες. Οι κανόνες αυτοί όμως με τη πάροδο των αιώνων δημιούργησαν πολλά λάθη.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> <span style="font-weight: 700;">Το 1583 μ.Χ ο Πάπας Γρηγόριος ο Ε’ επέφερε αρκετές αλλαγές στο Ιουλιανό ημερολόγιο και δημιούργησε ένα νέο ημερολόγιο, το Γρηγοριανό. Παράλληλα, τροποποίησε και τους κανόνες υπολογισμού του Πάσχα. Το λάθος που έκανε ο Πάπας ήταν ότι δεν ανέθεσε σε αστρονόμους να του υπολογίζουν το Πάσχα αλλά εξακολουθούσε να χρησιμοποιεί πιο διορθωμένους κανόνες οι οποίοι και πάλι δημιουργούσαν λάθη.</span></div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> Από πλευράς της, η Ορθόδοξη Εκκλησία, αστρονομικά λανθασμένα, όσον αφορά το Πάσχα, δεν ακολούθησε τη Γρηγοριανή μεταρρύθμιση το 1583 και παρέμεινε με το Ιουλιανό ημερολόγιο μέχρι το 1923. Ο Οικουμενικός Πατριάρχης συγκάλεσε Πανορθόδοξο Σύνοδο στην Κωνσταντινούπολη η οποία δέχθηκε να αφήσει στην κρίση των διαφόρων Εκκλησιών τη θέσπιση του Γρηγοριανού ημερολογίου. Όμως, όσον αφορά το Πάσχα, αποφάσισε να ακολουθεί το Ιουλιανό ημερολόγιο μέχρις ότου βρεθεί ένα πιο ακριβές ημερολόγιο.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> Αυτό στην πράξη σημαίνει ότι ενώ πολιτικά εφαρμόζουμε το Γρηγοριανό ημερολόγιο, για τον υπολογισμό του Πάσχα χρησιμοποιούμε το Ιουλιανό ημερολόγιο.<br /> Αυτό εξηγείται ως εξής: η Εαρινή ισημερία, βάσει του Γρηγοριανού ημερολογίου το οποίο εφαρμόζουμε, συμβαίνει στις 20 ή 21 κάθε Μαρτίου. Ωστόσο, ο υπολογισμός του Πάσχα, γίνεται μεν με βάση την 21 Μαρτίου αλλά με οδηγό το Ιουλιανό ημερολόγιο. Δηλαδή, λανθασμένα θεωρούμε ότι η Ισημερία, (με βάση το Γρηγοριανό ημερολόγιο που πολιτικά εφαρμόζουμε) είναι η 3η Απριλίου. Έτσι και το Πάσχα «παίρνει» λάθος ημερομηνία.<br /> Σε ό,τι αφορά τη Ρωμαιοκαθολική Εκκλησία, η επιστημονική έρευνα του κ. Φάκα κατέδειξε ότι ο υπολογισμός του Πάσχα γίνεται με πιο σωστό τρόπο. Πολύ λίγα λάθη παρουσιάζονται κυρίως στις περιπτώσεις που το Πάσχα των Εβραίων είναι Κυριακή και οι Καθολικοί όφειλαν να μετακινήσουν το Πάσχα τους την επόμενη Κυριακή και δεν το μετακινούν.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <span style="font-weight: 700;">Τι προτείνει ο συγγραφέας</span><br /> Για να διορθωθούν όλα αυτά πρέπει να υπάρξει μια κοινή συνεννόηση μεταξύ των Ορθοδόξων, των Ρωμαιοκαθολικών και των Εβραίων, ώστε να ρωτούν τους αστρονόμους ποια είναι η ημέρα της εαρινής ισημερίας και ποια είναι η πρώτη εαρινή πανσέληνος για κάθε έτος.<br /> Οι Εβραίοι να εορτάζουν το Πάσχα τους την πρώτη εαρινή πανσέληνο. Αν η πρώτη εαρινή πανσέληνος συμβεί να είναι ημέρα απαγορευμένη για το Πάσχα τους -δηλαδή μία από τις μέρες Δευτέρα, Τετάρτη, Παρασκευή-, τότε να μετακινούν κατά μία μέρα το Πάσχα τους.<br /> Οι Χριστιανοί να εορτάζουν το Πάσχα τους την Κυριακή που ακολουθεί το Πάσχα των Εβραίων.</div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /> <span style="font-weight: 700;">Στις περιπτώσεις που το Πάσχα των Εβραίων συμπίπτει με Κυριακή, τότε το Πάσχα των Χριστιανών θα μετακινείται και πάλι την επόμενη Κυριακή.</span></div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <br /></div> <div style="margin-bottom: 1.5em; margin-top: 0.5em;"> <img alt="" height="400" id="cke_121" 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" 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