''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" src="data:image/jpeg;base64,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" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(204, 204, 204); box-shadow: rgb(68, 68, 68) 7px 7px 10px; height: 910px; margin: 4px; max-width: 100%; padding: 2px; width: 700px;" width="287" /></div> </div> </div> </div>

''ΑΣΤΡΟΘΕΑΜΟΝΩΝ'' ΤΟ ΑΝΑΓΝΩΣΜΑ!

Σὲ ἄρθρο μᾶς εἴχαμε ἀναφέρει ὅτι οἱ Ἅγιοι Πατέρες τῆς Ἐκκλησίας μᾶς ἀποκαλοῦσαν ''ἀστροθεάμονες'' αὐτοὺς ποῦ ἔψαχναν τὸ δ...

Read more »

Φρικτὸν τὸ ἔγκλημα τοῦ ἐκκλησιαστικοῦ σχίσματος

<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; text-align: right;"> <em><span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: blue;"><br /></span></span></em></div> <div style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; text-align: right;"> <em><span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: blue;">+ Ἐπισκόπου Μαγνησίας Χρυσοστόμου (+1973)</span></span></em></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>ΚΑΙ</strong> </span>ἄλλοτε ἐδόθη ἀφορμὴ νὰ ἀσχοληθῶμεν μὲ τὴν δημιουργηθεῖσαν οἰκτρὰν ἐκκλησιαστικὴν διαίρεσιν τῶν Ἀντιοχέων, ὑπερμεσοῦντος τοῦ τετάρτου αἰῶνος, διὰ τῆς ὑπάρξεως ἐν τῇ αὐτῇ πόλει δύο ἀλληλοεγκαλουμένων ἐπισκόπων ὀρθοδόξων.</span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><br /></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: center;"> <span style="background-color: white;"><img alt="MagnisiasXrys" src="http://www.ecclesiagoc.gr/images/stories/Photos_2016/MagnisiasXrys.jpg" style="border: 0px;" /></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Μετὰ</strong> </span>τὴν ὑπὸ τῶν Ἀρειανῶν ἄδικον καθαίρεσιν καὶ ἐξορίαν τοῦ Ἀντιοχείας Εὐσταθίου, τὸν θρόνον αὐτοῦ ἀνεπλήρωσεν ὁ ἀπὸ Σεβαστείας Μελέτιος. Οἱ ὀπαδοὶ ὅμως τοῦ Εὐσταθίου ὑποψιαζόμενοι κακῶς τὸν Μελέτιον, ὡς δῆθεν ἀρειανίζοντα, δὲν ἤθελον νὰ ἀναγνωρίσωσιν αὐτὸν ὡς ἐπίσκοπόν των· ἔχοντες δὲ καὶ ἱερεῖς τινὰς ὁμόφρονας, ἐτέλουν δι’ αὐτῶν τὰ θρησκευτικά των καθήκοντα ἔξω τῆς Ἀντιοχείας. Μολονότι ὁ Ἅγιος Μελέτιος ἀπέδειξε διὰ πολλῶν τὰ ὀρθόδοξα φρονήματά του, καὶ μολονότι πολλοὶ ἐπίσημοι ἅγιοι ἄνδρες ἐμεσολάβησαν διὰ νὰ ἐπέλθῃ ἡ συμφιλίωσις τῶν διϊσταμένων, τὸ κακὸν ἐξηκολούθει· κατέστη δὲ ἔτι μᾶλλον χειρότερον, ὅταν ὁ δυτικὸς Ἐπίσκοπος Καλάρεων Λουκίφερ ἐλθὼν εἰς Ἀντιόχειαν, ἀντὶ νὰ συντελέσῃ εἰς τὴν γεφύρωσιν τοῦ σχίσματος, διηύρυνε τὸ χάσμα αὐτοῦ, μὲ τὸ νὰ χειροτονήσῃ κἄποιον Παυλῖνον Ἐπίσκοπον τῶν ἀπεσχισμένων ἐκ τῆς κανονικῆς ἐκκλησιαστικῆς Ἀρχῆς, τῆς ὑπὸ τὸν Μελέτιον διατελούσης.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Ἡ</strong> </span>Ἐκκλησία τῆς Ἀντιοχείας, ἔχουσα δύο παρατάξεις ὀρθοδόξους μὲ ἐπικεφαλῆς δύο ἀντιπάλους ἐπισκόπους, διῆλθε τότε ἀπαισίας μνήμης περιστάσεις. Ἡ κατάστασις πρὸς καιρὸν δι’ ἀμοιβαίας συμφωνίας ἐφάνη ὀλίγον βελτιουμένη, καθότι ὁ Παυλῖνος ἐδέχθη νὰ διαδεχθῇ εἰς τὸν θρόνον τὸν Μελέτιον μετὰ τὸν θάνατον αὐτοῦ, μὴ χειροτονουμένου ἑτέρου τινός· ἀλλ’ ὅταν μετὰ τὸν θάνατον τοῦ Μελετίου ἐν Κων)πόλει, ἔνθα οὗτος μετέβη μετασχὼν τῆς Β’ Οἰκουμενικῆς Συνόδου, δὲν ἐκλήθη εἰς τὸν θρόνον, καθ’ ἅ συνεφωνήθη, ὁ Παυλῖνος, ἀλλ’ ἐχειροτονήθη ὑπὸ τῶν Πατέρων τῆς Συνόδου Ἐπίσκοπος Ἀντιοχείας ὁ συνοδεύσας τὸν Μελέτιον πρεσβύτερος Φλαβιανός, ὁ μετ’ ἄλλων πρεσβυτέρων μεθ’ ὅρκου ὑποσχεθεὶς ὅτι ζῶντος τοῦ Παυλίνου δὲν θὰ δεχθῇ προαγωγὴν διὰ τὸν θρόνον τῆς Ἀντιοχείας, ἡ κατάστασις ἀπέβη οἰκτροτέρα. Καὶ ἔτι μᾶλλον τὸ κακὸν ἐπεδεινώθη, ὅταν ἀποθνήσκων ὁ γέρων ἤδη Παυλῖνος, μόνος, παρὰ πάντα θεῖον καὶ ἀνθρώπινον νόμον, ἐχειροτόνησε διάδοχόν του ἐπίσκοπον τὸν ὁμόφρονα αὐτῷ Εὐάγριον. Δυστυχῶς, τὰ μίση εἶχον κορυφωθῆ εἰς τοσοῦτον, ὥστε σκοτασμὸς πλήρης ἐχαρακτήριζε τὰς σκέψεις τῶν σχισματικῶν. Αἱ συκοφαντίαι καὶ αἱ διαβολαὶ ἦσαν εἰς χρῆσιν ἄμεσον προκειμένου νὰ δυσφημισθῶσι πρόσωπα καὶ πράξεις ἀντιθέτου φρονήματος. Τότε, δυστυχῶς, καὶ ἄνδρες ἐπ’ ἀρετῇ περιώνυμοι συναπήχθησαν ἀπερισκέπτως εἰς τὴν πλάνην καὶ παρεσύρθησαν εἰς πολλὰ ἄτοπα.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Ὁ</strong></span> Ἐπίσκοπος Ρώμης Δάμασος κακῶς πληροφορηθεὶς τὰ πράγματα ἐστράφη ἐναντίον τῶν κανονικῶν Ἐπισκόπων Ἀντιοχείας Μελετίου καὶ Φλαβιανοῦ. Ἐπίσης ὁ Ἅγιος Ἱερώνυμος παρασυρθεὶς καὶ αὐτὸς ἐτάχθη μὲ τὸ μέρος τῶν σχισματικῶν καὶ ὑπεστήριζε τὸν ἀντικανονικὸν Παυλῖνον, θεωρῶν ὡς ἀρειανίζοντα τὸν Ἅγιον Μελέτιον. Τόσον δὲ ἀπρόσεκτος ἐφάνη, ὥστε ἐδέχθη ἀπὸ τὸν ἀντικανονικὸν Παυλῖνον καὶ χειροτονίαν πρεσβυτέρου. Ἀλλ’ ὅμως, τὶς οἶδε διὰ ποῖον λόγον, ἤ συναισθανθεὶς τὸ σφάλμα του, ἤ δι’ ἄλλο τι, οὐδέποτε ἐτέλεσεν ὡς ἱερεὺς καθήκοντα ἱερατικά, οὔτε ποτὲ προσέφερε τὴν θείαν Μυσταγωγίαν, εὐθὺς ἅμα χειροτονηθεὶς καὶ ἅμα παραιτηθεὶς τῆς ἱερωσύνης. Καὶ ἄν οὕτω ὁ θεῖος Ἱερώνυμος σκεφθεὶς ἔπραξε, μὴ ἐπιχειρήσας νὰ τελέσῃ ἱεροπραξίαν τινά, ὡς μὴ λαβὼν χειροτονίαν παρὰ κανονικοῦ Ἐπισκόπου, τοῦτο ἀποτελεῖ ἀπόδειξιν τρανὴν τῆς εὐσυνειδησίας τοῦ ἀνδρός, μὴ τολμῶντος νὰ ἀσεβήσῃ παίζων ἐν οὐ παικτοῖς, θέτων ἑαυτὸν εἰς μεῖζον κρῖμα καὶ κατάκριμα ἔναντι τῶν Ἱερῶν Κανόνων.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Ὁ</strong></span> θεῖος Χρυσόστομος, γέννημα καὶ θρέμμα τῆς Ἀντιοχείας καὶ κληρικὸς ὤν, ὑπὸ τὸν Μελέτιον κατ’ ἀρχάς, καὶ ὑπὸ τὸν Φλαβιανὸν κατόπιν, ἐπὶ δωδεκαετίαν, 386-397, εἰργάσθη πρὸς διόρθωσιν τῆς καταστάσεως διὰ παντὸς τρόπου. Πρεσβύτερος ὑπὸ τὸν Φλαβιανὸν διατελῶν μεγάλας προσπαθείας διὰ κηρυγμάτων κατέβαλε πρὸς ἄρσιν τοῦ σχίσματος. Τὴν αἰτίαν τῆς διαιρέσεως ἀπέδιδεν εἰς τὴν φιλαρχίαν, διότι διαφορὰ πίστεως μεταξὺ τῶν διισταμένων μερίδων δὲν ὑπῆρχε, διότι εἶχον τὰ αὐτὰ δόγματα καὶ τὰ αὐτὰ μυστήρια. Τὸν ἐστενοχώρει ὅμως ἡ διαίρεσις τῶν ὀρθοδόξων, διότι ἐδίδετο ἀφορμὴ κατηγοριῶν κατὰ τοῦ Χριστιανισμοῦ εἰς τοὺς εἰδωλολάτρας. Ἡ δὲ ἐπίσημος Ἐκκλησία πολλάκις ἐδίσταζε νὰ ἐπιβάλῃ ἐπιτίμια εἰς τοὺς πταίοντας, φοβουμένη μὴ οὗτοι σκληρυνόμενοι ἔτι μᾶλλον, μεταπηδήσωσιν ὁριστικῶς εἰς τὴν παράταξιν τοῦ Παυλίνου. Τὸν διχασμὸν τῆς Ἐκκλησίας καυτηριάζων ὁ θεῖος Χρυσόστομος, ἐπεκαλεῖτο γνώμην ἁγίου τινός, καθ’ ἥν «οὐδὲ αἷμα μαρτυρίου δύναται τὴν ἁμαρτίαν τοῦ σχίσματος ἐξαλείφειν», καὶ ὁ ἴδιος ἔλεγε, «διὰ τοῦτο λέγω καὶ διαμαρτύρομαι, ὅτι τοῦ εἰς αἵρεσιν ἐμπεσεῖν τὸ τὴν Ἐκκλησίαν σχίσαι οὐκ ἔλαττόν ἐστι κακόν».</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Τοὺς</strong> </span>περὶ τὸν Παυλῖνον ἐθεώρει μὲν ὀρθοδόξους τὴν πίστιν, ἀλλὰ μὴ ἔχοντας κανονικὰς τὰς χειροτονίας καὶ ἑπομένως ἀπεσχισμένους τῆς Ἐκκλησίας. Ἐδυσφόρει δὲ πολὺ πληροφορούμενος, ὅτι τινὲς ἀδιαφόρως προσήρχοντο καὶ πρὸς τὴν μίαν καὶ πρὸς τὴν ἄλλην παράταξιν, μὴ διακρίνοντες τοὺς κανονικήν, ἀπὸ τοὺς ἀντικανονικὴν ἔχοντας τὴν χειροτονίαν, ἐπὶ τῇ προφάσει ὅτι ἀμφότεραι αἱ παρατάξεις ἐξ ἐπόψεως πίστεως ὀρθοδοξοῦσιν.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Ἰδοὺ</strong> </span>πῶς ὁ θεῖος Πατὴρ σχετικῶς πρὸς τὰ ἀνωτέρω ἀποφαίνεται:</span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;">«Δύο τρόποι ἀποκοπῆς ἀπὸ τὸ σῶμα τῆς Ἐκκλησίας ὑπάρχουν· ὁ ἕνας, ὅταν ψυχράνωμεν τὴν ἀγάπην, ὁ δεύτερος δέ, ὅταν τολμήσωμεν πράγματα ποὺ εἶναι ἀνάξια νὰ γίνωνται εἰς ἐκεῖνο τὸ σῶμα· διότι καὶ μὲ τοὺς δύο αὐτοὺς τρόπους χωρίζομεν τοὺς ἑαυτούς μας ἀπὸ τὸ πλήρωμα τῆς Ἐκκλησίας. Ἐὰν δὲ ἐμεῖς, ποὺ ἔχομεν ταχθῆ νὰ οἰκοδομῶμεν καὶ ἄλλους εἰς αὐτό, πρῶτοι γινώμεθα ἐμεῖς αἴτιοι διὰ ν’ ἀποσχίζωνται ἀπὸ αὐτήν, τί δὲν θὰ πάθωμεν; Τίποτε δὲν θὰ ἠμπορέσῃ νὰ διαιρέσῃ τόσον εὔκολα τὴν Ἐκκλησίαν, ὅσον ἡ φιλαρχία· τίποτε δὲν παροξύνει τόσον τὸν Θεόν, ὅσον τὸ νὰ διαιρεθῇ ἡ Ἐκκλησία. Καὶ ἄν ἀκόμη ἔχωμεν πράξει ἄπειρα καλά, δὲν θὰ καταδικασθῶμεν ὀλιγώτερον ἀπὸ αὐτοὺς οἱ ὁποῖοι διεμέλισαν τὸ σῶμα του, ἐμεῖς οἱ ὁποῖοι διαιροῦμεν τὸ ἐκκλησιαστικὸν πλήρωμα. Διότι ἐκεῖνο μὲν ἔγινε πρὸς ὄφελος τῆς οἰκουμένης, ἄν καὶ δὲν τὸ ἔκαναν ἀπὸ αὐτὸν τὸν σκοπόν· αὐτὸ ὅμως εἰς τίποτε πουθενὰ δὲν χρησιμεύει, ἀλλ’ εἶναι μεγάλη ἡ βλάβη.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Αὐτὰ</strong> </span>δὲν λέγονται μόνον πρὸς τοὺς ἄρχοντας, ἀλλὰ καὶ πρὸς τοὺς ἀρχομένους. Κάποιος δὲ ἅγιος ἄνδρας εἶπε κάτι τὸ ὁποῖον φαίνεται ὅτι εἶναι τολμηρόν, πλὴν ὅμως τὸ εἶπε. Ποῖον εἶναι δὲ αὐτό; Οὔτε τὸ αἷμα τοῦ μαρτυρίου ἠμπορεῖ νὰ ἐξαλείψῃ αὐτὴν τὴν ἁμαρτίαν. Διότι, εἰπέ μου, διατί μαρτυρεῖς; δὲν τὸ κάνεις αὐτὸ διὰ τὴν δόξαν τοῦ Χριστοῦ; Σὺ λοιπὸν ὁ ὁποῖος θυσιάζεις τὴν ζωήν σου ὑπὲρ τοῦ Χριστοῦ, πῶς ἐξολοθρεύεις τὴν Ἐκκλησίαν, ὑπὲρ τῆς ὁποίας πρῶτος ἐθυσιάσθη ὁ Χριστός; Ἄκουσε τὸν Παῦλον ὁ ὁποῖος λέγει· “Οὐκ εἰμὶ ἄξιος καλεῖσθαι ἀπόστολος, ὅτι ἐδίωξα τὴν Ἐκκλησίαν τοῦ Θεοῦ, καὶ ἐπόρθουν αὐτήν”. Δὲν εἶναι μικρὰ αὐτὴ ἡ βλάβη ἀπὸ τοὺς ἐχθρούς, ἀλλὰ πολὺ μεγάλη. Διότι ἐκείνη μὲν ἀναδεικνύει αὐτὴν καὶ λαμπροτέραν, ἐνῷ αὐτὴ καταισχύνει αὐτὴν καὶ ἐνώπιον τῶν ἐχθρῶν της, ὅταν δηλαδὴ πολεμῆται ἀπὸ τὰ ἴδια τὰ τέκνα της. Διότι εἶναι μεγάλη ἀπόδειξις ἀπάτης τὸ νὰ μεταβάλλωνται ἔξαφνα καὶ νὰ διάκεινται ὡς ἐχθροὶ αὐτοὶ οἱ ὁποῖοι ἐγεννήθησαν καὶ ἀνετράφησαν μέσα εἰς τὴν ἐκκλησίαν καὶ ἔχουν γνωρίσει μὲ ἀκρίβειαν τὰ ἀπόρρητα τῆς πίστεως. Αὐτὰ δι’ ἐκείνους οἱ ὁποῖοι μὲ ἀδιαφορίαν ἀκολουθοῦν ἐκείνους οἱ ὁποῖοι διαιροῦν τὴν Ἐκκλησίαν. Διότι καὶ ἄν ἀκόμη ἔχουν ἀντίθετον πρὸς τὴν Ἐκκλησίαν πίστιν, καὶ δι’ αὐτὸν τὸν λόγον δὲν ἁρμόζει εἰς ἐκείνους ν’ ἀναμιγνύωνται· ἐὰν ὅμως ἔχουν τὴν ἰδίαν πίστιν, τότε πολὺ περισσότερον δὲν πρέπει νὰ ἀναμιγνύωνται. Διατί ἆρά γε; Διότι ἡ νόσος προέρχεται ἀπὸ φιλαρχίαν.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Δὲν</strong> </span>γνωρίζετε τί ἔπαθον οἱ περὶ τοὺς Κορὲ καὶ Δαθὰν καὶ Ἀβειρών; Καὶ μήπως μόνον αὐτοὶ καὶ ὄχι καὶ οἱ μετὰ ἀπὸ αὐτούς; Τί λέγεις; Ἡ ἰδία πίστις εἶναι, ὀρθόδοξοι εἶναι καὶ ἐκεῖνοι. Διατί λοιπὸν δὲν εἶναι μαζὶ μὲ ἐμᾶς; “Εἷς Κύριος, μία πίστις, ἕν βάπτισμα”. Ἐὰν δὲ αὐτὰ ποὺ κάνουν αὐτοὶ εἶναι ὀρθά, τότε τὰ ἰδικά μας εἶναι λανθασμένα· ἐὰν δὲ τὰ ἰδικά μας εἶναι ὀρθά, τότε τὰ ἰδικά των εἶναι λανθασμένα. “Μηκέτι ὦμεν νήπιοι”, λέγει, “κλυδωνιζόμενοι καὶ περιφερόμενοι παντὶ ἀνέμῳ τῆς διδασκαλίας”. Εἰπέ μου, νομίζεις ὅτι ἀρκεῖ αὐτό, τὸ νὰ λέγῃς δηλαδὴ ὅτι εἶναι ὀρθόδοξοι; Τὰ δὲ τῆς χειροτονίας ἔφυγαν καὶ ἐχάθησαν; Καὶ ποῖον τὸ ὄφελος ἐὰν αὐτὴ δὲν ἔγινε κατὰ τρόπον κανονικόν; Ὅπως ἀκριβῶς λοιπὸν διὰ τὴν πίστιν, ἔτσι πρέπει νὰ ἀγωνιζώμεθα καὶ δι’ αὐτήν. Διότι, ἐὰν εἰς τὸν καθένα εἶναι δυνατὸν νὰ χειροτονῇ, ὅπως οἱ παλαιοί, καὶ ἔτσι νὰ γίνωνται ἱερεῖς, ἄς γνωρίζουν ὅλοι, ὅτι εἰς μάτην ἔχει οἰκοδομηθῆ αὐτὸ τὸ θυσιαστήριον, εἰς μάτην τὸ πλήρωμα τῆς Ἐκκλησίας καὶ τὸ πλῆθος τῶν ἱερέων· ἄς τὰ καταργήσωμεν αὐτὰ καὶ ἄς τὰ καταστρέψωμεν.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Μὴ</strong> </span>γένοιτο, λέγει. Σεῖς τὰ κάνετε αὐτὰ καὶ λέγετε μὴ γένοιτο; Πῶς λέγεις, μὴ γένοιτο, τὴν στιγμὴν ποὺ ἔχουν ἤδη γίνει; Ἐγὼ τὸ λέγω καὶ τὸ ἐπιβεβαιώνω ἀποσκοπῶν ὄχι εἰς ἰδικόν μου συμφέρον, ἀλλ’ εἰς τὴν ἰδικήν σας σωτηρίαν· ἐὰν δὲ κάποιος ἀδιαφορῇ, αὐτὸς θὰ κριθῇ· ἐὰν δὲ αὐτὰ δὲν ἐνδιαφέρουν εἰς κάποιον, ἐμᾶς ὅμως μᾶς ἐνδιαφέρουν».</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"></span><br /><em style="color: black;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;">[Ὁ συγγραφεὺς τοῦ παρόντος ἄρθρου παρέθεσε τὸ πρωτότυπο Χρυσοστομικὸ κείμενο (βλ. PG τ. 62, σ. 85, 86: «Εἰς τὴν πρὸς Ἐφεσίους», Ὁμιλία ΙΑ’, §§ δ’, ε’), ἀλλὰ προτιμήθηκε στὴν παροῦσα ἀναδημοσίευσι ἡ ἀπόδοσις τοῦ κειμένου στὴν ἁπλῆ καθαρεύουσα γιὰ τὴν διευκόλυνσι τῶν ἀναγνωστῶν].</span></em></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <span style="background-color: white;"><br /><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><span style="color: maroon;"><strong>Ἐκ</strong> </span>τῶν λόγων τούτων τοῦ Χρυσορρήμονος θείου Πατρὸς πληροφορούμεθα τὸ μέγεθος τῆς ἐνοχῆς παντός, οὐ μόνον ἀμέσως ἀλλὰ καὶ ἐμμέσως δημιουργοῦντος σχίσμα εἰς τοὺς κόλπους τῆς Ἐκκλησίας, ἀλλὰ καὶ παντὸς ὁπωσδήποτε ἐνισχύοντος τὰς τάξεις τῶν σχισματικῶν, συνεκκλησιαζομένου ἀδιαφόρως ἄλλοτε μετὰ κανονικῶς καὶ ἄλλοτε μετ’ ἀντικανονικῶς χειροτονηθέντων κληρικῶν, ἐπὶ τῇ προφάσει, ὅτι δὲν ὑπάρχουσι διαφοραὶ δογματικαὶ μεταξὺ τῶν διισταμένων, οὐδεμίαν δὲ ἐξέτασιν, ὡς ἔδει, ποιοῦντος, περὶ κανονικῆς ἀποστολικῆς διαδοχῆς τὼν προσεδρευόντων τῷ ἱερῷ θυσιαστηρίῳ.</span></span></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: justify;"> <br /></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: right;"> <em style="color: black;"><span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;">(«Ἡ Φωνὴ τῆς Ὀρθοδοξίας», ἀρ.φ. 409-410 / 14.1.1963, σελ. 2-4)</span></em></div> <div style="color: #291608; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: right;"> <em style="color: black;"><span style="background-color: white; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 12pt;"><br /></span></em></div> <div style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 15px; margin-top: 15px; text-align: right;"> <b><span style="color: blue;">ΠΗΓΗ: http://www.ecclesiagoc.gr/index.php/parainetika/896-schisma</span></b></div> </div>

Φρικτὸν τὸ ἔγκλημα τοῦ ἐκκλησιαστικοῦ σχίσματος

+ Ἐπισκόπου Μαγνησίας Χρυσοστόμου (+1973) ΚΑΙ   ἄλλοτε ἐδόθη ἀφορμὴ νὰ ἀσχοληθῶμεν μὲ τὴν δημιουργηθεῖσαν οἰκτρὰν ἐκκλησιαστικὴν διαίρ...

Read more »

ΟΧΙ ΚΑΙ ΑΠΟ ΤΗΝ ΕΚΚΛΗΣΙΑ ΤΗΣ ΓΕΩΡΓΙΑΣ!

<div dir="ltr" style="text-align: left;" trbidi="on"> <div class="itemIntroText" style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.4px;"> <div style="margin-bottom: 2em; margin-top: 1em;"> <span style="line-height: 1.6;"><span style="color: red;"><strong><br /></strong></span></span></div> <div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-6C3NFnT7CDIUwBtrjbXG47NRmCPTb0Ta2AvNgeD_sSZlwOmrvf2vbt3LWn3JRo9MnoHPG88CUVUUhrkJ6x1IpHwB00OIxmjUD9piBrTbMl-wx5_HIGQ2lVySUut0iPMNe-Gzbe1VYC3/s1600/1202f68f4497f5f0ebc352e231a214f6_XL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="419" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-6C3NFnT7CDIUwBtrjbXG47NRmCPTb0Ta2AvNgeD_sSZlwOmrvf2vbt3LWn3JRo9MnoHPG88CUVUUhrkJ6x1IpHwB00OIxmjUD9piBrTbMl-wx5_HIGQ2lVySUut0iPMNe-Gzbe1VYC3/s640/1202f68f4497f5f0ebc352e231a214f6_XL.jpg" width="640" /></a></div> <div style="margin-bottom: 2em; margin-top: 1em;"> <span style="color: red; line-height: 1.6;"><strong>Σύννεφα μαζεύονται πάνω από την Πανορθόδοξη και το χρονικό διάστημα που υπολείπεται μέχρι τον Ιούνιο αναμένεται θερμότατο! </strong></span><strong style="line-height: 1.6;">Τα πρώτα δείγματα πέραν της αντιπαράθεσης Φαναρίου-Αθήνας φάνηκαν προ ολίγων ημερών όταν </strong><span style="color: red; line-height: 1.6;"><strong>η</strong></span><span style="line-height: 1.6;"> Εκκλησία της Γεωργίας απέρριψε το κείμενο «Σχέσεις της Ορθοδόξου Εκκλησίας προς τον υπόλοιπο χριστιανικό κόσμο».</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: 2em; margin-top: 1em;"> Συγκεκριμένα ο Πατριάρχης  Τιφλίδας  και πάσης Γεωργίας Ηλίας Β με την Ιερά Σύνοδο της γεωργιανής Ορθόδοξης Εκκλησίας,  η οποία συνεδρίασε <span style="line-height: 1.6;">στις 16 Φεβρουαρίου έχουν επισήμως απορρίψει το έγγραφο με θέμα «Η σχέση της Ορθόδοξης Εκκλησίας προς τον υπόλοιπο χριστιανικό κόσμο». που έχει ετοιμαστεί για την Πανορθόδοξη που θα πραγματοποιηθεί στην Κρήτη, τον Ιούνιο.</span></div> <div style="margin-bottom: 2em; margin-top: 1em;"> Σύμφωνα μάλιστα με πληροφρίες του <span style="color: blue;"><strong>ΕΚΚΛΗΣΙΑonline </strong></span>η γεωργιανή Εκκλησία έχει εκφράσει αντιρρήσεις και ενστάσεις και για άλλα έγγραφα.<br />Η εξέλιξη αυτή είναι πολυ΄σοβαρή καθώς η συμφωνία λέει πως στην Πανορθόδοξη οι δεκατέσσερις τοπικές Αυτοκέφαλες Ορθόδοξες Εκκλησίες που θα λάβουν μέρος, θα πρέπει να εγκρίνουν ομόφωνα κάθε έγγραφο.</div> <div style="margin-bottom: 2em; margin-top: 1em;"> <strong>Επίσης η γεωργιανή Σύνοδος αναφέρθηκε και στο θέμα του ημερολογίου: </strong><br />"Η Εκκλησία μας θα μείνει με το παλιό ημερολόγιο ... Η Εκκλησία μας ήταν, είναι και θα είναι θεματοφύλακας της Ορθοδοξίας. Η Ορθόδοξη Εκκλησία της Γεωργίας απορρίπτει το έγγραφο για τον οικουμενισμό που συντάχθηκε για τη Μεγάλη Σύνοδο. Η Εκκλησία μας είναι αυτή που έχει σώσει τη χώρα μας και το λαό μας. "</div> </div> <span style="background-color: white; font-family: sans-serif; font-size: 14px; line-height: 22.4px;"><span style="color: blue;"><b>- See more at: http://ekklisiaonline.gr/patriarxeia/item/11826-arxisan-ta-organa-i-ekklisia-tis-georgias-aperripse-keimeno-gia-tin-panorthodoksi-vinteo#sthash.Xwwk7TzW.dpuf</b></span></span></div>

ΟΧΙ ΚΑΙ ΑΠΟ ΤΗΝ ΕΚΚΛΗΣΙΑ ΤΗΣ ΓΕΩΡΓΙΑΣ!

Σύννεφα μαζεύονται πάνω από την Πανορθόδοξη και το χρονικό διάστημα που υπολείπεται μέχρι τον Ιούνιο αναμένεται θερμότατο!  Τα πρώτα ...

Read more »