tag:blogger.com,1999:blog-45659390750950098952024-03-14T09:13:31.469+02:00Α' ΕΛΜΕ ΑιτωλοακαρνανίαςUnknownnoreply@blogger.comBlogger1569125tag:blogger.com,1999:blog-4565939075095009895.post-77500890819764659982024-02-14T07:47:00.002+02:002024-02-14T07:47:30.890+02:00<p> </p><p class="MsoNormal" style="margin-bottom: 6pt; mso-para-margin-bottom: .5gd;"><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">ΠΑΝΕΛΛΗΝΙΑ ΕΝΩΣΗ ΣΥΝΤΑΞΙΟΥΧΩΝ
ΕΚΠΑΙΔΕΥΤΙΚΩΝ (ΠΕΣΕΚ)</span></b><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 6pt; mso-para-margin-bottom: .5gd;"><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">ΓΡΑΦΕΙΑ: ΚΟΡΝΑΡΟΥ 2 ΚΑΙ ΕΡΜΟΥ</span></b><b><span lang="el" style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> </span></b><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">(ΟΛΜΕ). ΤΚ: 10563 ΑΘΗΝΑ</span></b><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 6pt; mso-para-margin-bottom: .5gd;"><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">ΤΗΛ: 210-3318632</span></b><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 6pt; mso-para-margin-bottom: .5gd;"><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">EMAIL: </span></b><span face=""Calibri","sans-serif"" lang="el" style="mso-ansi-language: #0008; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"><a href="mailto:syntaxekpedeftikoi@gmail.com"><b><span style="font-family: "Times New Roman","serif"; mso-bidi-language: AR-SA; mso-fareast-font-family: SimSun;">syntaxekpedeftikoi@gmail.com</span></b></a></span><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 6pt; mso-para-margin-bottom: .5gd;"><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Blog: </span></b><span face=""Calibri","sans-serif"" lang="el" style="mso-ansi-language: #0008; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"><a href="http://syntaxekpedeftikoi.blogspot.gr/"><b><span style="font-family: "Times New Roman","serif"; mso-bidi-language: AR-SA; mso-fareast-font-family: SimSun;">syntaxekpedeftikoi.blogspot.gr</span></b></a><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt;"><span face=""Calibri","sans-serif"" lang="el" style="line-height: 106%; mso-ansi-language: #0008; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"><o:p> </o:p></span></p>
<p align="center" class="MsoNormal" style="margin-bottom: 8pt; text-align: center;"><b><span lang="el" style="font-size: 14pt; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ΓΡΑΜΜΑ ΠΡΟΣ ΤΟΥΣ
ΣΥΝΤΑΞΙΟΥΧΟΥΣ ΕΚΠΑΙΔΕΥΤΙΚΟΥΣ</span></b><b><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 8pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συνάδελφε
συνταξιούχε με το γράμμα αυτό η Πανελλήνια Ένωση Συνταξιούχων Εκπαιδευτικών
(ΠΕΣΕΚ) θέλει να σου κοινοποιήσει κάποιες σκέψεις της και να σου γνωστοποιήσει<span style="mso-spacerun: yes;"> </span>το πρόγραμμα δράσης της που εγκρίθηκε από την
έκτακτη ΓΣ στις 31-01-2024.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 8pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Επειδή
πιστεύουμε ότι τα προβλήματα που αντιμετωπίζουμε καθημερινά όπως οι ανεπαρκείς
συντάξεις, η αλματώδης άνοδος των τιμών σε αγαθά και υπηρεσίες, η χωλαίνουσα
ιατροφαρμακευτική περίθαλψη, καθώς η συμμετοχή μας στα φάρμακα έχει εκτιναχθεί
προ πολλού στο 40-60% και σε ορισμένα φάρμακα να το υπερβαίνει, καθώς για
ορισμένες νοσοκομειακές παροχές μπορεί να περιμένουμε για εβδομάδες ή και για
μήνες, δεν λύνονται ατομικά (όπως το Χόλυγουντ σε κάθε ευκαιρία μας
υπενθυμίζει) αλλά με ενωτική συλλογική δράση και με κοινούς αγώνες όλων των
συνταξιούχων και όλων των εργαζομένων.</span><span lang="el" style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"> </span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Θέλοντας
η ΠΕΣΕΚ να συμβάλει στην παραπάνω ενωτική-συλλογική προσπάθεια αποφάσισε από
τον Οκτώβριο του 2023 να δημιουργήσει παραρτήματα σε όλο </span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">τη χώρα. Ήδη</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">, </span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">λειτουργούν
στις περιοχές της</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"> Αιτωλοακαρνανία</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ς, </span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Αχαΐα</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ς, </span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ηλ</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ε</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ία</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ς</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">, Λάρισα</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ς και </span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Μεσσηνία</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">ς.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 8pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εσύ λοιπόν
συνάδελφε που ζεις στην επαρχία και θέλεις να δημιουργηθεί και στον τόπο σου
ένα παράρτημα της ΠΕΣΕΚ, ώστε να αποκτήσουν και εκεί οι συνταξιούχοι της
Α/θμιας και της Β/θμιας εκπαίδευσης φωνή, επικοινώνησε μαζί μας για να
συντονίσουμε τις ενέργειες μας ώστε να δημιουργήσουμε παράρτημα της ΠΕΣΕΚ και
στον τόπο σου.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 8pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εσύ
συνάδελφε συνταξιούχε που ζεις εντός Αττικής και δεν είσαι μέλος της ΠΕΣΕΚ,
είναι καλό να γραφτείς στην ΠΕΣΕΚ και να συμμετέχεις στις δραστηριότητες της.
Και εσύ συνάδελφε που ήσουνα παλιό μέλος και απομακρύνθηκες από την ΠΕΣΕΚ για
διάφορους λόγους, ίσως είναι καιρός να επιστρέψεις γιατί μας ενώνουν πολλά μα
πολλά περισσότερα από ότι μας χωρίζουν.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 8pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Φίλοι
συνταξιούχοι εκπαιδευτικοί η ΠΕΣΕΚ σας χρειάζεται και την χρειάζεστε, όλοι μαζί
μπορούμε να προσπαθήσουμε να κάνουμε την ζωή μας καλύτερη.</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p align="right" class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: right;"><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Αθήνα,
11-02-24<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: center;"><b><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Για
το ΔΣ της ΠΕΣΕΚ<o:p></o:p></span></b></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: none; padding: 0cm 5.4pt; width: 213.05pt;" width="355">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: center;"><b><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ο πρόεδρος<br />
Γρηγόρης Καλομοίρης</span></b><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
<td style="border: none; padding: 0cm 5.4pt; width: 213.05pt;" valign="bottom" width="355">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: center;"><b><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ο γενικός γραμματέας<br />
Σταμάτης Νικολάου<o:p></o:p></span></b></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: justify;"><i><span style="line-height: 106%; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></i></p>
<p class="MsoNormal"><b><i><span style="color: #00b0f0;"><br />
</span><span style="color: #0070c0;">* Ακολουθεί η απόφαση της Γενικής Συνέλευσης
της ΠΕΣΕΚ.<o:p></o:p></span></i></b></p>
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8pt; text-align: justify;"><b><span style="font-size: 14pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Α</span></b><b><span lang="el" style="font-size: 14pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">πόφαση Γενικής Συνέλευσης της ΠΕΣΕΚ</span></b><b><span lang="el" style="font-size: 14pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> </span></b><b><span lang="el" style="font-size: 14pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">(Τετάρτη 31/1/2024)</span></b><span lang="el" style="font-size: 14pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Συναδέλφισσες, συνάδελφοι.</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Για μια ακόμα φορά βρισκόμαστε σε
μια δύσκολη περίοδο της ζωής μας. Αυτά που συμβαίνουν τόσο στο κόσμο όσο και
στη χώρα μας κάνουν ιδιαίτερα ανήσυχους.</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">H</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> συνεχιζόμενη γενοκτονία του πολύπαθου
Παλαιστινιακού λαού, από το σιωνιστικό – φασιστικό καθεστώς του Ισραήλ έχοντας
την κάλυψη της Δύσης και πρώτα απ’ όλα των ΗΠΑ, αποτελεί μια παγκόσμια ντροπή.
Η κυβέρνηση της χώρας μας, πλήρως υποταγμένη στις επιλογές ΝΑΤΟ – ΕΕ, βαθαίνει
την εμπλοκή της χώρας στις πολεμικές συγκρούσεις στην Ουκρανία και στην
Παλαιστίνη και φορτώνει όλα τα βάρη των πολιτικών της στο λαό και τους
εργαζόμενους. Η κυβέρνηση ενάντια στο λαϊκό αίσθημα που εκφράζεται με μαζικές
διαδηλώσεις αλληλεγγύης<span style="mso-spacerun: yes;"> </span>στον
Παλαιστινιακό λαό, συντάσσεται με το ισραηλινό δολοφονικό κράτος και τους
ιμπεριαλιστ</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">έ</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">ς συμμάχους του. Στέλνει τη φρεγάτα «ΨΑΡΑ» μαζί στα Αμερικανικά
αεροπλανοφόρα έξω από τη Γάζα και το Λίβανο στη Μεσόγειο και τη φρεγάτα «ΥΔΡΑ»
στην Ερυθρά θάλασσα, δίνει βάσεις και το στρατηγείο της Λάρισας, βαθαίνοντας
την εμπλοκή της στο διεθνές έγκλημα της γενοκτονίας.</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Από την άλλη, ο</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">
πόλεμος στην Ουκρανία συνεχίζεται με αμείωτη ένταση, με αποτέλεσμα, χιλιάδες
θύματα από τον ουκρανικό και τον ρωσικό<span style="mso-spacerun: yes;">
</span>λαό, ανυπολόγιστες υλικές καταστροφές και κατασπατάληση<span style="mso-spacerun: yes;"> </span>πόρων που οδηγούν σε οπισθοδρόμηση του
βιοτικού επιπέδου όλων των ευρωπαϊκών λαών. </span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Στη χώρα μας το φάντασμα της
φτώχειας πλανάται πάνω από τη μεγάλη πλειονότητα των νοικοκυριών. Η τροφή, η
στέγη, η υγεία, η παιδεία και ευρύτερα οι κοινωνικές ανάγκες γίνονται όλο και
περισσότερο αντικείμενα της ανεξέλεγκτης κερδοσκοπίας, που επιβάλει το κεφάλαιο
σε συνεργασία με την κυβέρνηση και με τη στήριξη των συστημικών πολιτικών και
συνδικαλιστικών δυνάμεων.</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Απαιτούμε εδώ και τώρα η
κυβέρνηση να πάρει μέτρα για να φρενάρει τη ξέφρενη κούρσα των αυξήσεων στα
βασικά αγαθά. Διεκδικούμε άμεση και ουσιαστική μείωση των τιμών, αυξήσεις σε
συντάξεις και μισθούς, απόδοση της 13<sup>ης</sup> και 14<sup>ης</sup>
σύνταξης/μισθού. Παλεύουμε για ένα Δημόσιο Δωρεάν σύστημα υγείας για όλο το λαό
μαζί με τους εργαζόμενους στις δημόσιες δομές υγείας.</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Το εκπαιδευτικό και νεολαιίστικο
κίνημα δέχεται μια ολομέτωπη επίθεση με την προκλητική απόφαση της κυβέρνησης
να ιδρύσει<span style="mso-spacerun: yes;"> </span>ιδιωτικά πανεπιστήμια
καταπατώντας το Σύνταγμα, στον ευρύτερο σχεδιασμό της για υποβάθμιση /κατάργηση
της δημόσιας γενικής και επαγγελματικής εκπαίδευσης. Αυτό που έχει ανάγκη
σήμερα η νέα γενιά και η ελληνική κοινωνία είναι ένα αποκλειστικά δημόσιο
δωρεάν ποιοτικό πανεπιστήμιο, με επαρκή κρατική χρηματοδότηση, πτυχία με αξία
για δουλειά με δικαιώματα, προσλήψεις καθηγητών και προσωπικού, εκσυγχρονισμό
των υποδομών, των εργαστηρίων των προγραμμάτων σπουδών, της φοιτητικής
μέριμνας. Στεκόμαστε δίπλα στην αγωνιζόμενη νεολαία, που<span style="mso-spacerun: yes;"> </span>υπερασπίζεται με δυναμικές κινητοποιήσεις τη
Δημόσια- Δωρεάν-Εκπαίδευση σε όλες τις βαθμίδες.</span><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> Είμαστε σίγουροι
ότι οι απειλές, ο αυταρχισμός, η καταστολή της κυβέρνησης με στόχο να εκφοβίσει
και να τρομοκρατήσει τη νέα γενιά και ολόκληρη την εκπαιδευτική κοινότητα θα
πέσουν στο κενό.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span style="mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Οι βιοπαλαιστές αγρότες και κτηνοτρόφοι των μπλόκων σε όλη τη χώρα
κλιμακώνουν το δίκαιο αγώνα τους, έναν αγώνα επιβίωσης για τους ίδιους και την
οικογένειές τους. Είμαστε σταθερά στο πλευρό τους και καταγγέλλουμε την
κυβέρνηση που επιχειρεί να συκοφαντήσει και να καταστείλει τον αγώνα τους.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Είμαστε παρόντες και στηρίζουμε
με τη παρουσία μας τους μικρούς και μεγάλους αγώνες του λαού μας για
δημοκρατία, για κοινωνικά και συνδικαλιστικά δικαιώματα. </span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 10pt; text-align: justify;"><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Διεκδικούμε:</span><span lang="el" style="mso-ansi-language: #0008; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Κατάργηση
του Ν. Κατρούγκαλου και όλων των αντιασφαλιστικών νόμων<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Αύξηση
των μισθών και συντάξεων, σταθερή δουλειά και ΣΣΕ για όλους τους εργαζόμενους<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Νομοθετική
ρύθμιση για επαναφορά της 13<sup>ης</sup> και 14<sup>ης</sup> σύνταξης<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Ίση
σύνταξη σε όλους, -ες με τα ίδια χρόνια ασφάλισης. Αναπλήρωση των απωλειών και
ενσωμάτωση της προσωπικής διαφοράς στις συντάξεις<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Άμεση
καταβολή των αναδρομικών σε όλους του συνταξιούχους δίχως δικαστήρια ή
προαπαιτούμενα για το 11μηνο 2015-16<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Κατάργηση
της εισφοράς αλληλεγγύης (υπερ ΑΚΑΓΕ)<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Στη
σύνταξη χηρείας να αποδίδεται το 70% της σύνταξης του αποθανόντος χωρίς άλλη
περικοπή<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Πλήρης
κρατική εγγύηση όλων των κύριων, επικουρικών συντάξεων, εφάπαξ και μερισμάτων
ΜΤΠΥ<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Δημόσιο,
καθολικό, υποχρεωτικό, αναδιανεμητικό σύστημα κοινωνικής ασφάλισης<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">10.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Δημόσια
αγαθά, ρεύμα, νερό, συγκοινωνίες<o:p></o:p></span></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><b><i><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">11.<span style="font: 7pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Δημόσια
Παιδεία και υγεία ψηλού επιπέδου, χωρίς τη συμμετοχή των εργαζομένων, ανέργων
και συνταξιούχων στην περίθαλψη και στα φάρμακα.</span><b><i><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-bidi-language: AR;"><o:p></o:p></span></i></b></p>
<p style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><b><i><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">12.<span style="font: 7pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008;">Μαζικοί
μόνιμοι διορισμοί προσωπικού για τον ΕΦΚΑ. Άμεση μονιμοποίηση όλων των
συμβασιούχων.</span><b><i><span lang="el" style="font-family: "Times New Roman","serif"; mso-ansi-language: #0008; mso-bidi-language: AR;"><o:p></o:p></span></i></b></p>
<p align="right" class="MsoNormal" style="margin-bottom: 10pt; text-align: right;"><b><i><span lang="el">Aθήνα </span></i></b><b><i>9</i></b><b><i><span lang="el">/2/2024</span></i></b></p>
<p style="text-align: justify;"><span lang="el" style="font-family: "Times New Roman","serif"; font-size: 14pt; mso-ansi-language: #0008;"><o:p> </o:p></span><b style="text-align: left;"><i><span style="color: #0070c0;">* Ακολουθούν αναλυτικοί
πίνακες με τον προγραμματισμό δράσεων της ΠΕΣΕΚ, την περίοδο Φλεβάρης-Μάης
2024.</span></i></b></p><p style="text-align: justify;"><b style="text-align: left;"><i><span style="color: #0070c0;"><br /></span></i></b></p><p style="text-align: justify;"><b style="text-align: left;"></b></p><p align="center" class="MsoNormal" style="line-height: 115%; margin-bottom: 10.0pt; text-align: center;"><b style="text-align: left;"><b><span lang="el" style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Προγραμματισμός
κινητοποιήσεων</span></b><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">,</span></b><b><span lang="el" style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> συσκέψεων και εκδηλώσεων με
πρωτοβουλία </span></b><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">ή</span></b><b><span style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> <span lang="el">συμμετοχή της
ΠΕΣΕΚ</span></span></b><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-language: AR; mso-fareast-font-family: Calibri;"> (Φλεβάρης - Μάης 2024) </span></b><b><span lang="el" style="font-size: 13.0pt; line-height: 115%; mso-ansi-language: #0008;"><o:p></o:p></span></b></b></p><b style="text-align: left;">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -7.0pt; mso-border-alt: solid windowtext .25pt; mso-border-insideh: .25pt solid windowtext; mso-border-insidev: .25pt solid windowtext; mso-padding-alt: 0cm 5.0pt 0cm 5.0pt; width: 732px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="background: #C00000; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 439.0pt;" valign="top" width="732">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><b><span lang="el" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Φλεβάρης 2024</span></b><span lang="EN-US" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Παρασκευή 9.2</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">6μμ. </span></b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">«Μύλος του Παππά», Λάρισα</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εκδήλωση – συζήτηση του
παραρτήματος Λάρισας της ΠΕΣΕΚ για τα ιδιωτικά Πανεπιστήμια και το νέο νόμο
για την Τεχνική Επαγγελματική Εκπαίδευση</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ομιλητές:</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Παυλίδης Περικλής, Καθηγητής και πρόεδρος στο
ΠΤΔΕ του ΑΠΘ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Παπαδόπουλος Δημήτρης, μέλος Δ.Σ. ΕΛΜΕ Λάρισας</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Σάββατο 10.2</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">12</span></b><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">μ. </span></b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Σύνταγμα</span><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή στη συγκέντρωση
αλληλεγγύης στον Παλαιστινιακό Λαό, που διοργανώνεται στο Σύνταγμα κάθε
Σάββατο</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 4.5pt; mso-yfti-irow: 3;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; height: 4.5pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Τρίτη 13.2</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">10.30πμ</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Πλατεία Εθνικής Αντίστασης</span><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 4.5pt; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή στο Παναττικό
συλλαλητήριο των Συνεργαζόμενων Συνταξιουχικών οργανώσεων με κεντρικό αίτημα:
Δημόσιο δωρεάν, καθολικό σύστημα Υγείας – Πρόνοιας πλήρως χρηματοδοτούμενο
από το κράτος</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Πέμπτη 15.2<o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">12μ. </span></b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Προπύλαια <b><o:p></o:p></b></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή στο πανεκπαιδευτικό
συλλαλητήριο ενάντια στα ιδιωτικά πανεπιστήμια<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Δευτέρα </span></b><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">19.2<br />
7</span></b><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">μμ.</span></b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ενημερωτική εκδήλωση - συζήτηση
του ΣΕΠΕ Αμαρουσίου για το ασφαλιστικό - συνταξιοδοτικό σύστημα.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ομιλητές:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-bidi-language: AR; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Γρηγόρης Καλομοίρης, Πρόεδρος ΠΕΣΕΚ<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-bidi-language: AR; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Δημήτρης Παναγιωτακόπουλος, αντιπρόεδρος ΣΕΠΕ
Δυτικής Αττικής<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Τρίτη 20.2, 6μμ.</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Νομική Σχολή</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">(Σίνα - Αίθουσα Οικονομίδου)</span><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εκδήλωση – συζήτηση της ΠΕΣΕΚ με
θέμα:</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">«Η ίδρυση Ιδιωτικών
Πανεπιστημίων στο πλαίσιο της ιδιωτικοποίησης της Εκπαίδευσης»,</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ομιλητές:</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Δημήτρης Καλτσώνης, αν. καθηγητής θεωρίας του
Κράτους και Δικαίου στο Πάντειο Πανεπιστήμιο, μέλος Εκτελεστικής Γραμματείας
ΠΟΣΔΕΠ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Χρήστος
Κάτσικας εκπαιδευτικός – μέλος ΠΕΣΕΚ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Άγγελος Θωμόπουλος, Πρόεδρος του Φοιτητικού
Συλλόγου Τοπογράφων ΕΜΠ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" valign="top" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Τετάρτη,
28.2</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">11</span></b><b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">πμ. </span></b><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Πλατεία Κλαυθμώνος</span><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" valign="top" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή ΠΕΣΕΚ στο Απεργιακό συλλαλητήριο που
διοργανώνουν τα συνδικάτα, ένα χρόνο μετά το «έγκλημα στα Τέμπη», για
αυξήσεις σε μισθούς και συντάξεις και ενάντια στην ακρίβεια.</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" valign="top" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" valign="top" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ιδρυτικές συνελεύσεις Παραρτημάτων στην Κέρκυρα
και στα Γιάννενα</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt;"><span lang="el" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: #0008;"><o:p> </o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><span style="font-size: 7.0pt; line-height: 106%;">-Π1-<o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -7.0pt; mso-border-alt: solid windowtext .25pt; mso-border-insideh: .25pt solid windowtext; mso-border-insidev: .25pt solid windowtext; mso-padding-alt: 0cm 5.0pt 0cm 5.0pt; width: 732px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="background: #C00000; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 439.0pt;" valign="top" width="732">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><b><span lang="el" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Μάρτης 2024</span></b><span lang="EN-US" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Τρίτη 5.3</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Κινητοποίηση στο Υπουργείο
Οικονομικών με συνταξιούχους και εν ενεργεία καθηγητές που τέθηκαν σε
διαθεσιμότητα το 2013-15 για το συνυπολογισμό στη σύνταξη του 25% των
αποδοχών τους (σε συνεργασία με ΟΛΜΕ – ΕΛΜΕ και Επιτροπή εκπαιδευτικών σε
διαθεσιμότητα)</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Παρασκευή 8.3</span></b><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή στις κινητοποιήσεις
για την παγκόσμια μέρα της γυναίκας</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;">Σάββατο
16.3<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Συμμετοχή<span style="mso-spacerun: yes;"> </span>στο συλλαλητήριο για την παγκόσμια ημέρα
κατά του ρατσισμού και του φασισμού</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Πέμπτη 21.3</span></b><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Κινητοποίηση με πρωτοβουλία της
ΠΕΣΕΚ στο Υπουργείο Εργασίας με κεντρικό αίτημα τη στελέχωση του ΕΦΚΑ
(απευθυνόμαστε στην ΠΟΣΕ-ΕΦΚΑ, ΠΟΠΟΚΠ, Σύλλογο ΜΤΠΥ, ΕΛΜΕ, ΣΕΠΕ, ΑΔΕΔΥ, ΟΛΜΕ,
ΔΟΕ και Συλλόγους Συνταξιούχων Αθήνας - Πειραιά</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ιδρυτικές συνελεύσεις</span><span style="font-family: "Calibri","sans-serif"; font-size: 13.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"> </span><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Παραρτημάτων<span style="mso-spacerun: yes;"> </span>Αρκαδίας και Αργολίδας</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td colspan="2" style="background: #C00000; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 439.0pt;" valign="top" width="732">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><b><span lang="el" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: #0008; mso-bidi-language: AR; mso-fareast-font-family: Calibri;">Απρίλης 2024</span></b><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Δευτέρα 8.4<br />
6μμ. </span></b><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εταιρεία Ελλήνων
Λογοτεχνών<b><o:p></o:p></b></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εκδήλωση της ΠΕΣΕΚ, με
πρωτοβουλία της Πολιτιστικής Επιτροπής. Θέμα: «Γυναικοκτονία, πατριαρχική
βία, έμφυλες ιεραρχήσεις και εξουσίες»</span><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Κινητοποιήσεις στο
Υπουργείο Εργασίας μαζί με άλλες συνταξιουχικές οργανώσεις – ΕΛΜΕ, ΣΕΠΕ για
καταβολή δώρου Πάσχα και 13<sup>ης</sup> – 14<sup>ης</sup> σύνταξης και
μισθού</span><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ιδρυτικές συνελεύσεις
Παραρτημάτων Λακωνίας και Εύβοιας</span><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td colspan="2" style="background: #C00000; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 439.0pt;" valign="top" width="732">
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Μάης 2024<o:p></o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Δεύτερο<br />
15</span></b><b><span lang="EN-US" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">νθήμερο Μάη</span></b><b><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Εκδήλωση τιμής και
μνήμης για τον Τάσο Σταυρόπουλο (συνδιοργάνωση ΠΕΣΕΚ με Ε΄ΕΛΜΕ Αντ. </span><span lang="EN-US" style="font-size: 13.0pt; line-height: 106%; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Αττικής).</span><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Οργανωτική Επιτροπή:</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Χρύσα
Φαρδέλα ΔΣ ΠΕΣΕΚ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Μάρω
Δημάκου, ΔΣ ΠΕΣΕΚ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo3; tab-stops: 21.0pt; text-align: justify; text-indent: -21.0pt;"><!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 13.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-font-kerning: 1.0pt;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="EN-US" style="font-size: 13.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ψαλλιδάς
Βασίλης, μέλος ΠΕΣΕΚ</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 13.0pt; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Η σύνθεση παραμένει ανοικτή για
να συμπληρωθεί από νέες δηλώσεις συμμετοχής</span><span style="font-size: 13.0pt; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="background: #E7E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 106.0pt;" width="177">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><b><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .25pt; mso-border-left-alt: solid windowtext .25pt; mso-border-top-alt: solid windowtext .25pt; padding: 0cm 5.0pt 0cm 5.0pt; width: 333.0pt;" width="555">
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span style="font-size: 13.0pt; line-height: 106%; mso-bidi-language: AR; mso-fareast-font-family: Calibri; mso-font-kerning: 1.0pt;">Ιδρυτικές συνελεύσεις
Παραρτημάτων Πέλλας και Ξάνθης - Καβάλας</span><span style="font-size: 13.0pt; line-height: 106%; mso-font-kerning: 1.0pt;"><o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: justify;"><span lang="el" style="font-size: 14.0pt; line-height: 106%; mso-ansi-language: #0008;"><o:p> </o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: 106%; margin-bottom: 8.0pt; text-align: center;"><span style="font-size: 7.0pt; line-height: 106%;">-Π2-</span><span lang="el" style="font-size: 7.0pt; line-height: 106%; mso-ansi-language: #0008;"><o:p></o:p></span></p><i><span style="color: #0070c0;"></span></i></b><p></p>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-577579561339416472024-01-19T08:46:00.002+02:002024-01-19T08:46:29.332+02:00Αποτελέσματα εκλογών ανάδειξης Διοικητικού Συ,μβουλίου Α ΕΛΜΕ Αιτωλοακαρνανίας<p><span style="font-size: 12.0pt;">Τα
αποτελέσματα των εκλογών για ανάδειξη νέων μελών στο Δ.Σ. της Α ΕΛΜΕ
Αιτωλοακαρνανίας έχουν ως εξής:</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Εγγεγραμμένοι:
429</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Ψήφισαν:
229</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Ποσοστό
συμμετοχής: 53,3%</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Έγκυρα: 226</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Άκυρα-Λευκά:
3</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;"> </span></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Έλαβαν:</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΔΑΚΕ </span></b><span style="font-size: 12.0pt;">70 ψήφοι, ποσοστό: 30,56%, έδρες: 2</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Συμμαχία </span></b><span style="font-size: 12.0pt;">66 ψήφοι, ποσοστό: 28,82%, έδρες: 2</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΑΣΕ </span></b><span style="font-size: 12.0pt;">54 ψήφοι, ποσοστό: 23,58%, έδρες: 2</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΑΣΚ</span></b><span style="font-size: 12.0pt;"> 33 ψήφοι, ποσοστό: 14,41%, έδρα 1</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΠΕΚ</span></b><span style="font-size: 12.0pt;"> 3 ψήφοι, ποσοστό: 1,31%.</span></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 2.0cm 99.25pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Εκλέγονται
από τη <b style="mso-bidi-font-weight: normal;">ΔΑΚΕ</b>: Κατσαρός Κ., Μυλωνάς Π.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Από την <b style="mso-bidi-font-weight: normal;">Συμμαχία</b>: Κίντας Π., Τέφας Σ.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Από την <b style="mso-bidi-font-weight: normal;">ΑΣΕ</b>: Μαλάτου Σ., Κρήτας Ο.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Και από την
<b style="mso-bidi-font-weight: normal;">ΑΣΚ</b>: Πολιτοπούλου Π.</span></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 45.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt;">Ευχόμαστε
καλή επιτυχία στο νέο Διοικητικό Συμβούλιο.</span></p>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-14696683062845153402023-09-21T09:19:00.002+03:002023-09-21T09:19:28.295+03:00 <p> <b>ΠΡΟΣ ΤΟΥΣ ΣΥΝΑΔΕΛΦΟΥΣ
ΕΚΠΑΙΔΕΥΤΙΚΟΥΣ Π.Ε. ΑΙΤΩΛ/ΝΙΑΣ</b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><o:p> </o:p></span></b><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Συναδέλφισσες/φοι, Καλησπέρα !</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Νιώθω την ανάγκη να
επικοινωνήσω μαζί σας για να ευχηθώ καλή σχολική χρονιά με υγεία και δύναμη
ψυχής! </span><span style="font-size: 16px;">Είμαι 20 ημέρες συνταξιούχος μετά από 38 ολόκληρα χρόνια στην εκπαίδευση στην πρώτη γραμμή του δημόσιου σχολείου και νιώθω σαν να ξεκίνησα χθες την εκπαιδευτική μου διαδρομή σαν να μην έφτασε ο χρόνος να πραγματοποιήσω όσα επιθυμούσα στο σχολείο όλα αυτά τα χρόνια.</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">Προσπάθησα και μέσα από τον καθημερινό αγώνα και την συνεπή συνδικαλιστική μου δράση να τοποθετήσω ένα λιθαράκι στην οικοδόμηση ενός καλύτερου σχολείου. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><span style="font-size: 12pt;">Τα πράγματα δεν πάνε καθόλου καλά στο δημόσιο σχολείο εξαιτίας των αποδομητικών πολιτικών που ακολούθησαν τα τελευταία</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">25 χρόνια</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">που υποβαθμίζουν συνεχώς το λειτούργημά μας. </span><span style="font-size: 12pt;">Συνεχίζω να αγωνίζομαι τα τελευταία τα τελευταία 9 χρόνια (2 θητείες) από τη θέση του αιρετού περιφερειακού σύμβουλου στην περιφέρεια δυτικής Ελλάδας</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">και για ζητήματα που αφορούν την εκπαίδευση και με τις ευχές σας και όχι μόνο , ως εκ νέου υποψήφιος για άλλη μια μαχητική αυτοδιοικητική</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">θητεία. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><b style="font-size: 12pt;">Συναδέλφισσες/φοι. </b><span style="font-size: 12pt;">Δεν ξέρω αν τα κατάφερα να κερδίσω τον τίτλο του Δάσκαλου που τόσα χρόνια επιθυμούσα. </span><span style="font-size: 16px;">Η ζωή θα το δείξει</span><span style="font-size: 12pt;">, νιώθω όμως την αγάπη των γονιών μαθητών μου και των παιδιών τους που είχα μαθητές, όταν με χαιρετούν αποκαλώντας με το χαρακτηριστικό ΄΄γειά σου Δάσκαλε΄΄.Σας βεβαιώ ότι δεν υπάρχει μεγαλύτερη αναγνώριση και ταυτόχρονα ευχαρίστηση από αυτό ! </span><span style="font-size: 16px;">Σας προτρέπω λοιπόν να πασχίζεται για την κατάκτηση του σπουδαίου αυτού τίτλου που σημαίνει βαθιά ψυχή με αφοσίωση στους μαθητές μας, αισιοδοξία, αγάπη και εμμονή στο παιδαγωγικό και εκπαιδευτικό μας έργο.</span><span style="font-size: 12pt;">Εάν κερδίσουμε έστω κι ένα μαθητή με προβλήματα ακραίας κοινωνικής συμπεριφοράς και προσαρμοστικότητας και τον κρατήσουμε στο σχολείο σας βεβαιώνω ότι έχουμε κερδίσει ένα αυριανό μαχητή της ζωής και αυτό θα το εκφράζει με αγάπη όπου κι αν βρεθεί.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 16px;">Να είστε αυστηροί με καλοσύνη και δίκαιοι στην μοιρασιά της αγάπης.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 16px;"> Έχουν ανάγκη οι μαθητές μας την τοποθέτηση ορίων και στόχων.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 16px;">Σε αυτούς τους δύσκολους καιρούς που ζούμε είναι αναγκαία όσο ποτέ η συμβουλευτική και καθοδήγηση. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 16px;"> Να μην ξεχνάμε ότι αποτελούμε πρότυπο με το παράδειγμά μας συμβάλλοντας στην οικοδόμηση </span><span style="font-size: 16px;">της</span><span style="font-size: 16px;"> ψυχοκοινωνικής τους ισορροπίας.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Εύχομαι καλή δύναμη με αισιοδοξία σε πλαίσιο συλλογικότητας και αλληλεγγύης στους συλλόγους διδασκόντων των σχολείων σας! Μην ξεχνάτε ότι ζείτε και εργάζεστε στον καλύτερο εργασιακό χώρο συγκριτικά με τα άλλα επαγγέλματα δημόσιου και ιδιωτικού τομέα.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"> ΚΑΛΗ ΚΑΙ ΔΗΜΙΟΥΡΓΙΚΗ ΧΡΟΝΙΑ !</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><span style="font-size: 12pt;">Κώστας Κούστας συν/χος εκπαιδευτικός του 2ου Γυμνασίου Μεσολογγίου </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><span style="font-size: 16px;">Περιφερειακός σύμβουλος Αιτωλ/νιας με την ΄΄Αντίσταση Πολιτών ΄΄</span><b style="font-size: 12pt;"> </b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">ς΄΄</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"> </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><o:p> </o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"> <span style="font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"> </span></p>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-83566517814126557552023-08-03T22:32:00.002+03:002023-08-03T22:32:44.076+03:00Συνεχίζονται οι παρενέργειες εφαρμογής της Ελάχιστης Βάσης ΕΙσαγωγής. Η νέα ηγεσία του Υπουργείου Παιδείας θα τολμήσει;<p style="text-align: right;"> Μεσολόγγι, 3/8/2023</p>
<p class="MsoNormal" style="text-align: justify;">Για ακόμη μια χρονιά η ελληνική
Εκπαιδευτική Κοινότητα ήρθε αντιμέτωπη με τον παραλογισμό της Ελάχιστης Βάσης
Εισαγωγής (ΕΒΕ) στα Ανώτατα Ιδρύματα.</p>
<p class="MsoNormal" style="text-align: justify;">Η ιδέα εισαγωγής αυτού του κόφτη
ωρίμασε το καλοκαίρι του 2019 όταν για πρώτη φορά είχαμε εισακτέους σε «καλά»
τμήματα με άθλιες βαθμολογίες. Κι όμως, όπως έγραφα τότε, το πρόβλημα δεν είχε
προκύψει από τις κακές επιδόσεις των μαθητών αλλά από την μεγάλη αύξηση του
αριθμού εισακτέων, την ίδρυση τμημάτων σε πολλές πόλεις με ίδιο αντικείμενο αλλά
και τη μη συγχώνευση τμημάτων των πρώην ΤΕΙ με ομοειδή τμήματα ΑΕΙ στην ίδια
πόλη.<span></span></p><a name='more'></a><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"></span><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Χωρίς να έχει γίνει ακόμη απόλυτα
αντιληπτό, σιγά - σιγά ολισθαίνουμε στο να έχουμε ένα σύστημα που παράγει πολύ
περισσότερους επιστήμονες συγκεκριμένων κατευθύνσεων από όσους χρειαζόμαστε, με
μόνο αποτέλεσμα την αύξηση των …εξαγωγών τους κυρίως προς τις χώρες της ΕΕ. Την
ίδια ώρα θα φτάσουμε να μην έχουμε επιστήμονες που έχει ανάγκη η ελληνική
μηχανή. Θα γίνουμε δηλαδή μια χώρα που θα ετοιμάζει γιατρούς προς εξαγωγή και
θα εισάγει ιχθυοκαλλιεργητές για να στελεχώσει τη βιομηχανία της.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Το πρόβλημα όμως έχει μια ακόμη
παράμετρο που πρέπει να εξετάσουμε. Όταν σε όλα τα τμήματα εισάγονται πολύ
περισσότεροι από όσους πρέπει, τότε σίγουρα θα συνεχιστεί το φαινόμενο να
έχουμε και εισακτέους με πολύ χαμηλές βαθμολογίες. Στις φιλολογικές σχολές η
βάση είναι εδώ και χρόνια …κάτω από τη βάση. Πρώην περιζήτητες και καλές
σχολές, δηλώνονται από όσους μαθητές «περισσεύουν» από άλλες επιλογές με
αποτέλεσμα να έχουμε και κενές θέσεις (λόγω ΕΒΕ), όπως συνέβη και φέτος στα
τμήματα των Μαθηματικών Ιωαννίνων και Πατρών, αλλά και αλλού. Τμήματα σε πόλεις
που παραδοσιακά έσφυζαν από φοιτητική ζωή αλλά και τμήματα που φτιάχτηκαν στη
Θράκη και τα νησιά Αιγαίου για εθνικούς λόγους είναι έτοιμα να κλείσουν.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Όπως είναι απόλυτα κατανοητό πλέον,
ακόμη κι αν δεχτούμε ως σωστό το στόχο να μην έχουμε εισαγωγή μαθητών με μικρές
βαθμολογίες σε ανώτατα ιδρύματα (που κι εδώ σηκώνει πολύ κουβέντα), τα τρία
χρόνια εφαρμογής της ΕΒΕ όχι μόνο δεν έλυσαν το πρόβλημα αλλά δημιούργησαν
ακόμη περισσότερους πονοκεφάλους. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Θα συνεχίσω να υποστηρίζω, όπως έκανα
από το 2019 που είχε αρχίσει η συζήτηση, ότι μόνη λύση στο πρόβλημα είναι η
κατάργηση της ΕΒΕ, ο δραστικός περιορισμός των εισακτέων στα τμήματα, η
συγχώνευσή ομοειδών τμημάτων στην ίδια πόλη αλλά και η εισαγωγή σωστού
επαγγελματικού προσανατολισμού με ταυτόχρονη μελέτη των μακροχρόνιων αναγκών
της χώρας σε επιστημονικό δυναμικό.</span> Μπορεί σε πρώτη ανάγνωση να είναι σε
αντίθετη κατεύθυνση από αυτό που θέλει η Κοινωνία αλλά σε βάθος χρόνου θα φανεί
ως μονόδρομος που τελικά θα την ικανοποιήσει.<span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Το μπαλάκι για μια ακόμη φορά είναι στο
Υπουργείο Παιδείας που πρέπει </span>να διορθώσει άμεσα την κατάσταση. Ας
ελπίσουμε ότι ο νυν Υπουργός θα τολμήσει…</p>
<p class="MsoNormal" style="text-align: justify;"> </p>
<p class="MsoNormal" style="text-align: justify;">Κατσαρός Κωνσταντίνος</p>
<p class="MsoNormal" style="text-align: justify;">Εκπαιδευτικός</p>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-66311734100964553642023-05-07T00:14:00.001+03:002023-05-07T00:14:12.714+03:00Απάντηση του ΔΣ της Α ΕΛΜΕ Αιτωλοακαρνανίας<p></p><p style="text-align: right;"><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Είμαστε στη δυσάρεστη θέση
να απαντήσουμε σε ανάρτηση των μελών του ΔΣ σ. Κούστα και σ. Μαλάτου λόγω του ότι <b style="mso-bidi-font-weight: normal;">οφείλουμε
να δώσουμε απάντηση</b> σε καταγγελία εκπαιδευτικών που είναι ταυτόχρονα μέλη
του ΔΣ της Ένωσης. Η επιστολή δημοσιεύτηκε και στην ιστοσελίδα alfavita στην οποία φιλοξενείται η απάντησή μας.<br /></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Το περιεχόμενο της ανακοίνωσης είναι <b style="mso-bidi-font-weight: normal;">ψευδέστατο</b> αφού στηρίζεται σε δήθεν <b style="mso-bidi-font-weight: normal;">καταγγελία από τον Πρόεδρο της ΕΛΜΕ <u>που δεν υπήρξε</u></b>. Όσο κι
αν ψάξετε στο διαδίκτυο και σε οποιοδήποτε σχολείο μας <b style="mso-bidi-font-weight: normal;">δεν θα εντοπίσετε καταγγελία του </b>(πολυγραφότατου είναι αλήθεια)<b style="mso-bidi-font-weight: normal;"> προέδρου της Ένωσής μας</b> για το
συγκεκριμένο θέμα στο οποίο αναφέρονται οι συνάδελφοι.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Η ΕΛΜΕ μας <b style="mso-bidi-font-weight: normal;">ΟΜΟΦΩΝΑ</b> υιοθέτησε
και προώθησε δράσεις στο πλαίσιο αποφάσεων της ΟΛΜΕ και των ΓΣ Προέδρων, τόσο
στο θέμα της αυτοαξιολόγησης όσο και της ατομικής αξιολόγησης και <b style="mso-bidi-font-weight: normal;">είμαστε περήφανοι γιατί οι συνάδελφοι στη
συντριπτική πλειοψηφία τους συσπειρώθηκαν</b> και ακολούθησαν την ενιαία γραμμή
που είχαμε αποφασίσει.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Για το θέμα της ατομικής αξιολόγησης, έχουμε στείλει στα σχολεία μας
περισσότερες από μια φορά τις αποφάσεις της ΟΛΜΕ του ΔΣ της ΕΛΜΕ και των ΓΣ
Προέδρων, έχουμε παρέμβει σε όποιες περιπτώσεις μας ζητήθηκε (δεν χρειάζεται να
γράψουμε αναλυτικά τα σχολεία που έγιναν οι παρεμβάσεις, άλλωστε οι 2
καταγγέλλοντες συνάδελφοι γνωρίζουν…) και έχουμε δώσει συμπληρωματικά
σαφέστατες οδηγίες για τη θέση μας και τη στάση που πρέπει να έχουμε ακόμη και
τηλεφωνικά όποτε χρειάστηκε. Εν κατακλείδι, <b style="mso-bidi-font-weight: normal;">δεν υπάρχει συνάδελφος στην περιοχή μας που να ζήτησε βοήθεια και να
μην του δόθηκε</b>. </p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Στο προηγούμενο ΔΣ <b style="mso-bidi-font-weight: normal;">ΟΜΟΦΩΝΑ</b> <b style="mso-bidi-font-weight: normal;">είχαμε αποφασίσει να μην έρθουμε σε
σύγκρουση</b> με αξιολογητές και αξιολογούμενους.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Στο τελευταίο ΔΣ μάλιστα, λόγω αντίθετων πληροφοριών που υπήρχαν, τα μέλη
του ΔΣ Μαλάτου και Κούστας (που υπογράφουν το κείμενο της καταγγελίας!),
επιβεβαίωσαν ότι <b style="mso-bidi-font-weight: normal;">η στάση αυτή τηρήθηκε</b>
σε παρέμβαση που έγινε από το μέλος του ΔΣ σ. Μαλάτου (ανήκει στην παράταξη της
ΑΣΕ/ΠΑΜΕ) μαζί με μέλος της ΕΛΜΕ (προσκείμενη στην παράταξη ΑΣΚ που ανήκει και
ο συνυπογράφων την ανακοίνωση σ.Κούστας) και την Πρόεδρο του ΝΤ της ΑΔΕΔΥ στη
Ναύπακτο. Όπως υποστήριξαν, <b style="mso-bidi-font-weight: normal;">η συνάντησή
τόσο με τον Σύμβουλο Εκπαίδευσης όσο και με τους συνάδελφους που ήθελαν να
αξιολογηθούν <u>ήταν σε φιλικό κλίμα</u></b> και <b style="mso-bidi-font-weight: normal;"><u>δεν υπήρξε καμία ένταση</u></b>!</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Συμπληρωματικά, κάποιες μέρες αργότερα η σ. Μαλάτου πραγματοποίησε
παρόμοια παρέμβαση σε άλλο σχολείο και πάλι της Ναυπάκτου, και για να στηρίξει
ότι <b style="mso-bidi-font-weight: normal;"><u>και αυτή έγινε σε φιλικό κλίμα</u></b>
τηλεφώνησε στη συνάδελφο να το επιβεβαιώσει σε ανοιχτή ακρόαση. Μάλιστα,
μετέφερε και αίτημα της συναδέλφου προς το ΔΣ για προσπάθεια <b style="mso-bidi-font-weight: normal;"><u>διευκόλυνσης</u></b> της αξιολόγησής της
με μεταφορά της ημερομηνίας επίσκεψης του αξιολογητή, θέμα που δεν συζητήσαμε
καν αφού <b style="mso-bidi-font-weight: normal;">δεν είμαστε αρμόδιοι να
προωθούμε τέτοιου είδους αιτήματα την ώρα μάλιστα που είναι γνωστή η θέση μας</b>…</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Να σημειωθεί ότι σε όλες τις περιπτώσεις που αναφέραμε οι συνάδελφοι
επιθυμούσαν και επιθυμούν να αξιολογηθούν.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Απορούμε συνεπώς <b style="mso-bidi-font-weight: normal;">σε</b> <b style="mso-bidi-font-weight: normal;">ποιο θέμα αναφερόταν η καταγγελία και
ποιους λόγους εξυπηρετεί η δημοσίευση της</b>, αφού το μόνο θέμα που υπάρχει σε
όλα όσα σας περιγράψαμε ήταν <b style="mso-bidi-font-weight: normal;">η μη
ενημέρωση του ΔΣ της ΕΛΜΕ</b> για τις παρεμβάσεις που έγιναν από τη σ. Μαλάτου
και σε δεύτερη φάση η εκτός γραμμής συμπεριφορά της (δεν είχε ουδέτερη στάση
αλλά φιλική – όπως είπε - προς τους αξιολογητές, κάνοντας και <b style="mso-bidi-font-weight: normal;">προσπάθεια διευκόλυνσης</b> της
αξιολόγησης).</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"> Για το ΔΣ της Α ΕΛΜΕ Αιτωλοακαρνανίας</p><p></p><p style="text-align: left;"> Ο Πρόεδρος Ο Γραμματέας</p><p style="text-align: left;"> Κ. Κατσαρός Π. Κίντας<br /></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-90835506725767954392023-05-03T18:12:00.002+03:002023-05-03T18:26:43.794+03:00<div class="separator"><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" height="209" src="https://www.esos.gr/sites/default/files/styles/slider/public/article-listing-images/1_152.jpg?itok=qnYOSm74" style="margin-left: 0px;" width="294" /> </p></div><p style="text-align: justify;">Συνάδελφοι - συναδέλφισσες, ένας σπουδαίος δάσκαλος , εξαίρετος συνδικαλιστής, αλύγιστος αγωνιστής, ο πρόεδρος της Πανελλήνιας Ένωσης Συνταξιούχων ΕΚπαιδευτικών , Τάσος Σταυρόπουλος έφυγε από τη ζωή.</p><p style="text-align: justify;">Ακούραστος , ασίγαστος έτρεχε στα υπουργεία στα ταμεία ,επισκεπτόταν τις τοπικές ΕΛΜΕ, (και τη δική μας) , απαντούσε σε όσους τον ρωτούσαν για θέματα συνταξιοδότησης με ορθότητα , πληρότητα ,ακρίβεια , βοήθησε αρκετούς από εμάς τους εκ/κούς της Αιτ/νιας.</p><p>Μέχρι το τέλος στους δρόμους του αγώνα. Αυτούς τους δρόμους πρέπει και εμείς να συνεχίσουμε βαδίζοντας τιμώντας τον συνάδελφο Τάσο ,τον Τάσο που έδωσε τέτοιο πλούτο και αξία στη λέξη συνάδελφος όσο ελάχιστοι. Καλό ταξίδι ΣΥΝΑΔΕΛΦΕ ΤΑΣΟ. ΜΑΡΓΑΡΙΤΗΣ ΘΟΔΩΡΟΣ <br /></p>ΜΑΡΓΑΡΙΤΗΣ ΘΟΔΩΡΟΣhttp://www.blogger.com/profile/15707248155122995953noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-84596082198581502172023-05-03T08:09:00.001+03:002023-05-03T08:10:03.021+03:00 ΑΝΑΚΟΙΝΩΣΗ ΜΕΛΩΝ Δ.Σ Α΄ ΕΛΜΕ ΑΙΤΩΛ/ΝΙΑΣ<p> <b style="text-align: center;"><span style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: EL;">ΑΝΑΚΟΙΝΩΣΗ </span></b></p><p><b style="text-align: center;"><span style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: EL;"> </span></b><span style="font-size: 12pt; text-align: justify;">Συναδέλφισσες και συνάδελφοι</span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Το Υπουργείο Παιδείας πεισματικά και εκβιαστικά επιμένει στην υλοποίηση της ατομικής αξιολόγησης νεοδιόριστων συναδέλφων, δημιουργώντας κλίμα τρομοκρατίας στα σχολεία, ακόμα και μέσα σε προεκλογική περίοδο.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Την περασμένη Παρασκευή, 28/4/2023 δύο μέλη του Δ.Σ της Α’ ΕΛΜΕ Αιτωλ/νίας (Μαλάτου Σόφη και Τέφας Σωτήρης), μαζί με την πρόεδρο του νομαρχιακού τμήματος της ΑΔΕΔΥ κ. Νταουσάνη Βάσω και το μέλος της Α’ ΕΛΜΕ κ. Πολιτοπούλου Γιώτα επισκέφτηκαν το 1<sup>ο</sup> ΓΕΛ Ναυπάκτου, με αφορμή την πρώτη διαδικασία ατομικής αξιολόγησης νεοδιόριστου συναδέλφου στα σχολεία της Ναυπάκτου.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Ενημέρωσαν το συνάδελφο και τον αξιολογητή, καθώς και τους υπόλοιπους συναδέλφους του σχολείου, για τις αποφάσεις των συλλογικών οργάνων (ΟΛΜΕ και Α’ ΕΛΜΕ Αιτωλ/νίας) για το θέμα της ατομικής αξιολόγησης των εκπαιδευτικών και για τις δυνατότητες αντιμετώπισης και νόμιμης αντίδρασης στην επιχειρούμενη διαδικασία.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Ο πρόεδρος του Δ.Σ της Α’ ΕΛΜΕ Αιτωλ/νίας κ. Κατσαρός δεν αισθάνθηκε καμιά υποχρέωση να παρευρεθεί και να παρέμβει σε αυτές τις διαδικασίες, όπως όφειλε, υλοποιώντας τις αποφάσεις των συλλογικών μας οργάνων. Αντίθετα, με προκλητικό τρόπο, βρήκε τον απαιτούμενο χρόνο να συντάξει και να κοινοποιήσει (με ποιες διαδικασίες άραγε;) ανακοίνωση, με την οποία ΚΑΤΑΓΓΕΛΛΕΙ(!!!) ουσιαστικά τις δραστηριότητες αυτές.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Ο πρόεδρος και ο γραμματέας της Α’ ΕΛΜΕ ΑΙτωλ/νίας ενοχλήθηκαν με την παρουσία μας στο 1ο ΓΕΛ Ναυπάκτου, προκειμένου να ενημερώσουμε και να στηρίξουμε τον αξιολογούμενο συνάδελφο, στην περίπτωση που ο ίδιος δεν επιθυμούσε να αξιολογηθεί, υλοποιώντας την ομόφωνη απόφαση της Α’ ΕΛΜΕ Αιτωλ/νίας, τη στιγμή που οι ίδιοι έμειναν αδρανείς. Προφανώς η παρέμβασηέγινε σε κόσμιοκλίμα και ο συνάδελφος, όπωςεπιθυμούσε, αξιολογήθηκε.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Στην ανακοίνωση αναφέρεται ότι η παρέμβαση που έγινε εκφράζει προσωπικές ή παραταξιακές απόψεις<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">ΠΟΙΕΣ ΕΙΝΑΙ ΑΥΤΕΣ;<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">1)Ότι ο Σύμβουλος είναι ευπρόσδεκτος ως σύμβουλος, που θα συνδράμει το εκπαιδευτικό μας έργο, αλλά όχι ως αξιολογητής, που επιχειρεί να εφαρμόσει την αντιεκπαιδευτική πολιτική της κυβέρνησης και κρατάει<a name="_GoBack"></a> τους νεοδιόριστους συναδέλφους σε ομηρία;<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">2)Ότι ζητάμε την άμεση και οριστική μονιμοποίησή τους;<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Ποια άποψη εκφράστηκε που δεν ήταν συλλογική;<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Μήπως οι ίδιοι, δια της σιωπής και της αδράνειάς τους, εκφράζουν προσωπικές απόψεις διαφορετικές από τις αποφάσεις του κλάδου;<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Οι συνάδελφοι στα σχολείαγνωρίζουν αν η ενημέρωση και η παρουσία τους ήτανσυνεχής, όπως ισχυρίζονται. Επίσης είναι γνώστες των δράσεων άλλων ΕΛΜΕ για την ατομική αξιολόγηση.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">Είναι καιρός πια το Δ.Σ της Α’ ΕΛΜΕ Αιτωλ/νίας, στο σύνολό του, να σταθεί στο ύψος του και να αναλάβει τις ευθύνες του απέναντι στους συναδέλφους, στην κρίσιμη αυτή περίοδο που διανύουμε.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;">«Ως εδώ και μη παρέκει»!</span><span lang="EN-US" style="font-size: 12pt; line-height: 18.4px;"><o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt; line-height: 18.4px;"> </span><span lang="EN-US" style="font-size: 12pt; line-height: 18.4px;">K</span><span style="font-size: 12pt; line-height: 18.4px;">ούστας Κωνσταντίνος αντιπρόεδρος της Α΄ ΕΛΜΕ<o:p></o:p></span></p><p><span style="font-size: 12pt; text-align: justify;"> </span><span style="font-size: 12pt; text-align: justify;"> </span><span style="font-size: 12pt; text-align: justify;">Μαλάτου Σόφη</span><span style="font-size: 12pt; text-align: justify;"> </span><span style="font-size: 12pt; text-align: justify;">μέλος του Δ.Σ. της Α΄ ΕΛΜΕ</span> <b style="text-align: center;"><span style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: EL;"> </span></b><b style="text-align: center;"><span style="font-size: 14.0pt; line-height: 115%; mso-ansi-language: EL;"> </span></b></p>
K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-20509571686642858042023-05-01T23:31:00.000+03:002023-05-01T23:31:25.094+03:00ΠΡΟΣΟΧΗ: Ενημέρωση για τις διαδικασίες ατομικής αξιολόγησης<p style="text-align: justify;">Π<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">αρ' όλη την <b style="mso-bidi-font-weight: normal;">συνεχή ενημέρωση</b> που στέλνεται στα σχολεία τόσο από την <b style="mso-bidi-font-weight: normal;">Α ΕΛΜΕ Αιτωλοακαρνανίας</b> όσο και από την
<b style="mso-bidi-font-weight: normal;">ΟΛΜΕ</b>, έχουμε γίνει αποδέκτες
ερωτημάτων σχετικά με τις ενέργειες που πρέπει να γίνονται σε σχέση με το θέμα
της ατομικής αξιολόγησης.</span>
</p><p class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Η θέση του κλάδου για το θέμα είναι <b style="mso-bidi-font-weight: normal;">ξεκάθαρη</b> και <b style="mso-bidi-font-weight: normal;">έχει επικαιροποιηθεί</b> στην τελευταία ΓΣ Προέδρων.</span></p><p></p><ul style="text-align: justify;"><li class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Η ΟΛΜΕ
κηρύσσει κυλιόμενες στάσεις εργασίας κάθε εβδομάδα προκειμένου να καλύπτονται
οι συνάδελφοι <b style="mso-bidi-font-weight: normal;">που</b> <b style="mso-bidi-font-weight: normal;">δεν επιθυμούν</b> να αξιολογηθούν.</span></li></ul><ul style="text-align: justify;"><li>
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Δεν</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;"> μπλοκάρουμε την διαδικασία της αξιολόγησης για τους συναδέλφους <b style="mso-bidi-font-weight: normal;">που επιθυμούν</b> να αξιολογηθούν και
προφανώς <b style="mso-bidi-font-weight: normal;">δεν</b> ερχόμαστε σε σύγκρουση
με αξιολογητές ή αξιολογούμενους.</span></li></ul><p style="text-align: justify;">
</p><p class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Να σημειώσουμε επίσης ότι:</span></p><p></p><ul style="text-align: justify;"><li class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">η Α ΕΛΜΕ Αιτωλοακαρνανίας εκπροσωπείται νόμιμα ΜΟΝΟ
από το ΔΣ ή από το τριμελές Προεδρείο της</span></b></li><li class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">οι αποφάσεις της Α ΕΛΜΕ Αιτωλοακαρνανίας ανακοινώνονται
μέσω επίσημης αλληλογραφίας</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;"> με τα σχολεία
και τους συναδέλφους</span></li></ul><p style="text-align: left;">
</p><p class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Σας καλούμε συνεπώς <b style="mso-bidi-font-weight: normal;">να αναγνωρίζετε ως <u>προσωπικές</u> τις παρεμβάσεις</b> που
πραγματοποιούνται ακόμη και από μεμονωμένα μέλη του ΔΣ, πόσο μάλλον αυτές μη
εκλεγμένων συναδέλφων, και <b style="mso-bidi-font-weight: normal;">να τις
διακρίνετε από τις αποφάσεις</b> <b style="mso-bidi-font-weight: normal;">που απηχούν
τις απόψεις του ΔΣ</b> αλλά <b style="mso-bidi-font-weight: normal;">και του
κλάδου</b>. Οι προσωπικές ή παραταξιακές θέσεις εκφράζουν μόνο όσους τις
εκφράζουν και σε καμία περίπτωση τις θέσεις της πλειοψηφίας του ΔΣ και του
κλάδου.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL;">Για οποιαδήποτε επιπλέον πληροφορία, σας
καλούμε να επικοινωνείτε χρησιμοποιώντας ηλεκτρονικό ταχυδρομείο, στέλνοντας
μήνυμα στη διεύθυνση της Α ΕΛΜΕ Αιτωλοακαρνανίας.</span></p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-808774032881070042023-04-21T19:44:00.003+03:002023-04-21T19:44:31.357+03:00Ενημερωτικό 9 για τοποθετήσεις διευθυντών και υπηρεσιακές μεταβολές<p style="text-align: right;"> Μεσολόγγι, 21/4/2023</p><p style="text-align: right;"><span style="font-size: x-small;"><i>γράφει ο Κωνσταντίνος Κατσαρός </i></span><br /></p><p>Χριστός Ανέστη! Χρόνια πολλά και καλά σε όλες και όλους!
</p><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Τοποθετήσεις Διευθυντών</span></b></p>
</div>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; text-align: justify;">Ανακοινώθηκαν τα αποτελέσματα των τοποθετήσεων Διευθυντών στα σχολεία
της περιοχής μας και βάση των αποτελεσμάτων θα ήθελα να σας παρουσιάσω κάποια
πρώτα στοιχεία.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; text-align: justify;">Βάση των αποτελεσμάτων, όλες οι σχολικές μονάδες απέκτησαν Διευθυντή, δηλώθηκαν
δηλαδή όλες οι σχολικές μονάδες.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; text-align: justify;">Εξαιρουμένων των ειδικών, ο «πήχης» έφτασε τα 50,375 μόρια για σχολεία
της πόλης του Αγρινίου, τα 48,25 μόρια για σχολεία του Μεσολογγίου, τα 39,875
στη Ναύπακτο ενώ το όριο για τη θέση του Διευθυντή ήταν γενικά στα 27,8625
μόρια.<span></span></p><a name='more'></a><p></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; text-align: justify;">Από τους αρχικά 139 υποψήφιους παρέμειναν στη διαδικασία και δήλωσαν
προτιμήσεις 131 συνάδελφοι από τους οποίους τοποθετήθηκαν σε σχολεία οι 85
(ποσοστό 65% ή σχεδόν 2 στους 3), 46 δεν τοποθετήθηκαν σε κάποιο σχολείο και 3
επέλεξαν τη θέση του Σύμβουλου Εκπαίδευσης και αφαιρέθηκαν από τους πίνακες.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; text-align: justify;">Αν δεν κάνω λάθος, για πρώτη φορά οι καθηγητές Πληροφορικής καταλαμβάνουν
περισσότερες θέσεις (20) από άλλες ειδικότητες, από κοντά έρχονται οι Φιλόλογοι
(18) και πιο κάτω οι εκπαιδευτικοί Φυσικής Αγωγής (9). Ανά ειδικότητα δείτε τον
επόμενο πίνακα:</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.0pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 522px;">
<tbody><tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" width="64">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Ειδικότητα</span></b></p>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Συμμετείχαν στη διαδικασία</span></b></p>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Έγιναν διευθυντές</span></b></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" width="36">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Ειδικότητα</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Συμμετείχαν στη διαδικασία</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">Έγιναν διευθυντές</span></b></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ01</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">10</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">5</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ80</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">4</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ02</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">24</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">18</span></b></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ81</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ03</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">12</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">6</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ82</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">9</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">3</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ04.01</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">11</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">7</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ83</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ04.02</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">3</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">0</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ84</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">0</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ04.04</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ86</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">29</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">20</span></b></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ05</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ87.02</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">0</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ06</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">6</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">4</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ87.06</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">0</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" valign="bottom" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ11</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">14</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">9</span></b></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ88.01</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ21</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ88.02</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ78</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" width="83">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ88.03</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.35pt;" width="64">
<p class="MsoNormal" style="margin-top: 0cm;"><b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">ΠΕ79.01</span></b></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.6pt;" valign="bottom" width="91">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 27.05pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></p>
</td>
<td style="border: none; height: 15.0pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></p>
</td>
<td style="border: none; height: 15.0pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></p>
</td>
<td style="border: none; height: 15.0pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-font-family: Calibri;"> </span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="text-align: justify;">Ο χώρος τελικά …«ανδροκρατείται»,
αφού από τους 85 Διευθυντές οι 59 είναι άνδρες (69,5%) και οι 26 γυναίκες
(30,5%), ποσοστό που ανταποκρίνεται και στο ενδιαφέρον που έδειξαν τα δύο φύλα
για τις θέσεις ευθύνης αφού στο σύνολο των 131 υποψήφιων οι 85 ήταν άνδρες
(σχεδόν 65%) και οι 46 γυναίκες (σχεδόν 35%).</p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000;">Εύχομαι στις/στους τοποθετημένους δύναμη,
υγεία και επιτυχία στο έργο που αναλαμβάνουν ή συνεχίζουν!</span></b></p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Υπηρεσιακές μεταβολές</span></b></p>
</div>
<p class="MsoNormal" style="text-align: justify;">Τελικά, αν και προηγήθηκε η
συνεδρίαση του ΠΥΣΔΕ στην οποία συζητήθηκαν τα κενά (που ανακοινώθηκαν στη
σελίδα της ΔΔΕ αλλά και σας επισυνάπτω στο <span lang="EN-US" style="mso-ansi-language: EN-US;">e</span>-<span lang="EN-US" style="mso-ansi-language: EN-US;">mail</span>),
οι διαδικασίες παγώνουν λόγω εκλογών. Με βάση το χρονοδιάγραμμα που είχε
ανακοινωθεί, καλούνται από την ερχόμενη Δευτέρα οι υπεράριθμοι σε κάθε σχολείο
να δηλώσουν αν επιθυμούν να κριθούν υπεράριθμοι και σε επόμενη φάση να
επιλέξουν μεταξύ των κενών όπως διαμορφώθηκαν. Για τη διαδικασία επιλογής
σχολείων, τοποθέτησης σε σχολεία αλλά και τη συνέχιση των διαδικασιών, θα
υπάρξει νεότερη ενημέρωση από τη ΔΔΕ.</p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-26880599207092850792023-04-04T22:21:00.002+03:002023-04-05T07:40:38.477+03:00Παρέμβαση για το μισθολόγιο των εκπαιδευτικών<p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="text-align: justify;">Σε προηγούμενη παρέμβασή μου με
χαρά διαπίστωσα από τα σχόλια και τις αντιδράσεις ότι η συντριπτική πλειοψηφία
των συναδέλφων εκπαιδευτικών θεωρεί μείζον ζήτημα αυτή τη στιγμή τις οικτρές
αμοιβές μας. Θυμίζω ότι στη χώρα μας ο νεοδιοριζόμενος εκπαιδευτικός αμείβεται
με λιγότερα χρήματα από τον ανειδίκευτο εργάτη του ιδιωτικού τομέα. Οι εκπαιδευτικοί
είναι οι χειρότερα αμειβόμενοι δημόσιοι υπάλληλοι, αν και έχουν τα περισσότερα
προσόντα σε σχέση με τον υπόλοιπο δημόσιο τομέα.</p>
<p class="MsoNormal" style="text-align: justify;">Συνεχίζοντας στην οδό της
αλήθειας και της ορθής πληροφόρησης, ταγμένος σταθερά στη λογική της
υπεράσπισης των συμφερόντων του κλάδου και μόνο, θα ήθελα σήμερα να θυμίσω
γεγονότα του πρόσφατου παρελθόντος, γιατί κάποιοι ξεχνούν, αλλά και να
παρουσιάσω μια πρόταση για το μέλλον μας.</p>
<p class="MsoNormal" style="text-align: justify;">Το 2011 η κυβέρνηση ΠΑΣΟΚ επιβάλλει
το «ενιαίο μισθολόγιο» που όπως όλοι γνωρίζουμε μόνο ενιαίο δεν ήταν αφού εξαίρεσε
χιλιάδες δημοσίους υπαλλήλους. Είχε προηγηθεί συνεχής προπαγάνδα συγκεκριμένων
παρατάξεων (στην περιοχή της Α ΕΛΜΕ Αιτωλοακαρνανίας το ρόλο ανέλαβαν ΠΑΣΚ και η
τότε ενιαία ΑΣΚ) που χειροκροτούσαν τις …αυξήσεις που θα έρχονταν. Την ίδια ώρα
κυκλοφορούσαν ήδη αναλύσεις ΔΑΚΙτών ασχολούμενων με τα οικονομικά που έδειχναν
ότι το νέο μισθολόγιο θα έφερνε σφαγή. Μαντέψτε ποιος είχε δίκιο τελικά…</p><a name='more'></a><p></p>
<p class="MsoNormal" style="text-align: justify;">Έρχεται η συγκυβέρνηση ΝΔ-ΠΑΣΟΚ
και διατηρεί τα πράγματα ως είχαν. Είχαν αρχίσει φυσικά αλλαγές και στο
συνταξιοδοτικό αλλά αυτά θα τα συζητήσουμε ίσως μελλοντικά μαζί με τη νέα
«σφαγή» που οργανώθηκε από την επόμενη κυβέρνηση με υπουργό τον Κατρούγκαλο.</p>
<p class="MsoNormal" style="text-align: justify;">Ακολουθεί η συγκυβέρνηση ΣΥΡΙΖΑ –
ΑΝΕΛ με νέο μισθολόγιο που όχι μόνο πετσοκόβει εκ νέου τις αποδοχές, αλλά
επιβάλει και μια παγκόσμια καινοτομία: οι εκπαιδευτικοί αμείβονται με μισθό που
αντιστοιχεί σε 2 έτη λιγότερης υπηρεσίας! Είναι η πρώτη κυβέρνηση στην ιστορία
που πληρώνει τους εκπαιδευτικούς όχι μόνο με ακόμη μικρότερο μισθό αλλά και για
λιγότερα χρόνια από αυτά που εργάζονται! Και αυτό έγινε από μια κυβέρνηση που είχε
εκλεγεί για να επαναφέρει την κανονικότητα με ένα νόμο και ένα άρθρο… Ξεχνάμε;</p>
<p class="MsoNormal" style="text-align: justify;">Είδατε να γίνεται καμία σοβαρή
διαμαρτυρία για όλα αυτά; Που ήταν τότε όλοι αυτοί οι λαλίστατοι συνδικαλιστές
που έχουν πάρει στο λαιμό τους όλο τον κλάδο και τολμούν σήμερα να ρίχνουν το
φταίξιμο για όλα τα δεινά μας στους άλλους;</p>
<p class="MsoNormal" style="text-align: justify;">Η επόμενη κυβέρνηση της ΝΔ διατηρεί
όλα τα στραβά που βρήκε στα οικονομικά. Δυστυχώς δεν τόλμησε να επιβραβεύσει
ούτε το φιλότιμο των εκπαιδευτικών που έβαλαν πλάτη όταν χρειάστηκε και
στήριξαν τους μαθητές τους. Όλοι οι συνταξιούχοι και όλοι οι εργαζόμενοι μέσα
σε αυτά τα χρόνια πήραν και κάτι. Εξαιρέθηκαν επιδεικτικά οι εκπαιδευτικοί που
κέρδισαν τη μάχη της τηλεργασίας και για ευχαριστώ πήραν μόνο υποσχέσεις…</p>
<p class="MsoNormal" style="text-align: justify;">Φτάνουμε στο σήμερα και στις
προτάσεις που υπάρχουν.</p>
<p class="MsoNormal" style="text-align: justify;">Η ΔΑΚΕ πίστευε και πιστεύει
σταθερά στο <b style="mso-bidi-font-weight: normal;">Εκπαιδευτικό Μισθολόγιο</b>,
ένα ειδικό μισθολόγιο που θα λαμβάνει υπόψη τις ιδιαιτερότητες του
λειτουργήματός μας για συνεχή επιμόρφωση, εξοπλισμό που απαιτείται να
χρησιμοποιούμε και πολλά άλλα που τα τελευταία χρόνια καλύπτονται με δικά μας
έξοδα. Ένα μισθολόγιο που θα καθιστά αυτονόητη τη στήριξη του δύσκολου έργου
τους.</p>
<p class="MsoNormal" style="text-align: justify;">Οι υπόλοιποι συνδικαλιστές
ανακάλυψαν πρόσφατα την ΑΔΕΔΥ (!!!) και τάσσονται υπέρ …συλλογικών συμβάσεων
εργασίας, που σημαίνει υιοθέτηση ενός μισθολογίου που θα μας τοποθετήσει στην
ίδια μοίρα με τους υπόλοιπους δημόσιους υπαλλήλους που φυσικά θα βρουν τρόπο
και παράθυρα να αμείβονται κα πάλι καλύτερα! Ποιος πιστεύετε ότι θα χάσει εκ
νέου;</p>
<p class="MsoNormal" style="text-align: justify;">Θα συνεχίσουμε να ακολουθούμε
τέτοιες λογικές;</p>
<p class="MsoNormal" style="text-align: justify;">Ειδικά για το θέμα του
μισθολογίου μας, θεωρώ ότι τώρα είναι η ώρα να πάρουμε σοβαρές αποφάσεις για το
τι θα επιλέξουμε. Όταν κάποιοι προτάσσουν θέματα όπως …η μη μεταφορά του καζίνο
της Πάρνηθας στην Κηφισιά (ναι, καλά διαβάσατε, δείτε πρόσφατες ανακοινώσεις
της ΟΛΜΕ) η ΔΑΚΕ θα συνεχίσει να επιμένει και να ασχολείται με τα πραγματικά
προβλήματα του κλάδου, είτε αυτό αρέσει είτε όχι, όπως είχαμε επισημάνει στην
περιοχή μου αμέσως μετά τις τελευταίες εκλογές.</p> <br /><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-10164667165142366112023-03-17T20:28:00.004+02:002023-03-17T20:28:52.960+02:00Κατώτατος μισθός και ακόμη χειρότερα...<p>Μετά την ανακοίνωση της αύξησης του κατώτατου μισθού, ο
ανειδίκευτος εργάτης στον ιδιωτικό τομέα στη χώρα μας αμείβεται με 780€ μικτά ή
667€ καθαρά το μήνα. Συνολικά οι ετήσιες αποδοχές του μαζί με τα δώρα φτάνουν
στα 9338€ ή στο ποσό των 778€ το μήνα με αναγωγή. Την ίδια ώρα ο νεοδιορισμένος
εκπαιδευτικός αμείβεται με 737€ καθαρά το μήνα, λαμβάνοντας ετήσιες καθαρές
αποδοχές 8.844€.
</p><p class="MsoNormal">Ναι, καλά διαβάσατε. Στην Ελλάδα του 2023 ο ανειδίκευτος
εργάτης αμείβεται καλύτερα από τον προσοντούχο εκπαιδευτικό… Η αδικία γίνεται
μεγαλύτερη σε βάθος χρόνου συγκρινόμενη και με άλλους δημόσιους υπαλλήλους,
αφού ένας εκπαιδευτικός δεν θα υπερβεί ποτέ τα 1600€ το μήνα (οι λίγοι που θα
λαμβάνουν και επίδομα θέσης) την ώρα που αν γινόταν …σταθμάρχης στο ΟΣΕ ή
οδηγός στο Μετρό θα λάμβανε χρήματα 3 ή και 4 φορές περισσότερα…</p>
<p class="MsoNormal">Επειδή δεν επιθυμώ να παρεξηγηθεί η γνώμη που εκφράζω,
προφανώς και δεν θεωρώ μεγάλη την αμοιβή των υπόλοιπων δημοσίων υπαλλήλων.
Θεωρώ όμως εξευτελιστικό για τον κλάδο να έχει τέτοιες αμοιβές, κι είναι ένα
πρόβλημα που δυστυχώς καμία κυβέρνηση, όσες προσδοκίες και αν είχαν
καλλιεργηθεί, δεν έχει επιλύσει…</p>
<p class="MsoNormal">Νέοι επιστήμονες βλέποντας αυτή την (κυριολεκτικά) κατάντια
εγκαταλείπουν άρον άρον τη χώρα μας και προσπαθούν να βρουν καλύτερες αμοιβές,
καταφεύγουν προφανώς και ασφαλώς σε καπιταλιστικές χώρες (που εντός των τειχών
κατηγορούνται…), την ώρα που στη δική μας δυτικού τύπου δημοκρατία προβάλλει ως
μονόδρομος ένα μέλλον που θα ξεκινά από την πόρτα ενός βουλευτικού γραφείου
αφού οι σπουδές και ο προσωπικός αγώνας καθενός καταλήγει σε προσόντα χωρίς
αντίκρισμα…<span></span></p><a name='more'></a><p></p>
<p class="MsoNormal">Αυτή είναι η Ελλάδα που θέλουμε;</p>
<p class="MsoNormal">Οι 150.000 εκπαιδευτικοί πληρώνουν την εφαρμογή ενός άδικου
ενιαίου μισθολογίου που επέβαλε η κυβέρνηση ΠΑΣΟΚ επί Ρέππα. Επένδυσαν στην
κυβέρνηση ΣΥΡΙΖΑ-ΑΝΕΛ αλλά το «νέο» και ακόμη πιο άδικο μισθολόγιο.
Απογοητεύτηκαν όμως και με την κυβέρνηση της Νέας Δημοκρατίας που μόνο αυτή
αντιλαμβάνεται τι εννοεί με τη λεγόμενη αριστεία που επικαλείται τακτικά αλλά
συνεχίζει να διατηρεί μια προφανή αδικία σε βάρος των καλύτερα κατηρτισμένων
δημοσίων υπαλλήλων δίνοντας υποσχέσεις...</p>
<p class="MsoNormal">Δεν θέλω να αναφερθώ σε περισσότερα για να μην χαθεί η
ουσία. Και η ουσία είναι αυτό που ανέφερα στην αρχή: ο ανειδίκευτος εργάτης
στην Ελλάδα του 2023 αμείβεται με περισσότερα χρήματα από τον νέο εκπαιδευτικό.</p>
<p class="MsoNormal">Η Ελλάδα του 2023 τρώει τα καλύτερα παιδιά της. Εύχομαι αυτό
σύντομα να αλλάξει.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Κωνσταντίνος Κατσαρός</p>
<p class="MsoNormal">Εκπαιδευτικός</p>
<p class="MsoNormal"> </p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-71646234604880432582023-03-12T22:56:00.000+02:002023-03-12T22:56:27.072+02:00 ΕΝΕΡΓΕΙΕΣ ΝΕΟΔΙΟΡΙΣΤΩΝ ΓΙΑ ΑΞΙΟΛΟΓΗΣΗ<p> Συναδέλφισσες και συνάδελφοι</p><p>Αρκετές ΔΔΕ σε όλη τη χώρα και αρκετοί νέοι Σύμβουλοι - επίδοξοι "αξιολογητές" - επιθεωρητές, δε σεβάστηκαν ούτε το τριήμερο πένθος για τα θύματα της τραγωδίας των Τεμπών και άρχισαν να στέλνουν μηνύματα στους νεοδιόριστους συναδέλφους του 2020 και 2021, για να ξεκινήσουν τη λεγόμενη "αξιολόγηση" για τη μονιμοποίησή τους.</p><p>Στο παρόν σημείωμα παρέχουμε ολοκληρωμένη ενημέρωση και οδηγίες για τις ενέργειες των νεοδιόριστων συναδέλφων μας, προκειμένου να αντιταχθούν στις προκλήσεις του ΥΠΑΙΘ, που αφορούν την ατομική τους «αξιολόγηση»</p><p>1. Ενημερώστε άμεσα την Α’ ΕΛΜΕ Αιτωλ/νίας, με οποιονδήποτε τρόπο, ότι γίνατε αποδέκτης τέτοιου μηνύματος. </p><p>2. <b>Μην απαντάτε στο μήνυμα και μη "μπαίνετε" στην ειδική πλατφόρμα αξιολόγησης, διότι έτσι ενεργοποιείτε την ατομική σας "αξιολογική" διαδικασία, δίνετε τα στοιχεία σας στον επίδοξο επιθεωρητή σας και αυτός σας εντοπίζει και σας αποστέλλει μήνυμα προσωπικό για τη συνέχιση της διαδικασίας</b>. Επιπλέον με αυτό τον τρόπο τροφοδοτείται το ''αξιολογικό σύστημα" Κεραμέως και τα ''παπαγαλάκια" του ΥΠΑΙΘ, που ενδιαφέρονται κυρίως για τα στατιστικά στοιχεία, θριαμβολογούν κατόπιν για τα ποσοστά συμμετοχής στην "αξιολόγηση’’, έστω κι αν γνωρίζουν πολύ καλά ότι αυτή δεν πρόκειται να ολοκληρωθεί και σε πάρα πολλές περιπτώσεις ούτε καν να ξεκινήσει.</p><p>3. <b>Εάν παρ' όλα αυτά έχετε ''μπει" στην ειδική πλατφόρμα, το πιθανότερο είναι να δεχτείτε άμεσα μήνυμα από τον "αξιολογητή" σας, που υποτίθεται σας καθοδηγεί για τα "βήματα", ώστε να ξεκινήσει η διαδικασία</b>! Ενημερώστε άμεσα και πάλι την Α’ΕΛΜΕ Αιτωλ/νίας, με οποιονδήποτε τρόπο, για τα στοιχεία του "αξιολογητή" σας, ώστε να γνωρίζουμε πόσοι και ποιοι Σύμβουλοι θα εμπλακούν στην λεγόμενη "αξιολόγηση". Να μην συνεχίσετε περαιτέρω τη διαδικασία που σας προτείνουν και να απαντήσετε στο Σχ. Σύμβουλο ως εξής:</p><p>Με την παρούσα (αριθμός πρωτοκόλλου ...... εδώ γράφεται ο αριθμός πρωτοκόλλου της ομαδικής δήλωσης συμμετοχής στην Απεργία - Αποχή) δηλώνω ότι συμμετέχω στην απεργία- αποχή που έχει προκηρύξει η ΟΛΜΕ, από κάθε ενέργεια που συνδέεται με το σύστημα αξιολόγησης, το οποίο προωθείται εκ μέρους του Υπουργείου Παιδείας και Θρησκευμάτων και πιο συγκεκριμένα από τις διαδικασίες που προβλέπονται από τον νόμο 4823/21 καθώς και από την Υπουργική Απόφαση 9950/ΓΔ5 ΦΕΚ 388/27-1-2023 «Ρύθμιση ειδικότερων και λεπτομερειακών θεμάτων σχετικά με την αξιολόγηση των εκπαιδευτικών και των μελών Ειδικού Εκπαιδευτικού Προσωπικού και Ειδικού Βοηθητικού Προσωπικού της πρωτοβάθμιας και δευτεροβάθμιας εκπαίδευσης, καθώς και τη διαδικασία διενέργειάς της» και σχετίζονται με όλα τα εξωδιδακτικά καθήκοντα σχετικά με την ατομική αξιολόγηση (συναντήσεις με Συμβούλους Εκπαίδευσης, ενημέρωση ατομικού φακέλου, κατάθεση έκθεσης αυτοαξιολόγησης κ.τ.λ.).</p><p>Ο/Η εκπαιδευτικός </p><p>Ονοματεπώνυμο , ειδικότητα , Σχολείο</p><p>Δε γράφουμε τίποτα επιπλέον ως απάντηση κι εδώ σταματάει η επικοινωνία μας με τον "αξιολογητή".</p><p> Καλό είναι το απαντητικό αυτό μήνυμα να κοινοποιηθεί και στο Σχολείο και στην Α’ΕΛΜΕ. </p><p>4. Συνεπώς άμεσα, σε συνεννόηση με την Α’ΕΛΜΕ , πρέπει να υπογράψετε (αν δεν το έχετε ήδη κάνει) τη δήλωση συμμετοχής στην απεργία - αποχή που έχει κηρύξει η ΟΛΜΕ, την οποία και θα πρωτοκολλήσετε στο Σχολείο σας.</p><p>ΔΗΛΩΣΗ</p><p>Με την παρούσα δηλώνουμε ότι συμμετέχουμε στην απεργία-αποχή που έχει προκηρύξει η ΟΛΜΕ, από κάθε ενέργεια που συνδέεται με το σύστημα αξιολόγησης, το οποίο προωθείται εκ μέρους του Υπουργείου Παιδείας και Θρησκευμάτων και πιο συγκεκριμένα από τις διαδικασίες που προβλέπονται από τον νόμο 4823/21 και καθώς και από την Υπουργική Απόφαση 9950/ΓΔ5 ΦΕΚ 388/27-1-2023 «Ρύθμιση ειδικότερων και λεπτομερειακών θεμάτων σχετικά με την αξιολόγηση των εκπαιδευτικών και των μελών Ειδικού Εκπαιδευτικού Προσωπικού και Ειδικού Βοηθητικού Προσωπικού της πρωτοβάθμιας και δευτεροβάθμιας εκπαίδευσης, καθώς και τη διαδικασία διενέργειάς της» και σχετίζονται με όλα τα εξωδιδακτικά καθήκοντα σχετικά με την ατομική αξιολόγηση (συναντήσεις με Συμβούλους Εκπαίδευσης, ενημέρωση ατομικού φακέλου, κατάθεση έκθεσης αυτοαξιολόγησης κ.τ.λ.). </p><p> ΟΙ ΕΚΠΑΙΔΕΥΤΙΚΟΙ</p><p>5. Υπενθυμίζουμε ότι η αποχή των εκπαιδευτικών από συγκεκριμένα καθήκοντα προβλέπεται από τις διατάξεις του ν.1264/1982, όπως αυτές έχουν ερμηνευτεί από τα αρμόδια Δικαστήρια (όλως ενδεικτικώς Δ.Εφ. 486/1995 κ.α.) και συνιστά απολύτως νόμιμη, συνταγματικά κατοχυρωμένη μορφή συνδικαλιστικής δράσης, αναγνωριζόμενη ως μορφή απεργίας, η οποία καλύπτει τους/τις συμμετέχοντες/ουσες από κάθε πειθαρχική ευθύνη.</p><p>α. Η απεργία – αποχή της ΟΛΜΕ καλύπτει σε όλες τις φάσεις τους/τις συναδέλφους από όλα τα εξωδιδακτικά καθήκοντα που σχετίζονται με την ατομική αξιολόγηση, όπως από τη συνάντηση με τον Σύμβουλο Εκπαίδευσης, την ενημέρωσης της Ψηφιακής Πλατφόρμας, την κατάθεση έκθεσης ατομικής αυτοαξιολόγησης κλπ</p><p>β. Προκειμένου να καλυφθούν όλοι/ες οι συνάδελφοι κατά τη φάση της παρατήρησης της διδασκαλίας (καταρχάς οι δύο δειγματικές από τους Συμβούλους Εκπαίδευσης), το Δ.Σ. της ΟΛΜΕ προκηρύσσει 3ωρες στάσεις εργασίας [ήδη έχει προκηρύξει 3ωρες στάσεις εργασίας για την πρώτη ή τη δεύτερη βάρδια εργασίας από Δευτέρα 06/3 έως και Παρασκευή 10/03 στο πλαίσιο της αποτροπής της υλοποίησης του ν.4823/21 και της ΥΑ 9950/ΓΔ5/27-01-23 (παρακολούθηση μαθημάτων από αξιολογητές κλπ). ] και θα συνεχίζει να προκηρύσσει στάσεις εργασίας για όσο διάστημα διαρκούν αυτές οι διαδικασίες.</p><p>Υπενθυμίζουμε ότι η απεργία - αποχή της ΟΛΜΕ είναι σε ισχύ και δεν έχει προσβληθεί νομικά.</p><p>6. Ενημερώστε άμεσα την Α’ ΕΛΜΕ Αιτωλ/νίας, με οποιονδήποτε τρόπο, εάν ο "αξιολογητής" σας προσπαθήσει να κλείσει ραντεβού για παρακολούθηση διδασκαλίας.</p><p>7. ΝΑ ΣΥΜΜΕΤΑΣΧΕΤΕ ΟΠΩΣΔΗΠΟΤΕ ΣΤΗΝ ΑΠΕΡΓΙΑ ΑΠΟΧΗ</p>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-62006048944219306132023-02-11T00:27:00.001+02:002023-02-11T00:27:06.386+02:00Ενημέρωση για την συνεδρίαση ΠΥΣΔΕ της 10/02/2023<p> Διεξήχθη
σήμερα 10/02/2023 η δεύτερη συνεδρίαση του ΠΥΣΔΕ.
</p><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Θέματα ημερήσιας
διάταξης - αποφάσεις</b></p>
</div>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Εξέταση
αιτήσεων για χορήγηση άδειας άσκησης ιδιωτικού έργου.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Εξετάστηκαν 6 περιπτώσεις και
δόθηκαν οι αντίστοιχες άδειες.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Εξέταση
αιτήσεων για αναγνώριση συνάφειας μεταπτυχιακών τίτλων σπουδών αναπληρωτών
εκπαιδευτικών Δ.Ε.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Εξετάστηκαν 3 περιπτώσεις και
δόθηκε η αναγνώριση.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span>
<span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Διόρθωση αναγνώρισης προϋπηρεσίας μόνιμων εκπαιδευτικών.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Διορθώθηκε η προϋπηρεσία 2
συναδέλφων.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ορισμός
Υποδιευθυντή σε σχολική μονάδα Δ.Ε. Αιτωλ/νίας.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Ορίστηκε Υποδιευθυντής στο 1<sup>ο</sup>
ΓΕΛ Ναυπάκτου, στη θέση του αποβιώσαντος συναδέλφου Σπύρου Σταυρόπουλου.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Τροποποίηση
τοποθέτησης εκπαιδευτικού ευρισκόμενης στη διάθεση του ΠΥΣΔΕ.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Αφορά περίπτωση συναδέλφου που
επέστρεψε από άδεια και βοηθάει στη διευθέτηση κενού που προέκυψε στο 5<sup>ο</sup>
Γυμνάσιο Αγρινίου. Επίσης, συζητήθηκε η άμεση κάλυψη κενού που προέκυψε στο 3<sup>ο</sup>
ΓΕΛ Αγρινίου σε μάθημα προσανατολισμού Γ Λυκείου η οποία θα γίνει με μετακίνηση
άλλου συναδέλφου.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Εξαγωγή
κενών οργανικών θέσεων και πλεονασμάτων εκπαιδευτικού προσωπικού Γενικής
Παιδείας και Ειδικής Αγωγής Δ.Ε. Αιτωλ/νίας για τις μεταθέσεις του έτους 2023
από περιοχή σε περιοχή.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Τα κενά (-) και πλεονάσματα
(+) που σύμφωνα με πληροφορίες υπάρχουν ανά ειδικότητα και θα δοθούν για τις
μεταθέσεις από άλλες περιοχές είναι:<span></span></span></span></p><a name='more'></a><p></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;"> <img alt="" height="314" 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<p align="center" class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: EL; mso-no-proof: yes;">
</span></b><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"></span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Τα κενά (-) και πλεονάσματα
(+) στην ειδική αγωγή (ΣΜΕΑΕ-ΕΕΕΚ-ΕΝΕΕΓΥΛ και ΤΕ) είναι:</span></span></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;"> <img alt="" height="252" 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" width="655" /></span></span></p>
<p align="center" class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: center;"><span style="mso-fareast-language: EL; mso-no-proof: yes;">
</span><span class="fontstyle01"><span style="font-size: 12.0pt;"></span></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Να σημειωθεί ότι τα κενά αυτά
είναι ενδεικτικά και μπορεί να τροποποιηθούν ανάλογα και με τις αιτήσεις
συνταξιοδότησης.</span></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΠΡΟΣΟΧΗ:</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">
<span class="fontstyle01"><span style="font-size: 12.0pt;">Να επισημάνω
εδώ ότι αυτοδίκαια απολύονται λόγω ηλικιακού ορίου οι γεννημένες και γεννημένοι
συνάδελφοι το 1955.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Διάθεση εκπαιδευτικών
για συμπλήρωση του υποχρεωτικού ωραρίου διδασκαλίας.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Διατέθηκαν 3 εκπαιδευτικοί (ή
τροποποιήθηκε η διάθεση) για συμπλήρωση ωραρίου σε άλλες σχολικές μονάδες.</span></span></p>
<p class="MsoListParagraph" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;"><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b></span><span class="fontstyle01"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Ανάθεση
υπερωριακής διδασκαλίας σε εκπαιδευτικούς Δ.Ε.</span></b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><span class="fontstyle01"><span style="font-size: 12.0pt;">Κατά πλειοψηφία (3-2, μειοψήφησαν
οι αιρετοί) ανατέθηκε υπερωρία σε εκπαιδευτικούς του Γυμνασίου Ευηνοχωρίου για
κάλυψη ωρών που προέκυψαν από άδεια εκπαιδευτικού.</span></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"> </p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"> </p>
<p class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-line-height-alt: 12.0pt; tab-stops: 21.3pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Κατσαρός Κωνσταντίνος</span></b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"><span style="font-size: 12.0pt;">Αιρετός ΠΥΣΔΕ
Αιτωλοακαρνανίας</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"><span style="font-size: 12.0pt;">κινητό: 6972609767 και
6943068990</span> </p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;">Εγγραφείτε στην <b style="mso-bidi-font-weight: normal;"><span style="color: #943634; mso-themecolor: accent2; mso-themeshade: 191;">ομάδα ενημέρωσης
στο </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #943634; mso-ansi-language: EN-US; mso-themecolor: accent2; mso-themeshade: 191;">Viber</span></b><span lang="EN-US"> </span>(<a href="https://tinyurl.com/ytfxjb63"><span lang="EN-US" style="mso-ansi-language: EN-US;">https</span>://<span lang="EN-US" style="mso-ansi-language: EN-US;">tinyurl</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">com</span>/<span lang="EN-US" style="mso-ansi-language: EN-US;">ytfxjb</span>63</a>)</p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-53485003115918084832023-01-27T15:01:00.007+02:002023-01-27T15:01:49.934+02:00Ενημέρωση για την συνεδρίαση ΠΥΣΔΕ της 27/1/2023<p>Διεξήχθη
σήμερα 27/1/2023 η πρώτη συνεδρίαση του νέου ΠΥΣΔΕ. Η σύνθεση του Υπηρεσιακού
Συμβουλίου για την διετή θητεία 2023-24 είναι η εξής:
</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Τακτικά μέλη</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">1.</b> <b style="mso-bidi-font-weight: normal;">Πρόεδρος:</b> Καζαντζής
Χρήστος, εκπ/κός κλ. ΠΕ83, Διευθυντής Δ/νσης Δ/θμιας Εκπ/σης Αιτωλοακαρνανίας</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">2.</b> <b style="mso-bidi-font-weight: normal;">Αντιπρόεδρος:</b>
Πιτσιάκκας Πέτρος, εκπ/κός κλ. ΠΕ02</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">3.</b> <b style="mso-bidi-font-weight: normal;">Μέλος:</b> Μαργάρα
Θεοδώρα, εκπ/κός κλ. ΠΕ78</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">4.</b> <b style="mso-bidi-font-weight: normal;">Αιρετό μέλος:</b>
Κατσαρός Κωνσταντίνος του Ιωάννη, εκπ/κός κλ. ΠΕ86</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">5.</b> <b style="mso-bidi-font-weight: normal;">Αιρετό μέλος:</b> Τσούκας
Ευάγγελος του Βασιλείου, εκπ/κός κλ. ΠΕ03</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Αναπληρωματικά μέλη (αντίστοιχα)</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">1.</b> Λάππας Κωνσταντίνος, εκπ/κός κλ. ΠΕ02, Προϊστάμενος
Εκπαιδευτικών Θεμάτων της Διεύθυνσης</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">2.</b> Μαραγιάννης Κωνσταντίνος, εκπ/κός κλ. ΠΕ02</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">3.</b> Βούλγαρη Χριστίνα, εκπ/κός κλ. ΠΕ83</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">4.</b> Κατσίφας Γεώργιος του Χαραλάμπους, εκπ/κός κλ. ΠΕ86</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">5.</b> Υφαντής Ηλίας (Λίνος) του Γεωργίου, εκπ/κός κλ. ΠΕ02</p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Θέματα ημερήσιας
διάταξης - αποφάσεις</b></p>
</div>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span></span></b></p><a name='more'></a><b style="mso-bidi-font-weight: normal;">1.</b> Αποφασίστηκε να δοθούν άδειες
άσκησης ιδιωτικού έργου σε <b style="mso-bidi-font-weight: normal;">18
περιπτώσεις</b> που αιτήθηκαν αντίστοιχοι συνάδελφοι.<p></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">2.</b> Αποφασίστηκε η συνάφεια για
βαθμολογική και μισθολογική εξέλιξη για 2 περιπτώσεις <b style="mso-bidi-font-weight: normal;">μόνιμων</b> <b style="mso-bidi-font-weight: normal;">συναδέλφων</b>.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">3.</b> Αποφασίστηκε η συνάφεια για την
περίπτωση μεταπτυχιακού τίτλου για μια περίπτωση <b style="mso-bidi-font-weight: normal;">μόνιμου συναδέλφου.</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">4.</b> Αναγνωρίστηκε η προϋπηρεσία <b style="mso-bidi-font-weight: normal;">αναπληρωτών συναδέλφων</b> που προσλήφθηκαν
στην τελευταία φάση του Δεκεμβρίου.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">5.</b> Αναγνωρίστηκε η συνάφεια
μεταπτυχιακών τίτλων<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">αναπληρωτών συναδέλφων</b>.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">6.</b> Εγκρίθηκε η υπερωριακή απασχόληση
συναδέλφου για να καλυφθούν οι ανάγκες που υπήρχαν (υπήρχε σύμφωνη γνώμη και
της συναδέλφου).</p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Κενά</b></p>
</div>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Στο
περιθώριο της συνεδρίασης, είχαμε ενημέρωση και για τα κενά που έχουν
καταγραφεί από το Δεκέμβριο και μετά κυρίως από μακροχρόνιες άδειες που
προέκυψαν και θα δοθούν κατά προτεραιότητα για κάλυψη σε επόμενη φάση
προσλήψεων αναπληρωτών. Τα κενά αυτά είναι:</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt 375.65pt; text-align: justify;">ΠΕ01
Θεολόγων : <b style="mso-bidi-font-weight: normal;">02</b></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt 375.65pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"></b>ΠΕ02 Φιλόλογων: <b style="mso-bidi-font-weight: normal;">01</b></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt 375.65pt; text-align: justify;">ΠΕ04.01:
<b style="mso-bidi-font-weight: normal;">01</b></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt 375.65pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"> </b>ΠΕ04.04:
<b style="mso-bidi-font-weight: normal;">01</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt; text-align: justify;">ΠΕ05:
<b style="mso-bidi-font-weight: normal;">01</b></p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"> </b>ΠΕ06:
01</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt; text-align: justify;">ΠΕ83
Ηλεκτρολόγων: <b style="mso-bidi-font-weight: normal;">02</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 134.7pt 276.45pt; text-align: justify;">ΖΕΠ
ΠΕ 02: <b style="mso-bidi-font-weight: normal;">01</b> (για ΑΜΩ)</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Επιπλέον,
υπάρχουν <b style="mso-bidi-font-weight: normal;">10</b> <b style="mso-bidi-font-weight: normal;">τουλάχιστον</b> <b style="mso-bidi-font-weight: normal;">κενά</b> σε
ΣΜΕΑΕ, ΕΒΠ, ΕΕΠ, Τμήματα Ένταξης (για φιλολόγους κυρίως) και για Παράλληλη Στήριξη
(για φιλολόγους και μαθηματικούς).</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Σύνολο
κενών αυτή τη στιγμή: 20</p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Ενημέρωση εκτός
θεματολογίας ΠΥΣΔΕ</b></p>
<p class="MsoNormal" style="border: none; line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Ατομική αξιολόγηση</b></p>
</div>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Είναι
γνωστές οι θέσεις του κλάδου στο ζήτημα της ατομικής αξιολόγησης. Αν τελικά ξεκινήσει,
στην περιοχή μας θα αφορά σε 248 νεοπροσληφθέντες συναδέλφους.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Να
σημειωθεί ότι στη συντριπτική πλειοψηφία τους οι συνάδελφοι αυτοί καλούνται να
κριθούν για τη μονιμοποίησή τους με νόμο μεταγενέστερο της πρόσληψής τους. Σε
κάποιες ΔΔΕ μάλιστα, και πριν μπλοκαριστεί από το Υπουργείο η διαδικασία, έχουν
εκδοθεί πράξεις μονιμοποίησης σύμφωνα με τα μέχρι εκείνη τη στιγμή ισχύοντα
(δηλαδή, απαίτηση για διετή υπηρεσία και συνοδευτική έκθεση από το Διευθυντή
του σχολείου υπηρέτησης).</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Ειδικότερα,
οι συνάδελφοι που προσλήφθηκαν ενώ ήταν σε ισχύ ο προηγούμενος νόμος για τις
προσλήψεις, βρίσκονται σύμφωνα και με ανακοίνωση του Προέδρου της ΟΛΜΕ
συναδέλφου Νικηφόρου Κωνσταντίνου σε μια ιδιότυπη ομηρία που δεν αναμένεται να
λήξει πριν το τέλος της φετινής χρονιάς και σίγουρα θα απασχολήσει και τα
σωματεία μας.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Με βάση
τα στοιχεία που υπάρχουν, στην περιοχή μας έχουν προσληφθεί 50 συνάδελφοι μέχρι
και το 2020, 142 το 2021 και 56 το 2022. Συνολικά οι νέες προσλήψεις των
τελευταίων ετών στην Αιτωλοακαρνανία είναι 248.</p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
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Συνταξιοδότησης</b></p>
</div>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Όσοι
εκπαιδευτικοί επιθυμούν να συνταξιοδοτηθούν με τη λήξη του τρέχοντος σχολικού
έτους, θα πρέπει να υποβάλουν τη μία και μοναδική αίτηση παραίτησης λόγω
συνταξιοδότησης, από την Τετάρτη 01-02-2023 έως και τη Δευτέρα<span style="mso-spacerun: yes;"> </span>13-02-2023 η οποία θεωρείται ότι έχει γίνει
αποδεκτή και λύεται αυτοδικαίως η υπαλληλική σχέση την 31 Αυγούστου 2023.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Δικαίωμα
ανάκλησης<span style="mso-spacerun: yes;"> </span>της αίτησης παραίτησης δίδεται
μέσα σε αποκλειστική προθεσμία ενός μήνα από την ημερομηνία υποβολής της
αίτησης παραίτησης.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt; text-align: justify;">Τα
απαραίτητα έγγραφα έχουν αναρτηθεί στο <span lang="EN-US" style="mso-ansi-language: EN-US;">site</span><span lang="EN-US"> </span>της διεύθυνσης, αλλά μπορείτε να τα
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</p><p class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-line-height-alt: 12.0pt; tab-stops: 21.3pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Κατσαρός
Κωνσταντίνος</span></b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"><span style="font-size: 12.0pt;">Αιρετός ΠΥΣΔΕ
Αιτωλοακαρνανίας</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"><span style="font-size: 12.0pt;">κινητό: 6972609767 και
6943068990</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;"></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 21.3pt;">Εγγραφείτε στην <b style="mso-bidi-font-weight: normal;"><span style="color: #943634; mso-themecolor: accent2; mso-themeshade: 191;">ομάδα
ενημέρωσης στο </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #943634; mso-ansi-language: EN-US; mso-themecolor: accent2; mso-themeshade: 191;">Viber</span></b> πατώντας <a href="https://invite.viber.com/?g2=AQAZtBOgcEFHIUwaKHlmm0iQMeFTwP%2BN5NfEV9GRUT3FIQoTAGiAUUK8YIb7zESR"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">ΕΔΩ</span></b></a>
</p><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-33987517137190396672023-01-22T15:34:00.002+02:002023-01-22T15:34:16.028+02:00Η κοπή της πρωτοχρονιάτικης Βασιλόπιτας στην Α ΕΛΜΕ Αιτωλοακαρνανίας<p> <span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Η Α' ΕΛΜΕ Αιτωλοακαρνανίας έκοψε σήμερα Κυριακή 22/1/2023 την
Πρωτοχρονιάτικη Βασιλόπιτα.</span>
</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Την κοπή ευλόγησε ο π. Ανδρέας Καππές, εφημέριος στην Αγία Παρασκευή
Μεσολογγίου που ευχήθηκε στους Εκπαιδευτικούς της περιοχής μας να έχουν υγεία
και να σκέπτονται πάντα ότι διαμορφώνουν χαρακτήρες των νέων και των επόμενων
γενιών.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Παραβρέθηκαν ο Δήμαρχος κ. Κώστας Λύρος, ο αντιπρόεδρος του Δημοτικού
Συμβουλίου κ. Κώστας Δαουτίδης, η πρόεδρος της Δημοτικής Ενότητας Μεσολογγίου
κ. Όλγα Δασκαλή και ως εκπρόσωπος των συνταξιούχων εκπαιδευτικών
Αιτωλοακαρνανίας που στεγάζεται επίσης στα ιδιόκτητα γραφεία της Α ΕΛΜΕ
Αιτωλοακαρνανίας ο Θεόδωρος Μαργαρίτης.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Ο Δήμαρχος αναφέρθηκε στην μεγάλη παράδοση που έχει η περιοχή στο να
βγαίνουν από τα σπλάχνα της πνευματικοί άνθρωποι και άνθρωποι με πολιτιστική
και πολιτισμική κουλτούρα. Το χρέος των λειτουργών της μέσης εκπαίδευσης είναι
να δίνουμε σε όλους τους νέους τα εφόδια που θα επιτρέψουν να έχουν ένα καλό
ξεκίνημα στη ζωή τους.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Σε όλους τους παραβρισκόμενους επίσημα προσκεκλημένους δόθηκε ως αναμνηστικό
δώρο το βιβλίο του αείμνηστου εκπαιδευτικού Νικολάου Βούλγαρη που περιέχει την
φωτογραφίες και την ιστορία κάθε μικρού ή μεγάλου Ιερού Ναού της Μητροπόλεώς μας.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: EL; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Τυχερός του φλουριού για το 2023 ο Πρόεδρος της Ένωσής μας Κωνσταντίνος
Κατσαρός.</span></p>
<span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;">Ευχόμαστε σε όλους τους Εκπαιδευτικούς
και τους μαθητές μας αλλά και τους γονείς τους Καλή και δημιουργική χρονιά με
υγεία!</span><p></p><p><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EL; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-hansi-theme-font: minor-latin;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjFwBJVIQAaiEawGnDKlzRDO9oPLK-oKH_ylPTprAYw0xN_aquoe4mEyVxBFWZUppjfy72eLMdVpxoxSmz-uDWO0z2zn_WkbJ4xvTGDmrb0D3pMPbijtH7EOtnF04Auach-wsRXJx5cjycBF7kJFiNWGUDubjQ59PaGpwi4XS7Sj3MWiaANpip6X8ruQ/s1615/00.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1020" data-original-width="1615" height="404" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjFwBJVIQAaiEawGnDKlzRDO9oPLK-oKH_ylPTprAYw0xN_aquoe4mEyVxBFWZUppjfy72eLMdVpxoxSmz-uDWO0z2zn_WkbJ4xvTGDmrb0D3pMPbijtH7EOtnF04Auach-wsRXJx5cjycBF7kJFiNWGUDubjQ59PaGpwi4XS7Sj3MWiaANpip6X8ruQ/w640-h404/00.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnzgLgLKuyk-hd8VJc1uqsZnBIrlcW8mTQOL5dNARFsd39rH9ZQ9O5V_sG6YivMXi1jHshB0IRjmCnBTpxAlZcyTZ_aO_tA4NKNWASTALG4M03J3waptJQPW9rsKgq8zC9w3Uc1kUp-Z-2vSPefdf-o5v0zWmsZPfTeGfKjCku-wIDZXV1NbDcUM0lvQ/s960/01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="577" data-original-width="960" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnzgLgLKuyk-hd8VJc1uqsZnBIrlcW8mTQOL5dNARFsd39rH9ZQ9O5V_sG6YivMXi1jHshB0IRjmCnBTpxAlZcyTZ_aO_tA4NKNWASTALG4M03J3waptJQPW9rsKgq8zC9w3Uc1kUp-Z-2vSPefdf-o5v0zWmsZPfTeGfKjCku-wIDZXV1NbDcUM0lvQ/w640-h384/01.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYRxnuwOcVJVLlSLzNuPy6ZR9AfcQsPdy-3y3iUBbFpUqYfirBjxnfXolBRzF8P60yiAUTFzBQMFR2w_d-0pzcRB2JuURLy5NapARIG1FGZoLQOO1kkm2B1PDV-UV_0iVRT593_T4t9u78xpsJy3Otb1MkScE1PTAdlbBVMYfGEJB4Y9CNb-V0iJGfpw/s700/02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="700" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYRxnuwOcVJVLlSLzNuPy6ZR9AfcQsPdy-3y3iUBbFpUqYfirBjxnfXolBRzF8P60yiAUTFzBQMFR2w_d-0pzcRB2JuURLy5NapARIG1FGZoLQOO1kkm2B1PDV-UV_0iVRT593_T4t9u78xpsJy3Otb1MkScE1PTAdlbBVMYfGEJB4Y9CNb-V0iJGfpw/w640-h360/02.jpg" width="640" /></a></div><br /> <p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-69692718201620472172023-01-10T21:19:00.001+02:002023-01-10T21:19:13.733+02:00Για την απώλεια της Σπυριδούλας Αλεξανδροπούλου<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Ο χώρος του Πνεύματος και του Πολιτισμού στην πόλη του Μεσολογγίου αλλά
και την ευρύτερη περιοχή μας είναι πλέον πολύ φτωχότερος καθώς η εκπαιδευτικός
Σπυριδούλα Αλεξανδροπούλου έφυγε πλήρης ημερών.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Η δράση της ήταν πολύπλευρη.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Ως εκπαιδευτικός υπηρέτησε και τίμησε το λειτούργημά της. Ήταν πρότυπο
για πολλούς, ένας φάρος γνώσης στον οποίο προσέτρεχαν όλοι οι έχοντες τις ίδιες
αναζητήσεις με αυτή. Πρόσφερε απλόχερα τη βοήθειά της σε όποιον τη χρειαζόταν. </p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Ήταν απόλυτη γνώστης της τοπικής ιστορίας και λαογραφίας και
μεταλαμπάδευε την αγάπη της για την σωστή και τεκμηριωμένη έρευνα σε όσους την
είχαν ακούσει στις πολλές ομιλίες της για θέματα της περιοχής.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Ως υπεύθυνη επιμελήτρια Αρχαιοτήτων για μεγάλο διάστημα, πρόσφερε
τεράστιο έργο στην μελέτη της πλούσιας κληρονομιάς της περιοχής μας και
αφιέρωσε πολύ χρόνο και κόπο στην προσπάθεια ανάδειξής της.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Λάτρης της γνώσης, αφιέρωνε πολλές ώρες την ημέρα στο διάβασμα μέχρι την
τελευταία στιγμή της.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Το κενό που αφήνει πίσω της είναι δυσαναπλήρωτο. Μας αφήνει όμως
παρακαταθήκη τις μελέτες, τα βιβλία αλλά και πολλά άρθρα και παρεμβάσεις που
πραγματοποιούσε καθώς ήταν πολυγραφότατη. Αφήνει κληρονομιά σε όλους μεγάλο
όγκο πρωτότυπης έρευνας τόσο για την μεγάλη αγάπη της, τη λιμνοθάλασσα, όσο και
για ιστορικά και αρχαιολογικά θέματα του ευρύτερου χώρου.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Το Διοικητικό Συμβούλιο της Α ΕΛΜΕ Αιτωλοακαρνανίας, θα δωρίσει ποσό
στη μνήμη της εκλιπούσης προς το Αρχαιολογικό Μουσείο Μεσολογγίου.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Ευχόμαστε η Σπυριδούλα Αλεξανδροπούλου να συνεχίσει να ζει μέσα από το
μεγάλο έργο της και να εξακολουθεί να αποτελεί σημείο αναφοράς για τους
εκπαιδευτικούς.</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify; text-justify: inter-ideograph;">Το ΔΣ της Α ΕΛΜΕ Αιτωλοακαρνανίας <br /></p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-15801971819186240872022-12-23T21:51:00.005+02:002022-12-23T21:51:43.501+02:00Ευχές<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4FWGrTpXXYMlQTPVgrr6EURIybGN8fOlkUMi4poyJOaiNib5DiBcg2dRm_CZgnJCYIXXAhzGkbSxmS5HseteCXIkPMAWShIB91AXMyUsbYG6orPBqKvbU7xNVSrMOL8qR953zsWUztMCHjISVHFHLVyJa299OWm5QL2m0twSJXlfwZ_ACTofaambS/s1290/%CE%BA%CE%B1%CF%81%CF%84%CE%B12022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="1290" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4FWGrTpXXYMlQTPVgrr6EURIybGN8fOlkUMi4poyJOaiNib5DiBcg2dRm_CZgnJCYIXXAhzGkbSxmS5HseteCXIkPMAWShIB91AXMyUsbYG6orPBqKvbU7xNVSrMOL8qR953zsWUztMCHjISVHFHLVyJa299OWm5QL2m0twSJXlfwZ_ACTofaambS/w640-h326/%CE%BA%CE%B1%CF%81%CF%84%CE%B12022.jpg" width="640" /></a></div><br /> <p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-18061883048013588012022-11-22T14:09:00.002+02:002022-11-22T14:13:15.755+02:00 ΠΑΝΕΛΛΗΝΙΑ ΕΝΩΣΗ ΣΥΝΤΑΞΙΟΥΧΩΝ ΕΚΠΑΙΔΕΥΤΙΚΩΝ (Π.Ε.Σ.ΕΚ)<p><b><span style="font-size: x-small;">ΓΡΑΦΕΙΑ:
ΚΟΡΝΑΡΟΥ 2 ΚΑΙ ΕΡΜΟΥ(ΟΛΜΕ). </span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: x-small;"><span style="mso-ansi-language: EL;">ΤΚ: 10563 ΑΘΗΝΑ <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span></span><span lang="EN-US"><o:p></o:p></span></span></b>Αθήνα 21.11.2022</p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;"><span style="font-size: x-small;">ΤΗΛ: 210-3318632<o:p></o:p></span></span></b></p>
<p class="MsoNormal"><span style="font-size: x-small;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">EMAIL</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;">: </span><span class="MsoHyperlink"><span lang="EN-US"><a href="mailto:syntaxekpedeftikoi@gmail.com">syntaxekpedeftikoi<span lang="EL" style="mso-ansi-language: EL;">@</span>gmail<span lang="EL" style="mso-ansi-language: EL;">.</span>com</a></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Blog</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;">:<span style="mso-spacerun: yes;"> </span></span><span lang="EN-US">syntaxekpedeftikoi</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;">.</span><span lang="EN-US">blogspot</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EL;">.</span><span lang="EN-US">gg</span></b></span> </p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; text-align: justify;"><span face="Calibri, "sans-serif""><span style="font-size: 14pt;"> </span><span style="font-size: 14pt;"> </span><span style="font-size: 14pt;"> </span><span style="font-size: large;"> </span><b><span style="font-size: large;">Επείγουσα
ανακοίνωση </span><span style="font-size: 14pt;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 14pt; mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="mso-spacerun: yes;"> </span>Συγκέντρωση διαμαρτυρίας<span style="mso-spacerun: yes;"> </span>έξω από<span style="mso-spacerun: yes;">
</span>το ΜΤΠΥ<o:p></o:p></i></b></span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span face=""Calibri","sans-serif"" style="font-size: 14pt; mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Τετάρτη<span style="mso-spacerun: yes;">
</span>23<span style="mso-spacerun: yes;"> </span>Νοέμβρη,<span style="mso-spacerun: yes;"> </span>ώρα 10.30<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></i></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span face=""Calibri","sans-serif"" style="font-size: 14pt; mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Συνάδελφοι<span style="mso-spacerun: yes;">
</span>παίρνουν την περιουσία μας <o:p></o:p></span></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Η κυβέρνηση<span style="mso-spacerun: yes;">
</span>δυστυχώς, εκτός από το ξεπούλημα άλλων περιουσιακών –φιλέτων του ΕΦΚΑ,
τόλμησε να καταθέσει νομοσχέδιο<span style="mso-spacerun: yes;"> </span>για το
ξεπούλημα<span style="mso-spacerun: yes;"> </span>της<span style="mso-spacerun: yes;"> </span>κινητής και ακίνητης περιουσίας <b style="mso-bidi-font-weight: normal;">και του ΜΤΠΥ</b>. Δεν είχαμε αυταπάτες για
τη στάση της ΑΔΕΔΥ. Ελπίζαμε όμως ότι<span style="mso-spacerun: yes;"> </span>το
γεγονός αυτό <span style="mso-spacerun: yes;"> </span>έπρεπε<span style="mso-spacerun: yes;"> </span>όχι μόνο να κινητοποιήσει όλες τις
Ομοσπονδίες<span style="mso-spacerun: yes;"> </span>των ενεργεία Δ. Υ<span style="mso-spacerun: yes;"> </span>και συνταξιούχων<span style="mso-spacerun: yes;"> </span>σε διαμαρτυρία,<span style="mso-spacerun: yes;"> </span>αλλά<span style="mso-spacerun: yes;"> </span>και
να καλέσουν όλα τα μέλη τους<span style="mso-spacerun: yes;"> </span>σε απεργία
και<span style="mso-spacerun: yes;"> </span>συλλαλητήρια στους δρόμους.
Γιατί<span style="mso-spacerun: yes;"> </span>το Ταμείο<span style="mso-spacerun: yes;"> </span>ανήκει στους εργαζόμενους και μερισματούχους
( συνταξιούχους)<span style="mso-spacerun: yes;"> </span>και όχι στο κράτος, το
οποίο αντί να το ενισχύει<span style="mso-spacerun: yes;"> </span>κάνει
ριφιφί<span style="mso-spacerun: yes;"> </span>στα αποθεματικά και στην περιουσία
του Ταμείου. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Το Δ.Σ της Π.Ε.Σ.ΕΚ κατέβαλε τεράστιες προσπάθειες<span style="mso-spacerun: yes;"> </span>και πριν την κατάθεση<span style="mso-spacerun: yes;"> </span>στη Βουλή,<span style="mso-spacerun: yes;">
</span>όταν το νομοσχέδιο ήταν στη διαβούλευση , και τώρα που κατατέθηκε για
ψήφιση,<span style="mso-spacerun: yes;"> </span>για δυναμική αντίδραση,<span style="mso-spacerun: yes;"> </span>αλλά δυστυχώς η ανταπόκριση<span style="mso-spacerun: yes;"> </span>των Ομοσπονδιών του Δημοσίου<span style="mso-spacerun: yes;"> </span>και<span style="mso-spacerun: yes;">
</span>των άλλων συνταξιουχικών Οργανώσεων <span style="mso-spacerun: yes;"> </span>ήταν απογοητευτική. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Έχουμε καταγγείλει πολλές<span style="mso-spacerun: yes;">
</span>φορές ότι<span style="mso-spacerun: yes;"> </span>κάποιοι<span style="mso-spacerun: yes;"> </span>έχουν ευθύνες , όχι μόνο πολιτικές, αλλά και
συνδικαλιστικές, για τη διάλυση της κοινωνικής ασφάλισης, για την κλοπή των
συντάξεων μας, για το ν. Κατρούγκαλου<span style="mso-spacerun: yes;">
</span>που<span style="mso-spacerun: yes;"> </span>κατοχύρωσε θεσμικά-
συνταγματικά<span style="mso-spacerun: yes;"> </span>τη δραστική μείωση<span style="mso-spacerun: yes;"> </span>των συντάξεών μας μέχρι το 2060. Όλες οι
μνημονιακές κυβερνήσεις «αβρόχοις ποσίν»<span style="mso-spacerun: yes;">
</span>πέρασαν<span style="mso-spacerun: yes;"> </span>τα μνημόνια που
εξόντωσαν<span style="mso-spacerun: yes;"> </span>εργαζόμενους και
συνταξιούχους. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Το Δ.Σ της Π.Ε.Σ.ΕΚ<span style="mso-spacerun: yes;">
</span>πρότεινε την ενεργοποίηση της επιτροπής<span style="mso-spacerun: yes;">
</span>σωτηρίας που είχε δημιουργηθεί<span style="mso-spacerun: yes;"> </span>με
πρωτοβουλία <span style="mso-spacerun: yes;"> </span>του το 2015<span style="mso-spacerun: yes;"> </span>και αποκλεισμό της<span style="mso-spacerun: yes;"> </span>εισόδου του <span style="mso-spacerun: yes;"> </span>Ταμείου σε μια πρώτη<span style="mso-spacerun: yes;"> </span>διαμαρτυρία<span style="mso-spacerun: yes;">
</span>για την κατάθεση του νομοσχεδίου στη Βουλή,<span style="mso-spacerun: yes;"> </span>που εκτός από<span style="mso-spacerun: yes;">
</span>το<span style="mso-spacerun: yes;"> </span>σφαγιασμό του Ταμείου,<span style="mso-spacerun: yes;"> </span>καταργεί<span style="mso-spacerun: yes;">
</span>και τις πρόωρες συνταξιοδοτήσεις.<span style="mso-spacerun: yes;">
</span>Δυστυχώς<span style="mso-spacerun: yes;"> </span>η στάση<span style="mso-spacerun: yes;"> </span>του Δ.Σ των εργαζομένων στο Ταμείο<span style="mso-spacerun: yes;"> </span>και η άνευρη στάση<span style="mso-spacerun: yes;"> </span>των άλλων δυνάμεων μάς οδήγησε τελικά σε μια
διαμαρτυρία<span style="mso-spacerun: yes;"> </span>μαζί με το Σύνδεσμο<span style="mso-spacerun: yes;"> </span>Συνταξιούχων Πολιτικών <span style="mso-spacerun: yes;"> </span>Υπαλλήλων Αθήνας, <b style="mso-bidi-font-weight: normal;">την Τετάρτη 23 Νοέμβρη, ώρα 10.30<span style="mso-spacerun: yes;">
</span>έξω από το ΜΤΠΥ, Λυκούργου<span style="mso-spacerun: yes;"> </span>12. </b><span style="mso-spacerun: yes;"> </span>Μετά θα ακολουθήσει<span style="mso-spacerun: yes;"> </span>πορεία<span style="mso-spacerun: yes;">
</span>προς το Υπουργείο<span style="mso-spacerun: yes;"> </span>Εργασίας ,
Σταδίου 29, όπου η ΑΔΕΔΥ<span style="mso-spacerun: yes;"> </span>καλεί<span style="mso-spacerun: yes;"> </span>σε συγκέντρωση<span style="mso-spacerun: yes;"> </span>με στάση εργασίας, <span style="mso-spacerun: yes;"> </span>όλους τους εργαζόμενους <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>του
Δημοσίου, ώρα 12.00<span style="mso-spacerun: yes;"> </span>και μετά πορεία προς
τη Βουλή. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Οι Ομοσπονδίες του Δημοσίου, ανάμεσα στις οποίες ΟΛΜΕ και
ΔΟΕ, ελπίζουμε ότι<span style="mso-spacerun: yes;"> </span>την τελευταία στιγμή
θα ανταποκριθούν και θα σταθούν στο ύψος των περιστάσεων. <span style="mso-spacerun: yes;"> </span>Σε αντίθετη<span style="mso-spacerun: yes;">
</span>περίπτωση<span style="mso-spacerun: yes;"> </span>θα έχουν ιστορική<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>ευθύνη<span style="mso-spacerun: yes;">
</span>για το ξεπούλημα του Ταμείου μας. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Το Δ.Σ<span style="mso-spacerun: yes;"> </span>της Π.ΕΣ.ΕΚ
καλεί όλους τους συνταξιούχους, <span style="mso-spacerun: yes;"> </span>Τετάρτη
το πρωί, ώρα 10.30, <span style="mso-spacerun: yes;"> </span>να είναι έξω από το
ΜΤΠΥ</span><span style="mso-ansi-language: EL;">. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 0cm;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-ansi-language: EL; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;">Ως<span style="mso-spacerun: yes;"> </span>Π.Ε.Σ.ΕΚ<span style="mso-spacerun: yes;"> </span>δεσμευόμαστε ότι<span style="mso-spacerun: yes;"> </span>το έγκλημα ξεπουλήματος του<span style="mso-spacerun: yes;"> </span>ΜΤΠΥ<span style="mso-spacerun: yes;">
</span>δε θα το αποδεχθούμε ποτέ<span style="mso-spacerun: yes;"> </span>και θα
διεκδικήσουμε<span style="mso-spacerun: yes;"> </span>με κάθε<span style="mso-spacerun: yes;"> </span>μέσο<span style="mso-spacerun: yes;">
</span>την περιουσία μας. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-margin-bottom-alt: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; mso-margin-bottom-alt: auto; text-align: justify;"><span style="mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span></span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Για το<span style="mso-spacerun: yes;">
</span>Δ.Σ<span style="mso-spacerun: yes;"> </span>της<span style="mso-spacerun: yes;"> </span>Π.Ε.Σ.ΕΚ<o:p></o:p></span></p>
<p class="MsoNormalCxSpFirst" style="margin-bottom: 3pt; mso-add-space: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 14pt; mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoNormalCxSpMiddle" style="margin-bottom: 3pt; mso-add-space: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;"><span style="font-size: 14pt; mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"><span style="font-size: 14pt;"> </span> </span>Ο<span style="mso-spacerun: yes;">
</span>πρόεδρος<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Ο<span style="mso-spacerun: yes;"> </span>Γ.
Γραμματέας<o:p></o:p></span></p>
<p class="MsoNormalCxSpMiddle" style="margin-bottom: 3pt; mso-add-space: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EL;"><o:p> </o:p></span></p>
<p class="MsoNormalCxSpLast" style="margin-bottom: 3pt; mso-add-space: auto; text-align: justify;"><span face=""Calibri","sans-serif"" style="color: black; mso-ansi-language: EL;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Τάσος<span style="mso-spacerun: yes;">
</span>Σταυρόπουλος<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Σταμάτης<span style="mso-spacerun: yes;"> </span>Νικολάου<o:p style="font-size: 14pt;"></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; mso-margin-bottom-alt: auto; text-align: justify;"><span style="mso-ansi-language: EL;"><o:p> </o:p></span></p>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-76633182476102526842022-11-20T23:58:00.001+02:002022-11-20T23:58:06.247+02:00Ενημέρωση για τη ΓΣ Προέδρων της 19/11/2022<p></p><p><!--[if gte mso 9]><xml>
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</p><p align="right" class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: right;">Μεσολόγγι,
20/11/2022</p>
<p align="center" class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;">Ενημέρωση για τη ΓΣ Προέδρων ΕΛΜΕ της
19/11/2022</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Η ΓΣ Προέδρων της
19/11/2022 ήταν ουσιαστικά η εξ αναβολής Συνέλευση της 22/10/2022.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Η Γενική Συνέλευση
άρχισε με μιάμιση ώρα καθυστέρηση όταν και τελικά απαντήθηκαν θέματα επί της διαδικασίας
που έθεσε η παράταξη των Παρεμβάσεων. Κάποιες ΕΛΜΕ δήλωσαν ότι θα απείχαν αντιδρώντας
στο ασφυκτικά μικρό χρονικό διάστημα για ΓΣ στις ΕΛΜΕ. Κάποιες άλλες έστειλαν
μήνυμα ότι δεν πρόλαβαν να έρθουν, ενώ την ίδια ώρα γειτονικές ή και πιο
απομακρυσμένες ΕΛΜΕ προσήλθαν κανονικά.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Στη συνεδρίαση θα
συζητούνταν <b style="mso-bidi-font-weight: normal;">η εισήγηση της ΟΛΜΕ</b> για
24ωρη απεργιακή κινητοποίηση με οικονομικά αιτήματα. Επίσης, θα συζητούνταν
προτάσεις και ψηφίσματα που κατατίθενται συνήθως από μία ή περισσότερες ΕΛΜΕ,
όπως συνηθίζεται.<span></span></p><a name='more'></a><p></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Όπως έχω γράψει και
πολλές φορές στο παρελθόν, είναι πολύ δύσκολο να περάσει ως απόφαση πρόταση
ΕΛΜΕ που προηγουμένως δεν έχει συζητηθεί σε κάθε ΕΛΜΕ, αφού κάθε εκπρόσωπος
είναι εξουσιοδοτημένος να ψηφίσει μόνο ότι έχει συζητηθεί στην περιοχή του. Στη
συγκεκριμένη ΓΣ κατατέθηκε πρόταση νέας αναβολής της ΓΣ για τις 3/12 που τελικά
πήρε μόνο την ψήφο της ΕΛΜΕ που την κατέθεσε. Κατατέθηκε όμως και πρόταση από
44 ΕΛΜΕ με την οποία ζητούνταν να επικυρωθεί από τη ΓΣ η στήριξη προς τους
εκλεγμένους συναδέλφους στα Υπηρεσιακά Συμβούλια. Όπως εξήγησα ως εισηγητής της
πρότασης, <b style="mso-bidi-font-weight: normal;">η</b> <b style="mso-bidi-font-weight: normal;">πλειοψηφία των ΕΛΜΕ ήταν σύμφωνη με τη συμμετοχή στις εκλογές ανάδειξης
αιρετών και είχαν ληφθεί σχετικές ανάλογες αποφάσεις</b>. Ενόψει της εξ
αναβολής ΓΣ Προέδρων, είχε συζητηθεί σε πολλές από τις ΕΛΜΕ το θέμα της
στήριξης των εκλεγμένων, αφού <b style="mso-bidi-font-weight: normal;">οι
δυνάμεις της μειοψηφίας είχαν θέσει ανοιχτά θέμα …νομιμοποίησης της παρουσίας
τους στα Υπηρεσιακά Συμβούλια.</b> Είναι από τις ελάχιστες φορές που η βάση
(επαναλαμβάνω 44 ΕΛΜΕ) έφερνε θέμα για απόφαση σε μια ΓΣ Προέδρων. και αυτό
έγινε ώστε να προστατευτεί προηγούμενη απόφαση για συμμετοχή στις εκλογές που
λόγω της αναβολής της προηγούμενης ΓΣ Προέδρων δεν είχε γίνει κατορθωτό να
παρθεί.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Κάποια στιγμή τέθηκε επίσης
το θέμα της αύξησης της συνδρομής προς την ΟΛΜΕ από 10 σε 15 € (περιλαμβάνεται
ποσό 3 € προς την ΑΔΕΔΥ). Μάθαμε με την ευκαιρία ότι <b style="mso-bidi-font-weight: normal;">ΟΜΟΦΩΝΑ όλες οι παρατάξεις της ΑΔΕΔΥ</b> έθεσαν θέμα στην ΟΛΜΕ <b style="mso-bidi-font-weight: normal;">να καταβάλει άμεσα ποσό για συνδρομές προς
ΑΔΕΔΥ που δεν εισέπραξε ποτέ</b> αφού λόγω πανδημίας δεν είχαν γίνει εκλογές
στη συντριπτική πλειοψηφία των ΕΛΜΕ! Στη συγκεκριμένη απόφαση <b style="mso-bidi-font-weight: normal;">δεν μειοψήφησαν ούτε οι παρατάξεις που
ζητούσαν …το λόγο για τις αυξήσεις!</b> Σε κάθε περίπτωση, οποιοδήποτε ποσό
συνδρομής προς το δευτεροβάθμιο όργανο επιστρέφει στους συναδέλφους με τις κάθε
είδους παροχές της ΟΛΜΕ (κατασκηνώσεις, δάνεια ή και έκτακτες οικονομικές
ενισχύσεις και άλλα), πράγμα που γνωρίζουν όλοι συμπεριλαμβανομένων των …διαμαρτυρόμενων.
Παρεμπιπτόντως, <b style="mso-bidi-font-weight: normal;">η αύξηση στη συνδρομή
υπερψηφίστηκε την πρώτη μέρα του 20<sup>ου</sup> συνεδρίου, χωρίς να εκφραστεί
κάποια αντίρρηση</b>, μετά την παρουσίαση των πεπραγμένων από τον τότε ταμία
και νυν πρόεδρο της ΟΛΜΕ σ. Κωνσταντίνου. Να σημειωθεί επίσης ότι η συνδρομή
των δασκάλων προς την ΔΟΕ είναι 25€ το χρόνο…</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Κλείνοντας σας αναφέρω
τα αποτελέσματα της ΓΣ:</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u>Πλαίσιο δράσης</u></b> ΝΑΙ: 154 ψήφοι, κατά: 37 ψήφοι, λευκό: 38
ψήφοι, <b style="mso-bidi-font-weight: normal;">πέρασε με 67.2%</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u>Απεργιακή κινητοποίηση</u></b> με οικονομικά αιτήματα: ΝΑΙ 212
ψήφοι, κατά: 3 ψήφοι και λευκό: 14 ψήφοι, <b style="mso-bidi-font-weight: normal;">πέρασε
με 92.6%.</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Οι ψήφοι που αναφέρονται
αφορούν στην αντιπροσώπευση βάση συνέδρων στο πρόσφατο συνέδριο, αφού κάθε ΕΛΜΕ
έχει διαφορετικό αριθμό μελών και έχει καθιερωθεί ο συγκεκριμένος τρόπος
ζύγισης της ψήφου κάθε ΕΛΜΕ. Η δική μας ΕΛΜΕ συμμετέχει με 3 ψήφους.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u>Απόφαση στήριξης και παραμονής των αιρετών</u></b> στα Υπηρεσιακά
Συμβούλια: ΝΑΙ: 45 ΕΛΜΕ, λευκά: 2.</p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"> </b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Κατσαρός Κωνσταντίνος</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">Πρόεδρος Α ΕΛΜΕ
Αιτωλοακαρνανίας</p><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-22115898936173610852022-11-13T07:42:00.003+02:002022-11-13T07:42:58.302+02:00 ΑΝΑΚΟΙΝΩΣΗ ΤΗΣ ΑΡ.ΕΝ ΓΙΑ ΤΗΝ ΚΑΛΙΤΕΧΝΙΚΗ ΠΑΙΔΕΙΑ<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-tfo2s5BZzSk5U8Ad2y2KAFi0jVUYItpECfKbBt_oVcHnF_5ewhoSFTYJztbYUhUl33CwC4nG7T78gbFzG0FQKAV5S72-cky0OI7zX4L2bCitiuBwJUmhY69jHaTTTk0XW3Pcv_RJD9w70fCE4pShf66O2uGvW-zNjuRKjwD5rRl07HFSM_-vAjY/s603/protovoulia-pe-aren-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="283" data-original-width="603" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-tfo2s5BZzSk5U8Ad2y2KAFi0jVUYItpECfKbBt_oVcHnF_5ewhoSFTYJztbYUhUl33CwC4nG7T78gbFzG0FQKAV5S72-cky0OI7zX4L2bCitiuBwJUmhY69jHaTTTk0XW3Pcv_RJD9w70fCE4pShf66O2uGvW-zNjuRKjwD5rRl07HFSM_-vAjY/w260-h122/protovoulia-pe-aren-1.jpg" width="260" /></a></div><p></p><p><b style="text-align: center;"><i>Επαναφορά της καλλιτεχνικής παιδείας - Ελεύθερο και γραμμικό σχέδιο σε
κάθε σχολείο</i></b></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Δημοσιοποιήθηκε, πρόσφατα, <b>κείμενο εσωτερικής ενημέρωσης</b>
της ΟΛΜΕ, που υπογράφει ο πρόεδρός της, και ανάμεσα στα άλλα γίνεται στη <b>διδασκαλία
ελεύθερου και γραμμικού σχεδίου στο Λύκειο</b>. Τα όσα υποστηρίζει ο πρόεδρος
(εκπρόσωπος της ΔΑΚΕ) κ. <b>Δημήτρης Νικηφόρου</b> στο κείμενό του παραπέμπουν
σε προεκλογικού χαρακτήρα απολογισμό <b>υπουργικών</b> «<b>επιτευγμάτων</b>». Ο
πρόεδρος της ΟΛΜΕ αναλαμβάνει <b>ανερυθρίαστα</b> να εξωραΐσει την τραγική
πραγματικότητα της διδασκαλίας του σχεδίου στο λύκειο, εκθειάζοντας, όπως
επισημαίνει και η <b>Ένωση Εκπαιδευτικών Εικαστικών Μαθημάτων</b>, «<i>την
πρόχειρη, περιστασιακή, δυσλειτουργική και καθυστερημένη κάλυψη των διδακτικών
αναγκών για ελεύθερο και γραμμικό σχέδιο μόλις του ενός τρίτου των
μαθητών/τριών που θα τα χρειαστούν για τις εισαγωγικές τους εξετάσεις στην
Τριτοβάθμια Εκπαίδευση</i>».</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAW3qH5ayylNqPLG8EwQw9CRRUdq9YbW6x00Re8Dp95RaC_qAC2zPAcctLKbCMQzsdjmyR3IYvrLRP4SFcpxqq2JjTYUTfZEipm0GrNixRZhToc8Luapv7DbAVTNamf3SSmc3w_t-BjeiDmiBGHfAlqg54q6P4MyRBzFH9slKjmRgWL0v0j53q6P8y/s826/kallitexnika-mathimata826.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="460" data-original-width="826" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAW3qH5ayylNqPLG8EwQw9CRRUdq9YbW6x00Re8Dp95RaC_qAC2zPAcctLKbCMQzsdjmyR3IYvrLRP4SFcpxqq2JjTYUTfZEipm0GrNixRZhToc8Luapv7DbAVTNamf3SSmc3w_t-BjeiDmiBGHfAlqg54q6P4MyRBzFH9slKjmRgWL0v0j53q6P8y/s320/kallitexnika-mathimata826.png" width="320" /></a></div><p></p>
<p class="MsoBodyText" style="text-align: justify;"><b><span style="font-size: 11.0pt; line-height: 115%;">Ο πρόεδρος της ΟΛΜΕ κατακτά επάξια τον τίτλο του «άριστου»
στην άσκηση του κυβερνητικού συνδικαλισμού</span></b><span style="font-size: 11.0pt; line-height: 115%;">, μετά τα παραπάνω.</span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Η <b>Αγωνιστική Ριζοσπαστική Ενότητα</b> (ΑΡΕΝ) από τον Ιούνη
του 2020 καταγγέλλει, και με ανακοινώσεις της και με τη συμμετοχή της στις
κινητοποιήσεις, την κυβέρνηση για την υποβάθμιση και κατάργηση ολόκληρων
διδακτικών αντικειμένων στη λυκειακή βαθμίδα. Ανάμεσα σε αυτά και τα ειδικά
πανελλαδικά εξεταζόμενα μαθήματα, προαπαιτούμενα για πολυτεχνικές σχολές και
τις ανώτατες σχολές καλών τεχνών: το ελεύθερο και γραμμικό σχέδιο, </span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Στις 22 Ιούνη 2020, προτείναμε στο Δ.Σ. της ΟΛΜΕ να καλέσει
σε <b>αποχή</b> από τη διόρθωση των γραπτών των πανελλαδική εξετάσεων όλων των
μαθημάτων και να συγκαλέσει γενικές συνελεύσεις των ΕΛΜΕ, με πρόταση καθολικής
αποχής από τη βαθμολόγηση μέχρι την <b>απόσυρση</b> του νέου ωρολόγιου
προγράμματος.</span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Στη διακήρυξή μας, το Μάιο 2022, ενόψει του 20ού Συνεδρίου
της ΟΛΜΕ, καταγγείλαμε την πολιτική ηγεσία του υπουργείου Παιδείας για την
κατάργηση των καλλιτεχνικών μαθημάτων στη λυκειακή βαθμίδα και προβάλλαμε το <b>αίτημα
της επαναφοράς των μαθημάτων</b> που εξοβελίστηκαν από το σχολικό πρόγραμμα.</span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Η <b>ΑΡΕΝ</b> συνεχίζει να διεκδικεί:</span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">- <b>Επαναφορά της καλλιτεχνικής παιδείας ως υποχρεωτικό
μάθημα επιλογής, διάρκειας 2 ωρών (εικαστικά – θεάτρο - μουσική) <u>και στις
τρεις τάξεις του Γενικού Λυκείου</u>.</b></span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">- <b>Επαναφορά του ελεύθερου και γραμμικού σχεδίου ως
μαθημάτων επιλογής, μέσα στο ωρολόγιο πρόγραμμα, <u>στη Β’ και Γ’ τάξη του
Γενικού Λυκείου.</u></b></span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="font-size: 11.0pt; line-height: 115%;">Καλούμε το Δ.Σ. της ΟΛΜΕ <b>να</b> <b>διαχωρίσει</b> τη στάση
του από τις θέσεις του προέδρου της ΟΛΜΕ και <b>να συμπεριλάβει</b> στο
διεκδικητικό πλαίσιο τα παραπάνω αιτήματα, ενόψει των Γενικών Συνελεύσεων των
ΕΛΜΕ και της Γ.Σ. Προέδρων, που <b>επιτέλους</b> πρέπει να προγραμματιστούν <b>διά
ζώσης</b> το αμέσως επόμενο διάστημα.</span></p>
<p align="right" class="MsoBodyText" style="text-align: right;"><span style="font-size: 11.0pt; line-height: 115%;">Αθήνα, 11-11-2022</span></p>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-54853490686125739812022-11-07T00:54:00.002+02:002022-11-07T00:54:56.269+02:00Η ΔΑΚΕ για τις εκλογές αιρετών<p style="text-align: left;"><span style="font-size: 12.0pt;">Μεσολόγγι, 6/11/2022</span>
</p><p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Συνάδελφοι,</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">η αριστερή μειοψηφία συνεχίζει την
παραπληροφόρηση</span></b><span style="font-size: 12.0pt;">, αλλά δυστυχώς γι
αυτή τα στοιχεία τη διαψεύδουν για άλλη μια φορά.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Σχολιάζοντας τα αποτελέσματα των εκλογών στα Υπηρεσιακά Συμβούλια,
συγκρίνουν τα αποτελέσματα με αυτά του …2018, όταν οι διαδικασίες γίνονταν κανονικά
δια ζώσης και συμμετείχαν όλοι οι συνδυασμοί. Ξέχασαν ότι από τότε έχουν
περάσει 4 χρόνια και έχουν γίνει άλλες 3-4 εκλογικές διαδικασίες με «φρέσκα»
στοιχεία και πολύ μικρότερη συμμετοχή. Ξέχασαν ακόμη και ότι <b style="mso-bidi-font-weight: normal;">μόλις πριν 6 μήνες είχαμε εκλογές στην
περιοχή μας</b> αλλά και στη Β ΕΛΜΕ. Φαίνεται δεν τους έβγαινε το αφήγημα και
προτίμησαν να χρησιμοποιήσουν στοιχεία άλλης δεκαετίας…</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Η αλήθεια είναι ότι <b style="mso-bidi-font-weight: normal;">μετά από
συνεχής δια ζώσης εκλογικές αναμετρήσεις με συνεχή μείωση της συμμετοχής</b>,
στις χθεσινές εκλογές για τα Υπηρεσιακά Συμβούλια υπήρξε ανάκαμψη. Μάλιστα, αν
κάνουμε αναγωγή στη δύναμη των παρατάξεων που συμμετείχαν, <b style="mso-bidi-font-weight: normal;">η αύξηση συμμετοχής είναι πάνω από 50% </b>αφού ΔΑΚΕ, ΣυνΕκ και ΠΕΚ
είχαν λάβει το Μάιο <b style="mso-bidi-font-weight: normal;">391 ψήφους ενώ στις
εκλογές για τα Υπηρεσιακά Συμβούλια έλαβαν 596.</b> Και φυσικά, σε αυτό τον
αριθμό ΔΕΝ συμπεριλαμβάνονταν αρκετοί εκπαιδευτικοί της παράταξης των ΣυνΕκ που
δήλωσαν ότι δεν θα ψήφιζαν αντιμετωπίζοντας προσωπικό δίλημμα. Φανταστείτε που
θα έφτανε η συμμετοχή αν συμμετείχαν κι αυτοί. Είναι μάλιστα ενδεικτικό ότι ο
τακτικός και ο αναπληρωματικός αιρετός της παράταξής μας στις χθεσινές εκλογές
έλαβαν πολύ περισσότερες ψήφους από όσες είχαν λάβει οι …«επαναστάτες» στις
τελευταίες εκλογές που συμμετείχαν!</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Οι «επαναστάτες» συνάδελφοι που θέλουν το …καλό μας, <b style="mso-bidi-font-weight: normal;">επιδίωξαν να μην έχουμε εκπροσώπηση για μια
ακόμη διετία σε ΠΥΣΔΕ, ΑΠΥΣΔΕ και ΚΥΣΔΕ</b>. <b style="mso-bidi-font-weight: normal;">Μας κατηγορούν γιατί καταφέραμε με αυξημένη συμμετοχή να πάρουμε και
πάλι τα Υπηρεσιακά Συμβούλια στα χέρια μας</b>, και <b style="mso-bidi-font-weight: normal;">μας κουνάνε και το δάχτυλο που ανακόψαμε τον κατήφορο της αποχής από
τις διαδικασίες</b>. Και ρωτάμε ευθέως: <b style="mso-bidi-font-weight: normal;">τι
θα κερδίζαμε με μια νέα χαμένη διετία</b>; <b style="mso-bidi-font-weight: normal;">Ποιος
θα εξυπηρετούνταν από την συνέχιση της απουσίας των αιρετών από τα Υπηρεσιακά
Συμβούλια; Ποιος έπαιξε τελικά παιχνίδια στην πλάτη των συναδέλφων;</b></span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Υπενθυμίζουμε σε όλους ότι <b style="mso-bidi-font-weight: normal;">οι
συγκεκριμένες παρατάξεις πολεμούν ε΄δω και καιρό τις αποφάσεις της πλειοψηφίας,
δεν αναγνωρίζουν αποτελέσματα διαδικασιών, καταφεύγοντας σε πρωτοφανείς
διαδικασίες για την ενότητα του κλάδου</b>. <b style="mso-bidi-font-weight: normal;">Είναι πρωτοφανές η μειοψηφία να μην συντάσσεται με την πλειοψηφία, δίνοντας
σε όλους τους άλλους το δικαίωμα να κάνουν το ίδιο κατά το δοκούν</b>, δεν θα τους
ακολουθήσουμε όμως στον τραγικό τους κατήφορο.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Συνάδελφοι,</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">χαιρετίζουμε την απόφασή σας να
συμμετέχετε στις διαδικασίες εκλογής αιρετών</span></b><span style="font-size: 12.0pt;"> και <b style="mso-bidi-font-weight: normal;">δεσμευόμαστε ότι οι
εκπρόσωποι της παράταξής μας θα τιμήσουν την επιλογή που κάνατε</b>.
Δεσμευόμαστε ότι <b style="mso-bidi-font-weight: normal;">θα συνεχίσουμε την
προσπάθεια να ξαναφέρουμε κοντά στο σωματείο όσους συναδέλφους αηδιασμένοι από
τακτικισμούς έχουν αποστασιοποιηθεί</b>. Είναι για εμάς <b style="mso-bidi-font-weight: normal;">ζήτημα τιμής να θέσουμε στο περιθώριο ακραίες στάσεις και απόψεις</b>
και <b style="mso-bidi-font-weight: normal;">να δυναμώσουμε τη φωνή της μεγάλης πλειοψηφίας</b>.</span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><span style="font-size: 12.0pt;">Από σήμερα, σας καλούμε <b style="mso-bidi-font-weight: normal;">να
στηρίξετε τις δυνάμεις που επιθυμούν τη λύση των προβλημάτων</b> του κλάδου κι <b style="mso-bidi-font-weight: normal;">όχι αυτές που έχουν λόγο ύπαρξης μόνο αν
υπάρχουν προβλήματα</b>.</span></p>
<p align="center" class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Είναι η
τελευταία μας ευκαιρία και δεν πρέπει να την αφήσουμε να πάει χαμένη.</span></b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"> </span></b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΔΑΚΕ Α ΕΛΜΕ Αιτωλοακαρνανίας</span></b></p>
<p></p>ΔΑΚΕ Α' ΕΛΜΕ Αιτωλοακαρνανίαςhttp://www.blogger.com/profile/05279706901750478049noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-22054978016315723152022-11-06T22:00:00.000+02:002022-11-06T22:00:35.311+02:00<p> </p><p> </p><p><br /></p><img alt="" 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" /><p align="center" class="western" style="margin-bottom: 0.35cm;">
<span class="sd-abs-pos" style="left: 4.3cm; position: absolute; top: 0.52cm; width: 336px;"><img border="0" height="118" name="Picture 1" src="file:///C:/Users/user/AppData/Local/Temp/lu29401uwr.tmp/lu29401v0d_tmp_366016e429f34526.jpg" width="336" />
</span><span style="font-family: Tahoma, sans-serif;"><span style="font-size: medium;"><b>Ο
ΚΛΑΔΟΣ ΑΠΑΝΤΗΣΕ ΜΕ ΜΑΖΙΚΗ ΚΑΙ ΠΛΕΙΟΨΗΦΙΚΗ
ΑΠΟΧΗ ΑΠΟ ΤΙΣ ΕΚΛΟΓΕΣ ΠΑΡΩΔΙΑ ΓΙΑ ΤΑ
ΥΠΗΡΕΣΙΑΚΑ ΣΥΜΒΟΥΛΙΑ!!</b></span></span></p>
<p align="center" class="western" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><u><b>Στις
5/11 οι χιλιάδες εκπαιδευτικοί πήραν
ξεκάθαρη θέση ενάντια στις ηλεκτρονικές
εκλογές - παρωδία, ενάντια στη λογική
του «αποφασίζομεν και διατάσσομεν» του
ΥΠΑΙΘ, ενάντια στην προσπάθεια να μπουν
στον «γύψο» στα σωματεία μας και η
ελεύθερη συνδικαλιστική δράση, ενάντια
στην προσπάθεια να μπουν στον «πάγο»
οι αγώνες του κλάδου. </b></u></span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;">Μετά από «σημεία και
τέρατα», πραγματοποιήθηκε στις 5/11 η
«εκλογική» διαδικασία για την ανάδειξη
των εκπροσώπων των εκπαιδευτικών στα
Υπηρεσιακά Συμβούλια. Από τα τελικά
αποτελέσματα φαίνεται πως ο κλάδος
γυρίζει την πλάτη τόσο στην κυβέρνηση
και το Υπουργείο Παιδείας, όσο και στις
συνδικαλιστικές παρατάξεις που έσπευσαν
να υλοποιήσουν τα σχέδια της Κεραμέως
για υλοποίηση των ηλεκτρονικών εκλογών.
</span><span style="font-family: Tahoma, sans-serif;"><b>Η αποχή στην
κάλπη του ΚΥΣΠΕ/ΔΕ προσεγγίζει το 68%%
και από αυτή των ΠΥΣΠΕ/ΔΕ το 65%. </b></span><span style="font-family: Tahoma, sans-serif;"><u>Ακόμα
και με βάση τα στοιχεία των διευθύνσεων,
όπου κανείς δεν μπορεί να τα ελέγξει,
να τα διασταυρώσει, να εγγυηθεί το
αδιάβλητο, η πλειοψηφία του κλάδου
απείχε!!</u></span></p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><b>Σε αρκετά ΠΥΣΠΕ/ΔΕ
το ποσοστό της αποχής είναι ακόμα
μεγαλύτερο. Ενδεικτικά αναφέρουμε: </b></span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><u><b>ΕΛΜΕ:</b></u></span><span style="font-family: Tahoma, sans-serif;"><b>
Ανατολική και Δυτική Θεσσαλονίκη 70%,
Φθιώτιδα 87%, Γ’ Αθήνας 78%, Δ’ Αθήνας 71%,
Ανατολική Αττική 76,3%, Δυτική Αττική
76,2%, Ηλεία 72,9%, Κέρκυρα 73,5%, Ηράκλειο
70,4%, Χανιά 88,7%, Α’ Αθήνας 65,3%, Άρτα 76,6% </b></span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><u><b>ΣΕΠΕ:</b></u></span><span style="font-family: Tahoma, sans-serif;"><b>
Α’ Αθήνας 84,2%, Γ’ Αθήνας 85,2%, Ανατολική
Αττική 83,5%, Πειραιά 90%, Δωδεκανήσων 68,9%,
Μεσσηνία 73,79%, Χίος 68,5%, Χανιά 67,1%, Σέρρες
65,4%, Σάμος 66,1%, Μαγνησία 65,3%, Κόρινθος
65,9%, Δυτική Αττική 86,7%, Δ’ Αθήνας 78,4%</b></span></p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><u>Ο κλάδος επιβεβαίωσε
για μια ακόμη φορά πως έχει τα αντανακλαστικά
για να υπερασπιστεί τα σωματεία, τις
δια ζώσης και γνήσιες διαδικασίες, να
βάλει εμπόδιο στα αντιλαϊκά τεχνάσματα
της κυβέρνησης και του ΥΠΑΙΘ.</u></span><span style="font-family: Tahoma, sans-serif;">
</span><span style="font-family: Tahoma, sans-serif;"><b>Το αποτέλεσμα
αποτελεί </b></span><span style="font-family: Tahoma, sans-serif;"><u><b>Πανελλαδικό
δημοψήφισμα</b></u></span><span style="font-family: Tahoma, sans-serif;"><b>
που δεσμεύει τις Ομοσπονδίες, ΔΟΕ και
ΟΛΜΕ να αντιπαλέψουν την αντιεκπαιδευτική
πολιτική της κυβέρνησης, τον αυταρχισμό,
την παρέμβαση στα εσωτερικά των Σωματείων
και να απαιτήσουν γνήσιες, δημοκρατικές
διαδικασίες για την επιλογή αιρετών.
</b></span><span style="font-family: Tahoma, sans-serif;">Κανένας δεν
μπορεί να αγνοήσει την θέληση της βάση
του κλάδου, καμία συμπαιγνία ΔΑΚΕ –
ΔΗ.ΣΥ/Π.Ε.Κ και ΔΙΚΤΥΟ/ΣΥΝΕΚ δεν μπορεί
να κουνάει πια το δάχτυλο. </span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;">Η στάση της πλειοψηφίας
του κλάδου είναι η καλύτερη απάντηση
στην αντιεκπαιδευτική πολιτική της
κυβέρνησης της Ν.Δ. και του ΥΠΑΙΘ, στην
προσπάθεια ελέγχου και χειραγώγησης
των σωματείων, στην επιβολή νόθων και
διάτρητων διαδικασιών, στην προσπάθεια
γενίκευσης του νόμου έκτρωμα του
Χατζηδάκη σε όλες τις διαδικασίες του
συνδικαλιστικού κινήματος, στην απόπειρα
να λυγίσουν έναν κλάδο εργαζομένων που
δίνει καθημερινά μάχες απέναντι στην
πολιτική που υποβαθμίζει τα μορφωτικά
δικαιώματα των μαθητών και ορθώνει
νέους ταξικούς φραγμούς στα παιδιά των
λαϊκών οικογενειών. </span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><u><b>Η αποχή των
εκπαιδευτικών αποκτά ακόμα μεγαλύτερη
σημασία, γιατί αυτή τη φορά βρήκε απέναντί
της ένα ενιαίο συντονισμένο μπλοκ
δυνάμεων που επέλεξαν να «κάνουν πλάτη»
στην κυβέρνηση και το Υπουργείο. Τις
δυνάμεις του κυβερνητικού συνδικαλισμού
σε ΔΟΕ – ΟΛΜΕ και ΑΔΕΔΥ, τους πρόθυμους
συνδικαλιστικούς τους συμπαραστάτες
της ΝΔ, του ΣΥΡΙΖΑ και του ΠΑΣΟΚ που
επέλεξαν να νομιμοποιήσουν αυτή τη
διαδικασία, τους μηχανισμούς «παραγόντων»
και διευθύνσεων που μέχρι και την
τελευταία ώρα πίεζαν με </b></u></span>
</p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<br />
<br />
</p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<br />
<br />
</p>
<p align="justify" class="western" style="margin-bottom: 0.28cm;"><span style="font-family: Tahoma, sans-serif;"><u><b>όλα
τα μέσα. Όλοι μαζί, τελικά, έφαγαν τα
μούτρα τους. Ας το σκεφτούν καλά όσοι
έτρεξαν πρόθυμοι να υλοποιήσουν τη
βούληση της κυβέρνησης και της Κεραμέως.
Ήδη ο κλάδος βγάζει συμπεράσματα για
τη στάση τους.</b></u></span></p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><b>Η στάση της ηγεσίας
του ΣΥΡΙΖΑ στην Εκπαίδευση (ΔΙΚΤΥΟΥ και
ΣΥΝΕΚ) </b></span><span style="font-family: Tahoma, sans-serif;">είναι μια
εμβληματική απόδειξη της πλήρους
ταύτισής του με τις στρατηγικές επιλογές
της κυρίαρχης πολιτικής στα μεγάλα και
κομβικά θέματα π.χ. μετά την απεργία το
2021 για την αξιολόγηση. </span><span style="font-family: Tahoma, sans-serif;"><b>Ίδια
στάση κρατούν σε όλο το εργατικό κίνημα.</b></span><span style="font-family: Tahoma, sans-serif;">
Για παράδειγμα πριν λίγες μέρες ο
εκπρόσωπός τους στο Εργατικό Κέντρο
Καλαμάτας εισηγήθηκε τον αποκλεισμό
του Συνδικάτου Τροφίμων – Ποτών γιατί
δεν είχε γραφτεί στο ΓΕΜΗΣΟΕ!! Στο επίπεδο
της ΑΔΕΔΥ με κατεύθυνση του προέδρου
του ΣΥΡΙΖΑ εδώ και μήνες ετοιμάζουν την
εκλογική σύμπραξη (και πάλι για τις
καρέκλες) με την παράταξη της Συνδικαλιστικής
Ανατροπής στους ΟΤΑ (πρώην ΠΑΣΚ –
Μπαλασόπουλος). </span><span style="font-family: Tahoma, sans-serif;"><b>Θυμίζουμε
ότι η συγκεκριμένη δύναμη ήταν και είναι
ο βασικός πολέμιος της δίχρονης
υποχρεωτικής προσχολικής αγωγής και
θιασώτης του περάσματος των Νηπιαγωγείων
στους Δήμους!</b></span></p>
<p align="justify" class="western" style="margin-bottom: 0.28cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><u><b>Η μαζική αποχή
αποτελεί παρακαταθήκη στον αγώνα για
να επανέλθουν διαδικασίες μέσα από τις
οποίες θα εκλέγονται πραγματικοί,
γνήσιοι αιρετοί, που θα εκφράζουν τον
κλάδο! Αποτελεί πραγματική υπεράσπιση
ενός αιρετού εκπροσώπου που θα είναι
δίπλα στον κλάδο και μαζί με τα σωματεία
και όχι ενός αιρετού παράγοντα και
προέκταση της διοίκησης. </b></u></span>
</p>
<p align="center" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><b>Αποδείχτηκαν όλες
οι προβλέψεις για μια διαδικασία –
παρωδία. Από το πρωί του Σαββάτου, σε
πολλές Διευθύνσεις στήθηκε ένας
μηχανισμός που ήταν τουλάχιστον
προσβλητικός απέναντι σε κάθε δημοκρατία!</b></span></p>
<ul><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Απαγόρευσαν
σε δεκάδες εκλεγμένα μέλη ΔΣ Σωματείων
να έχουν πρόσβαση ακόμα και στα
στοιχειώδη</b></span><span style="font-family: Tahoma, sans-serif;">,
π.χ. στον αριθμό εγγεγραμμένων και
ψηφισάντων ακόμα και με τραμπούκικες
μεθόδους!</span></p>
</li><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Δεν
υπήρχε καμία ενημέρωση για το πώς
προχωράει η διαδικασία</b></span><span style="font-family: Tahoma, sans-serif;">
σε πάρα πολλές Διευθύνσεις, ακόμα και
με «άνωθεν» προφορικές εντολές!</span></p>
</li><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Σε
πολλές Διευθύνσεις δόθηκε παράταση
έως και 3 ώρες(!!!)</b></span><span style="font-family: Tahoma, sans-serif;">,
αλλοίωση δηλαδή του αποτελέσματος για
το ΚΥΣΠΕ αφού τα αποτελέσματα σε άλλες
Διευθύνσεις είχαν δημοσιοποιηθεί!</span></p>
</li><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Μετά
το πέρας της διαδικασίας συνέχιζαν να
έρχονται email με τους συνδέσμους
ψηφοφορίας! </b></span>
</p>
</li><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Διακινήθηκαν
</b></span><span style="font-family: Tahoma, sans-serif;"><span lang="en-US"><b>fake</b></span></span><span style="font-family: Tahoma, sans-serif;"><b>
</b></span><span style="font-family: Tahoma, sans-serif;"><span lang="en-US"><b>news</b></span></span><span style="font-family: Tahoma, sans-serif;"><b>
που θα ζήλευε και ο απόπατος του
διαδικτύου όπως ότι, είναι υποχρεωτική
η ψήφος, οι νεοδιόριστοί θα έχουν
προβλήματα στην μονιμοποίηση κ.α. </b></span>
</p>
</li><li><p align="justify" style="margin-bottom: 0.35cm;"><span style="font-family: Tahoma, sans-serif;"><b>Υπήρξαν
δεκάδες καταγγελίες για πιέσεις και
εκβιασμούς</b></span><span style="font-family: Tahoma, sans-serif;"> με
σκοπό να αυξηθεί η συμμετοχή. Φαίνεται
πως ένα μεγάλο ποσοστό ακόμα και από
όσους ψήφισαν, ψήφισαν με βαριά καρδιά!
</span><span style="font-family: Tahoma, sans-serif;"><span style="font-size: small;"><u><b>Όλοι
αυτοί οι συνάδελφοι, στις μάχες που
έχουμε μπροστά μας, ΔΕΝ περισσεύουν!</b></u></span></span></p>
</li></ul>
<p align="justify" class="western" style="margin-bottom: 0.35cm;">
<span style="font-family: Tahoma, sans-serif;">Συναδέλφισσες,
συνάδελφοι,</span></p>
<p align="justify" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;">Η αυριανή μέρα θα μας
βρει πιο μαχητικούς, πιο πεισμωμένους,
πιο δυνατούς! Κόντρα στις απαξιωτικές
διαδικασίες και τον αυταρχισμό,
υπερασπιζόμενοι τη φυσιογνωμία των
Σωματείων μας. Αυτή τη φυσιογνωμία θα
την υπερασπιστούμε και </span><span style="font-family: Tahoma, sans-serif;"><b>στις
προσεχείς εκλογές για την ανάδειξη των
ΔΣ των Συλλόγων Εκπαιδευτικών οι οποίες
θα είναι δια ζώσης! </b></span><span style="font-family: Tahoma, sans-serif;">Αυτό
τον δρόμο θα τον βαδίσουμε μαζί με όσους
και όσες δώσαμε μαζί τη μάχη, με όλους
αυτούς τους συνδικαλιστές που μπορεί
να μη συμφωνούμε σε όλα, που μπορεί να
προσεγγίζουμε διαφορετικά ορισμένα
ζητήματα, όμως συμφωνούμε στο βασικό,
στην ανάγκη να υπερασπίσουμε τα σωματεία
και την Ομοσπονδία από τον εκφυλισμό,
στην ανάγκη να αγωνιστούμε, χωρίς να
περιμένουμε «σωτήρες», για τη ζωή μας.</span></p>
<p align="center" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;"><b>Στις 9 του ΝΟΕΜΒΡΗ
απεργούμε μαζικά, συμμετέχουμε στις
συγκεντρώσεις, παίρνουμε τη ζωή μας στα
δικά μας χέρια για στρέψουμε τη
βαρυχειμωνιά σε όλους αυτούς που θέλουν
να παγώσουν τα όνειρά μας, τις ζωές μας.</b></span></p>
<p align="right" class="western" style="margin-bottom: 0.35cm; text-indent: 1.27cm;">
<span style="font-family: Tahoma, sans-serif;">Αθήνα, 6/11/2022</span></p>
<div aria-label="Advertisement" id="aswift_3_host" style="background-color: transparent; border: medium none; display: inline-block; height: 250px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 300px;" tabindex="0" title="Advertisement">.</div><p></p><p><ins class="adsbygoogle" data-ad-client="ca-pub-8662032050715401" data-ad-slot="8756003639" data-ad-status="filled" data-adsbygoogle-status="done" style="display: inline-block; height: 250px; width: 300px;"></ins></p><p><ins class="adsbygoogle" data-ad-client="ca-pub-8662032050715401" data-ad-slot="8756003639" data-ad-status="filled" data-adsbygoogle-status="done" style="display: inline-block; height: 250px; width: 300px;"></ins></p><div aria-label="Advertisement" id="aswift_3_host" style="background-color: transparent; border: medium none; display: inline-block; height: 250px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 300px;" tabindex="0" title="Advertisement">Τώρα λοιπόν που οι συνάδελφοι, στην πλειοψηφία τους γύρισαν την πλάτη θα προσποιούνται τους αιρετούς; Από τα αποτελέσματα για το ΠΥΣΔΕ Ατωλ/νίας προκύπτει για τη ΔΑΚΕ ότι , ούτε οι συνάδελφοι που τους εμπιστεύονταν πριν δεν τους εμπιστεύτηκαν τώρα ( από 481 μόνο309. <br /></div><p></p><p><ins class="adsbygoogle" data-ad-client="ca-pub-8662032050715401" data-ad-slot="8756003639" data-ad-status="filled" data-adsbygoogle-status="done" style="display: inline-block; height: 250px; width: 300px;"></ins></p><div aria-label="Advertisement" id="aswift_3_host" style="background-color: transparent; border: medium none; display: inline-block; height: 250px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 300px;" tabindex="0" title="Advertisement"> <br /></div><p></p><p><ins class="adsbygoogle" data-ad-client="ca-pub-8662032050715401" data-ad-slot="8756003639" data-ad-status="filled" data-adsbygoogle-status="done" style="display: inline-block; height: 250px; width: 300px;"></ins></p><div aria-label="Advertisement" id="aswift_3_host" style="background-color: transparent; border: medium none; display: inline-block; height: 250px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 300px;" tabindex="0" title="Advertisement"> </div><p></p><p><ins class="adsbygoogle" data-ad-client="ca-pub-8662032050715401" data-ad-slot="8756003639" data-ad-status="filled" data-adsbygoogle-status="done" style="display: inline-block; height: 250px; width: 300px;"></ins></p><div aria-label="Advertisement" id="aswift_3_host" style="background-color: transparent; border: medium none; display: inline-block; height: 250px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 300px;" tabindex="0" title="Advertisement"> </div><p></p><p></p><p><br /></p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p>ΜΑΡΓΑΡΙΤΗΣ ΘΟΔΩΡΟΣhttp://www.blogger.com/profile/15707248155122995953noreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-91959723409405749232022-11-04T23:13:00.005+02:002022-11-04T23:15:43.232+02:00Στις 5/11/2022 ψηφίζουμε και στέλνουμε νέο μήνυμα!<p><span style="font-size: 12pt;">Συνάδελφοι,</span>
</p><p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">αύριο από τις 9:00 το πρωί μέχρι τις 5:00 το απόγευμα ΨΗΦΙΖΟΥΜΕ στις
ηλεκτρονικές εκλογές για τα Υπηρεσιακά Συμβούλια, μια απλή διαδικασία που κρατά
πολύ λίγο χρόνο. Λίγο πριν ανοίξουν οι κάλπες, οφείλουμε να πούμε τα εξής:</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Το 2020 η Πολιτική Ηγεσία ήθελε την
συμμετοχή</span></b><span style="font-size: 12pt;"> μας στις εκλογές. Πήρε
απάντηση από <b style="mso-bidi-font-weight: normal;">το 95% των συναδέλφων </b>που<b style="mso-bidi-font-weight: normal;"> απείχαν</b>, όρισε τους αντικαταστάτες και
για μια διετία οι αποφάσεις των Υπηρεσιακών Συμβουλίων παίρνονταν με ψήφους
μόνο εκπροσώπων της διοίκησης.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Σήμερα η Πολιτική Ηγεσία θέλει την αποχή</span></b><span style="font-size: 12pt;">, αφού μέσω αυτής θα ορίσει εκ νέου τους
αντικαταστάτες των αιρετών έχοντας τον απόλυτο έλεγχο των Υπηρεσιακών
Συμβουλίων για νέα διετία. Ποια πιστεύετε ότι είναι <b style="mso-bidi-font-weight: normal;">η καλύτερη απάντηση;</b></span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Σήμερα, <b style="mso-bidi-font-weight: normal;">έχουμε την ευκαιρία να
στείλουμε νέο μήνυμα</b>. Και <b style="mso-bidi-font-weight: normal;">ΘΑ ΤΟ
ΚΑΝΟΥΜΕ</b>.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Είναι απόλυτα σεβαστές όλες οι απόψεις. Αναρωτηθείτε όμως όσοι
επιθυμείτε αποχή:</span></p>
<p align="center" class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">τι κερδίσαμε
2 χρόνια τώρα;<span></span></span></b></p><a name='more'></a><p></p>
<p align="center" class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Θα ακολουθήσουμε
σήμερα μια λανθασμένη κατεύθυνση ή θα εκμεταλλευτούμε την ευκαιρία και θα
πετύχουμε μια νέα στρατηγική νίκη;</span></b></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Θεωρώ ότι η απάντηση είναι σαφής: <b style="mso-bidi-font-weight: normal;">οφείλουμε
να στηρίξουμε το θεσμό των αιρετών</b> αφού <b style="mso-bidi-font-weight: normal;">σε περίπτωση αποχής οι μόνοι χαμένοι είμαστε εμείς</b>.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Συνάδελφοι,</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">καθένας από εμάς έχει μια ιδεολογική αφετηρία και ίσως έχει παραταξιακή
ή και κομματική ταυτότητα. Θεωρώ όμως ότι <b style="mso-bidi-font-weight: normal;">στην
περίπτωση των εκλογών στα Υπηρεσιακά Συμβούλια, μπορούμε να κάνουμε την υπέρβαση</b>
και <b style="mso-bidi-font-weight: normal;">να στηρίξουμε επιλογές πέρα και πάνω
από διαχωριστικές γραμμές οποιασδήποτε μορφής</b>.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Για εμένα προσωπικά θα ήταν πολύ
τιμητικό να με επιλέξετε ως εκπρόσωπο στο ΠΥΣΔΕ Αιτωλοακαρνανίας.</span></b></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Εκτός αυτού, θα ήθελα να σας γνωστοποιήσω ότι μια εξαιρετική επιλογή στο
ψηφοδέλτιο της ΔΑΚΕ για το ΚΥΣΔΕ είναι ο συνάδελφος και φίλος <b style="mso-bidi-font-weight: normal;">Παντελής Κανδυλιώτης</b> με καταγωγή από το
Μεσολόγγι. Ξεκίνησε εδώ την εκπαιδευτική του καριέρα και εργάζεται σήμερα σε
σχολείο της Αθήνας.</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Για όσους επίσης με ρωτούν, οι τελευταίοι εκλεγμένοι της ΔΑΚΕ στα άλλα
ΥΣ ήταν: Σπύρος Ψαρράς (ΑΠΥΣΔΕ) και Δημήτρης Πεππές (ΚΥΣΔΕ).</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Σας καλώ να συμμετέχετε μαζικά στις εκλογές των Υπηρεσιακών Συμβουλίων,
για να έχουμε τον ΕΚΛΕΓΜΕΝΟ εκπρόσωπό μας σε αυτά. Για να μην χάσουμε ένα
δικαίωμα που κατακτήθηκε με αγώνες.</span></p>
<p align="center" class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">ΨΗΦΙΖΟΥΜΕ
και ΠΑΙΡΝΟΥΜΕ ΤΑ ΥΠΗΡΕΣΙΑΚΑ ΣΥΜΒΟΥΛΙΑ ΞΑΝΑ ΣΤΑ ΧΕΡΙΑ ΜΑΣ.</span></b></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Κατσαρός Κωνσταντίνος</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">Υποψήφιος για το ΠΥΣΔΕ Αιτωλοακαρνανίας</span></p>
<p class="MsoNormal" style="line-height: 12pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt;">με την παράταξη της ΔΑΚΕ</span></p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-64963209344438472022-11-02T02:24:00.001+02:002022-11-02T02:24:05.628+02:00ΒΙΝΤΕΟ - Πως ψηφίζουμε στις εκλογές των Υπηρεσιακών Συμβουλίων<p> Σχολιάζουν οι συνάδελφοι Κωνσταντίνος Κατσαρός, αιρετός ΠΥΣΔΕ Αιτωλοακαρνανίας με τη ΔΑΚΕ και Βασίλειος Παπαχρήστου, αιρετός ΠΥΣΔΕ Σερρών με τη ΔΑΚΕ.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="420" src="https://www.youtube.com/embed/KDCjIR4hSoQ" width="682" youtube-src-id="KDCjIR4hSoQ"></iframe></div><br /><p><br /></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4565939075095009895.post-13944975143835593962022-10-31T09:05:00.002+02:002022-10-31T09:44:07.588+02:00 ΑΝΑΚΟΙΝΩΣΗ ΤΗΣ Α.Σ.Κ ΓΙΑ ΤΙΣ ΕΚΛΟΓΕΣ ΤΩΝ ΑΙΡΕΤΩΝ<p><span style="background-color: white; font-size: 15px; font-weight: 600;">Διεκδικούμε την εκλογή των εκπροσώπων μας στην διοίκηση, αποκλειστικά με ευθύνη της ΔΟΕ/ ΟΛΜΕ και των πρωτοβάθμιων σωματείων. Καμμιά συμμετοχή</span><span color="var(--primary-text)" style="background-color: white; font-family: inherit; font-size: 0.9375rem; font-weight: 600;"> στις εκλογές των αιρετών για να διαφυλάξουμε το κύρος του θεσμού ! </span></p><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Ο θεσμός του αιρετού εκπροσώπου των εκπαιδευτικών στην διοίκηση, έχει ιστορία 90 ετών περίπου και αποτελεί διαχρονικά μια από τις σημαντικότερες κατακτήσεις του κλάδου μας. Τους αιρετούς στα υπηρεσιακά συμβούλια κανείς δεν μας τους παραχώρησε, τους επέβαλαν, οι αγώνες μας !</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Ο τρόπος εκλογής των αιρετών στα υπηρεσιακά συμβούλια αφορά αποκλειστικά τους εκπαιδευτικούς και δεν θα έπρεπε το υπουργείο να έχει κανέναν λόγο. Κατά την διάρκεια, όμως, των εννιά δεκαετιών ύπαρξης του θεσμού, με τη συναίνεση του κλάδου , η διοίκηση αναλάμβανε την ευθύνη της εκλογικής διαδικασίας με όρους βουλευτικών εκλογών. Η απόλυτα διαφανής και αμερόληπτη εκλογική διαδικασία από μεριάς του υπουργείου, είχε ως αποτέλεσμα να μην υπάρξει ποτέ από τον κλάδο το αίτημα να αναλάβουν την ευθύνη της διενέργειας των εκλογών των αιρετών εκπροσώπων του, τα πρωτοβάθμια και δευτεροβάθμια σωματεία.<span><a name='more'></a></span></span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Αξίζει να σημειωθεί πως στις μαύρες περιόδους της πολιτικής ιστορίας του τόπου μας, ο κλάδος ποτέ δεν διαπραγματεύτηκε την εκλογή των αιρετών του στα υπηρεσιακά συμβούλια. Στην χούντα δεν υπήρξαν ποτέ συνάδελφοι που υποδύθηκαν τους αιρετούς !</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Πριν δυο χρόνια, η κυβέρνηση της ΝΔ με πρόσχημα την πανδημία, επέβαλε μια διαδικασία εκλογής διάτρητη , χωρίς εφορευτικές επιτροπές και χωρίς ταυτοπροσωπία μέσα από ένα σύστημα ηλεκτρονικής ψηφοφορίας που ελέγχεται από μια ιδιωτική εταιρία. Η απόφαση αυτή αποτέλεσε μέρος ενός καλά οργανωμένου σχεδίου που περιλάμβανε την εκδίωξη των αιρετών από τα συμβούλια επιλογής και τα πειθαρχικά συμβούλια με σκοπό να πληγεί βάναυσα το κύρος του θεσμού. Θα ήταν φαίνεται δυσβάστακτο το πολιτικό κόστος για την κυβέρνηση να εκδιώξει τους αιρετούς από τα υπηρεσιακά συμβούλια και επέλεξε να αφαιρέσει ελεγκτικές αρμοδιότητες και να επιβάλει, χωρίς διάλογο, μια διαδικασία εκλογής διάτρητη και αμφιλεγόμενη που ουσιαστικά μετατρέπει τους αιρετούς σε διακοσμητικούς παράγοντες των υπηρεσιακών συμβουλίων, χωρίς κύρος στους συναδέλφους .</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Στην βίαιη και αντιδημοκρατική παρέμβαση του υπουργείου στον τρόπο εκλογής των εκπροσώπων των εκπαιδευτικών , οι εκπαιδευτικοί απάντησαν με αποχή της τάξεως του 95% και ανάγκασαν την κυβέρνηση της ΝΔ και προσωπικά την υπουργό Κεραμέως , να διορίσει δοτούς για πρώτη φορά μετά την μεταπολίτευση ! Στην ιστορία της εκπαίδευσης δοτούς διόρισε η χούντα και η υπουργός Κεραμέως !</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Σήμερα, για ακόμα μια φορά η κυβέρνηση και η υπουργός προσωπικά, προσβάλουν τους εκπαιδευτικούς αγνοώντας επιδεικτικά την θέση τους για την διαδικασία εκλογής των αιρετών τους. Αποτελεί προσβολή στο 95% των συναδέλφων, η εμμονική και αδιάλλακτη στάση από μεριάς του υπουργείου να προκηρύξει εκλογές χωρίς να κάνει ούτε ένα βήμα πίσω από την προ διετίας θέση του .</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Για εμάς δεν υπάρχει άλλη επιλογή από την συνεπή στάση της αποχής μας από τις εκλογές παρωδία της υπουργού Κεραμέως για τους εξής λόγους :</span></div><ul class="x1e56ztr x1xmf6yo x1xfsgkm xtaz4m5" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 8px 0px; padding: 0px 0px 0px 32px; transition-property: none;"><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Δεν αποδεχόμαστε πως ο αιρετός αποτελεί παραχώρηση της διοίκησης και όχι κατάκτηση του κλάδου μας , ύστερα από αγώνες .</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Αρνούμαστε να νομιμοποιήσουμε την χωρίς διάλογο και αντιδημοκρατική παρέμβαση του υπουργείου στον τρόπο εκλογής των αιρετών μας, που ουσιαστικά τους μετατρέπει σε αρεστούς.</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Με την συμμετοχή μας στις εκλογές , που διοργανώνει το υπουργείο , αφαιρούμε το πολιτικό στίγμα από την κυβέρνηση ως την πρώτη μετά την μεταπολίτευση που διόρισε δοτούς στα υπηρεσιακά συμβούλια.</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Αγωνιζόμαστε για μια εκλογική διαδικασία δια ζώσης, με εκλογικούς καταλόγους και εφορευτικές επιτροπές. Στην δημοκρατία η διαδικασία αποτελεί ουσία .</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Διαφυλάττουμε την διαδικασία και δεν δεχόμαστε να ψηφίσουμε χωρίς ταυτοπροσωπία σε οποιαδήποτε κάλπη . Δεν μας διαφεύγει το γεγονός πως στις εσωκομματικές εκλογές της ΝΔ , η ηλεκτρονική κάλπη ήταν προαιρετική και υπήρχε διπλή ασφάλεια ταυτοπροσωπίας (μοναδικός κωδικός στο mail και τετραψήφιος κωδικός στο κινητό την στιγμή της ψήφου). Η συγκεκριμένη πρακτική δεν διασφαλίζει απόλυτα την ταυτοπροσωπία στην ηλεκτρονική κάλπη, αλλά τουλάχιστον δείχνει την πρόθεση του διοργανωτή των εκλογών να προσδώσει κύρος στην εκλογική διαδικασία . Για το υπουργείο παιδείας, φαίνεται, πως ο αιρετός έχει μικρότερη αξία από τον κομματάρχη της ΝΔ και για αυτό τον λόγο στις ηλεκτρονικές εκλογές των αιρετών υπάρχει μόνο η πρόβλεψη της αποστολής του κωδικού στο mail του ψηφοφόρου.</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Το σκάνδαλο των υποκλοπών των τηλεφωνικών συνδιαλέξεων αρχηγού κοινοβουλευτικού κόμματος από την ΕΥΠ , σε συνδυασμό με την δήλωση της αρμόδιας εισαγγελέα στην επιτροπή της βουλής , πως έχει το δικαίωμα να παρακολουθεί ακόμα και την ΠτΔ αν το κρίνει απαραίτητο , μας καθιστά απόλυτα επιφυλακτικούς για το αδιάβλητο της διαδικασίας και την μυστικότητα της ψήφου στην ηλεκτρονική ψηφοφορία της Κεραμέως .</span></div></li></ul><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;"><b>Με την αποχή μας από τις εκλογές παρωδία των αιρετών στέλνουμε σαφές πολιτικό μήνυμα :</b></span></div><ul class="x1e56ztr x1xmf6yo x1xfsgkm xtaz4m5" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 8px 0px; padding: 0px 0px 0px 32px; transition-property: none;"><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Για την ακρίβεια , τον πληθωρισμό και την αισχροκέρδεια στα είδη πρώτης ανάγκης .</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Για τον νόμο Χατζηδάκη που ουσιαστικά θέτει σε αμφισβήτηση το δικαίωμα μας στην απεργία και παρεμβαίνει βίαια στην λειτουργία των σωματείων .</span></div></li><li style="animation-name: none; transition-property: none;"><div class="x1e56ztr" style="animation-name: none; font-family: inherit; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Για το κλίμα τρομοκρατίας και της στοχοποίησης των εκπαιδευτικών που καλλιεργεί το υπουργείο για να επιβάλει τις αντιεκπαιδευτικές πολιτικές της ατομικής αξιολόγησης, της αυτοαξιολόγησης των σχολικών μονάδων και της υποβάθμισης του ρόλου των ΣΔ .</span></div></li></ul><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Δεν υπάρχει κανένα δίλημμα για τους εκπαιδευτικούς : ούτε δοτοί , ούτε αρεστοί ! Με την αποχή διαφυλάττουμε το κύρος του θεσμού του αιρετού . Αγωνιζόμαστε για εκλογή αιρετών δια ζώσης με ευθύνη των σωματείων πρωτοβάθμιων και δευτεροβάθμιων καθώς και για την επαναφορά των αιρετών μας στα πειθαρχικά συμβούλια και συμβούλια επιλογής .</span></div><div class="x1e56ztr" style="animation-name: none; background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin-bottom: 8px; transition-property: none;"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" color="var(--primary-text)" style="animation-name: none; font-family: inherit; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; transition-property: none; word-break: break-word;">Καλούμε τους συναδέλφους μας με την αποχή να στείλουν ηχηρό πολιτικό μήνυμα σε πολλούς αποδέκτες !</span></div>K. Κούσταςhttp://www.blogger.com/profile/11603924903093396943noreply@blogger.com