tag:blogger.com,1999:blog-4870797840927196730Wed, 04 Sep 2024 11:03:22 +0000ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.ΑΠΟΦΑΣΕΙΣ Δ.Σ.ΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝΑΠΟΦΑΣΕΙΣ ΓΕΝΙΚΩΝ ΣΥΝΕΛΕΥΣΕΩΝΔ.Σ.ΣΥΛΛΟΓΟΥΕΚΠΑΙΔΕΥΤΙΚΑΗΜΕΡΙΔΕΣΑΓΩΝΙΣΤΙΚΗ ΕΝΩΤΙΚΗ ΚΙΝΗΣΗΑΝΑΚΟΙΝΩΣΕΙΣ ΣΥΛΛΟΓΟΥΑΠΟΨΕΙΣΓΡΑΦΕΙΑ ΕΚΠΑΙΔΕΥΣΗΣΔΕΛΤΙΑ ΤΥΠΟΥ ΣΥΛΛΟΓΟΥΔΗΜΟΣΙΕΥΣΕΙΣΔΙΕΥΘΥΝΣΗ Π.Ε.ΕΚΔΗΛΩΣΕΙΣΕΚΛΟΓΕΣΕΠΙΚΟΙΝΩΝΙΑΙΣΤΟΡΙΚΟΚΑΤΑΣΤΑΤΙΚΟΠΑΣΚ/Π.Ε.ΣΤΟΙΧΕΙΑΣΧΟΛΙΚΟΙ ΣΥΜΒΟΥΛΟΙΣύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινώνhttp://syprolech.blogspot.com/noreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)Blogger45125en-usnonoreply@blogger.comtag:blogger.com,1999:blog-4870797840927196730.post-7951493007310457793Thu, 20 Sep 2018 17:12:00 +00002018-09-20T20:16:08.836+03:00Fw: Λειτουργικά κενά στο Δ.Σ. Ανδραβίδας<div style="font-family:times new roman, new york, times, serif;font-size:16px;"><div style="font-family:times new roman, new york, times, serif;font-size:16px;"><div></div> <div><br></div><div><br></div> </div><div id="ydpa53a27e9yahoo_quoted_7524929488" class="ydpa53a27e9yahoo_quoted"> <div style="font-family:'Helvetica Neue', Helvetica, Arial, sans-serif;font-size:13px;color:#26282a;"> <div>----- Προωθημένο μήνυμα -----</div> <div><b>Από:</b> Τμήμα Εκπαιδευτικών Θεμάτων &lt;gray@dipe.ilei.sch.gr&gt;</div><div><b>Προς:</b> ΑΝΔΡΑΒΙΔΑΣ ΔΗΜΟΤΙΚΟ ΣΧΟΛΕΙΟ &lt;mail@dim-andrav.ilei.sch.gr&gt;; ΣΥΛΛΟΓΟΣ ΕΚΠ ΛΕΧΑΙΝΩΝ &lt;ziakas1968@yahoo.gr&gt;; "alexisdimak@yahoo.gr" &lt;alexisdimak@yahoo.gr&gt;; "nkousavelos@hotmail.com" &lt;nkousavelos@hotmail.com&gt;</div><div><b>Στάλθηκε:</b> Πέμπτη, 20 Σεπτεμβρίου 2018, 9:38:44 π.μ. EEST</div><div><b>Θέμα:</b> Λειτουργικά κενά στο Δ.Σ. Ανδραβίδας</div><div><br></div> <div><div dir="ltr"><br></div><div dir="ltr"><br></div><div dir="ltr"><br></div><div dir="ltr"><br></div><div dir="ltr"><br></div><div dir="ltr">---<br></div><div dir="ltr">This email has been checked for viruses by AVG.<br></div><div dir="ltr"><a href="https://www.avg.com" rel="nofollow" target="_blank">https://www.avg.com</a><br></div></div> </div> </div></div>http://syprolech.blogspot.com/2018/09/fw.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-5330933814697223394Wed, 23 May 2018 05:35:00 +00002018-05-23T08:35:32.788+03:00FW: [doe.list] Λειτουργία τριμελών επιτροπών---------------------------------------<br>&#193;&#237; &#228;&#229;&#237; &#229;&#240;&#233;&#232;&#245;&#236;&#229;&#223;&#244;&#229; &#237;&#225; &#235;&#225;&#236;&#226;&#220;&#237;&#229;&#244;&#229; &#236;&#231;&#237;&#253;&#236;&#225;&#244;&#225; &#225;&#240;&#252; &#225;&#245;&#244;&#222; &#244;&#231; &#235;&#223;&#243;&#244;&#225; &#236;&#240;&#239;&#241;&#229;&#223;&#244;&#229; &#237;&#225; &#228;&#233;&#225;&#227;&#241;&#225;&#246;&#229;&#223;&#244;&#229;, &#225;&#240;&#252; &#244;&#239;&#237; &#243;&#253;&#237;&#228;&#229;&#243;&#236;&#239; &#240;&#239;&#245; &#225;&#234;&#239;&#235;&#239;&#245;&#232;&#229;&#223;.<p>&#196;&#233;&#225;&#227;&#241;&#225;&#246;&#222; &#225;&#240;&#239; &#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1">http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1</a><p>&#197;&#227;&#227;&#241;&#225;&#246;&#222; &#243;&#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/listinfo/doe.list">http://list.sch.gr/mailman/listinfo/doe.list</a><div class=Section1> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <div> <div style='border:none;border-top:solid #B5C4DF 1.0pt;padding:3.0pt 0cm 0cm 0cm'> <p class=MsoNormal><b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'>From:</span></b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'> doe.list [mailto:doe.list-bounces@sch.gr] <b>On Behalf Of </b>Λίστα ΔΟΕ<br> <b>Sent:</b> Tuesday, May 22, 2018 2:32 PM<br> <b>To:</b> 'λίστα ΔΟΕ'<br> <b>Subject:</b> [doe.list] Λειτουργία τριμελών επιτροπών<o:p></o:p></span></p> </div> </div> <p class=MsoNormal><o:p>&nbsp;</o:p></p> <p class=MsoNormal><o:p>&nbsp;</o:p></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/05/fw-doelist.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-1163552563980568537Fri, 18 May 2018 05:46:00 +00002018-05-18T08:46:25.639+03:00FW: [doe.list] FW: Προσωρινή ημερήσια διάταξη 87ης Γενικής Συνέλευσης---------------------------------------<br>&#193;&#237; &#228;&#229;&#237; &#229;&#240;&#233;&#232;&#245;&#236;&#229;&#223;&#244;&#229; &#237;&#225; &#235;&#225;&#236;&#226;&#220;&#237;&#229;&#244;&#229; &#236;&#231;&#237;&#253;&#236;&#225;&#244;&#225; &#225;&#240;&#252; &#225;&#245;&#244;&#222; &#244;&#231; &#235;&#223;&#243;&#244;&#225; &#236;&#240;&#239;&#241;&#229;&#223;&#244;&#229; &#237;&#225; &#228;&#233;&#225;&#227;&#241;&#225;&#246;&#229;&#223;&#244;&#229;, &#225;&#240;&#252; &#244;&#239;&#237; &#243;&#253;&#237;&#228;&#229;&#243;&#236;&#239; &#240;&#239;&#245; &#225;&#234;&#239;&#235;&#239;&#245;&#232;&#229;&#223;.<p>&#196;&#233;&#225;&#227;&#241;&#225;&#246;&#222; &#225;&#240;&#239; &#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1">http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1</a><p>&#197;&#227;&#227;&#241;&#225;&#246;&#222; &#243;&#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/listinfo/doe.list">http://list.sch.gr/mailman/listinfo/doe.list</a><div class=Section1> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <div> <div style='border:none;border-top:solid #B5C4DF 1.0pt;padding:3.0pt 0cm 0cm 0cm'> <p class=MsoNormal><b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'>From:</span></b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'> doe.list [mailto:doe.list-bounces@sch.gr] <b>On Behalf Of </b>Λίστα ΔΟΕ<br> <b>Sent:</b> Thursday, May 17, 2018 1:25 PM<br> <b>To:</b> ΔΟΕ<br> <b>Subject:</b> [doe.list] FW: Προσωρινή ημερήσια διάταξη 87ης Γενικής Συνέλευσης<o:p></o:p></span></p> </div> </div> <p class=MsoNormal><o:p>&nbsp;</o:p></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/05/fw-doelist-fw-87.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-3931180624774015979Fri, 11 May 2018 05:45:00 +00002018-05-11T08:55:01.063+03:00FW: [doe.list] FW: Ένα σχολείο για τη Γάζα: Αποστολή εκπαιδευτικών στην Παλαιστίνη---------------------------------------<br>&#193;&#237; &#228;&#229;&#237; &#229;&#240;&#233;&#232;&#245;&#236;&#229;&#223;&#244;&#229; &#237;&#225; &#235;&#225;&#236;&#226;&#220;&#237;&#229;&#244;&#229; &#236;&#231;&#237;&#253;&#236;&#225;&#244;&#225; &#225;&#240;&#252; &#225;&#245;&#244;&#222; &#244;&#231; &#235;&#223;&#243;&#244;&#225; &#236;&#240;&#239;&#241;&#229;&#223;&#244;&#229; &#237;&#225; &#228;&#233;&#225;&#227;&#241;&#225;&#246;&#229;&#223;&#244;&#229;, &#225;&#240;&#252; &#244;&#239;&#237; &#243;&#253;&#237;&#228;&#229;&#243;&#236;&#239; &#240;&#239;&#245; &#225;&#234;&#239;&#235;&#239;&#245;&#232;&#229;&#223;.<p>&#196;&#233;&#225;&#227;&#241;&#225;&#246;&#222; &#225;&#240;&#239; &#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1">http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1</a><p>&#197;&#227;&#227;&#241;&#225;&#246;&#222; &#243;&#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/listinfo/doe.list">http://list.sch.gr/mailman/listinfo/doe.list</a><div class=Section1> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <div> <div style='border:none;border-top:solid #B5C4DF 1.0pt;padding:3.0pt 0cm 0cm 0cm'> <p class=MsoNormal><b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'>From:</span></b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'> doe.list [mailto:doe.list-bounces@sch.gr] <b>On Behalf Of </b>Λίστα ΔΟΕ<br> <b>Sent:</b> Thursday, May 10, 2018 11:58 AM<br> <b>To:</b> ΔΟΕ<br> <b>Subject:</b> [doe.list] FW: Ένα σχολείο για τη Γάζα: Αποστολή εκπαιδευτικών στην Παλαιστίνη<o:p></o:p></span></p> </div> </div> <p class=MsoNormal><o:p>&nbsp;</o:p></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/05/fw-doelist-fw.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-8991007363664407273Thu, 10 May 2018 05:27:00 +00002018-05-10T08:28:00.660+03:00FW: [doe.list] FW: Κατασκηνώσεις 2018---------------------------------------<br>&#193;&#237; &#228;&#229;&#237; &#229;&#240;&#233;&#232;&#245;&#236;&#229;&#223;&#244;&#229; &#237;&#225; &#235;&#225;&#236;&#226;&#220;&#237;&#229;&#244;&#229; &#236;&#231;&#237;&#253;&#236;&#225;&#244;&#225; &#225;&#240;&#252; &#225;&#245;&#244;&#222; &#244;&#231; &#235;&#223;&#243;&#244;&#225; &#236;&#240;&#239;&#241;&#229;&#223;&#244;&#229; &#237;&#225; &#228;&#233;&#225;&#227;&#241;&#225;&#246;&#229;&#223;&#244;&#229;, &#225;&#240;&#252; &#244;&#239;&#237; &#243;&#253;&#237;&#228;&#229;&#243;&#236;&#239; &#240;&#239;&#245; &#225;&#234;&#239;&#235;&#239;&#245;&#232;&#229;&#223;.<p>&#196;&#233;&#225;&#227;&#241;&#225;&#246;&#222; &#225;&#240;&#239; &#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1">http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1</a><p>&#197;&#227;&#227;&#241;&#225;&#246;&#222; &#243;&#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/listinfo/doe.list">http://list.sch.gr/mailman/listinfo/doe.list</a><div class=Section1> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <div> <div style='border:none;border-top:solid #B5C4DF 1.0pt;padding:3.0pt 0cm 0cm 0cm'> <p class=MsoNormal><b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'>From:</span></b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'> doe.list [mailto:doe.list-bounces@sch.gr] <b>On Behalf Of </b>Λίστα ΔΟΕ<br> <b>Sent:</b> Tuesday, May 08, 2018 12:41 PM<br> <b>To:</b> ΔΟΕ<br> <b>Subject:</b> [doe.list] FW: Κατασκηνώσεις 2018<o:p></o:p></span></p> </div> </div> <p class=MsoNormal><o:p>&nbsp;</o:p></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/05/fw-doelist-fw-2018.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-5085416616627714763Tue, 08 May 2018 10:15:00 +00002018-05-08T13:16:02.683+03:00FW: [doe.list] Κινητοποίηση 11-5-18---------------------------------------<br>&#193;&#237; &#228;&#229;&#237; &#229;&#240;&#233;&#232;&#245;&#236;&#229;&#223;&#244;&#229; &#237;&#225; &#235;&#225;&#236;&#226;&#220;&#237;&#229;&#244;&#229; &#236;&#231;&#237;&#253;&#236;&#225;&#244;&#225; &#225;&#240;&#252; &#225;&#245;&#244;&#222; &#244;&#231; &#235;&#223;&#243;&#244;&#225; &#236;&#240;&#239;&#241;&#229;&#223;&#244;&#229; &#237;&#225; &#228;&#233;&#225;&#227;&#241;&#225;&#246;&#229;&#223;&#244;&#229;, &#225;&#240;&#252; &#244;&#239;&#237; &#243;&#253;&#237;&#228;&#229;&#243;&#236;&#239; &#240;&#239;&#245; &#225;&#234;&#239;&#235;&#239;&#245;&#232;&#229;&#223;.<p>&#196;&#233;&#225;&#227;&#241;&#225;&#246;&#222; &#225;&#240;&#239; &#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1">http://list.sch.gr/mailman/options/doe.list/mail%40dim-kat-panag.ilei.sch.gr?unsub=1&amp;unsubconfirm=1</a><p>&#197;&#227;&#227;&#241;&#225;&#246;&#222; &#243;&#244;&#231; &#235;&#223;&#243;&#244;&#225;: <a href="http://list.sch.gr/mailman/listinfo/doe.list">http://list.sch.gr/mailman/listinfo/doe.list</a><div class=Section1> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> <div> <div style='border:none;border-top:solid #B5C4DF 1.0pt;padding:3.0pt 0cm 0cm 0cm'> <p class=MsoNormal><b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'>From:</span></b><span style='font-size:10.0pt;font-family:"Tahoma","sans-serif"'> doe.list [mailto:doe.list-bounces@sch.gr] <b>On Behalf Of </b>Λίστα ΔΟΕ<br> <b>Sent:</b> Monday, May 07, 2018 10:33 AM<br> <b>To:</b> 'λίστα ΔΟΕ'<br> <b>Subject:</b> [doe.list] Κινητοποίηση 11-5-18<o:p></o:p></span></p> </div> </div> <p class=MsoNormal><o:p>&nbsp;</o:p></p> <p class=MsoNormal><span style='color:#1F497D'><o:p>&nbsp;</o:p></span></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/05/fw-doelist-11-5-18.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-2189579251430560705Thu, 26 Apr 2018 07:07:00 +00002018-04-26T10:07:19.369+03:00ΨΗΦΙΣΜΑ ΠΡΩΤΟΜΑΓΙΑΣ<div class=Section1> <p class=MsoNormal><o:p>&nbsp;</o:p></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"><br /> <table style="border-top: 1px solid #D3D4DE;"> <tr> <td style="width: 55px; padding-top: 18px;"><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank"><img src="https://ipmcdn.avast.com/images/icons/icon-envelope-tick-round-orange-animated-no-repeat-v1.gif" alt="" width="46" height="29" style="width: 46px; height: 29px;" /></a></td> <td style="width: 470px; padding-top: 17px; color: #41424e; font-size: 13px; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Απαλλαγμένο από ιούς. <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient" target="_blank" style="color: #4453ea;">www.avast.com</a> </td> </tr> </table> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div>http://syprolech.blogspot.com/2018/04/blog-post.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-7685703593066886329Thu, 22 Mar 2018 06:32:00 +00002018-03-22T08:32:58.428+02:00<description><div class=Section1> <p class=MsoNormal><o:p>&nbsp;</o:p></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"> <br /><br /> <hr style='border:none; color:#909090; background-color:#B0B0B0; height: 1px; width: 99%;' /> <table style='border-collapse:collapse;border:none;'> <tr> <td style='border:none;padding:0px 15px 0px 8px'> <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient"> <img border=0 src="http://static.avast.com/emails/avast-mail-stamp.png" alt="Avast logo" /> </a> </td> <td> <p style='color:#3d4d5a; font-family:"Calibri","Verdana","Arial","Helvetica"; font-size:12pt;'> Αυτό το e-mail ελέγχθηκε για ιούς από το πρόγραμμα Avast antivirus. <br><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient">www.avast.com</a> </p> </td> </tr> </table> <br /> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div></description><link>http://syprolech.blogspot.com/2018/03/e-mail-avast-antivirus_22.html</link><author>noreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4870797840927196730.post-3698517861847455916</guid><pubDate>Wed, 21 Mar 2018 07:19:00 +0000</pubDate><atom:updated>2018-03-21T09:20:00.923+02:00</atom:updated><title/><description><div class=Section1> <p class=MsoNormal><o:p>&nbsp;</o:p></p> </div> <div id="DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2"> <br /><br /> <hr style='border:none; color:#909090; background-color:#B0B0B0; height: 1px; width: 99%;' /> <table style='border-collapse:collapse;border:none;'> <tr> <td style='border:none;padding:0px 15px 0px 8px'> <a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient"> <img border=0 src="http://static.avast.com/emails/avast-mail-stamp.png" alt="Avast logo" /> </a> </td> <td> <p style='color:#3d4d5a; font-family:"Calibri","Verdana","Arial","Helvetica"; font-size:12pt;'> Αυτό το e-mail ελέγχθηκε για ιούς από το πρόγραμμα Avast antivirus. <br><a href="https://www.avast.com/sig-email?utm_medium=email&utm_source=link&utm_campaign=sig-email&utm_content=emailclient">www.avast.com</a> </p> </td> </tr> </table> <br /> <a href="#DAB4FAD8-2DD7-40BB-A1B8-4E2AA1F9FDF2" width="1" height="1"> </a></div></description><link>http://syprolech.blogspot.com/2018/03/e-mail-avast-antivirus.html</link><author>noreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4870797840927196730.post-506354951146961157</guid><pubDate>Wed, 16 Nov 2011 21:30:00 +0000</pubDate><atom:updated>2011-11-16T23:50:34.542+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ΑΠΟΦΑΣΕΙΣ Δ.Σ.</category><title>ΨΗΦΙΣΜΑ ΓΙΑ ΤΗΝ ΕΠΕΤΕΙΟ ΤΟΥ ΠΟΛΥΤΕΧΝΕΙΟΥ 14-11-2011<div dir="ltr" style="text-align: left;" trbidi="on"><img alt="" height="150" 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" width="200" /><br /> <br /> <div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeApF6MvyImzW9uSUp-sg3jerAhxtaxQ2KdxsrpaYPn_oSYfre-aclvxVVWp9qbhvb7lLOFz8lGIstUkscg9dujz1La_1vTSAYIrWS0RmQb7tqLAAyKPhWweNA8ULrPYto2OgyZKU83-g/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeApF6MvyImzW9uSUp-sg3jerAhxtaxQ2KdxsrpaYPn_oSYfre-aclvxVVWp9qbhvb7lLOFz8lGIstUkscg9dujz1La_1vTSAYIrWS0RmQb7tqLAAyKPhWweNA8ULrPYto2OgyZKU83-g/s1600/2011-09-14_2013.png" /></a></div><br /> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;"><tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Λεχαινά&nbsp;&nbsp; 270 53</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: .95pt; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">14-11-11</span></u></b></div></td> </tr> <tr style="mso-yfti-irow: 1;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Δ. Γεωργόπουλος, Μοσχονάς Γεώργιος</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 9pt;"></span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">9</span></b></div></td> </tr> <tr style="height: 20.95pt; mso-yfti-irow: 2;"> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">26230 61040, 26237 70306</span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">A</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ρ. Εγκ. </span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"></span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">4</span></b></div></td> </tr> <tr style="mso-yfti-irow: 3;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> </tr> <tr style="height: 11.85pt; mso-yfti-irow: 4;"> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΘΕΜΑ 1<sup>ο</sup> : </span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Ψήφισμα για την επέτειο του Πολυτεχνείου</span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"></span></h1></td> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;</span></h1></td> </tr> <tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 14pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"></span></h1></td> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><br /> </td> </tr> </tbody></table><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></div><div class="MsoNormal"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<b style="color: black;">&nbsp; </b><b style="color: black;">Συνάδελφοι - συναδέλφισσες</b></span></div><div class="MsoNormal" style="color: black; text-indent: 6pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Ο Ελληνικός&nbsp; λαός&nbsp; γιορτάζει και τιμά τη 38<sup>η</sup> επέτειο του Πολυτεχνείου.</span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Η επέτειος αποτελεί ορόσημο και σύμβολο της Ενωτικής, δυναμικής, αγωνιστικής πρωτοβουλίας&nbsp;&nbsp; του φοιτητικού και κοινωνικοί κινήματος του ελληνικού λαού, το οποίο γιγαντώθηκε, ωρίμασε και διαμορφώθηκε την περίοδο 1967-1973 ,μετά την επιβολή&nbsp; της ξενοκίνητης&nbsp; χούντας των συνταγματαρχών&nbsp; στην πατρίδα μας. Η αιχμή του δόρατος ήταν η&nbsp; νύχτα της 16<sup>ης</sup>&nbsp; προς 17 Νοέμβρη, όταν το σύνθημα « ΨΩΜΙ, ΠΑΙΔΕΙΑ, ΕΛΕΥΘΕΡΙΑ»,&nbsp; ξεδιπλώθηκε ως σημαία στον αέρα, παρασύροντας με τη&nbsp; δύναμή του, ποτάμι ορμητικό, την πορεία της ιστορίας. </span></b></div><div class="MsoNormal" style="color: black; text-indent: 6pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Ο αγώνας για δημοκρατία, ελευθερία, δικαιοσύνη, εκείνο το βράδυ, υπήρξε καταλυτικός, για την πτώση της χούντας. Ο&nbsp; ελληνικός λαός με τη θυσία του, για άλλη μια φορά έδειξε το δρόμο. </span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Σήμερα, 38 χρόνια μετά, ο αγώνας του Πολυτεχνείου, είναι επίκαιρος, όσο ποτέ. Οι νέες πολιτικές και κοινωνικές συνθήκες που επεβλήθηκαν στον ελληνικό λαό, από την τρόικα και το Δ.Ν.Τ., ΟΔΗΓΟΎΝ τον ελληνικό λαό στη φτώχεια, την εξαθλίωση και την υποτέλεια. Η πολιτική των τελευταίων ετών, οδήγησε τη χώρα μας, στη σημερινή απαράδεκτη κατάσταση, στην ουσία&nbsp; ένα προτεκτοράτο των ισχυρών πλουσίων της Ευρώπης και του πλανήτη. Σήμερα, περισσότερο, παρά ποτέ, καλούμαστε να αγωνιστούμε, ΟΛΟΙ ΜΑΖΙ, ΓΙΑ ΤΗΝ ΚΑΤΆΡΓΗΣΗ ΤΩΝ ΑΝΤΕΡΓΑΤΙΚΏΝ, ΑΝΤΙΚΟΙΝΩΝΙΚΩΝ, ΑΝΤΙΑΣΦΑΛΙΣΤΙΚΩΝ ΜΕΤΡΩΝ, που δημιουργούν&nbsp; μία&nbsp;&nbsp; ασφυκτική θηλιά στο λαιμό όλων. Ταυτόχρονα, προδιαγράφουν ένα&nbsp; ζοφερό σκηνικό, για τη ζωή και την πρόοδο της νέας γενιάς.</span></b></div><div class="MsoNormal" style="color: black; text-indent: 6pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Θα πρέπει, όλοι μαζί, να ξανασκεφτούμε, σκύβοντας με προσοχή , πάνω στα μηνύματα , εκείνου του Νοέμβρη. </span></b></div><div class="MsoNormal" style="color: black; text-indent: 6pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Θα πρέπει να βροντοφωνάξουμε , για τη ζωή , το μέλλον μας και το μέλλον των παιδιών μας : </span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Όχι&nbsp;&nbsp; στη ξένη κυριαρχία</span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Όχι&nbsp;&nbsp; στο δρόμο, που μας έβαλαν συνειδητά και μεθοδευμένα</span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Όχι&nbsp;&nbsp;&nbsp; στα μέτρα, που&nbsp; μας εξαθλιώνουν και μας εξευτελίζουν.</span></b></div><div class="MsoNormal" style="color: black;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;Υπάρχει τρόπος : ΟΛΟΙ ΜΑΖΙ, ΕΝΩΜΕΝΟΙ, ΜΕ ΤΑ ΔΙΔΑΓΜΑΤΑ ΤΗΣ ΙΣΤΟΡΙΑΣ ΜΑΣ, ΦΩΤΕΙΝΟ ΣΗΜΑΤΟΔΟΤΗ ΓΙΑ ΜΙΑ ΕΛΛΑΔΑ ΤΗΣ ΕΥΗΜΕΡΙΑΣ ΚΑΙ ΤΗΣ ΑΝΑΠΤΥΞΗΣ.</span></b></div><div class="MsoNormal" style="color: black;"><br /> </div><div align="center" class="MsoNormal" style="color: black; text-align: center;"><b><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ΖΗΤΩ ΤΟ ΠΟΛΥΤΕΧΝΕΙΟ</span></b></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 36pt;"><br /> </div><div align="center" class="MsoNormal" style="margin-bottom: 5.0pt; text-align: center;"><span style="color: black;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Με αγωνιστικούς χαιρετισμούς</span></span></div><div class="MsoNormal" style="margin-bottom: 5pt; text-align: center;"><img alt="" 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" /></div></div></div>http://syprolech.blogspot.com/2011/11/blog-post_2264.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-2702749773369205926Wed, 16 Nov 2011 21:19:00 +00002011-11-16T23:51:01.770+02:00ΑΠΟΦΑΣΕΙΣ Δ.Σ.ΘΕΣΕΙΣ ΤΟΥ Δ.Σ. ΓΙΑ ΤΗΝ ΟΙΚΟΝΟΜΙΚΗ ΠΟΛΙΤΙΚΗ 7-11-2011<div dir="ltr" style="text-align: left;" trbidi="on"><br /> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;"><tbody> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv5aWVHi9O7ezBzT25maKshKn9GIEj2CqW9yq44rw-RD-GXaMrBDMOl5tKjLfZVtWgJqsYfzwFWB-RXlLMt90ykHCNUPHigl-GcoDxlUlaMrgkHA_wH_wPon4hdfes8vMx2Lvl3oTz278/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">&nbsp; <img border="0" height="81" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv5aWVHi9O7ezBzT25maKshKn9GIEj2CqW9yq44rw-RD-GXaMrBDMOl5tKjLfZVtWgJqsYfzwFWB-RXlLMt90ykHCNUPHigl-GcoDxlUlaMrgkHA_wH_wPon4hdfes8vMx2Lvl3oTz278/s320/2011-09-14_2013.png" width="320" /></a></div><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><br /> </div><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Λεχαινά&nbsp;&nbsp; 270 53</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: .95pt; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">7-11-11</span></u></b></div></td> </tr> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Δ. Γεωργόπουλος, Μοσχονάς Γεώργιος</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 9pt;"></span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">6</span></b></div></td> </tr> <tr style="height: 20.95pt;"> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">26230 61040, 26237 70306</span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">A</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ρ. Εγκ. </span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"></span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">2</span></b></div></td> </tr> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> </tr> <tr style="height: 11.85pt;"> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΘΕΜΑ 1<sup>ο</sup> </span><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">: ΔΙΑΜΑΡΤΥΡΙΑ-ΚΑΤΑΓΓΕΛΙΑ</span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"></span></h1></td> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;</span></h1></td> </tr> <tr style="mso-yfti-lastrow: yes;"> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 14pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Θέσεις του Δ.Σ. για την οικονομική πολιτική</span></h1></td> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt; font-weight: normal;">&nbsp;</span></h1></td> </tr> </tbody></table><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></div><div class="MsoNormal" style="margin-bottom: 5.0pt; text-align: justify;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <b style="color: black;">Συνάδελφοι – συναδέλφισσες,</b></span></div><div class="MsoBodyText" style="color: black;"><b><span style="font-size: 11pt;">τα αντιλαϊκά μέτρα που δημιουργεί συνεχώς ο καπιταλισμός, δεν έχουν τέλος. </span></b></div><div class="MsoNormal" style="color: black; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Με το πολυνομοσχέδιο</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> οι μισθοί ακρωτηριάζονται με παραπέρα μείωση των αποδοχών μας από 20% - 50% σπέρνοντας τη φτώχια και την εξαθλίωση σε μας και τις οικογένειες μας. </span></b></div><div class="MsoNormal" style="color: black; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Καταργείται και τυπικά η μονιμότητα</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> φέρνοντας την εφεδρεία και στην εκπαίδευση. Ετοιμάζονται χιλιάδες απολύσεις και στον τομέα της εκπαίδευσης (εξαγγελίες 18/9/2011), 200.000 απολύσεις μέχρι το 2013 στο Δημόσιο. Στόχος «να δουλεύει ένας σε κάθε οικογένεια»! </span></b></div><div class="MsoNormal" style="color: black; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Μειώνουν παραπέρα το εφάπαξ</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> 15-20% και την επικουρική σύνταξη του ΜΤΠΥ κατά πολύ. Την ίδια στιγμή, χιλιάδες συνάδελφοι περιμένουν τη σύνταξη και το εφάπαξ ερχόμενοι&nbsp; ουσιαστικά αντιμέτωποι με καθεστώς στάσης πληρωμών. Διαλύουν τα ασφαλιστικά μας ταμεία ρίχνοντας τα τελευταία αποθεματικά τους στο πρόγραμμα ανταλλαγής ομολόγων με αποτέλεσμα να χάνουν άμεσα πάνω από 5 δις ευρώ.</span></b></div><div class="MsoBodyText2" style="color: black;"><b style="mso-bidi-font-weight: normal;">Επιβάλλονται νέοι φόροι – χαράτσια:</b><b> αύξηση ΦΠΑ από 13% στο 23%, νέες αυξήσεις στα τέλη κυκλοφορίας και στους ειδικούς φόρους κατανάλωσης και δραστική μείωση του αφορολόγητου τη στιγμή που μειώνουν το συντελεστή φορολόγησης για τους βιομηχάνους, τους τραπεζίτες και τους εφοπλιστές από 24% σε 20%.</b></div><div class="MsoNormal" style="color: black; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Κόβονται φάρμακα και ιατρικές εξετάσεις</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> κάνοντας όποιον δεν έχει λεφτά να πεθαίνει κυριολεκτικά στη ψάθα.</span></b></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 36pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Τα σημερινά αντεργατικά μέτρα δεν ήρθαν ξαφνικά.</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> Είναι συνέχεια των μέτρων που εδώ και χρόνια έπαιρναν σταδιακά (και μάλιστα σε περίοδο ανάπτυξης) τα κυβερνώντα κόμματα. Και το έκαναν αυτό πάντα με το ίδιο πρόσχημα: ένα σύγχρονο υποτίθεται δημόσιο τομέα και αποτελεσματικό στην εξυπηρέτηση του λαού. Και τώρα επικαλούνται το ίδιο για να σώσουν δήθεν τη χώρα από τη χρεοκοπία τη στιγμή που οι εργαζόμενοι έχουμε ήδη χρεοκοπήσει.</span></b></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 36pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Συνάδελφοι – συναδέλφισσες&nbsp; δεν μας μένει άλλη επιλογή.</span></b><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"> Πρέπει να κάνουμε το βήμα εκείνο που θα μας δώσει ορίζοντα στη λύση των προβλημάτων μας. Δυνάμωμα των αντιστάσεων κόντρα στις επιτάξεις των κομμάτων, που είχαν και έχουν την ευθύνη για το σημερινό κατάντημα, και της τρόικας. Να πάρουμε θέση με τη δράση μας, ποιους θέλουμε να εξυπηρετήσουμε: τα μονοπώλια ή τις οικογένειες μας. Όχι στα ψευτοδιλήμματα και τους εκβιασμούς για χρεοκοπία και έξοδο από το ευρώ. Η κρίση που μας φορτώνουν με όλα αυτά τα μέτρα και με άλλα χειρότερα που ετοιμάζουν είναι του κεφαλαίου. Ας την πληρώσουν αυτοί λοιπόν την κρίση τους οι εφοπλιστές οι τραπεζίτες και οι μεγαλοβιομήχανοι και όχι τα καταρρακωμένα νοικοκυριά μας. </span></b></div><div align="center" class="MsoNormal" style="color: black; margin-bottom: 5pt; text-align: center;"><b><br /> </b></div><div align="center" class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: center;"><b>ΓΙΑ ΤΟ Δ.Σ</b><br /> <b><br /> </b><br /> <div align="center" class="MsoNormal" style="margin-bottom: 5.0pt; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Με αγωνιστικούς χαιρετισμούς</span></b></div></div><div align="center" class="MsoNormal" style="text-align: center;"></div><table cellpadding="0" cellspacing="0"><tbody> <tr> <td height="0" width="4"><br /> </td> <td width="240"><img alt="" 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" /></td> <td width="170"><br /> </td> <td width="147"><br /> </td> </tr> <tr> <td height="68"><br /> </td> <td align="left" rowspan="2" valign="top"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj29efuFQkvcDaYPDn2YzTFVb63WTzoONQ74296_XS6ldupRIswJMOOGjsMa0XHRq9a5D-KS_9udYHJudwNGxCsoPsX6W3_UVcYoOVjw4vqWGn_WF4s1OUpPBac4ynlApp-LlO9LEgnpP0/s1600/2011-11-08_1948.png" style="margin-left: 1em; margin-right: 1em;"><b></b></a></td> <td><br /> </td> <td align="left" valign="top"><br /> </td> </tr> <tr> <td height="38"><br /> </td> </tr> </tbody></table></div>http://syprolech.blogspot.com/2011/11/blog-post.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-5872754264178475471Wed, 16 Nov 2011 21:17:00 +00002011-11-16T23:51:48.519+02:00ΑΠΟΦΑΣΕΙΣ ΓΕΝΙΚΩΝ ΣΥΝΕΛΕΥΣΕΩΝΠΡΟΣΚΛΗΣΗ ΕΝΔΙΑΦΕΡΟΝΤΟΣ 9-11-2011<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGyNuL4xhT6gnvNE06EMSxVkDU3zgpm_hHNMAK8z7gvJpI5o-qUwcjgJfa0UxuENfmUFadNPUMkCUzSukN1tfq_Ps0Jd_K3y1ML9LZLICo0dVmcNjuaPHPzL2yJV-RqTljqwCaO8TO2iw/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="82" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGyNuL4xhT6gnvNE06EMSxVkDU3zgpm_hHNMAK8z7gvJpI5o-qUwcjgJfa0UxuENfmUFadNPUMkCUzSukN1tfq_Ps0Jd_K3y1ML9LZLICo0dVmcNjuaPHPzL2yJV-RqTljqwCaO8TO2iw/s320/2011-09-14_2013.png" width="320" /></a></div><br /> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;"><tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Λεχαινά&nbsp;&nbsp; 270 53</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: .95pt; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">9-11-11</span></u></b></div></td> </tr> <tr style="mso-yfti-irow: 1;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Δ. Γεωργόπουλος</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 9pt;"></span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">7</span></b></div></td> </tr> <tr style="height: 20.95pt; mso-yfti-irow: 2;"> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">(26230)&nbsp; –&nbsp; 61040, 61219</span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">A</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ρ. Εγκ. </span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"></span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">3</span></b></div></td> </tr> <tr style="mso-yfti-irow: 3;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><br /> </td> </tr> <tr style="height: 11.85pt; mso-yfti-irow: 4;"> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt; font-weight: normal;">&nbsp;</span></h1></td> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><br /> </td> </tr> <tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 14pt;">&nbsp; <b style="color: black;">ΘΕΜΑ 1<sup>ο</sup> : Πρόσκληση ενδιαφέροντος</b></span><b style="color: black;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 14pt;"></span></b></h1></td> <td colspan="2" style="color: black; padding: 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp; </span></b></h1></td> </tr> </tbody></table><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;Συνάδελφοι – συναδέλφισσες</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify; text-indent: 33pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Κατά την τακτική Γενική Συνέλευση της 25<sup>ης</sup> Οκτωβρίου 2011, υπερψηφίστηκε η πρόταση του κ. Καρατζά Ανδρέα για σύσταση τριμελούς επιτροπής, με σκοπό την οικονομική και ηθική αρωγή των συναδέλφων, αποτελούμενης από δύο (2) δασκάλους και ένα (1) μέλος του Δ.Σ.,.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Το Δ.Σ. υλοποιώντας την απόφαση της Γενικής Συνέλευσης στέλνει πρόσκληση ενδιαφέρο- ντος σε όλα τα μέλη του Συλλόγου μας προκειμένου να συσταθεί η επιτροπή. Γι΄αυτό όποιος επιθυμεί να συμμετάσχει στην παραπάνω επιτροπή να επικοινωνήσει με τον Πρόεδρο του Συλλόγου μέχρι της 30 Νοεμβρίου 2011. </span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;</span><img alt="" src="data:image/png;base64,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" /></b></div></div>http://syprolech.blogspot.com/2011/11/blog-post_16.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-2373021062465818403Wed, 16 Nov 2011 20:41:00 +00002011-11-16T23:46:13.070+02:00ΑΠΟΦΑΣΕΙΣ Δ.Σ.ΥΛΟΠΟΙΗΣΗ ΑΠΟΦΑΣΕΩΝ ΤΗΣ ΤΑΚΤΙΚΗΣ ΓΕΝ.ΣΥΝΕΛΕΥΣΗΣ 25-10-2011<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6Ir6HgG1hPaVt_pIMv6utIeOTUWwcoT2qnWkgbZvKWdU-a2tq-dFtYI-CJujI9R7bMhy0Jh48FZwYhAS7OlzehzO5ftBufEhf1o8rWzkM7_viXVX-DKoOxPR0RBC_pKwJor5GPHuRn1I/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="82" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6Ir6HgG1hPaVt_pIMv6utIeOTUWwcoT2qnWkgbZvKWdU-a2tq-dFtYI-CJujI9R7bMhy0Jh48FZwYhAS7OlzehzO5ftBufEhf1o8rWzkM7_viXVX-DKoOxPR0RBC_pKwJor5GPHuRn1I/s320/2011-09-14_2013.png" width="320" /></a></div><br /> <table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;"><tbody> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Λεχαινά&nbsp;&nbsp; 270 53</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: .95pt; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">10-11-11</span></u></b></div></td> </tr> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Δ. Γεωργόπουλος, Γ.Μοσχονάς</span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 9pt;"></span></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">8</span></b></div></td> </tr> <tr style="height: 20.95pt;"> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">(26230)– 61040, 61219, 2623770306</span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">A</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ρ. Εγκ. </span></b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;"></span></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> </tr> <tr> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> </tr> <tr style="height: 11.85pt;"> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">Κοινοποίηση</span></h1></td> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Προς&nbsp; Δ.Ο.Ε.</span></h1></td> </tr> <tr style="mso-yfti-lastrow: yes;"> <td colspan="2" style="padding: 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin: 3pt 0cm;"><span style="font-size: small;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp; <b style="color: black;">ΘΕΜΑ 1<sup>ο</sup> :&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp; «Υλοποίηση των αποφάσεων της</b></span></span></h1></td> <td colspan="2" style="color: black; padding: 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 style="margin: 3pt 0cm 3pt -11.4pt;"><b><span style="font-size: small;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">τακτικής</span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"> </span><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Γ.Σ. της 25<sup> </sup>– 10 – 2011»</span></span></b></h1></td> </tr> </tbody></table><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3.1pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;Το νέο Δ.Σ. υλοποιώντας τις αποφάσεις της τακτικής Γενικής Συνέλευσης της 25<sup>ης</sup> Οκτωβρίου 2011, </span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3.1pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">κοινοποιεί στην Ομοσπονδία ότι τα μέλη μας ψήφισαν την πρόταση της Αγωνιστικής Συσπείρωσης Εκπαιδευτικών που υποστηρίζεται από το ΠΑΜΕ για κατάργηση των εξόδων παράστασης των συνδικαλιστών της ΔΟΕ καθώς και την μείωση της ετήσιας εισφοράς των μελών του συλλόγου προς την Ομοσπονδία.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><br /> </div><div align="center" class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: center;"><img alt="" src="data:image/png;base64,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" /></div></div>http://syprolech.blogspot.com/2011/11/25-10-2011.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-454530417660113099Tue, 08 Nov 2011 17:57:00 +00002011-11-08T22:25:52.281+02:00Δ.Σ.ΣΥΛΛΟΓΟΥΣΥΓΚΡΟΤΗΣΗ Δ.Σ. ΣΕ ΣΩΜΑ 7 - 11 - 2011<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8OLJZSW1PPPCQ774QpAibW4691uBf_5jg5QndtVJlIfMkxL35QEG6zyQbJ9bWJkQyQKTlJDHJ-S8vdnuGqaGTkkcYzKKLp5W0gNa6qfXt7fdVNZOhrpY5BxmWCirZkvig7QuzLG_Ub0c/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="102" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8OLJZSW1PPPCQ774QpAibW4691uBf_5jg5QndtVJlIfMkxL35QEG6zyQbJ9bWJkQyQKTlJDHJ-S8vdnuGqaGTkkcYzKKLp5W0gNa6qfXt7fdVNZOhrpY5BxmWCirZkvig7QuzLG_Ub0c/s400/2011-09-14_2013.png" width="400" /></a></div><div style="color: black;"><b><br /> </b></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed;"><tbody> <tr style="color: black;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Λεχαινά&nbsp;&nbsp; 270 53</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: .95pt; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">7-11-11</span></u></b></div></td> </tr> <tr style="color: black;"> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Δ. Γεωργόπουλος</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">4</span></b></div></td> </tr> <tr style="color: black; height: 20.95pt;"> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span></b></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">(26230)&nbsp; –&nbsp; 61040, 61219</span></b></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">A</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">ρ. Εγκ. </span></b></div></td> <td style="height: 20.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt;">1 </span></b></div></td> </tr> <tr> <td style="color: black; padding: 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: right;"><b><br /> </b></div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 192.0pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> <td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><br /> </div></td> </tr> <tr style="height: 11.85pt;"> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 11pt; font-weight: normal;">&nbsp;</span></h1></td> <td colspan="2" style="height: 11.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;</span></h1></td> </tr> <tr style="mso-yfti-lastrow: yes;"> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;; font-size: 14pt;">&nbsp; ΘΕΜΑ 1<sup>ο</sup> : Συγκρότηση Δ.Σ. σε σώμα</span></h1></td> <td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; text-align: center;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp; </span></h1></td> </tr> </tbody></table><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </b></span></div><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;Συνάδελφοι – συναδέλφισσες</span></b></div><div class="MsoNormal" style="background-color: orange; color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Στις αρχαιρεσίες που ακολούθησαν τη Γεν. Συνέλευση της 25<sup>ης</sup> Οκτωβρίου 2011 ψήφισαν 196 εκπαιδευτικοί. Η Ενωτική Κίνηση Εκπαιδευτικών έλαβε 108 ψήφους και 4 έδρες στο Δ.Σ., η ΠΑΣΚ 37 ψήφους και 2 έδρες, η Αγωνιστική Συσπείρωση Εκπαιδευτικών 36 ψήφους και 1 έδρα, ενώ βρέθηκαν 12 λευκά και 3 άκυρα ψηφοδέλτια.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Στην πρώτη συνεδρίαση που έγινε στις 30-10-2011 η Αγωνιστική Ενωτική Κίνηση υποστήριξε την ανάγκη ενός αντιπροσωπευτικού προεδρείου, θέση την οποία έχει υπηρετήσει όλα τα χρόνια που συμμετέχει στο Δ.Σ.. Έχει μεγάλη σημασία για το Δ.Σ. να επικρατήσουν η κοινή θέληση και η δεδομένη επιθυμία σε όλους τους τομείς για να αντιμετωπίσουμε τα μεγάλα προβλήματα που έχουμε.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Η Αγωνιστική Συσπείρωση παρόλο που οι θέσεις της είναι εκ διαμέτρου αντίθετες με αυτές τις Αγωνιστικής Ενωτικής Κίνησης πρότεινε επίσης αντιπροσωπευτικό προεδρείο όλων όσων συμμετέχουν στο Δ.Σ. προκειμένου να λειτουργήσει αποτελεσματικά ο Σύλλογος.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Έτσι το Δ.Σ. συγκροτήθηκε ομόφωνα σε σώμα ως εξής:</span></b></div><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: none repeat scroll 0% 0% rgb(196, 188, 150); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b>Ονοματεπώνυμο</b></div></td> <td style="background: none repeat scroll 0% 0% rgb(196, 188, 150); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b>Ιδιότητα</b></div></td> </tr> <tr style="mso-yfti-irow: 1;"> <td style="border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><br /> </b></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><br /> </b></div></td> </tr> <tr style="mso-yfti-irow: 2;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Διονύσιος Γεωργόπουλος</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b>Πρόεδρος</b></div></td> </tr> <tr style="mso-yfti-irow: 3;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Ευάγγελος Ζιάκας</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Αντιπρόεδρος</span></b></div></td> </tr> <tr style="mso-yfti-irow: 4;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Γεώργιος Μοσχονάς</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Γεν. Γραμματέας</span></b></div></td> </tr> <tr style="mso-yfti-irow: 5;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Αναστάσιος Καπώνης</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Ταμίας</span></b></div></td> </tr> <tr style="mso-yfti-irow: 6;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Μαριάννα Στεργίου</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Μέλος</span></b></div></td> </tr> <tr style="mso-yfti-irow: 7;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Παναγιώτα Φιλιππάτου</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Μέλος</span></b></div></td> </tr> <tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;"> <td style="background: none repeat scroll 0% 0% rgb(250, 191, 143); border: 1pt solid windowtext; color: black; padding: 0cm 5.4pt; width: 168.45pt;" valign="top" width="225"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Θεόδωρος Πετρόπουλος</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(191, 191, 191); border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Μέλος</span></b></div></td> </tr> </tbody></table></div><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b style="color: black;"><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">Αισθανόμαστε τη βαθιά ανάγκη να ευχαριστήσουμε όλους εσάς για την τιμή που μας κάνατε να μας εμπιστευτείτε τη διοίκηση του συλλόγου για τη συνδικαλιστική χρονιά 2011-2012.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Γνωρίζουμε τις υποχρεώσεις μας απέναντι σε <u>όλους</u> τους συναδέλφους και το σύλλογο. Οι αποφάσεις των Γεν. Συνελεύσεων ου έχουν προηγηθεί καθορίζουν την πορεία όλων στο Δ.Σ. και βάση αυτές βαδίζουμε και διεκδικούμε.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Συνάδελφοι – συναδέλφισσες,</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; βρισκόμαστε μπροστά σε νέες εξελίξεις που θα επηρεάσουν μακροπρόθεσμα (7-10 χρόνια) τις εργασιακές μας σχέσεις και την οικονομική μας κατάσταση. Οι κυβερνητικές αποφάσεις, η οικονομική πολιτική και το «ενιαίο μισθολόγιο» συντηρούν τις οικονομικές ανισότητες και συνεχίζουν την αδικία που υφιστάμεθα εμείς και οι οικογένειες μας.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Χρειάζεται λοιπόν δυναμική και αγώνας ώστε να κατακτήσουμε όσα δικαιούμαστε και όσα έχουμε θυσιάσει ως εργαζόμενοι όλα αυτά τα χρόνια της σκληρής εισοδηματικής πολιτικής.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Είναι καίρια ανάγκη όλοι μαζί σε κοινό πανεκπαιδευτικό μέτωπο να απαιτήσουμε όσα δικαιούμαστε και όσα θα μας επιτρέπουν αξιοπρεπή διαβίωση και εργασία.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Τελειώνοντας, θέλουμε να σας διαβεβαιώσουμε ότι θα βρεθούμε πρόθυμα στο πλευρό όλων των συναδέλφων.</span></b></div><div class="MsoNormal" style="color: black; margin: 0cm 0cm 5pt 3pt; text-align: justify;"><b><span style="font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;Για αυτό σας παρακαλούμε για οποιοδήποτε πρόβλημα να μας ενημερώνετε χωρίς δισταγμό, ώστε να προσπαθήσουμε για τις ενδεδειγμένες λύσεις&nbsp; στα προβλήματα, όποια και αν είναι αυτά.</span></b></div><div class="MsoNormal" style="margin-bottom: 5.0pt; margin-left: 3.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><br /> </div><div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj29efuFQkvcDaYPDn2YzTFVb63WTzoONQ74296_XS6ldupRIswJMOOGjsMa0XHRq9a5D-KS_9udYHJudwNGxCsoPsX6W3_UVcYoOVjw4vqWGn_WF4s1OUpPBac4ynlApp-LlO9LEgnpP0/s1600/2011-11-08_1948.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj29efuFQkvcDaYPDn2YzTFVb63WTzoONQ74296_XS6ldupRIswJMOOGjsMa0XHRq9a5D-KS_9udYHJudwNGxCsoPsX6W3_UVcYoOVjw4vqWGn_WF4s1OUpPBac4ynlApp-LlO9LEgnpP0/s640/2011-11-08_1948.png" width="640" /></b></a></div><br /> </div></div>http://syprolech.blogspot.com/2011/11/7-11-2011_08.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-4325838078018568597Sun, 23 Oct 2011 14:54:00 +00002011-10-23T17:56:09.311+03:00ΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝΕΚΛΟΓΕΣ ΓΙΑ ΤΗΝ ΑΝΑΔΕΙΞΗ ΝΕΟΥ ΔΙΟΙΚΗΤΙΚΟΥ ΣΥΜΒΟΥΛΙΟΥ ΣΤΟ ΣΥΛΛΟΓΟ ΔΑΣΚΑΛΩΝ ΚΑΙ ΝΗΠΙΑΓΩΓΩΝ ΛΕΧΑΙΝΩΝ<div dir="ltr" style="text-align: left;" trbidi="on"><span xmlns=""></span><br /> <div style="text-align: center;"><span xmlns=""><img align="left" alt="" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfVFSHOaub5duF7fqpr0Bxq3Upsl8Kq1eKZPfTUQmQoEXLm8r9mFu1DsAT7gWdVN3EK5DSh_44dzg4FL4gf4hLZV1C3OhqJ3ZD2raaymeu7L-EZBqmpmMZrbnLSIJaDjLOaDAG0acb_i_/s320/pame_logo.jpg" width="320" /><span style="font-family: Arial; font-size: 10pt;"><b><br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><br /> &nbsp;</span></div><div style="text-align: center;"><span xmlns=""><br /> &nbsp;</span></div><div style="text-align: center;"><span xmlns=""><b>ΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝ<br /> </b></span></div><div style="text-align: center;"><span xmlns="">ΤΟ ΨΗΦΟΔΕΛΤΙΟ ΠΟΥ ΣΤΗΡΙΖΕΙ ΤΟ ΠΑΜΕ<br /> </span></div><div style="text-align: center;"><span xmlns=""><br /> &nbsp;</span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 10pt;"><b>ΕΚΛΟΓΕΣ ΓΙΑ ΤΗΝ ΑΝΑΔΕΙΞΗ ΝΕΟΥ ΔΙΟΙΚΗΤΙΚΟΥ ΣΥΜΒΟΥΛΙΟΥ<br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 10pt;"><b>ΣΤΟ ΣΥΛΛΟΓΟ ΔΑΣΚΑΛΩΝ ΚΑΙ ΝΗΠΙΑΓΩΓΩΝ ΛΕΧΑΙΝΩΝ<br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Impact; font-size: 20pt;">ΚΑΝΕ ΤΗΝ ΟΡΓΗ ΣΟΥ ΔΥΝΑΜΗ!<br /> </span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Impact; font-size: 16pt;">Άλλαξε τα πράγματα! Ισχυροποίησε το ΠΑΜΕ.<br /> </span></span></div><span xmlns=""><span style="font-family: Arial; font-size: 10pt;"><b><i>Συναδέλφισσα, Συνάδελφε<br /> </i></b></span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Κάθε μέρα που περνάει σε εξαθλιώνουν όλο και πιο πολύ. Σε οδηγούν με μαθηματική ακρίβεια στη φτώχεια. Κόλαση και βαρβαρότητα είναι πια οι λέξεις που περιγράφουν τη ζωή που μας ετοιμάζουν. Το γνωρίζεις καλά. <br /> </span></span><br /> <div style="text-align: center;"><span xmlns=""><span style="font-family: Arial;"><b>Μην τους φοβάσαι άλλο! Οι εργαζόμενοι είμαστε πανίσχυροι, μπορούμε να φέρουμε τα πάνω κάτω! Η βαρβαρότητα που ζούμε δεν είναι μονόδρομος. Υπάρχει και άλλη λύση, διέξοδος. Είναι στην πρόταση του ΠΑΜΕ, στη σύγκρουση και την ανυπακοή, στη οργανωμένη αντίσταση και αντεπίθεση.<br /> </b></span></span></div><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Δε θα σου περιγράψουμε τα μέτρα. Τα γνωρίζεις καλά! Αυτό που θέλουμε να σου πούμε είναι το γιατί. Τα μνημόνια, το μεσοπρόθεσμο, το πολυνομοσχέδιο ένα στόχο έχουν: <span style="text-decoration: underline;">Να τελειώνουν με τις λαϊκές κατακτήσεις</span>, με ότι θυμίζει δικαίωμα. Με μισθούς Βουλγαρίας στοχεύουν να δώσουν ανάσα στους καπιταλιστές, να σωθεί η πλουτοκρατία από την κρίση της. Αυτό σημαίνει κούρεμα και ελεγχόμενη χρεοκοπία για το λαό. Η επιστροφή, μόνιμα και οριστικά στον 19<sup>ο</sup> αιώνα.<br /> </span></span><br /> <div style="text-align: center;"><span xmlns=""><span style="font-family: Arial;"><b>Γυρνάνε το λαό στην εποχή του μεσαίωνα για να σώσουν τα κέρδη της πλουτοκρατίας, για να σώσουν την Ευρωπαϊκή Ένωση και το καπιταλιστικό σύστημα.</b><br /> <b><br /> </b></span></span></div><span xmlns=""><span style="font-family: Arial;"><b><i>Συναδέλφισσα, Συνάδελφε<br /> </i></b></span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Όσο η κρίση βαθαίνει, αντικειμενικά προκύπτει το <span style="text-decoration: underline;">ερώτημα</span>: <i>τι σωματεία, τι κίνημα πρέπει να έχουν στα χέρια τους οι εργαζόμενοι, ώστε να μπορούν να παλέψουν ενάντια στη βαρβαρότητα που ζουν</i>;<br /> </span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Σωματεία φρούρια του αγώνα ή σωματεία που αποπροσανατολίζουν τους εργαζόμενους, βάζουν πλάτη για να περάσουν τα μέτρα;<br /> </span></span><br /> <span xmlns=""><span style="font-family: Arial;"><b>Οι εκλογές για την ανάδειξη νέου Διοικητικού Συμβουλίου είναι μια ευκαιρία. Η κάλπη πρέπει να βγάλει μήνυμα.<br /> </b></span></span><br /> <div style="text-align: center;"><span xmlns=""><span style="font-family: Arial;"><b>Έχεις και εσύ ευθύνη. Η ισχυροποίηση του ΠΑΜΕ δεν αφορά στενά το ίδιο, σε αυτές τις συνθήκες είναι επιτακτική ανάγκη. Είναι απάντηση στην καπιταλιστική κρίση, είναι συμβολή στην ανασυγκρότηση του συνδικαλιστικού κινήματος. Στήριξε το ΠΑΜΕ, ακόμα και αν δεν συμφωνείς σε όλα με αυτό. Είναι η μόνη δύναμη που μπορεί να γίνει το αντίπαλο δέος. Στις αρχαιρεσίες για την ανάδειξη αντιπροσώπων για τα συνέδρια ΟΛΜΕ-ΔΟΕ έγινε ένα θετικό βήμα. <br /> </b></span></span></div><div style="text-align: justify;"><span xmlns=""><span style="font-family: Arial;"><b> Στήριξε-δυνάμωσε το ΠΑΜΕ:<br /> </b></span></span></div><ul><li><div style="text-align: justify;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Είναι δύναμη δοκιμασμένη, σταθερή, φερέγγυα.<br /> </span></span></div></li> <span xmlns=""> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Από την πρώτη στιγμή σου είπε πως έχουμε πόλεμο, «καμιά θυσία για την πλουτοκρατία», έχει προειδοποιήσει για το ρόλο της λυκοσυμμαχίας της Ευρωπαϊκής Ένωσης. Μίλησε για κρίση καπιταλιστική, όταν οι άλλοι μιλούσαν και μιλούν για τα golden boys, για κρίση χρέους ή για το «Δόγμα Σοκ», αθωώνοντας την αιτία των βάρβαρων μέτρων, το ίδιο το σύστημα<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Πρωτοστατεί στο να αναπτυχθεί κίνημα, που θα βάζει εμπόδια στην εφαρμογή των βάρβαρων μέτρων, όπως με τα χαράτσια, τα 30αρια τμήματα, την αυτοαξιολόγηση, την επανασύνδεση ΔΕΗ-ΕΥΔΑΠ κ.α. <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Παλεύει να ικανοποιηθούν οι σύγχρονες ανάγκες μας, δεν κάνει πόντο πίσω από αυτό.<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Δίνει προοπτική στον αγώνα μας, οικοδομεί την ενότητα και συγκεντρώνει δυνάμεις για την ανατροπή της εξουσίας των μονοπωλίων, για αποδέσμευση από την Ευρωπαϊκή Ένωση και διαγραφή του χρέους, με το λαό στο τιμόνι της κοινωνίας.<br /> </span></div></li> </span></ul><div style="text-align: center;"><span xmlns=""><span style="font-family: Tahoma; font-size: 14pt;"><b>ΤΩΡΑ ΑΓΩΝΑΣ ΓΙΑ ΝΑ ΑΝΑΤΡΑΠΟΥΝ ΤΑ ΑΝΤΕΡΓΑΤΙΚΑ ΣΧΕΔΙΑ!<br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Tahoma; font-size: 14pt;"><b> ΚΑΤΩ Η ΚΥΒΕΡΝΗΣΗ ΤΗΣ ΠΛΟΥΤΟΚΡΑΤΙΑΣ!<br /> </b></span></span></div><span xmlns=""><span style="font-family: Arial; font-size: 11pt;"><span style="text-decoration: underline;">Φύγε από το ΠΑΣΟΚ</span>. Δεν αλλάζει, όπως προσπαθούν να σε πείσουν. Σε αυτές τις εκλογές, η παράταξή του η ΠΑΣΚ πρέπει να βγει συντριπτικά ηττημένη! <br /> </span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;<span style="text-decoration: underline;">Καμιά εμπιστοσύνη στη ΝΔ!</span> Δική της πρόταση είναι η εργασιακή εφεδρεία. Έχει ψηφίσει πάνω από τα μισά νομοσχέδια από κοινού με ΠΑΣΟΚ και ΛΑΟΣ. Συμφώνησε να έρθει το πολυνομοσχέδιο-τερατούργημα για ψήφιση στις 20/10 με τη μορφή του «κατεπείγοντος». <br /> </span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;<span style="text-decoration: underline;">ΠΑΣΚ και ΔΑΚΕ είναι μέρος του προβλήματος.</span> Στην ΓΣΕΕ και την ΑΔΕΔΥ, που έχουν πλειοψηφία:<br /> </span></span><br /> <ul><li><div style="text-align: justify;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Καλλιέργησαν τον εφυσηχασμό και τον αποπροσανατολισμό στους εργαζόμενους, όταν ήξεραν που πάνε τα πράγματα. Καλλιέργησαν το «διαίρει και βασίλευε». Έδωσαν χρόνο στο κεφάλαιο.<br /> </span></span></div></li> <span xmlns=""> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Στήριξαν τον στόχο της ανταγωνιστικότητας της οικονομίας, δηλαδή να είναι φτηνοί οι εργαζόμενοι, όπως ζητούσε το κεφάλαιο και η Ευρωπαϊκή Ένωση<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Προσκυνούν την Ευρωπαϊκή Ένωση και τον ευρωμονόδρομο<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Βάζουν πλάτη να περάσουν τα μέτρα! Η ΓΣΕΕ χαιρέτισε την συμφωνία της ΟΜΕ-ΟΤΕ για μείωση των μισθών, η ΑΔΕΔΥ μιλούσε για αναγκαία μέτρα, αλλά μικρότερης έντασης! Έφτασε η ΠΑΣΚ στους εκπαιδευτικούς να αναπαράγει την κυβερνητική προπαγάνδα ότι τάχα θα πάρουμε αύξηση με το νέο μισθολόγιο!!! <br /> </span></div></li> </span></ul><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt; text-decoration: underline;"><b>Σε αυτή τη ρότα κινούνται και οι πλειοψηφίες σε ΟΛΜΕ-ΔΟΕ.<br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt; text-decoration: underline;"><b>Καταψήφισαν ακόμα και την πάλη ενάντια στα χαράτσια!<br /> </b></span></span></div><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Έχουν συμφωνήσει με το «νέο σχολείο» της αγοράς, με την προώθηση των ελαστικών εργασιακών σχέσεων στο χώρο της εκπαίδευσης, με την επιλογή των νέων στελεχών εκπαίδευσης-manager. Η υπουργός Παιδείας έχει δηλώσει: «ευχαριστώ τη ΔΟΕ και την ΟΛΜΕ. Δεν σας κρύβω ότι πολλές από τις θέσεις που διαμορφώσαμε ως κυβέρνηση, τις πήρα από την ΟΛΜΕ και τη ΔΟΕ»! (Α. Διαμαντοπούλου, Οκτώβρης 2010)<br /> </span></span><br /> <div style="text-align: center;"><span xmlns=""><span style="font-family: Arial;"><b>Με αυτό το συνδικαλιστικό κίνημα των ΓΣΕΕ-ΑΔΕΔΥ, <br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial;"><b>αλλά και ΟΛΜΕ-ΔΟΕ δεν υπάρχει προοπτική!<br /> </b></span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;"><span style="text-decoration: underline;"><b>Θα αναρωτιέσαι:</b></span> «γιατί να μην πάμε όλοι μαζί να σώσουμε το μισθό μας, τη δουλειά μας και μετά να δούμε τις διαφορές μας»;<br /> </span></span></div><span xmlns=""><span style="font-family: Arial; font-size: 11pt;"><span style="text-decoration: underline;"><b>Σου λέμε:</b></span> με την ενότητα που ΠΑΣΟΚ και ΝΔ προτείνουν και στηρίζουν ΣΥΡΙΖΑ/Παρεμβάσεις θα οδηγηθούμε σε νέα απώλεια κατακτήσεων. Η ενότητα που προτείνουν είναι ενότητα για να σωθεί το σύστημα, για να στηριχθεί η γραμμή της ανταγωνιστικότητας που κάνει τη ζωή σου κόλαση. Με αυτό το περιεχόμενο μας καλούν να πάμε «όλοι μαζί», «να ενωθούμε». Όμως, η ενότητα αυτή είναι δηλητήριο για το λαό, έχει δοκιμαστεί κι αλλού και έχει οδηγήσει το κίνημα στο βάλτο. Γι' αυτό πολεμούν την ταξική ενότητα που χτίζει το ΠΑΜΕ, το «ένας για όλους και όλοι για έναν»! <span style="text-decoration: underline;"><b>Έχεις πείρα πια. Μόνο με τη γραμμή της σύγκρουσης μπορούμε να βάλουμε φρένο, να τους δυσκολέψουμε!<br /> </b></span></span></span><br /> <div style="margin-left: 18pt;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt; text-decoration: underline;"><b>Προσπέρασε τις δυνάμεις του ΣΥΝ/ΣΥΡΙΖΑ:<br /> </b></span></span></div><div style="margin-left: 18pt;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;Είναι δύναμη αφερέγγυα. Μιλά για τα λαϊκά δικαιώματα ενώ την ίδια ώρα στηρίζει την Ευρωπαϊκή Ένωση που τσακίζει τις ζωές μας.<br /> </span></span></div><div style="margin-left: 18pt;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt; text-decoration: underline;"><b>Μην σκορπίζεις την ψήφο σου στα διάφορα σχήματα των Παρεμβάσεων, είναι επίσης αφερέγγυοι!<br /> </b></span></span></div><div style="margin-left: 18pt;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;Η ψήφος στα σχήματα αυτά δεν περνάει κανένα μήνυμα στην κοινωνία, αφυδατώνεται στο μικρόκοσμο της εκπαίδευσης.<br /> </span></span></div><div style="margin-left: 18pt; text-align: center;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt; text-decoration: underline;"><b>Οι δυνάμεις αυτές:<br /> </b></span></span></div><ul><li><div style="text-align: justify;"><span xmlns=""><span style="font-family: Arial; font-size: 11pt;">Χωρίζουν το χρέος σε νόμιμο και παράνομο και μας καλούν να πληρώσουμε το νόμιμο, δηλαδή να πληρώσουμε την καπιταλιστική κρίση. <br /> </span></span></div></li> <span xmlns=""> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Είναι μέρος των πλειοψηφιών σε ΟΛΜΕ-ΔΟΕ, χρόνια στηρίζουν αυτές τις ηγεσίες στο συνδικαλιστικό κίνημα. Δεν υπάρχει θέση της ΟΛΜΕ, που να μην έχει την ψήφο τους. Αρθρώνουν υψηλούς τόνους, αλλά στο περιεχόμενο της πάλης συμπορεύονται, είναι στηρίγματα του κυβερνητικού-εργοδοτικού συνδικαλισμού<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Υιοθετούν τη θέση των ΠΑΣΚ-ΔΑΚΕ ότι το ΠΑΜΕ διασπά την ενότητα! Κάνουν κριτική στο ΠΑΜΕ με τις θέσεις της σοσιαλδημοκρατίας που είναι επικίνδυνες για το λαό. <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Arial; font-size: 11pt;">Συσκοτίζουν το χαρακτήρα της καπιταλιστικής κρίσης, προβάλλουν σαν διέξοδο μια άλλη κυβέρνηση, που θα «αλλάξει ο Μανωλιός και θα βάλει τα ρούχα του αλλιώς». <br /> </span></div></li> </span></ul><span xmlns=""><span style="font-family: Arial;"><b><i>Συναδέλφισσα, Συνάδελφε<br /> </i></b></span></span><br /> <span xmlns=""><span style="font-family: Arial; font-size: 11pt;"><span style="text-decoration: underline;">Μην απέχεις! Αυτό θέλουν!</span> Να είσαι στη γωνία, να σιχτιρίζεις, αλλά να μη δρας. Αυτό κατάφεραν τόσο χρόνια οι συμβιβασμένες ηγεσίες, να στείλουν τον κόσμο σπίτι του. Μην τους κάνεις τη χάρη! <br /> </span></span><br /> <div style="text-align: center;"><span xmlns=""><span style="font-family: Tahoma; font-size: 14pt;"><b>ΚΑΜΙΑ ΘΥΣΙΑ-ΤΗΝ ΚΡΙΣΗ ΝΑ ΠΛΗΡΩΣΕΙ Η ΠΛΟΥΤΟΚΡΑΤΙΑ!</b></span></span></div></div>http://syprolech.blogspot.com/2011/10/blog-post_2914.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-2376990374751769310Sun, 23 Oct 2011 14:39:00 +00002011-10-23T17:47:16.470+03:00ΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝ Δ. Σ.<div dir="ltr" style="text-align: left;" trbidi="on"><span xmlns=""></span><br /> <div style="text-align: center;"><span xmlns=""><img align="left" alt="" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfVFSHOaub5duF7fqpr0Bxq3Upsl8Kq1eKZPfTUQmQoEXLm8r9mFu1DsAT7gWdVN3EK5DSh_44dzg4FL4gf4hLZV1C3OhqJ3ZD2raaymeu7L-EZBqmpmMZrbnLSIJaDjLOaDAG0acb_i_/s320/pame_logo.jpg" width="320" /><b></b></span></div><div style="text-align: center;"><span xmlns=""><b><br /> </b></span></div><div style="text-align: center;"><span xmlns=""><b><br /> </b></span></div><div style="text-align: center;"><span xmlns=""><b><br /> </b></span></div><div style="text-align: center;"><span xmlns=""><b><br /> </b></span></div><div style="text-align: center;"><br /> <br /> <br /> <br /> <div style="text-align: left;"><span xmlns=""><b>ΑΓΩΝΙΣΤΙΚΗ ΣΥΣΠΕΙΡΩΣΗ ΕΚΠΑΙΔΕΥΤΙΚΩΝ<br /> </b></span></div></div><div style="text-align: left;"><span xmlns=""><b>ΤΟ ΨΗΦΟΔΕΛΤΙΟ ΠΟΥ ΣΤΗΡΙΖΕΙ ΤΟ ΠΑΜΕ</b>&nbsp;</span><br /> <span xmlns=""> <b>Δ.Σ.<br /> </b></span></div><ol><li style="color: black;"><span style="font-size: large;" xmlns="">Μοσχονάς Γιώργος</span></li> <span xmlns=""><span style="font-size: large;"><span style="color: black;"> </span></span> <li style="color: black;"><span style="font-size: large;">Ράδου Σπυριδούλα</span> </li> <span style="font-size: large;"><span style="color: black;"> </span></span> <li><span style="font-size: large;"><span style="color: black;">Χαρίτος Στρατόνικος</span></span><br /> </li> </span></ol></div>http://syprolech.blogspot.com/2011/10/blog-post_23.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-4861260368835275204Tue, 18 Oct 2011 19:45:00 +00002011-10-18T22:48:29.366+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.H ΠΑΙΔΕΙΑ «ΥΠΟ ΔΙΩΓΜΟΝ» - ΔΟΕ<div dir="ltr" style="text-align: left;" trbidi="on"><table align="center" border="0" cellpadding="0" cellspacing="0"><tbody> <tr><td valign="top" width="291"><br /> <table align="center" border="0" cellpadding="0" cellspacing="0"><tbody> <tr><td valign="top" width="291"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtQIgmMXJrDljXx8k0psZmRCTGN7ix4F0lNG9kgq4LNIwv1Pd0_4b4liVwEYtx4jnoA0J1A8QBkJDfQTQ9pxlGTxRfHnY9HzoNUbwo5yVswGYqtkrCrqXNa5PEj88d3AKCO2j88QZblGU/s1600/2apdoeolme.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtQIgmMXJrDljXx8k0psZmRCTGN7ix4F0lNG9kgq4LNIwv1Pd0_4b4liVwEYtx4jnoA0J1A8QBkJDfQTQ9pxlGTxRfHnY9HzoNUbwo5yVswGYqtkrCrqXNa5PEj88d3AKCO2j88QZblGU/s320/2apdoeolme.jpg" width="227" /></a><span style="font-size: small;"><b>Αθήνα&nbsp; 12/10/2011</b></span><br /> <span style="font-size: small;"><b><br /> </b></span><br /> <span style="font-size: small;"><b>Προς</b></span><br /> <span style="font-size: small;"><b>1.Τους Συλλόγους Εκπαιδευτικών Π.Ε</b></span><br /> <span style="font-size: small;"><b>2. Μ.Μ.Ε.</b></span></td> <td valign="top" width="291"><br /> </td></tr> </tbody></table><span style="font-size: x-small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></td><td valign="top" width="291"><br /> </td></tr> </tbody></table><div align="center"><b><span style="font-size: small;">H ΠΑΙΔΕΙΑ «ΥΠΟ ΔΙΩΓΜΟΝ» </span></b></div><span style="font-size: small;"><i>Συναδέλφισσες, συνάδελφοι</i></span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Είναι φανερό πλέον ότι η κυβέρνηση έχει αποφασίσει την πλήρη υποβάθμιση της Δημόσιας Δωρεάν Παιδείας και των λειτουργών της.</span><br /> <span style="font-size: small;">Αφού άφησε τα Δημόσια Σχολεία χωρίς βιβλία και τις σχολικές επιτροπές χωρίς χρηματοδότηση, αφού συρρίκνωσε τις δαπάνες για την παιδεία στο ιστορικά χαμηλότερο ποσοστό τώρα αφήνει και τους εκπαιδευτικούς χωρίς μισθούς.</span><br /> <span style="font-size: small;">Η ανάλγητη ανατροπή εργασιακών, ασφαλιστικών και συνταξιοδοτικών δικαιωμάτων, η διάλυση του κοινωνικού κράτους και η ληστρική φοροεπιδρομή στα «συνήθη υποζύγια», οδηγούν τις ζωές των εργαζομένων σε συνθήκες μεσαίωνα. </span><br /> <span style="font-size: small;">Η εκπαίδευση στην Ελλάδα συνθλίβεται από τις δραματικές περικοπές μιας πρωτόγνωρης μείωσης των δημόσιων δαπανών για την παιδεία, που θα φτάσουν τα επόμενα χρόνια μόλις στο 2,23% του ΑΕΠ και ουσιαστικά θα καταργήσουν το δημόσιο σχολείο.</span><br /> <span style="font-size: small;">Είναι πλέον φανερό ότι ο μοναδικός δρόμος είναι η ανατροπή αυτής της πολιτικής που ασκεί η κυβέρνηση με τις επιταγές της Τρόικας και στην κατεύθυνση αυτή θα συγκεντρώσουμε όλες μας τις δυνάμεις.</span><br /> <span style="font-size: small;"><i>Συναδέλφισσες, συνάδελφοι</i></span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Σήμερα βρισκόμαστε αντιμέτωποι με τους &nbsp;χειρότερους εφιάλτες μας καθώς η κυβέρνηση με το νέο πολυνομοσχέδιο ξεθεμελιώνει τα πάντα στο δημόσιο.</span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Το νέο μισθολόγιο-φτωχολόγιο μειώνει τις αποδοχές μας έως και 40% μετατρέποντας το μισθό σε προνοιακό επίδομα και οδηγεί χιλιάδες εργαζόμενους κάτω από το επίπεδο φτώχειας. Μηνιαίες αποδοχές των 660 € για τους νέους συναδέλφους, 1000 € μετά από 12 χρόνια αλλά και 1340 € μετά από 30 χρόνια υπηρεσίας μόνο ως ντροπή και αίσχος μπορούν να χαρακτηριστούν. </span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Σε όλα αυτά πρέπει να προσθέσουμε την αναδρομική περικοπή του εφάπαξ κατά 20%, την περικοπή των&nbsp; επικουρικών συνάξεων κατά 50%, τους φραγμούς στη βαθμολογική εξέλιξη που θέτει το νέο σχέδιο βαθμολογίου αλλά και την πρόβλεψη για εργασιακή εφεδρεία και απολύσεις καθώς και τη μείωση του αφορολογήτου στις 5.000 €.</span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Η κυβέρνηση κήρυξε τον πόλεμο στους εργαζόμενους και πρέπει να βρει απέναντί της την οργή και την αγανάκτηση όλων μας.</span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><br /> <span style="font-size: small;">Το Δ.Σ. της Δ.Ο.Ε. με βάση το διεκδικητικό πλαίσιο της 80<sup>ης</sup> Γενικής Συνέλευσης του κλάδου και με κυρίαρχα αιτήματα τη μη ψήφιση του πολυνομοσχεδίου αλλά και την ανατροπή όλων των αντιλαϊκών μέτρων που αποφάσισε η κυβέρνηση με τις εντολές της Ε.Κ.Τ. της Ε.Ε. και το Δ.Ν.Τ. &nbsp;και αφού είναι κοινή διαπίστωση ότι η Δημόσια Εκπαίδευση και οι λειτουργοί της στην Ελλάδα βρίσκονται «υπό διωγμόν»</span><br /> <div align="center"><span style="font-size: small;">αποφάσισε:</span></div><ol type="1"><li><span style="font-size: small;">Η εβδομάδα 17-21/10/2011 ορίζεται ως εβδομάδα δράσης και απεργιακών κινητοποιήσεων συγκεκριμένα:</span></li> </ol><ul><li><span style="font-size: small;"><u>Δευτέρα 17/10</u> Συνέντευξη τύπου στην Αθήνα από το Δ.Σ. της Δ.Ο.Ε. και ταυτόχρονα συνεντεύξεις τύπου από τα κατά τόπους Δ.Σ. σε όλη την Ελλάδα.</span></li> <li><span style="font-size: small;"><u>Τρίτη 18/10</u> Παραστάσεις διαμαρτυρίας και συμβολικές καταλήψεις στα κτήρια της διοίκησης της εκπαίδευσης από τα Δ.Σ. των Συλλόγων όλης της Ελλάδας, στο Λεκανοπέδιο κινητοποίηση στο Υπουργείο Παιδείας από το Δ.Σ. της Δ.Ο.Ε.και τα Δ.Σ. των Συλλόγων του Λεκανοπεδίου. Για τη διευκόλυνση συμμετοχής όλων των συναδέλφων κηρύσσουμε 3ωρη στάση εργασίας.</span></li> <li><span style="font-size: small;"><u>Τετάρτη 19/10 και Πέμπτη 20/10 </u>48ωρη πανελλαδική απεργιακή κινητοποίηση και πραγματοποίηση συλλαλητηρίων.</span></li> </ul><ol start="2" type="1"><li><span style="font-size: small;">Πραγματοποίηση έκτακτων Γενικών Συνελεύσεων σε όλους τους Συλλόγους για τη χάραξη της παραπέρα αγωνιστικής πορείας του κλάδου. Το Δ.Σ. της Δ.Ο.Ε. εισηγείται στις Γενικές Συνελεύσεις τη συνέχιση του αγώνα με κινητοποιήσεις διαρκείας, με τη μορφή των πενθήμερων επαναλαμβανόμενων απεργιακών κινητοποιήσεων (όπως το 2006) αμέσως μετά τη 48ωρη απεργία της 19<sup>ης</sup> και 20<sup>ης</sup> του Οκτώβρη.</span></li> <li><span style="font-size: small;">Πραγματοποίηση Ολομέλειας Προέδρων σε ημερομηνία που θα οριστεί ανάλογα με τις εξελίξεις.&nbsp;&nbsp;&nbsp;&nbsp; </span></li> </ol><span style="font-size: small;"><br /> </span><br /> <span style="font-size: small;"><i>Συναδέλφισσες, συνάδελφοι</i></span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Τώρα είναι η ώρα να αναλάβουμε όλοι τις ευθύνες μας με τη συμμετοχή μας στις Γενικές Συνελεύσεις. Είναι η ώρα όλοι μαζί ενωμένοι να αποφασίσουμε για το μέλλον μας.</span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Η απάντησή μας, μαζί με όλους τους εργαζόμενους, στην ολοκληρωτική επίθεση που δεχόμαστε δεν μπορεί παρά να είναι ενιαία, δυναμική και μαζική για την ανατροπή όχι μόνο των πολιτικών λιτότητας και εξαθλίωσης αλλά και αυτών που τις εκφράζουν. </span><br /> <div align="center"><span style="font-size: small;">Να ανατραπεί τώρα αυτή η πολιτική και η κυβέρνηση που την εφαρμόζει.</span></div><div align="center"><span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Να μην περάσει το πολυνομοσχέδιο της εξαθλίωσης. </span></div><div align="center"><span style="font-size: small;">Αγώνας για την ανατροπή της βαρβαρότητας, αγώνας ανυποχώρητος μέχρι την τελική νίκη.</span></div><div align="center"><span style="font-size: small;">Με αγωνιστικούς χαιρετισμούς</span></div><div align="center"><span style="font-size: small;"><i><img src="http://www.doe.gr/images/2011ny.jpg" /></i></span></div><div class="separator" style="clear: both; text-align: center;"></div><br /> <br /> <br /> <br /> <br /> </div>http://syprolech.blogspot.com/2011/10/h.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-6898199545296051993Mon, 10 Oct 2011 16:36:00 +00002011-10-12T19:39:42.926+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ ΣΥΛΛΟΓΟΥΤΑΚΤΙΚΗ ΓΕΝΙΚΗ ΣΥΝΕΛΕΥΣΗ 25 ΟΚΤΩΒΡΙΟΥ 2011<div dir="ltr" style="text-align: left;" trbidi="on"><div style="background-color: white; color: black; font-family: times new roman,new york,times,serif; font-size: 12pt;"><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylgyt5rlfPFsBJbTZ5oQyMXeA4O6DLusa9NFrNKQN3_-JhPPgicq9TNzNoCA6og_yixgucb5dGPYaLJqTyxg2W4zxkvXNUWS5JDaqkt8f8V6OR_s89ruPIKIOARxl8S35hqM23dCx-rE/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="82" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylgyt5rlfPFsBJbTZ5oQyMXeA4O6DLusa9NFrNKQN3_-JhPPgicq9TNzNoCA6og_yixgucb5dGPYaLJqTyxg2W4zxkvXNUWS5JDaqkt8f8V6OR_s89ruPIKIOARxl8S35hqM23dCx-rE/s320/2011-09-14_2013.png" width="320" /></a></div><b><span style="font-family: 'Bookman Old Style'; letter-spacing: 1pt;"></span></b><b><span style="font-family: 'Bookman Old Style'; font-size: 11pt; letter-spacing: 1pt; line-height: 150%;"><o:p></o:p></span></b><br /> <div style="right: auto;"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse;"><tbody> <tr> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">Λεχαινά&nbsp;&nbsp; 270 53</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :<o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm 3pt 0.95pt;"><b><u><span style="font-family: 'Times New Roman'; font-size: 11pt;">10-10-2011<o:p></o:p></span></u></b></div></td></tr> <tr> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">Ε. ΖΙΑΚΑΣ, &nbsp;Ε. ΠΑΝΕΤΑ.</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: 'Times New Roman'; font-size: 9pt;"><o:p></o:p></span></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">213<o:p></o:p></span></b></div></td></tr> <tr style="height: 20.95pt;"> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 20.95pt; padding: 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 20.95pt; padding: 0cm 5.4pt; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">(26230)&nbsp; –&nbsp; 22 239,&nbsp; 71474</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 20.95pt; padding: 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b><b><span lang="EN-US" style="font-family: 'Times New Roman'; font-size: 11pt;">A</span></b><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">ρ. Εγκ. </span></b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 20.95pt; padding: 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;9<o:p></o:p></span></b></div></td></tr> <tr> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td> <td style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td></tr> <tr style="height: 11.85pt;"> <td colspan="2" style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 11.85pt; padding: 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman'; font-size: 11pt; font-weight: normal;"><o:p>&nbsp;</o:p></span></h1></td> <td colspan="2" style="background-color: transparent; border: medium none rgb(236, 233, 216); height: 11.85pt; padding: 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman';"><o:p><span style="font-size: small;">&nbsp;</span></o:p></span></h1></td></tr> <tr> <td colspan="2" style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 281.4pt;" valign="bottom" width="375"><h1 style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman';"><span style="font-size: small;">&nbsp; ΘΕΜΑ 1<sup>ο</sup> : </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Σύγκληση Τακτικής Γενικής&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Συνέλευσης του&nbsp; Συλλόγου.<o:p></o:p></span></h1><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"></div></td> <td colspan="2" style="background-color: transparent; border: medium none rgb(236, 233, 216); padding: 0cm 5.4pt; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman';"><span style="font-size: small;">&nbsp;&nbsp; <o:p></o:p></span></span></h1></td></tr> </tbody></table></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"><span style="font-family: 'Times New Roman';">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b><span style="font-family: 'Times New Roman'; font-size: 14pt;">Αγαπητοί συνάδελφοι,<o:p></o:p></span></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"><span style="font-family: 'Times New Roman';">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Σύμφωνα με το καταστατικό του συλλόγου μας, <b>( άρθρα 13,18 ),</b><span style="background-color: orange;"> σας προσκαλούμε σε </span><b style="background-color: orange;">Τακτική Γενική Συνέλευση</b><span style="background-color: orange;">, στις </span><b style="background-color: orange;"><u>25 Οκτωβρίου 2011</u>,</b><span style="background-color: orange;"> ημέρα&nbsp;&nbsp; </span><b style="background-color: orange;"><u>Τρίτη </u></b><span style="background-color: orange;">&nbsp;και ώρα </span><b style="background-color: orange;">8.30 π.μ.,</b><span style="background-color: orange;"> στο </span><b style="background-color: orange;"><u>Β΄&nbsp; Δημοτικό</u></b><span style="background-color: orange;"> </span><b><u><span style="background-color: orange;">Σχολείο Λεχαινών.</span><o:p></o:p></u></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <b><u>Θέματα&nbsp; ημερήσιας διάταξης :<o:p></o:p></u></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">1)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Ενημέρωση από τους αντιπροσώπους του συλλόγου μας για τις εργασίες της 80<sup>ης </sup>&nbsp;Γενικής Συνέλευσης του Κλάδου.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">2)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Λογοδοσία του απερχόμενου Διοικητικού Συμβουλίου.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">3)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Έκθεση Ελεγκτικής Επιτροπής.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">4)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Έγκριση απολογισμού συνδικαλιστικού έτους 2010-11.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">5)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Ψήφιση προϋπολογισμού συνδικαλιστικού έτους 2011-12.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">6)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Ανακοινώσεις –Προτάσεις.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">7)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Τοποθέτηση παρατάξεων- υποψηφίων.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">8)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Εκλογή Εφορευτικής Επιτροπής.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 45pt; text-align: justify; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">9)<span style="font-family: 'Times New Roman'; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-family: 'Times New Roman'; font-size: 14pt;">Αρχαιρεσίες για την ανάδειξη νέου Διοικητικού Συμβουλίου και Ελεγκτικής Επιτροπής.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Στις&nbsp; <b>8.45 π.μ.,</b> θα διαπιστωθεί <b><u>η ύπαρξη απαρτίας</u></b>.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><b><u><span style="font-family: 'Times New Roman'; font-size: 14pt;">Όσοι από τους συναδέλφους δεν προσέλθουν, υποχρεούνται να βρίσκονται στα σχολεία τους.<o:p></o:p></span></u></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">Σε περίπτωση που δε θα υπάρξει απαρτία, η συνέλευση θα επαναληφθεί την&nbsp; <b><u>Τετάρτη&nbsp; 2–11-2011</u></b>, ώρα <b><u>17.00 μ.μ.,</u></b> στον <u>ίδιο χώρο.</u><o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">Εάν και πάλι δεν υπάρξει απαρτία , η συνέλευση θα επαναληφθεί την&nbsp; <b><u>Τετάρτη 9-11-2011</u></b>, <b><u>ώρα 17.00 μ.μ.,</u></b> στον <u>ίδιο χώρο.</u><o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">Όσοι από τους συναδέλφους , <b><u>επιθυμούν να είναι υποψήφιοι,</u></b> για κάποιο από τα όργανα του συλλόγου, θα πρέπει να καταθέσουν&nbsp; <b><u>δήλωση υποψηφιότητας,</u></b> μέχρι και την <b><u>Πέμπτη 20-10-2011,</u></b> στα γραφεία&nbsp; του συλλόγου στο <b><u>Β΄ Δημοτικό Σχολείο Λεχαινών</u></b>, έως τις <b><u>&nbsp;13.00</u></b> <b><u>μ.μ., ( άρθρο 18). <o:p></o:p></u></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">Υπενθυμίζουμε ότι, <b><i><u>κατά τη διάρκεια της ψηφοφορίας</u></i>,</b> θα πρέπει οι συνάδελφοι να έχουν μαζί τους, <b><u>την αστυνομική&nbsp; τους ταυτότητα&nbsp; ή το βιβλιάριο υγείας.<o:p></o:p></u></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; right: auto; text-align: justify;"><br /> </div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; right: auto; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; right: auto; text-align: justify;"><span style="font-family: Arial; right: auto;"><b style="right: auto;"><span style="right: auto;"><span style="right: auto;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></span></b></span><br /> <span style="font-family: Arial; right: auto;"><b style="right: auto;"><span style="right: auto;"><span style="right: auto;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<var id="yui-ie-cursor"></var> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; </span></span></b><b><span style="font-size: 14pt;">ΓΙΑ</span></b><span style="font-size: 14pt;"> <b style="right: auto;">ΤΟ Δ.Σ</b></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 27pt; right: auto; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"><span style="font-family: 'Times New Roman'; font-size: 14pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;</span><br /> <span style="font-family: 'Times New Roman'; font-size: 14pt;">&nbsp; &nbsp;&nbsp; <b>Ο ΠΡΟΕΔΡΟΣ &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Η&nbsp; Γ. ΓΡΑΜΜΑΤΕΑΣ</b></span><br /> <br /> <span style="font-family: 'Times New Roman'; font-size: 14pt;"><b></b></span><br /> <span style="font-family: 'Times New Roman'; font-size: 14pt;"><b><o:p></o:p></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><h4 style="margin: 0cm 0cm auto 3pt;"><span style="font-size: 14pt;">&nbsp; ΖΙΑΚΑΣ&nbsp; ΕΥΑΓΓΕΛΟΣ&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; ΠΑΝΕΤΑ&nbsp; ΕΥΣΤΡΑΤΙΑ <o:p></o:p></span></h4><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; right: auto; text-align: justify;"><span style="font-family: 'Times New Roman';">. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; text-align: justify;"></div><div style="right: auto;"></div></div></div>http://syprolech.blogspot.com/2011/10/270-53-10-10-2011.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-7505703971061226857Sun, 02 Oct 2011 18:55:00 +00002011-10-11T21:48:22.221+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.ΑΠΟΦΑΣΗ ΓΙΑ ΣΥΜΜΕΤΟΧΗ ΣΤΙΣ ΑΠΕΡΓΙΑΚΕΣ ΚΙΝΗΤΟΠΟΙΗΣΕΙΣ ΤΗΣ ΑΔΕΔΥ 5 ΚΑΙ 19 ΟΚΤΩΒΡΙΟΥ 2011<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDuQwS6IZOr-34WkNI17bTBwXjVWF8WiD0XTQ7_ebWIcXJwQgvTuvuGw5VoVIuESdZq5d-H80ZPQgWhdAvYoxsgwsXMJJRML9o1is2rlUzQOXYFTfIhAojEk7YH4vWxhXE1WvHvhyphenhyphenFaF8/s1600/%25CE%2594%25CE%259F%25CE%2595.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDuQwS6IZOr-34WkNI17bTBwXjVWF8WiD0XTQ7_ebWIcXJwQgvTuvuGw5VoVIuESdZq5d-H80ZPQgWhdAvYoxsgwsXMJJRML9o1is2rlUzQOXYFTfIhAojEk7YH4vWxhXE1WvHvhyphenhyphenFaF8/s400/%25CE%2594%25CE%259F%25CE%2595.png" width="400" /></a></div><span xmlns=""></span><br /> <div style="text-align: center;"><table border="0" style="border-collapse: collapse;"><colgroup><col style="width: 288px;"></col><col style="width: 288px;"></col></colgroup><tbody valign="top"> <tr><td><span style="font-family: Times New Roman; font-size: 12pt;">Αρ. Πρωτ:222</span></td><td><span style="font-family: Times New Roman; font-size: 12pt;">Αθήνα 27/9/2011<br /> </span><br /> <span style="font-family: Times New Roman; font-size: 12pt;">Προς<br /> </span><br /> <span style="font-family: Times New Roman; font-size: 12pt;">Τους Συλλόγους Εκπαιδευτικών Π.Ε.<br /> </span><br /> <span style="font-family: Times New Roman; font-size: 12pt;">ΚΟΙΝ: Μ.Μ.Ε.</span>&nbsp;</td></tr> </tbody></table></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Times New Roman; font-size: 14pt; text-decoration: underline;"><b>ΑΠΟΦΑΣΗ</b><br /> </span></span></div><div style="text-align: center;"><span xmlns=""><span style="font-family: Times New Roman; font-size: 14pt; text-decoration: underline;"><b>ΓΙΑ ΣΥΜΜΕΤΟΧΗ ΣΤΙΣ ΑΠΕΡΓΙΑΚΕΣ ΚΙΝΗΤΟΠΟΙΗΣΕΙΣ ΤΗΣ ΑΔΕΔΥ 5 ΚΑΙ 19 ΟΚΤΩΒΡΙΟΥ 2011<br /> </b></span></span></div><span xmlns=""><span style="font-family: Times New Roman; font-size: 12pt;">Το ΔΣ της ΔΟΕ σε συνεδρίαση του στις 26 Σεπτέμβρη 2011, αφού έλαβε υπόψη: <br /> </span></span><br /> <ul><li><div style="text-align: justify;"><span xmlns=""><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τα μηνύματα που έστειλαν με τη συμμετοχή τους στην 24ωρη απεργιακή κινητοποίηση στις 22/9/2011,</b> οι εκπαιδευτικοί της βάσης <br /> </span></span></div></li> <span xmlns=""> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Την άσχημη κατάσταση στην εκπαίδευση, με τα χιλιάδες κενά, τις ελλείψεις βιβλίων, τις σχολικές επιτροπές χωρίς χρήματα για τις λειτουργικές τους δαπάνες<br /> </b></span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τις σχεδιασμένες απολύσεις 30.000 εργαζομένων </b>στον ευρύτερο και το στενό Δημόσιο Τομέα, μέσα από τον αντεργατικό θεσμό της εργασιακής εφεδρείας. Για πρώτη φορά από το 1911 και την κατοχύρωση της μονιμότητας στο Δημόσιο, μόνιμοι Δημόσιοι Υπάλληλοι απειλούνται με απόλυση, παρά τις συνταγματικές δεσμεύσεις. Οι επιλογές αυτές αποκαλύπτουν τα σχεδία για πλήρη εκχώρηση των Δημοσίων Υπηρεσιών σε ιδιώτες, με δραματικές επιπτώσεις τόσο για τους πολίτες όσο και για τους εργαζόμενους στο Δημόσιο.</span><br /> <a name='more'></a><br /> <span style="font-family: Times New Roman; font-size: 12pt;"><br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τη νέα οριζόντια αφαίμαξη των εισοδημάτων,</b> ακόμα και&nbsp;για όσους ζουν κάτω από το επίσημο όριο της φτώχειας, όπως είναι οι άνεργοι. Εκεί οδηγεί&nbsp;η καθιέρωση του αφορολογήτου&nbsp; ορίου στα 5.000 ευρώ, από τον Ιανουάριο του 2011.<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τη νέα δραματική μείωση των μισθών των Δημοσίων Υπαλλήλων</b> κατά (20% - 40%), που θα οδηγήσει στη φτώχεια τους εργαζομένους. Υπενθυμίσουμε ότι οι Δημόσιοι Υπάλληλοι έχουν ήδη χάσει έως και 40% των αποδοχών τους.<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τη νέα μείωση κατά 20% για κύριες συντάξεις </b>άνω των 1.200 ευρώ, καθώς και οριζόντια περικοπή των συντάξεων άνω των 1.000 ευρώ (κατά 40%), σε δικαιούχους&nbsp;ηλικίας κάτω των 55 ετών. Οι δραματικές αυτές μειώσεις, ειδικά στη δεύτερη περίπτωση, αγγίζουν χιλιάδες εργαζόμενες με ανήλικα παιδιά, τρίτεκνες και πολύτεκνες οικογένειες που καλούνται πλέον να ζήσουν με «συντάξεις- φιλοδώρημα». <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Τη νέα δραματική μείωση του εφάπαξ </b>(τουλάχιστον κατά 10% και αναδρομική ισχύ), γεγονός που αποτελεί «αρπαγή» των εισφορών που κατέβαλλαν οι εργαζόμενοι για 35 -και πλέον- συνεχή χρόνια υπηρεσίας. </span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Θεωρεί ότι η ανάγκη συστράτευσης των δυνάμεων της εργασίας είναι μεγαλύτερη από ποτέ. Η αναγκαιότητα συγκρότησης ενός πανεκπαιδευτικού - πανεργατικού μετώπου είναι μονόδρομος. Ο κόσμος της εργασίας οφείλει να δώσει την απάντηση μέσα από τους καθημερινούς αγώνες του.<br /> </b></span></div><span style="font-family: Times New Roman; font-size: 12pt;"><b>Το ΔΣ της ΔΟΕ με διεκδικητικό πλαίσιο αιτημάτων,</b> το πλαίσιο που αποφάσισε η 80<sup>η</sup> ΓΣ του κλάδου, απαιτεί:<br /> </span></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Άμεση κατάργηση του μνημονίου και του μεσοπρόθεσμου προγράμματος. </b><br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>Ενιαίο μισθολόγιο που θα αναβαθμίζει οικονομικά τον εκπαιδευτικό</b> και θα αντιμετωπίζει ισότιμα εργαζομένους των ίδιων προσόντων. <b>Καμιά μείωση μισθών.</b> Να επιστραφούν ο 13<sup>ος</sup> και ο 14<sup>ος</sup> μισθός καθώς και οι απώλειες από τις περικοπές του 2010. <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">1.400€ καθαρά στο νεοδιόριστο εκπαιδευτικό. <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Δαπάνες για την Παιδεία στο 5% του Α.Ε.Π. <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Κατάργηση όλων των αντιασφαλιστικών νόμων <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Κατάργηση του Ν.3848/2010 <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Άμεση χρηματοδότηση των σχολικών επιτροπών από τον κρατικό προϋπολογισμό <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Ολοήμερο σχολείο σύμφωνα με τις θέσεις του κλάδου <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Προσλήψεις αναπληρωτών για κάλυψη όλων των κενών στα σχολεία <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Όχι στην κατάργηση των Διδασκαλείων και της Μετεκπαίδευσης <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Εισαγωγική επιμόρφωση πριν την έναρξη των μαθημάτων, πρόγραμμα επιμόρφωσης για όλους τους εκπαιδευτικούς <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Διορισμούς στην Ειδική Αγωγή, άμεσα - Ενιαίο Πλαίσιο υπηρεσιακών μεταβολών στην Ειδική Αγωγή ίδιο με αυτό που ισχύει και για τη γενική <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Δίχρονη προσχολική Αγωγή <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Δημιουργία πολυθέσιων Νηπιαγωγείων - Σύσταση θέσης Διευθύντριας <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Να μετακινούνται εντός ΠΥΣΠΕ κατά προτεραιότητα οι εκπαιδευτικοί ειδικοτήτων της Π.Ε. και μετά να διατίθενται και να τοποθετούνται από τη Δευτεροβάθμια Εκπαίδευση <br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Ολοήμερο Σχολείο για όλα τα παιδιά ανεξάρτητα αν εργάζονται και οι δυο γονείς. Ανάκληση των εγκυκλίων του Υπ. Παιδείας. <br /> </span></div><span style="font-family: Times New Roman; font-size: 12pt;"><b>Για το επόμενο χρονικό διάστημα, το Δ.Σ. της Δ.Ο.Ε., αποφάσισε: <br /> </b></span></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt; text-decoration: underline;"><b>Τη συμμετοχή του κλάδου στις 24ωρες απεργιακές κινητοποιήσεις που έχει προκηρύξει η ΑΔΕΔΥ<br /> </b></span></div><ul style="margin-left: 72pt;"><li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b><span style="text-decoration: underline;">στις 5 του Οκτώβρη 2011 </span>για το Δημόσιο τομέα και τις ΔΕΚΟ <br /> </b></span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;"><b>και στη Γενική Απεργία σε Δημόσιο και Ιδιωτικό τομέα <span style="text-decoration: underline;">στις 19 του Οκτώβρη 2011.<br /> </span></b></span></div></li> </ul></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Την έκδοση κοινής αφίσας ΔΟΕ – ΟΛΜΕ στα πλαίσια της συνέχισης που πανεκπαιδευτικού μετώπου και τη δημιουργία κοινών δράσεων των εκπαιδευτικών Πρωτοβάθμιας και Δευτεροβάθμιας εκπαίδευσης<br /> </span></div></li> <li><div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Σε νέα συνεδρίασή του μετά το τέλος των διαδικασιών βάσης (29/9/2011) και αφού λάβει υπόψη τις προτάσεις των Συλλόγων της χώρας, να εισηγηθεί νέο σχεδιασμό κινητοποιήσεων σε συνεργασία με το εργατικό και δημοσιοϋπαλληλικό κίνημα<br /> </span></div><span style="font-family: Times New Roman; font-size: 12pt;">Συναδέλφισσες - συνάδελφοι, </span><br /> <div style="text-align: justify;"><span style="font-family: Times New Roman; font-size: 12pt;">Τα μεγάλα προβλήματα πρέπει να αποτελέσουν την αφετηρία μεγάλων αγώνων και όχι αιτίες αδυναμίας αντίδρασης. <b>Αν η απογοήτευση και η μη συμμετοχή γίνουν κυρίαρχες λογικές, είναι απόλυτα βέβαιο πως θα ακολουθήσουν και άλλα νέα, ακόμη χειρότερα μέτρα.</b></span> </div><div style="text-align: center;"><span style="font-family: Times New Roman; font-size: 14pt;"><b>ΟΛΕΣ ΚΑΙ ΟΛΟΙ ΣΤΙΣ 24ΩΡΕΣ ΑΠΕΡΓΙΑΚΕΣ ΚΙΝΗΤΟΠΟΙΗΣΕΙΣ ΣΤΙΣ 5 ΚΑΙ 19 ΤΟΥ ΟΚΤΩΒΡΗ 2011</b><br /> </span></div><div style="text-align: center;"><span style="font-family: Times New Roman; font-size: 14pt;"><b>ΓΙΑ ΝΑ ΑΝΑΤΡΕΨΟΥΜΕ ΤΗΝ ΠΟΛΙΤΙΚΗ ΤΩΝ ΜΝΗΜΟΝΙΩΝ ΚΑΙ ΤΩΝ ΠΕΡΙΚΟΠΩΝ ΠΟΥ ΕΧΟΥΝ ΜΕΤΑΤΡΕΨΕΙ ΣΕ ΚΟΛΑΣΗ ΤΗ ΖΩΗ ΜΑΣ.<br /> </b></span></div><div style="text-align: center;"><br /> </div><div style="text-align: center;"><span style="font-family: Times New Roman; font-size: 12pt;"><br /> </span></div></li> </span></ul></div>http://syprolech.blogspot.com/2011/10/5-19-2011.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-1875118480727669648Mon, 26 Sep 2011 19:49:00 +00002011-09-26T22:57:14.651+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.ΑΝΑΚΟΙΝΩΣΗ ΓΙΑ ΤΟ ΣΧΕΔΙΟ ΔΙΟΙΚΗΤΙΚΗΣ ΑΝΑΔΙΑΡΘΡΩΣΗΣ ΤΗΣ ΕΚΠΑΙΔΕΥΣΗΣ ΑΠΟ ΔΟΕ 26/9/2011<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_UR9PClUtOPEpBuspkT7TV1fywqLBjmG9a3tz17CE0XkWxL2KUmndhyy1LiM9YSGtdg4RYtZJnYSOQ6KCBo1mOhXqn1KV7SYF_jGwn2SDnol7ziMSENhT2n7k4JDyUgv_u3_LtbgJs9E/s1600/%25CE%2594%25CE%259F%25CE%2595.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_UR9PClUtOPEpBuspkT7TV1fywqLBjmG9a3tz17CE0XkWxL2KUmndhyy1LiM9YSGtdg4RYtZJnYSOQ6KCBo1mOhXqn1KV7SYF_jGwn2SDnol7ziMSENhT2n7k4JDyUgv_u3_LtbgJs9E/s400/%25CE%2594%25CE%259F%25CE%2595.png" width="400" /></a></div><br /> <div style="text-align: center;"><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></div></div><br /> <table align="center" border="0" cellpadding="0" cellspacing="0"><tbody> <tr> <td valign="top" width="291">Αρ. Πρωτ. 212</td> <td valign="top" width="291">Αθήνα&nbsp; 26/9/2011<br /> Προς<br /> 1.Τους Συλλόγους Εκπαιδευτικών Π.Ε.<br /> 2. Μ.Μ.Ε. </td></tr> </tbody></table>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br /> <div align="center"><span style="font-size: small;"><b>ΑΝΑΚΟΙΝΩΣΗ</b></span></div><div align="center"><span style="font-size: small;"><b>ΓΙΑ ΤΟ ΣΧΕΔΙΟ ΔΙΟΙΚΗΤΙΚΗΣ ΑΝΑΔΙΑΡΘΡΩΣΗΣ ΤΗΣ ΕΚΠΑΙΔΕΥΣΗΣ</b></span></div><span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Με αφορμή τη διαρροή στα Μ.Μ.Ε. από κύκλους του Υπουργείου Παιδείας ανεπίσημου σχεδίου για τη διοικητική αναδιάρθρωση της εκπαίδευσης, το Δ.Σ. της Δ.Ο.Ε. δηλώνει:</span><br /> <span style="font-size: small;">- <b>Είναι απαράδεκτη</b> η συνεχιζόμενη πρακτική της ενεργοποίησης του κοινωνικού αυτοματισμού και της «μέτρησης αντιδράσεων» προσχεδιασμένων αποφάσεων της Κυβέρνησης, η οποία με αυτό τον τρόπο αποφεύγει τον ουσιαστικό διάλογο με τους εκπαιδευτικούς. </span><br /> <span style="font-size: small;">- <b>Το συγκεκριμένο μόρφωμα είναι στη λογική της υπόδειξης του εκπαιδευτικού ως μοναδικού υπεύθυνου για την κατάσταση της εκπαίδευσης.</b> Λειτουργεί διαλυτικά για την εκπαίδευση και επιδιώκει τη διάσπαση του κλάδου. Συρρικνώνει τη δύναμη του συλλόγου διδασκόντων και οι υπερεξουσίες που προβλέπει για τα στελέχη της εκπαίδευσης τα φέρνουν σε πλήρη διάσταση με τις εκπαιδευτικές και τις κοινωνικές ανάγκες. <b>Το σύνολο των ρυθμίσεων του βρίσκεται, σε αντιδραστική - αντιεκπαιδευτική κατεύθυνση και για αυτό απορρίπτεται από τον κλάδο.</b></span><br /> <span style="font-size: small;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Καλούμε το Υπουργείο Παιδείας να ασχοληθεί με την ουσία της εκπαίδευσης η οποία υποφέρει από τα ανάλγητα μέτρα των μνημονίων και του μεσοπρόθεσμου και να μη χρησιμοποιεί την κρίση ως ευκαιρία για διαρκή λήψη όχι μόνο οικονομικών αλλά και θεσμικών μέτρων που επιφέρουν εργασιακό μεσαίωνα. </span><br /> <div style="text-align: center;"><img height="151" src="http://www.doe.gr/images/2011ny.jpg" width="400" /></div></div>http://syprolech.blogspot.com/2011/09/blog-post_26.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-4113595526200012178Sun, 25 Sep 2011 15:13:00 +00002011-09-26T00:12:18.433+03:00ΕΚΠΑΙΔΕΥΤΙΚΑΧΡΟΝΟΔΙΑΓΡΑΜΜΑ ΕΠΙΛΟΓΗΣ ΣΧΟΛΙΚΩΝ ΣΥΜΒΟΥΛΩΝ ΠΕ70, ΠΕ60 KAI EIΔΙΚΗΣ ΑΓΩΓΗΣ<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwgKMUFOdF2bwFaLOAKVrDJXOMc_76-O_1tx_4HUGeasvxcxB_FbelRH_cvTaJy09_QYehWcBHXbxz_iJgmuATI3Az9uKYncyGcRtmRQwbzBP9avMhOhLiHx3IiHYC-PYBfxwIh2kXo4U/s1600/%25CF%2583%25CF%2584%25CE%25B5%25CE%25BB%25CE%25B5%25CF%2587%25CE%25B71.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwgKMUFOdF2bwFaLOAKVrDJXOMc_76-O_1tx_4HUGeasvxcxB_FbelRH_cvTaJy09_QYehWcBHXbxz_iJgmuATI3Az9uKYncyGcRtmRQwbzBP9avMhOhLiHx3IiHYC-PYBfxwIh2kXo4U/s200/%25CF%2583%25CF%2584%25CE%25B5%25CE%25BB%25CE%25B5%25CF%2587%25CE%25B71.jpg" width="163" /></a></div><span style="font-family: Verdana; font-size: 10pt;">&nbsp;&nbsp;&nbsp; Μετά την ψήφιση του<span style="background-color: lime;"> Ν.4001/2011</span> που προβλέπει αποκλεισμό από τη διαδικασία επιλογής Σχολικών Συμβούλων όσων ανέλαβαν καθήκοντα διευθυντή σχολείου, οι εναπομείναντες υποψήφιοι Σχολικοί Σύμβουλοι ΠΕ70 <span style="background-color: orange;">είναι</span><span style="background-color: orange;"> 563 από τους 1.136</span> που αρχικά συμμετείχαν. </span><span style="font-family: Verdana; font-size: 10pt;">Στη διαδικασία συμμετέχουν επίσης 153 υποψήφιοι Σχολικοί Σύμβο</span><span style="font-family: Verdana; font-size: 10pt;">υλοι Προσχολικής Αγωγής. <span style="font-weight: bold;">Από τους παραπάνω υποψηφίους Σχολικούς Συμβούλους (ΠΕ60 και ΠΕ70) υπέβαλαν ένσταση για τις αξιολογικές μονάδες που συγκέντρωσαν συνολικά με βάση τα μοριοδοτούμενα κριτήρια 328.</span> Το Συμβούλιο Επιλογής Σχολικών Συμβούλων αυτό το διάστημα εξετάζει τις παραπάνω ενστάσεις και θα ολοκληρώσει αυτή την εξέτασή τους την επόμενη εβδομάδα. </span><span style="font-family: Verdana; font-size: 10pt;">Ταυτόχρονα, Δευτέρα ή Τρίτη θα κοινοποιήσει σε κάθε υποψήφιο Σχολικό Σύμβουλο Ειδικής Αγωγής (77 υποψήφιοι) τις αξιολογικές μονάδες δίνοντάς του πενθήμερη προθεσμία για υποβολή ενστάσεων.</span><span style="font-family: Verdana; font-size: 10pt;"> </span><br /> <div align="justify"><span style="font-family: Verdana; font-size: 10pt;">&nbsp; Με την ολοκλήρωση της εκδίκασης όλων των ενστάσεων θα οριστούν ημερομηνίες πρόσκλησης των υποψηφίων σε συνέντευξη.<span style="font-weight: bold;">Πιθανόν οι συνεντεύξεις να ξεκινήσουν το πρώτο δεκαπενθήμερο του Οκτωβρίου και θα διαρκέσουν, αν όλα πάνε καλά, έως το τέλος Νοεμβρίου.</span></span></div><u><span style="font-family: Verdana; font-size: 10pt;">΄Οσοι είναι κάτοχοι πτυχίων ή μεταπτυχιακού ή διδακτορικού διπλώματος αλλοδαπής και επιθυμούν να μοριοδοτηθούν γα τη γνώση της ξένης γλώσσας θα εξεταστούν προφορικά ενώπιον του Συμβουλίου από δύο εκπαιδευτικούς αντίστοιχης ειδικότητας. Σχετικά με τα θέματα «μελέτης περίπτωσης» δεν έχει αποφασιστεί ακόμα αν θα αναρτηθούν πριν από τη διαδικασία των συνεντεύξεων στο διαδίκτυο.</span></u><br /> <a href="http://www.alfavita.gr/artrog.php?id=46053"><span style="font-family: Verdana; font-size: 10pt;">(Αναδημοσίευση από Αlfavita) </span></a><u><span style="font-family: Verdana; font-size: 10pt;"><br /> </span></u></div>http://syprolech.blogspot.com/2011/09/70-60-kai-ei.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-1206911126594761032Sun, 25 Sep 2011 14:52:00 +00002011-09-26T00:13:08.948+03:00ΕΚΠΑΙΔΕΥΤΙΚΑΑΠΟΣΠΑΣΕΙΣ ΕΚΠΑΙΔΕΥΤΙΚΩΝ ΠΡΩΤΟΒΑΘΜΙΑΣ ΕΚΠΑΙΔΕΥΣΗΣ ΠΥΣΠΕ σε ΠΥΣΠΕ, ΓΙΑ ΤΟ ΔΙΔΑΚΤΙΚΟ ΕΤΟΣ 2011-2012<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZgamNQQcGCa_wSNQFPlTIZV7iR4W_yGtTpF3SAlRwBGfaqUuBfmCQ1ijoRoAknPeVd0Xi30M5Z8kup85pV2i4RceGoXSe2dLz4PTjLKGM_OblZhyphenhyphenK96KZMoiX34uDizyQqtTdL2S1Pkw/s1600/ypdvmth_thumb_other250_0.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZgamNQQcGCa_wSNQFPlTIZV7iR4W_yGtTpF3SAlRwBGfaqUuBfmCQ1ijoRoAknPeVd0Xi30M5Z8kup85pV2i4RceGoXSe2dLz4PTjLKGM_OblZhyphenhyphenK96KZMoiX34uDizyQqtTdL2S1Pkw/s200/ypdvmth_thumb_other250_0.jpg" width="200" /></a></div><div style="text-align: justify;">&nbsp; Από το Υπουργείο Παιδείας, Διά Βίου Μάθησης και Θρησκευμάτων ανακοινώνεται η 2<sup>η</sup> φάση των αποσπάσεων των εκπαιδευτικών της Πρωτοβάθμιας Εκπαίδευσης από ΠΥΣΠΕ σε ΠΥΣΠΕ για το διδακτικό έτος <b>2011-12</b>.Οι αιτήσεις που υποβλήθηκαν για την Πρωτοβάθμια Εκπαίδευση ανήλθαν στις <b>1.558 </b>και ικανοποιήθηκαν <b>498 </b>(ποσοστό 32,02 %).<b>Οι αποσπάσεις των εκπαιδευτικών δεν θα εκτελεστούν πριν καλυφθούν οι λειτουργικές ανάγκες της σχολικής μονάδας από την οποία αποσπώνται οι εκπαιδευτικοί. </b></div><b> </b><br /> <div style="text-align: justify;">Οι πίνακες με τα ονόματα των εκπαιδευτικών είναι αναρτημένοι<a href="http://www.blogger.com/goog_535901467"> </a><a href="https://sites.google.com/site/syllogospro/apospaseis"><u>εδώ.</u></a></div></div>http://syprolech.blogspot.com/2011/09/2011-2012.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-5945441467542757962Wed, 14 Sep 2011 17:02:00 +00002011-09-26T00:13:57.437+03:00ΔΕΛΤΙΑ ΤΥΠΟΥ ΣΥΛΛΟΓΟΥΕΝΑΡΞΗ ΣΧΟΛΙΚΟΥ ΕΤΟΥΣ<div dir="ltr" style="text-align: left;" trbidi="on"><div style="background-color: white; color: black; font-family: times new roman, new york, times, serif; font-size: 12pt;"><div align="center" class="MsoNormal" style="background: #d9d9d9; line-height: 150%; margin: 0cm 0cm 0pt; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylgyt5rlfPFsBJbTZ5oQyMXeA4O6DLusa9NFrNKQN3_-JhPPgicq9TNzNoCA6og_yixgucb5dGPYaLJqTyxg2W4zxkvXNUWS5JDaqkt8f8V6OR_s89ruPIKIOARxl8S35hqM23dCx-rE/s1600/2011-09-14_2013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylgyt5rlfPFsBJbTZ5oQyMXeA4O6DLusa9NFrNKQN3_-JhPPgicq9TNzNoCA6og_yixgucb5dGPYaLJqTyxg2W4zxkvXNUWS5JDaqkt8f8V6OR_s89ruPIKIOARxl8S35hqM23dCx-rE/s1600/2011-09-14_2013.png" /></a></div><br /> <b><span style="font-family: 'Bookman Old Style'; letter-spacing: 1pt;"></span></b><b><span style="font-family: 'Bookman Old Style'; font-size: 11pt; letter-spacing: 1pt; line-height: 150%;"><o:p></o:p></span></b></div><div style="right: auto;"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;"><tbody> <tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">&nbsp;ΤΑΧ. Δ/ΝΣΗ&nbsp; :&nbsp; </span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">Λεχαινά&nbsp;&nbsp; 270 53</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 100.45pt;" valign="bottom" width="134"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Λεχαινά&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :<o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><u><span style="font-family: 'Times New Roman'; font-size: 11pt;">14</span></u></b><b><u><span lang="EN-US" style="font-family: 'Times New Roman'; font-size: 11pt;">-</span></u></b><b><u><span style="font-family: 'Times New Roman'; font-size: 11pt;">9</span></u></b><b><u><span lang="EN-US" style="font-family: 'Times New Roman'; font-size: 11pt;">-</span></u></b><b><u><span style="font-family: 'Times New Roman'; font-size: 11pt;">2011<o:p></o:p></span></u></b></div></td></tr> <tr style="mso-yfti-irow: 1;"> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">ΠΛΗΡ/ΡΙΕΣ&nbsp;&nbsp; :</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">Ε. ΖΙΑΚΑΣ, &nbsp;Ε ΠΑΝΕΤΑ.</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Πρωτ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: 'Times New Roman'; font-size: 9pt;"><o:p></o:p></span></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">170<o:p></o:p></span></b></div></td></tr> <tr style="height: 20.95pt; mso-yfti-irow: 2;"> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 20.95pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">ΤΗΛΕΦΩΝΑ&nbsp; :&nbsp; </span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 20.95pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"><span style="font-family: 'Times New Roman'; font-size: 9pt;">(26230)&nbsp; –&nbsp; 22 239</span><b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></b></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 20.95pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Αρ. Εγκ.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; :</span></b><span style="font-family: 'Times New Roman'; font-size: 11pt;"><o:p></o:p></span></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 20.95pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"><b><span style="font-family: 'Times New Roman'; font-size: 11pt;">8<o:p></o:p></span></b></div></td></tr> <tr style="mso-yfti-irow: 3;"> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 89.4pt;" valign="bottom" width="119"><div align="right" class="MsoNormal" style="margin: 3pt 0cm; text-align: right;"></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 192pt;" valign="bottom" width="256"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 100.45pt;" valign="bottom" width="134"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td> <td style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 110.85pt;" valign="bottom" width="148"><div class="MsoNormal" style="margin: 3pt 0cm;"></div></td></tr> <tr style="height: 11.85pt; mso-yfti-irow: 4;"> <td colspan="2" style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 11.85pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 281.4pt;" valign="bottom" width="375"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman'; font-size: 11pt; font-weight: normal;"><o:p>&nbsp;</o:p></span></h1></td> <td colspan="2" style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; height: 11.85pt; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman';"><span style="font-size: small;">ΠΡΟΣ: Τα μέλη του συλλόγου<o:p></o:p></span></span></h1></td></tr> <tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"> <td colspan="2" style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 281.4pt;" valign="bottom" width="375"><br /> </td> <td colspan="2" style="background-color: transparent; border-bottom: #ece9d8; border-left: #ece9d8; border-right: #ece9d8; border-top: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 211.3pt;" valign="bottom" width="282"><h1 align="center" style="margin: 3pt 0cm; text-align: center;"><span style="font-family: 'Times New Roman';"><o:p><span style="font-size: small;">&nbsp;</span></o:p></span></h1></td></tr> </tbody></table></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><b><u><span style="font-family: 'Times New Roman';">ΘΕΜΑ 1<sup>ο</sup> : Έναρξη σχολικού έτους<o:p></o:p></span></u></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;"><span style="color: black;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Με την έναρξη του νέου σχολικού έτους,&nbsp; ευχόμαστε &nbsp;σε όλη την εκπαιδευτική κοινότητα&nbsp; να έχει</span><span lang="EN-US" style="color: black;">&nbsp;</span></span><span style="font-family: Arial;"><span style="color: black;"> μια καλή και δημιουργική χρονιά, με ψυχικές, πνευματικές και σωματικές αντοχές. <br /> &nbsp;&nbsp; &nbsp;Ιδιαίτερα καλωσορίζουμε τις συναδέλφισσες και τους συναδέλφους που φέτος εντάχθηκαν στην εκπαιδευτική οικογένεια της πρωτοβάθμιας εκπαίδευσης και τους&nbsp; ευχόμαστε &nbsp;ευδόκιμη σταδιοδρομία και καλή δύναμη για να ανταποκριθούν στο δύσκολο έργο τους.</span><b><span style="font-family: 'Times New Roman';"><o:p></o:p></span></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Το σχολικό έτος 2011-12,ξεκινά με τις&nbsp; αρνητικότερες&nbsp; παραμέτρους των&nbsp; τελευταίων ετών. Δεν είναι τυχαίο ότι χαρακτηρίστηκε το χειρότερο μετά τον πόλεμο. Μια σειρά από αποφάσεις του Υπουργείου Παιδείας, άλλαξαν ριζικά το χάρτη του Δημόσιου σχολείου και οδηγούν σε αλλαγές που αποδομούν&nbsp; συστηματικά και μεθοδευμένα,&nbsp; δεδομένα και κεκτημένα του κλάδου , κατακτημένα μετά από πολύχρονους αγώνες. Η εικόνα είναι απογοητευτική :</span><br /> <span style="font-family: Arial;"><span style="background-color: orange;">Α)</span> Φέτος οι διορισμοί ήταν ελάχιστοι και στο Ν. Ηλείας μηδενικοί.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="background-color: orange;">Β)</span> Το νέο σχολικό έτος ξεκινά με πολλές ελλείψεις&nbsp; βιβλίων. Η απαξιωτική ρήση της αρμόδιας υπουργού ότι οι δάσκαλοι μπορούν να βγάζουν φωτοτυπίες για τους μαθητές, αποδεικνύει ξεκάθαρα ότι η εργασία του δασκάλου, δηλαδή η διδασκαλία, είναι άνευ σημασίας και μπορεί να καταναλώνει εργατοώρες&nbsp; σε βοηθητικές δουλειές.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="background-color: orange;">Γ)</span> Παρά το γεγονός, ότι το Υπουργείο έχει επανειλημμένα&nbsp; διαβεβαιώσει για την πρόθεσή του, να δώσει προτεραιότητα στα ανοιχτά σχολεία, για άλλη μια χρονιά έγιναν&nbsp; αποσπάσεις σε Διευθύνσεις και την Κεντρική Υπηρεσία του Υπουργείου και τα σχολεία αποδυναμώθηκαν.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="background-color: orange;">Δ)</span> Τα γραφεία Εκ/σης&nbsp; 'έκλεισαν' , ως προς την οικονομική υπηρεσία, αλλά διοικητικά εξακολουθούν να υφίστανται , μέχρι τα Χριστούγεννα , όπως&nbsp; λέγεται. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Ο ορισμός Αναπληρωτών Προϊσταμένων, λίγες μέρες πριν την έναρξη των σχολείων, οδηγεί σε καθυστερήσεις και αγκυλώσεις, αφού, οι ορισθέντες προσπαθούν , να αντιμετωπίσουν μία σειρά θεμάτων, πολλά από τα οποία έχουν εκχωρηθεί στους Ο.Τ.Α., με αποτέλεσμα την αδυναμία λύσεων. Έτσι ένα τεράστιο κοινωνικό και ηθικό θέμα , όπως&nbsp; η μεταφορά των μαθητών, να είναι κυριολεκτικά στον αέρα. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Το δικαίωμα για μόρφωση και η υποχρέωση της Πολιτείας, να την παράσχει, έγινε μπαλάκι του πιγκ- πογκ. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Η δε στελέχωση των Γραφείων Εκ/σης , εν μία νυχτί με δασκάλους και Ν/Γ , χωρίς κανείς να γνωρίζει τη διαδικασία και τον τρόπο, αποτελεί&nbsp; ΠΡΟΚΛΗΣΗ , για τους εκπαιδευτικούς.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="background-color: orange;">Ε)</span> Η μοριοδότηση των αποσπάσεων, δεν απέτρεψε αδικίες , ούτε και το φαινόμενο της&nbsp; κατάθεσης και&nbsp; επανεξέτασης&nbsp; νέων&nbsp; αιτήσεων , με αποτέλεσμα κενές θέσεις μέχρι και τον Οκτώβριο.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="background-color: orange;">ΣΤ)</span> Το Ολοήμερο σχολείο οδηγείται σε πλήρη εκφυλισμό και κατάργηση . Η δυνατότητα που δίνεται&nbsp; στους&nbsp; γονείς ,να παίρνουν τα&nbsp; παιδιά τους&nbsp; την 1<sup>η</sup>, 2<sup>η</sup>, 3<sup>η </sup>, ώρα λειτουργίας του σχολείου, (κοινωνικοί&nbsp; λόγοι) &nbsp;αποδυναμώνει πλήρως το σχολείο και τη φιλοσοφία του και σπρώχνει&nbsp; χιλιάδες αναπληρωτές&nbsp; και ωρομίσθιους&nbsp; σε&nbsp; ανεργία. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Τέλος&nbsp; η νέα&nbsp; άγρια επιδρομή&nbsp; στους μισθούς των εκπαιδευτικών ( μεσοπρόθεσμο), δημιουργεί&nbsp; το φαινόμενο&nbsp;&nbsp; των εξαθλιωμένων εργαζόμενων, σε φτωχά και επίσης εξαθλιωμένα σχολεία.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Το σχολείο, ως θεσμός καταρρέει. Αν , έστω και τώρα, ΟΛΟΙ, δεν αντισταθούμε, τότε , πολύ φοβούμαστε ότι&nbsp; θα έρθουν και άλλα πολύ χειρότερα. <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;">Σε καμία κοινωνία, το σχολείο, που θεωρείται ακρογωνιαίος λίθος&nbsp; για την&nbsp; εξέλιξή της, δεν περιφρονείται τόσο.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><b><u><span style="font-family: Arial;">ΘΕΜΑ 2<sup>ο </sup>&nbsp;: 24ωρη απεργία<o:p></o:p></span></u></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;">&nbsp;&nbsp;&nbsp;&nbsp; Σας ενημερώνουμε ότι με την υπ' αριθ. 132/7-9-11 απόφαση του το Δ.Σ. της Δ.Ο.Ε. κήρυξε <b><u>24ωρη απεργία για την Πέμπτη 22 Σεπτεμβρίου 2011</u></b> (η απόφαση της Δ.Ο.Ε. έχει σταλεί στα σχολεία ).&nbsp; <o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><b><u><span style="font-family: Arial;">ΘΕΜΑ 3<sup>ο</sup> : Δημιουργία ιστοσελίδας<o:p></o:p></span></u></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;">Αγαπητοί συνάδελφοι,<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;">Σας γνωστοποιούμε ότι&nbsp; ο σύλλογος μας απέκτησε<u> ιστοσελίδα</u><o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;"><span style="background-color: orange;">&nbsp;( </span><span lang="EN-US" style="background-color: orange;">http</span><span style="background-color: orange;">:// </span><span lang="EN-US" style="background-color: orange;">syprolech</span><span style="background-color: orange;">.</span><span lang="EN-US" style="background-color: orange;">blogspot</span><span style="background-color: orange;">.</span><span lang="EN-US" style="background-color: orange;">com</span><span style="background-color: orange;"> )</span>. Είναι στα πρώτα της βήματα και πιστεύουμε ότι θα βοηθήσει στην καλύτερη ενημέρωση και επικοινωνία μας. &nbsp;<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"><span style="font-family: Arial;">&nbsp;Θα θέλαμε να ευχαριστήσουμε θερμά το συνάδελφο δάσκαλο&nbsp; Ζωγόπουλο &nbsp;Κώστα που αφιέρωσε πολύ από το χρόνο του για τη δημιουργία της.<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt;"></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; tab-stops: 12.75pt center 248.1pt; text-align: center;"><b><span style="font-family: 'Times New Roman';">ΓΙΑ</span></b><span style="font-family: 'Times New Roman';"> <b>ΤΟ Δ.Σ<o:p></o:p></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; text-align: justify;"><span style="font-family: 'Times New Roman';">&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<b>Ο ΠΡΟΕΔΡΟΣ&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Η&nbsp; Γ. ΓΡΑΜΜΑΤΕΑΣ</b>&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<o:p></o:p></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt 3pt; mso-margin-bottom-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Times New Roman';">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; ΖΙΑΚΑΣ&nbsp; ΕΥΑΓΓΕΛΟΣ&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;ΠΑΝΕΤΑ ΕΥΣΤΡΑΤΙΑ<o:p></o:p></span></b></div><div style="right: auto;"><var id="yui-ie-cursor"></var></div></div></div>http://syprolech.blogspot.com/2011/09/blog-post_9527.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-5066653160077246997Mon, 12 Sep 2011 19:02:00 +00002011-09-12T22:03:47.933+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.ΑΝΟΙΧΤΗ ΕΠΙΣΤΟΛΗ ΤΗΣ Δ.Ο.Ε. ΣΤΟΥΣ ΓΟΝΕΙΣ<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO94bGIjHXL1Zt5Zr7qbxS2Nt3ecBtnAiFD2qDGWjZQ58iyvu3IMgJh8NRt3XvvNDZ7pHZOQ7wIuQEZLYap1ixobMxXK-uXjTA6bE-aZ0Z2T5x1R3whhijl8RtiuHL1NRZzFcpUR14CYU/s1600/2011-09-12_2155.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO94bGIjHXL1Zt5Zr7qbxS2Nt3ecBtnAiFD2qDGWjZQ58iyvu3IMgJh8NRt3XvvNDZ7pHZOQ7wIuQEZLYap1ixobMxXK-uXjTA6bE-aZ0Z2T5x1R3whhijl8RtiuHL1NRZzFcpUR14CYU/s640/2011-09-12_2155.png" width="640" /></a></div><span style="font-size: large;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><br /> <span style="font-size: large;">Ανοιχτή επιστολή προς τους γονείς εξέδωσε η Δ.Ο.Ε. ενόψει της νέας σχολικής χρονιάς την οποία μπορείτε να διαβάσετε<u> <a href="http://www.doe.gr/11/epistoli2011.pdf">εδώ.</a></u></span></div>http://syprolech.blogspot.com/2011/09/blog-post_12.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0tag:blogger.com,1999:blog-4870797840927196730.post-8820376238184282530Sun, 11 Sep 2011 10:53:00 +00002011-09-25T13:56:21.882+03:00ΑΝΑΚΟΙΝΩΣΕΙΣ Δ.Ο.Ε.ΕΡΓΑΣΙΑΚΑ ΔΙΑΚΑΙΩΜΑΤΑ ΕΚΠΑΙΔΕΥΤΙΚΩΝ Π.Ε. ΑΠΟ ΤΗ ΔΟΕ-ΑΘΗΝΑ<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLr0WpNeU2x6dPvnPfHErXQb_uSX8B4cLo2NFUdg5CDCUXcdobWmUeAU9xVo5r7WBL9EhfGP5wFNb1a8bh5LO93Il5niWu1HziKpPZStED3Ovi9TcqQGNZ2kxf0u_dX40Bgln9QjWVkt8/s1600/%25CE%2594%25CE%259F%25CE%2595.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLr0WpNeU2x6dPvnPfHErXQb_uSX8B4cLo2NFUdg5CDCUXcdobWmUeAU9xVo5r7WBL9EhfGP5wFNb1a8bh5LO93Il5niWu1HziKpPZStED3Ovi9TcqQGNZ2kxf0u_dX40Bgln9QjWVkt8/s400/%25CE%2594%25CE%259F%25CE%2595.png" width="400" /></a></div><div align="center" class="MsoNormal" style="text-align: center;"><br /> </div><div align="center" class="MsoNormal" style="text-align: center;"><br /> </div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Αρ. Πρωτ:133</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Αθήνα 7/9/2011</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> <br /> </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> </span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Προς : Τους</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Συλλόγους Εκπ/κών Π.Ε.</span></div><br /> <div style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Θέμα : Εργασιακά δικαιώματα Εκπαιδευτικών Π.Ε</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Συνάδελφοι, <br /> Με αφορμή την έναρξη της νέας σχολικής χρονιάς, το Δ.Σ. της Δ.Ο.Ε., επικαιροποιεί την περσινή απόφασή του (αρ.πρωτ. 1211/2-09-10) για τα εργασιακά δικαιώματα των εκπαιδευτικών και σας καλεί να ενημερώσετε γι’ αυτό τους συναδέλφους των σχολείων σας. </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Συγκεκριμένα:</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><br /> <a name='more'></a><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">1.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Ωράριο Εκπαιδευτικών</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"><br /> •</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Το διδακτικό ωράριο των εκπαιδευτικών είναι απαραβίαστο και καθορίζεται από το Ν. 2517/97. (24 ώρες για όσους έχουν ως 10 χρόνια υπηρεσίας, 23 ώρες από 10 -Ι5 χρόνια, 22 ώρες από 15-20 χρόνια και 21 ώρες από 20 και πάνω).</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Ο Ν. 1566/85 κάνει σαφή διάκριση μεταξύ εργασιακού και διδακτικού ωραρίου, ορίζοντας με σαφήνεια ότι οποιαδήποτε απασχόληση στην τάξη εντάσσεται σε διδακτικό ωράριο. Κατά συνέπεια σε καμία περίπτωση δεν ευσταθεί ότι μπορεί συνάδελφος να «απασχολήσει» παιδιά στην τάξη στα πλαίσια του εργασιακού του ωραρίου.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Σε περίπτωση απουσίας εκπαιδευτικού προσωπικού, ιδιαίτερα με την έναρξη της σχολικής χρονιάς είτε κατά τη διάρκειά της, οι σύλλογοι διδασκόντων οφείλουν να διαμορφώσουν μεταβατικά προγράμματα που θα εκτείνονται όσο επιτρέπει το υποχρεωτικό ωράριο των εκπαιδευτικών που βρίσκονται στο σχολείο (π.χ. αν λείπει ειδικότητα θα σχολάνε στο 5ωρο κλπ). Το ίδιο θα συμβεί και στα 961 σχολεία με νέο αναμορφωμένο πρόγραμμα, όπου οι σύλλογοι διδασκόντων σε καμιά περίπτωση δεν πρέπει να προχωρήσουν σε πλήρη ανάπτυξη του προγράμματος με 7ωρα σε όλες τις τάξεις εφόσον λείπουν εκπαιδευτικοί. Σε περίπτωση «πιέσεων» από τη διοίκηση θα πρέπει οι συνάδελφοι του σχολείου να επιμένουν στη μη παραβίαση του διδακτικού τους ωραρίου και να ενημερώνονται αμέσως ο σύλλογος και η ΔΟΕ.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Το εργασιακό ωράριο των εκπαιδευτικών είναι κατ' ανώτατο 30 ώρες. Με τη λήξη του διδακτικού ωραρίου ο εκπαιδευτικός μπορεί να αποχωρήσει, εκτός αν του έχει ανατεθεί συγκεκριμένο έργο (όχι όμως διδακτικό) (άρθρο 13 παρ.8 π.χ. συμμετοχή σε γιορταστικές, αθλητικές και πολιτιστικές εκδηλώσεις, ενημέρωση των γονέων, κλπ τήρηση βιβλίων του Σχολείου, εκτέλεση διοικητικών εργασιών), ή υπάρχει συνεδρίαση του συλλόγου διδασκόντων. Κάθε άλλη απασχόληση είναι παράνομη.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Οι εγκύκλιοι της Διεύθυνσης Σπουδών που αναφέρονται σε «απασχόληση» των μαθητών είναι προδήλως παράνομες, αφού είναι αντίθετες με το Ν. 1566/85. Οι συνάδελφοι καλούνται, εφόσον συμπληρώνουν το διδακτικό τους ωράριο, να αρνούνται την προφορική ανάθεση υποχρεωτικής υπερωρίας. Ιδιαίτερα αρνητικοί πρέπει να είναι, όταν τους ζητείται να καλύπτουν ώρες εκπαιδευτικών ειδικοτήτων που δεν έχουν καν τοποθετηθεί στα σχολεία (π.χ. Αγγλικών, Φυσικής Αγωγής) τη στιγμή που χιλιάδες εκπαιδευτικοί παραμένουν αδιόριστοι.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Σε περίπτωση μακροχρόνιας απουσίας εκπαιδευτικού ειδικότητας είναι φανερό ότι πρέπει άμεσα να έρχεται στο σχολείο αναπληρωτής και σε καμία περίπτωση να μην αναλαμβάνουν με υπερωρία οι συνάδελφοι. Η ΔΟΕ σ’ αυτές τις περιπτώσεις ζητά την αναμόρφωση του προγράμματος έως ότου έρθει αναπληρωτής. Επίσης, σε οποιαδήποτε περίπτωση υποχρεωτικής ανάθεσης από το ΠΥΣΠΕ, τότε καλύπτεται ο συνάδελφος με στάσεις εργασίας.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Κανείς δεν υποχρεούται στα κενά του να «απασχολεί» με οποιοδήποτε τρόπο τμήματα, πέραν του υποχρεωτικού του διδακτικού ωραρίου. Για τις περιπτώσεις ολιγοήμερης απουσίας (μία ως δύο μέρες) εκπαιδευτικού να αποφασίζει ο Σύλλογος Διδασκόντων για την αναπλήρωση , με τρόπο τέτοιο που να μην ανατίθεται καμία διδακτική ώρα πέραν του υποχρεωτικού διδακτικού ωραρίου σε κανένα συνάδελφο. Κάθε απασχόληση σε τμήμα θεωρείται διδακτικό ωράριο. </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Οι συνάδελφοι να μην εφαρμόζουν καμιά προφορική εντολή για κάλυψη ωραρίου πέραν του διδακτικού τους, και αν συμβεί αυτό, να ζητούν γραπτή εντολή, ώστε να μπορούν να προσβάλουν τη συγκεκριμένη παράνομη ανάθεση με κάθε τρόπο (συνδικαλιστικό, νομικό) και να μην την εφαρμόσουν. Βέβαια και στην περίπτωση της γραπτής εντολής από το ΠΥΣΠΕ (και μόνο) ο συνάδελφος μπορεί να κάνει στάση εργασίας για την οποία καλύπτεται από τη ΔΟΕ και από το Σύλλογο εκπαιδευτικών.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">•</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Οι στάσεις εργασίας σε «υποχρεωτική» υπερωρία, αφού δεν εντάσσονται στο υποχρεωτικό διδακτικό ωράριο, δεν περικόπτονται από το μισθό του εκπαιδευτικού. «…Εξυπακούεται δε ότι αν οι στάσεις εργασίας γίνονται μέσα στο κανονικό διδακτικό ωράριο θα αφαιρεθούν αντίστοιχες αποδοχές από τοι κανονικό αυτό ωράριο. Αν οι στάσεις εργασίας γίνονται κατά το χρόνο του υπερωριακού διδακτικού ωραρίου είναι προφανές πως δε θα αφαιρεθούν αποδοχές του κανονικού ωραρίου, που αυτό έτσι κι αλλιώς προσφέρθηκε, απλώς δε θα πληρωθούν οι αποδοχές που θα έπαιρνε ο εκπαιδευτικός από την υπερωριακή εργασία», Γ. Δραγασάκης, Ωράριο Διδασκαλίας και Στάσεις Εργασίας, Αθήνα 25-6-2004, ΔΟΕ αρ. πρωτ. 1164, 28-6-04.</span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">2.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Υποχρεωτικές υπερωρίες</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"><br /> Ο μόνος υπεύθυνος για την ανάθεση υπερωριών (σε εκπαιδευτικούς του ίδιου σχολείου) είναι ο Σύλλογος Διδασκόντων. Σε άλλη περίπτωση μόνο με σύμφωνη γνώμη του ΠΥΣΠΕ μπορούν να ανατεθούν υπερωρίες εγγράφως και οριζόμενες συγκεκριμένα.<br /> Το Δ.Σ. της Δ.Ο.Ε. είναι αντίθετο με την ανάθεση υποχρεωτικών υπερωριών και καλεί τους Συλλόγους Διδασκόντων να μην αναθέτουν υποχρεωτικές υπερωρίες σε συναδέλφους. Καλούμε, επίσης, και τους αιρετούς των ΠΥΣΠΕ να μη συνηγορούν, σε καμιά περίπτωση, σε ανάθεση υποχρεωτικών υπερωριών. </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Αν παρ’ όλα αυτά ο Δ/ντής Εκπαίδευσης, ύστερα από πρόταση του ΠΥΣΠΕ, αναθέσει υποχρεωτικές υπερωρίες το Δ.Σ. της Δ.Ο.Ε. κηρύσσει συνεχείς στάσεις εργασίας για τη συνδικαλιστική κάλυψη των συναδέλφων. </span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">3.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Ολοήμερο Σχολείο</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Το Δ. Σ. της ΔΟΕ θεωρεί αυτονόητο τον υπολογισμό των ωρών σίτισης του ολοήμερου σχολείου στο διδακτικό ωράριο όλων των συναδέλφων που εργάζονται στα ολοήμερα, όπως συμβαίνει, και στα πιλοτικά, καθώς επίσης και το χωρισμό των τμημάτων, με βάση τις ηλικιακές ανάγκες των μαθητών και με ανώτερο όριο τους 25 μαθητές ανά τμήμα. Οι συνάδελφοι να μην εκτελούν χρέη τραπεζοκόμου και να απαιτούν την πρόσληψη μόνιμου βοηθητικού προσωπικού.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Το Δ.Σ. της ΔΟΕ σε περίπτωση απουσίας εκπαιδευτικού από το Ολοήμερο Σχολείο θεωρεί απαραίτητο να καλύπτεται άμεσα η θέση από αναπληρωτή. Σε άλλη περίπτωση να γίνεται αναμόρφωση του προγράμματος.</span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">4. Νόμος 3848/2010</span></b><b><span lang="EN-US" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></b></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">H</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> ΔΟΕ έχει εκφράσει την αντίθεσή της και ζητά την κατάργηση του Ν.3848/2010. Καλεί τους εκπαιδευτικούς και τους συλλόγους διδασκόντων να αρνηθούν:</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">- Τη</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> συμμετοχή σε πρόγραμμα αυτοαξιολόγησης της σχολικής μονάδας.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">- Να αναλάβουν υποχρεωτικές υπερωρίες.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">- Να συναινέσουν σε αύξηση των μαθητών άνω των 25 ανά τμήμα</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">- Τις συμπτύξεις τμημάτων, τις παράνομες μετακινήσεις μαθητών σε άλλα σχολεία</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">- Να μπαίνει στο δημόσιο σχολείο και να παρεμβαίνει στη λειτουργία του οποιοσδήποτε φορέας, δημόσιος ή ιδιωτικός πέραν του ΥΠ.Δ.Β.Μ.Θ. Καμία</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> επιχείρηση στα δημόσια σχολεία. </span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">5.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Νηπιαγωγεία</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"><br /> Το θέμα των νηπιαγωγείων και των νηπιαγωγών και τα προβλήματα που προκύπτουν από τη πίεση του Υπουργείου Παιδείας να θεσπίσει ¨πρωινή ζώνη¨, συνιστά ωμή παραβίαση εργασιακών δικαιωμάτων των εκπαιδευτικών. Οι συναδέλφισσες νηπιαγωγοί θα πρέπει να εφαρμόσουν το πάγιο ωρολόγιο πρόγραμμα για τα Νηπιαγωγεία και να μην αποδεχθούν την καταστρατήγηση των εργασιακών τους δικαιωμάτων και την αύξηση του ωραρίου τους. Με απόφασή του το Δ.Σ. της Δ.Ο.Ε. τους καλύπτει κηρύσσοντας συνεχείς στάσεις εργασίας στην περίπτωση επιβολής αύξησης του ωραρίου τους από τη διοίκηση (πρωινή ζώνη 07:00 – 08:00, επιμήκυνση ωραρίου στα κλασικά και ολοήμερα τμήματα).</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Δεν αποδεχόμαστε τη μη εγγραφή των προνηπίων στα δημόσια νηπιαγωγεία και διεκδικούμε μαζί με τους γονείς τη δημιουργία επιπλέον τμημάτων ώστε να ΜΗΝ ΦΥΓΕΙ ΚΑΝΕΝΑ ΠΑΙΔΙ – νήπιο και προνήπιο – από το δημόσιο νηπιαγωγείο.<br /> Σε περίπτωση απουσίας νηπιαγωγού, αν δεν αναπληρωθεί, δεν ενοποιούνται τα τμήματα αν ο αριθμός των νηπίων υπερβαίνει τα 25. Ενημερώνεται άμεσα ο τοπικός Σύλλογος προκειμένου να παρέμβει. </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Για το ζήτημα των νηπιαγωγείων και των εργασιακών προβλημάτων των νηπιαγωγών το Δ. Σ. της ΔΟΕ έχει τοποθετηθεί αναλυτικά με σχετικές του αποφάσεις στο παρελθόν. Αυτό που πρέπει να γίνει όμως κατανοητό, είναι ότι τα εργασιακά δικαιώματα των νηπιαγωγών μας αφορούν όλους γιατί οποιαδήποτε μεταβολή σε αυτά θα μεταβάλλει γενικότερα και προς το χειρότερο τις εργασιακές κατακτήσεις όλων μας.</span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">6.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Κατανομή τάξεων</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"><br /> Η κατανομή των τάξεων γίνεται από το Σύλλογο Διδασκόντων του κάθε σχολείου και όχι από το Διευθυντή (Ν.1566/85). Καμία παρέμβαση δεν μπορεί γίνει γι’ αυτό ή για την υποχρεωτική επιβολή υλοποίησης προγραμμάτων από τα στελέχη Διοίκησης ή καθοδήγησης της εκπαίδευσης (Προϊσταμένους – Σχολ. Συμβούλους). Καλούμε τους συναδέλφους και τους Συλλόγους Διδασκόντων να επιμένουν στις αποφάσεις τους. </span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">7.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Σύλλογοι διδασκόντων</span></b><b><span lang="EN-US" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></b></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Για όλα τα εκπαιδευτικά και παιδαγωγικά ζητήματα που προκύπτουν στο σχολείο ο Σύλλογος Διδασκόντων οφείλει να συνεδριάζει και να τοποθετείται δημόσια για αυτά. Όλοι οι συνάδελφοι συμμετέχουν ισότιμα στο σύλλογο διδασκόντων με οποιαδήποτε εργασιακή σχέση (μόνιμοι, αναπληρωτές, ωρομίσθιοι, κλπ.). </span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">8.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Αριθμός μαθητών </span></b><b><span lang="EN-US" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></b></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Ο αριθμός μαθητών με βάση την «κανονιστική» Υ.Α. αριθμ. Φ.3/898/97652/Γ1</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> για τον αριθμό μαθητών ανά Τάξη ή Τμήμα Τάξης στο Δημοτικό Σχολείο και την Υ.Α. αριθμ. Φ.3/898/97657/Γ1 για τον αριθμό νηπίων ανά Τμήμα στα Νηπιαγωγεία που δημοσιεύθηκε στο ΦΕΚ 1507 τεύχος β’ 13 Οκτωβρίου 2006, είναι 25,</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> όχι 25 συν 10%. </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Το Δ.Σ. της ΔΟΕ καλεί τους συλλόγους διδασκόντων και τους εκπαιδευτικούς να αρνούνται τη δημιουργία τμημάτων άνω των 25 μαθητών και καλύπτει συνδικαλιστικά την άρνησή τους να αναλάβουν τμήμα άνω των 25 μαθητών.) <br /> Σταθερή επιδίωξή μας είναι η</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> μείωση του αριθμού των μαθητών ανά τμήμα 1:20 στα δημοτικά και 1:15 στα</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> νηπιαγωγεία. </span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Επίσης επισημαίνουμε ότι οι σύλλογοι διδασκόντων πρέπει να αναδεικνύουν τις πρόσθετες μαθησιακές ανάγκες όπου υπάρχουν και να διαμορφώσουν τον αριθμό των τμημάτων με μικρότερο από 25 μαθητές σε περιπτώσεις με μεγάλο αριθμό αλλοδαπών μαθητών, είτε μαθητών με σοβαρά κοινωνικά προβλήματα και μεγάλες μαθησιακές δυσκολίες, αξιοποιώντας τις σχετικές εγκυκλίους που το προβλέπουν και να διεκδικούν επιπλέον εκπαιδευτικούς.</span><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">9.</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> Μετακίνηση συναδέλφου</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Δεν εφαρμόζουμε καμία μετακίνηση συναδέλφου σε άλλη σχολική μονάδα με προφορική εντολή και χωρίς γραπτή απόφαση ΠΥΣΠΕ ή του Δ/ντή εκπαίδευσης. Οι προφορικές εντολές είναι αυθαίρετες και δε συνιστούν υπηρεσιακή υποχρέωση για τον εκπαιδευτικό. Ενημερώνουμε αμέσως το σύλλογό μας, σε αντίστοιχο ζήτημα.</span><span lang="EN-US" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">10.&nbsp; Εφημερία ωρομίσθιων εκπαιδευτικών και αναπληρωτών μειωμένου ωραρίου</span></b></div><div class="MsoNormal" style="text-align: justify;"><br /> </div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Οι ωρομίσθιοι εκπαιδευτικοί αμείβονται με ωριαία αποζημίωση, με βάση τις ώρες που διδάσκουν και μόνο γι' αυτές. Ως εκ τούτου η ανάθεση εφημερίας δεν προκύπτει από πουθενά και καλούμε τους συλλόγους διδασκόντων να μην αναθέτουν εφημερία στους ωρομίσθιους συναδέλφους.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"><br /> Υπενθυμίζουμε ότι με βάση την εγκύκλιο Φ.361/162/73512/Δ1 23 Ιουνίου 2010 οι ώρες και οι ημέρες απεργίας των ωρομίσθιων συναδέλφων υπολογίζονται στην προϋπηρεσία. Καλούμε τους συναδέλφους να τις περιλαμβάνουν στις καταστάσεις προϋπηρεσίας.</span></div><div style="text-align: justify;"><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Σε κάθε περίπτωση αυθαίρετης ή παράτυπης εντολής προϊσταμένου, συμβούλου ή διευθυντή ΝΑ ΖΗΤΕΙΤΑΙ Η ΕΝΤΟΛΗ ΕΓΓΡΑΦΩΣ</span></b><b><span lang="EN-GB" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">&nbsp;</span></b><b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"> ΑΛΛΙΩΣ ΔΕΝ ΕΙΝΑΙ ΥΠΟΧΡΕΩΜΕΝΟΣ Ο ΣΥΝΑΔΕΛΦΟΣ ΝΑ ΤΗΝ ΕΚΤΕΛΕΣΕΙ</span></b><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;"></span></div><div style="text-align: justify;"><span style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;">Για όλα τα παραπάνω το Δ.Σ. της ΔΟΕ παρέχει στους συναδέλφους πλήρη συνδικαλιστική και νομική κάλυψη. </span></div><div class="MsoNormal"><br /> </div></div>http://syprolech.blogspot.com/2011/09/blog-post_25.htmlnoreply@blogger.com (Σύλλογος Πρωτοβάθμιας Εκπαίδευσης Λεχαινών)0