tag:blogger.com,1999:blog-18862761672224132032024-02-20T09:59:11.104+02:00ΠΡΩΤΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥΤο παιδί είναι τριαντάφυλλο με κλεισμένα ακόμη τα πέταλα του.
Κικέρων1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.comBlogger1563125tag:blogger.com,1999:blog-1886276167222413203.post-55933736049287875442022-10-29T11:21:00.000+03:002022-10-29T11:21:04.930+03:00Nέο ιστολόγιο για το 1ο Νηπιαγωγείο Κερατσινίου<p style="text-align: justify;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZGL97PRLgPqdNVByS4HaTMoLbQv8QY7PmZLzyamtWzHTICXyJ0ucDQbROU0LGNmyCocNRxySuY53N7e7MvXzvsICqisFxS_m4qgDBH-VufSNOwUoiHFdSKxtT3mKFErT-QFFLgDp_yXAUsUx6uB8ihLU-mbkWGSW6qkS76vJKx7OzJ-zGHzJ208fl3Q/s677/IMG_20220315_200453.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="661" data-original-width="677" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZGL97PRLgPqdNVByS4HaTMoLbQv8QY7PmZLzyamtWzHTICXyJ0ucDQbROU0LGNmyCocNRxySuY53N7e7MvXzvsICqisFxS_m4qgDBH-VufSNOwUoiHFdSKxtT3mKFErT-QFFLgDp_yXAUsUx6uB8ihLU-mbkWGSW6qkS76vJKx7OzJ-zGHzJ208fl3Q/s320/IMG_20220315_200453.jpg" width="320" /></a></div><br />Ένας μεγάλος κύκλος έκλεισε για το blog μας. Σας ευχαριστούμε για την στήριξή σας.<p></p><p style="text-align: justify;">Σας καλούμε να ακολουθήστε το νέο ιστολόγιο μας εδώ: </p><p style="text-align: justify;"><a href="https://sites.google.com/view/1o-nip-keratsiniou/">https://sites.google.com/view/1o-nip-keratsiniou/</a></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-42184671309322976792022-05-07T15:36:00.000+03:002022-05-07T15:36:21.734+03:00Γιορτή της μητέρας<p style="text-align: center;"> Μητέρα είσαι στήριγμα</p><p style="text-align: center;">αγάπη και ελπίδα</p><p style="text-align: center;">σαν μ' αγκαλιάζεις τρυφερά</p><p style="text-align: center;">ολόθερμη ηλιαχτίδα!</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi07I5K18Le3xrLumFH80CFin4BrdFMyAi8trkuLjuzuZLIlT-r9rGCD6MhC1y7N613TrZ5pGmPdBErUFLh5PcThs2cnapi7Y4zYF0Ie-9Xjkd3TFiVBl4wvSJSgOISm3VpPMh3_7TPPiIFe0j7O8_gtPaOC84g1jRWB8YCIPJh9SRpoMRr2LFPLiw0Vg/s320/MHT-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi07I5K18Le3xrLumFH80CFin4BrdFMyAi8trkuLjuzuZLIlT-r9rGCD6MhC1y7N613TrZ5pGmPdBErUFLh5PcThs2cnapi7Y4zYF0Ie-9Xjkd3TFiVBl4wvSJSgOISm3VpPMh3_7TPPiIFe0j7O8_gtPaOC84g1jRWB8YCIPJh9SRpoMRr2LFPLiw0Vg/s1600/MHT-1.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">Χρόνια πολλά σε όλες τι μανούλες του κόσμου!</span></div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLKI4BbgEjb9Ji0pzukY6zhAJozD78LqDx6YTyHuKU6bYe7kIeO5ET6yo4ffYvMHCiVEYx4zJJvtlZB5PZCelqUPqJw3zQS91m2hg-5Fk_ENSUO6p_K7uZZXQEGzU9Evw31VY3Sv7tEI36uKAAAwU6Q4qaA11tZ0Pqx2DsE9s35-a3ThP9IMIn5eAUQg/s960/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLKI4BbgEjb9Ji0pzukY6zhAJozD78LqDx6YTyHuKU6bYe7kIeO5ET6yo4ffYvMHCiVEYx4zJJvtlZB5PZCelqUPqJw3zQS91m2hg-5Fk_ENSUO6p_K7uZZXQEGzU9Evw31VY3Sv7tEI36uKAAAwU6Q4qaA11tZ0Pqx2DsE9s35-a3ThP9IMIn5eAUQg/s320/3.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-u046qMCTJRO7pH-Dahx-FVmeGg-DjxATUe51IXlHzbRJhr3f-_VsDPQkmoHnA3_7PwF5I8T277ktq1LUMO3i4BlTVxcBpFQhHqUjAWeOXxTzbxpnFIPS8LdNx-Zhlqwgh9sxcpltMoktMaATmClxeAR0xsby3I-SqwlyMtN8nxURh2MUSw2s4OYFyw/s960/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-u046qMCTJRO7pH-Dahx-FVmeGg-DjxATUe51IXlHzbRJhr3f-_VsDPQkmoHnA3_7PwF5I8T277ktq1LUMO3i4BlTVxcBpFQhHqUjAWeOXxTzbxpnFIPS8LdNx-Zhlqwgh9sxcpltMoktMaATmClxeAR0xsby3I-SqwlyMtN8nxURh2MUSw2s4OYFyw/s320/1.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlx_kfF4WiljGvl7T2a_1OwvQnhp4JMeNtgdrMXES20zfcwsuxN2o4G4cPv6yBHDYmN7CDdeNYISHFBg0V9rJcxqQ8ZjjBAZlqv0mLHkzf0_mprA5huU7MIQ-FEhFWqNTACunKNBG08TnUJNugh5Sx-8qFX4yHg8KwVJ17HDmcWmWvYBkXqEvS6f8C1g/s960/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlx_kfF4WiljGvl7T2a_1OwvQnhp4JMeNtgdrMXES20zfcwsuxN2o4G4cPv6yBHDYmN7CDdeNYISHFBg0V9rJcxqQ8ZjjBAZlqv0mLHkzf0_mprA5huU7MIQ-FEhFWqNTACunKNBG08TnUJNugh5Sx-8qFX4yHg8KwVJ17HDmcWmWvYBkXqEvS6f8C1g/s320/2.jpg" width="240" /></a></div><br /><br /></div><br /><p><br /></p><p><br /></p><p><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-7561951356401625222022-04-19T20:35:00.001+03:002022-04-19T20:35:30.278+03:00Καλό Πάσχα<p> Το εκπαιδευτικό προσωπικό και οι μαθητές του 1ου Νηπιαγωγείου Κερατσινίου σας εύχονται καλό, ευλογημένο και ήρεμο Πάσχα με υγεία και ευτυχία.</p><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUM6cv2tpFtO1pw_NyTs3E2gl_89uewwjcy-WqkfcSca2DxZ_ss3XUXK0RsoZoXPyAmKTu-nNQXPcJnwmwE6t3N9kBgNrU2_RbBhu5uUOjhSsYvnt0T44uLa84wS3kx4ygRioBcoreBNDYzSYrYOO9LVvCrVkwPHHX0MwMKz1HjEGcCpOcKNrdLniMYA/s960/%CE%BD.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUM6cv2tpFtO1pw_NyTs3E2gl_89uewwjcy-WqkfcSca2DxZ_ss3XUXK0RsoZoXPyAmKTu-nNQXPcJnwmwE6t3N9kBgNrU2_RbBhu5uUOjhSsYvnt0T44uLa84wS3kx4ygRioBcoreBNDYzSYrYOO9LVvCrVkwPHHX0MwMKz1HjEGcCpOcKNrdLniMYA/s320/%CE%BD.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJHxovrWYR2e2GhzcHr-KZgcKjd7vfiYGhVm9veb3YQSMKQ7q6yvV-n-gj8u2HZx3F8_m6ElwoSUx3Z-pUhpXNXy5t6Q5cMj1U-uwjoy-eKnDZdlpy0v3sz5gRuQTigr9nvgzrARNT539f08Ds1d6sh4rvAqL0Uek_kV8gZUpYoa9bjtRfZ-A-rYGoMQ/s960/%CE%BE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJHxovrWYR2e2GhzcHr-KZgcKjd7vfiYGhVm9veb3YQSMKQ7q6yvV-n-gj8u2HZx3F8_m6ElwoSUx3Z-pUhpXNXy5t6Q5cMj1U-uwjoy-eKnDZdlpy0v3sz5gRuQTigr9nvgzrARNT539f08Ds1d6sh4rvAqL0Uek_kV8gZUpYoa9bjtRfZ-A-rYGoMQ/s320/%CE%BE.jpg" width="240" /></a></div><br /><p><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-48642978551072927392022-02-27T13:07:00.002+02:002022-02-27T13:07:25.332+02:00Make a wish - Συμμετοχή στο πρόγραμμα και στο διαγωνισμό ζωγραφικής<p>Και φέτος το σχολείο μας πήρε μέρος στο πρόγραμμα Make a wish διαθέτοντας σε μαθητές και εκπαιδευτικούς τα εορταστικά αστεράκια του.</p><p>Η συμμετοχή μας θα βοηθήσει τη 14χρονη Εμμανουέλα να πραγματοποιήσει το όνειρο-ευχή της.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjamMZ4bEikH4azUGXqmu5LaKu8sGinhiTNMlF4c4CPFDjEQ4qYslk_uCz7NL4CSwxl5ifkVliBH_Fz-zwBh1Ofk_sy95t8Z8JV5xvVwv-ut7U9ZEa589Hn80oYaXrwlCZaIR2eTfWYbTclleAV7KDCH0OYvSV3amvkU1ZfCn6ZO6ePJg9LQcTyDNckYA=s526" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="381" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjamMZ4bEikH4azUGXqmu5LaKu8sGinhiTNMlF4c4CPFDjEQ4qYslk_uCz7NL4CSwxl5ifkVliBH_Fz-zwBh1Ofk_sy95t8Z8JV5xvVwv-ut7U9ZEa589Hn80oYaXrwlCZaIR2eTfWYbTclleAV7KDCH0OYvSV3amvkU1ZfCn6ZO6ePJg9LQcTyDNckYA=s320" width="232" /></a></div><br /><p></p><p>Παράλληλα πήραμε μέρος και στον ετήσιο διαγωνισμό του Make a wish με μια ομαδική αφίσα.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi4-dSUrgVQaje9wOkfToeBbUKyUoOAkr8TRq_k0EAQVVPZJu77iHuAT3_TQsfxDUcy1s6-t5BJtQnVg83QyHOSr5s5160_dpqaZnsV5eYdny8vpVI8U9lsrq4MP-nPgfSqSq2ptMjpuQmtRKZ28IGPan38MJSSgdpZEEeBgN442mqksBbHLIFu6iZ0vg=s212" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="212" data-original-width="148" height="312" src="https://blogger.googleusercontent.com/img/a/AVvXsEi4-dSUrgVQaje9wOkfToeBbUKyUoOAkr8TRq_k0EAQVVPZJu77iHuAT3_TQsfxDUcy1s6-t5BJtQnVg83QyHOSr5s5160_dpqaZnsV5eYdny8vpVI8U9lsrq4MP-nPgfSqSq2ptMjpuQmtRKZ28IGPan38MJSSgdpZEEeBgN442mqksBbHLIFu6iZ0vg=w218-h312" width="218" /></a></div><br /><p><br /></p><p><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-18264468998868288292022-02-22T16:29:00.003+02:002022-02-22T16:29:47.563+02:00Όρια εγγραφών 1ου και 19ου Νηπιαγωγείων Κερατσινίου<p> <span class="markedContent" id="page3R_mcid2"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 23.4px; left: 221.633px; top: 65.2483px; transform: scaleX(0.868133);">ΟΡΙΑ ΕΓΓΡΑΦΩΝ 1</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 15px; left: 399.683px; top: 63.2207px; transform: scaleX(1.00938);">ου</span><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 415.883px; top: 66.152px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 23.4px; left: 421.283px; top: 65.2483px; transform: scaleX(0.967607);">και 19</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 15px; left: 481.917px; top: 63.2207px; transform: scaleX(1.00938);">ου</span><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 498.117px; top: 66.152px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 23.4px; left: 503.317px; top: 65.2483px; transform: scaleX(0.853788);">ΝΗΠΙΑΓΩΓΕΙΟΥ ΚΕΡΑΤΣΙΝΙΟΥ</span><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 783.567px; top: 66.152px;"> </span></span><span class="markedContent" id="page3R_mcid3"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 502.517px; top: 115.585px;"> </span></span><span class="markedContent" id="page3R_mcid4"></span><span class="markedContent" id="page3R_mcid5"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 23.4px; left: 241.233px; top: 164.082px; transform: scaleX(0.88061);">ΚΟΙΝΑ ΟΡΙΑ ΜΕ 6</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 15px; left: 413.483px; top: 162.054px;">ο</span><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 421.483px; top: 164.985px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 23.4px; left: 426.683px; top: 164.082px; transform: scaleX(0.861476);">ΔΗΜΟΤΙΚΟ ΣΧΟΛΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥ</span><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 763.967px; top: 164.985px;"> </span></span><span class="markedContent" id="page3R_mcid6"></span></p><p><span class="markedContent" id="page3R_mcid6"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 930.6px; top: 66.152px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid7"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 213.475px;"> </span></span><span class="markedContent" id="page3R_mcid8"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 213.475px; transform: scaleX(0.851059);">Α. ΜΠΕΡΤΟΥ: 30 </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 214.633px; top: 213.475px; transform: scaleX(0.781772);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 222.833px; top: 213.475px; transform: scaleX(0.796121);">ΕΩΣ ΤΕΛΟΣ ΖΥΓΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 359.683px; top: 213.475px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 363.883px; top: 213.475px;">&</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 376.483px; top: 213.475px; transform: scaleX(0.801928);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 388.883px; top: 213.475px; transform: scaleX(0.843883);">13 ΕΩΣ ΤΕΛΟΣ ΜΟΝΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 554.717px; top: 213.475px;"> </span></span><span class="markedContent" id="page3R_mcid9"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 213.475px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid10"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 256.675px;"> </span></span><span class="markedContent" id="page3R_mcid11"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 256.675px; transform: scaleX(0.844032);">ΑΓΙΟΥ ΝΙΚΟΛΑΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 277.033px; top: 256.675px;"> </span></span><span class="markedContent" id="page3R_mcid12"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 256.675px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid13"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 303.275px;"> </span></span><span class="markedContent" id="page3R_mcid14"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 303.275px; transform: scaleX(0.869116);">ΑΛΑΜΑΝΑΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 233.233px; top: 303.275px;"> </span></span><span class="markedContent" id="page3R_mcid15"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 303.275px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid16"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 351.075px;"> </span></span><span class="markedContent" id="page3R_mcid17"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 351.075px; transform: scaleX(0.857985);">ΑΝΑΤΟΛΗΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 228.833px; top: 351.075px;"> </span></span><span class="markedContent" id="page3R_mcid18"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 351.075px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid19"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 394.325px;"> </span></span><span class="markedContent" id="page3R_mcid20"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 394.325px; transform: scaleX(0.862771);">ΑΝΘΙΜΟΥ ΓΑΖΗ: ΕΩΣ 19 ΜΟΝΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 336.483px; top: 394.325px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 340.683px; top: 394.325px; transform: scaleX(0.903454);">& </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 365.683px; top: 394.325px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 369.683px; top: 394.325px; transform: scaleX(0.795313);">ΕΩΣ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 403.283px; top: 394.325px; transform: scaleX(0.823936);">24 ΖΥΓΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 472.117px; top: 394.325px;"> </span></span><span class="markedContent" id="page3R_mcid21"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 394.325px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid22"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 440.925px;"> </span></span><span class="markedContent" id="page3R_mcid23"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 440.925px; transform: scaleX(0.855466);">ΓΑΛΗΝΟΥ: 1</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 183.433px; top: 440.925px;">-</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 189.033px; top: 440.925px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 193.033px; top: 440.925px; transform: scaleX(0.887582);">53 ΜΟΝΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 284.683px; top: 440.925px; transform: scaleX(0.889271);">& </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 313.683px; top: 440.925px;">2</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 323.083px; top: 440.925px;">-</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 328.683px; top: 440.925px; transform: scaleX(0.82152);">30 ΖΥΓΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 397.283px; top: 440.925px;"> </span></span><span class="markedContent" id="page3R_mcid24"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 440.925px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid25"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 487.525px;"> </span></span><span class="markedContent" id="page3R_mcid26"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 487.525px; transform: scaleX(0.855701);">ΓΑΛΙΛΑΙΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 224.633px; top: 487.525px;"> </span></span><span class="markedContent" id="page3R_mcid27"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 487.525px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid28"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 535.325px;"> </span></span><span class="markedContent" id="page3R_mcid29"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 535.325px; transform: scaleX(0.826052);">ΓΟΡΤΥΝΙΑΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 227.033px; top: 535.325px;"> </span></span><span class="markedContent" id="page3R_mcid30"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 535.325px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid31"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 581.925px;"> </span></span><span class="markedContent" id="page3R_mcid32"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 581.925px; transform: scaleX(0.847852);">ΓΡΗΓΟΡΙΟΥ ΛΑΜΠΡΑΚΗ: 376</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 301.683px; top: 581.925px;">-</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 307.283px; top: 581.925px; transform: scaleX(0.832111);">454 ΖΥΓΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 385.283px; top: 581.925px;"> </span></span><span class="markedContent" id="page3R_mcid33"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 581.925px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid34"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 625.125px;"> </span></span><span class="markedContent" id="page3R_mcid35"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 625.125px; transform: scaleX(0.853659);">ΔΙΣΤΟΜΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 225.633px; top: 625.125px;"> </span></span><span class="markedContent" id="page3R_mcid36"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 625.125px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid37"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 671.958px;"> </span></span><span class="markedContent" id="page3R_mcid38"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 671.958px; transform: scaleX(0.848743);">ΔΟΞΑΤΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 208.233px; top: 671.958px;"> </span></span><span class="markedContent" id="page3R_mcid39"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 671.958px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid40"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 718.758px;"> </span></span><span class="markedContent" id="page3R_mcid41"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 718.758px; transform: scaleX(0.851618);">ΔΡΑΓΑΤΣΑΝΙΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 262.833px; top: 718.758px;"> </span></span><span class="markedContent" id="page3R_mcid42"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 718.758px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid43"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 765.358px;"> </span></span><span class="markedContent" id="page3R_mcid44"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 765.358px; transform: scaleX(0.86125);">ΗΡΩΩΝ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 197.433px; top: 765.358px;"> </span></span><span class="markedContent" id="page3R_mcid45"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 765.358px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid46"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 812.158px;"> </span></span><span class="markedContent" id="page3R_mcid47"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 812.158px; transform: scaleX(0.828121);">ΚΑΛΛΕΡΓΗ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 218.833px; top: 812.158px;"> </span></span><span class="markedContent" id="page3R_mcid48"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 812.158px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid49"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 858.758px;"> </span></span><span class="markedContent" id="page3R_mcid50"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 858.758px; transform: scaleX(0.799969);">ΚΑΣΟΥ: ΖΥΓΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 196.633px; top: 858.758px;"> </span></span><span class="markedContent" id="page3R_mcid51"><span dir="ltr" role="presentation" style="font-family: monospace; font-size: 23.4px; left: 930.6px; top: 860.669px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid52"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 909.008px;"> </span></span><span class="markedContent" id="page3R_mcid53"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 909.008px; transform: scaleX(0.818347);">ΚΙΛΚ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 127.04px; top: 909.008px; transform: scaleX(0.792015);">ΙΣ: </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 148.24px; top: 909.008px; transform: scaleX(0.82086);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 156.64px; top: 909.008px; transform: scaleX(0.869314);">ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 195.833px; top: 909.008px;"> </span></span><span class="markedContent" id="page3R_mcid54"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 909.008px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid55"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 955.808px;"> </span></span><span class="markedContent" id="page3R_mcid56"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 955.808px; transform: scaleX(0.822927);">ΛΕΥΚΑΔΟΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 223.833px; top: 955.808px;"> </span></span><span class="markedContent" id="page3R_mcid57"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 955.808px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid58"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1002.41px;"> </span></span><span class="markedContent" id="page3R_mcid59"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1002.41px; transform: scaleX(0.827839);">ΛΟΥΙ ΠΑΣΤΕΡ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 234.233px; top: 1002.41px;"> </span></span><span class="markedContent" id="page3R_mcid60"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1002.41px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid61"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1050.01px;"> </span></span><span class="markedContent" id="page3R_mcid62"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1050.01px; transform: scaleX(0.854805);">ΜΑΚΕΔΟΝΙΑΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 247.233px; top: 1050.01px;"> </span></span><span class="markedContent" id="page3R_mcid63"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1050.01px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid64"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1096.81px;"> </span></span><span class="markedContent" id="page3R_mcid65"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1096.81px; transform: scaleX(0.854991);">ΜΑΝΟΥ ΚΑΤΡΑΚΗ: ΜΕΧΡΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 278.633px; top: 1096.81px; transform: scaleX(0.82086);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 286.883px; top: 1096.81px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 290.883px; top: 1096.81px; transform: scaleX(0.934182);">& </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 311.883px; top: 1096.81px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 315.883px; top: 1096.81px; transform: scaleX(0.820099);">ΤΗΝ ΚΑΣΟΥ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 401.683px; top: 1096.81px;"> </span></span><span class="markedContent" id="page3R_mcid66"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1096.81px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid67"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1143.41px;"> </span></span><span class="markedContent" id="page3R_mcid68"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1143.41px; transform: scaleX(0.858218);">ΜΕΘΩΝΗΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 229.233px; top: 1143.41px;"> </span></span><span class="markedContent" id="page3R_mcid69"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1143.41px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid70"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1190.04px;"> </span></span><span class="markedContent" id="page3R_mcid71"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1190.04px; transform: scaleX(0.829873);">ΜΕΘΩΝΗΣ: ΕΩΣ 62 ΖΥΓΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 300.683px; top: 1190.04px; transform: scaleX(0.934182);">& </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 321.483px; top: 1190.04px; transform: scaleX(0.82086);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 329.883px; top: 1190.04px; transform: scaleX(0.858667);">ΕΩΣ 63 ΜΟΝΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 454.883px; top: 1190.04px;"> </span></span><span class="markedContent" id="page3R_mcid72"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1190.04px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid73"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1236.84px;"> </span></span><span class="markedContent" id="page3R_mcid74"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1236.84px; transform: scaleX(0.840255);">ΜΕΣΟΛΟΓΓΙΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 257.433px; top: 1236.84px;"> </span></span><span class="markedContent" id="page3R_mcid75"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1236.84px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page3R_mcid76"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 1283.44px;"> </span></span><span class="markedContent" id="page3R_mcid77"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 1283.44px; transform: scaleX(0.877902);">ΜΠΑΛΗ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 204.033px; top: 1283.44px;"> </span></span><span class="markedContent" id="page3R_mcid78"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 1283.44px;"> </span></span><span class="markedContent" id="undefined"></span></p><span class="markedContent" id="page21R_mcid0"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 64.2414px;"> </span></span><span class="markedContent" id="page21R_mcid1"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 64.2414px; transform: scaleX(0.854146);">ΝΗΣΟΥ ΡΩ: ΜΟΝΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 240.033px; top: 64.2414px;"> </span></span><span class="markedContent" id="page21R_mcid2"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 64.2414px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid3"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 112.075px;"> </span></span><span class="markedContent" id="page21R_mcid4"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 112.075px; transform: scaleX(0.814828);">ΞΑΣΤΕΡΙΑΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 227.633px; top: 112.075px;"> </span></span><span class="markedContent" id="page21R_mcid5"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 112.075px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid6"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 158.675px;"> </span></span><span class="markedContent" id="page21R_mcid7"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 158.675px; transform: scaleX(0.801462);">ΟΔΥΣΣΕΩΣ: </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 178.833px; top: 158.675px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 183.033px; top: 158.675px; transform: scaleX(0.869314);">ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 222.233px; top: 158.675px;"> </span></span><span class="markedContent" id="page21R_mcid8"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 158.675px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid9"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 205.275px;"> </span></span><span class="markedContent" id="page21R_mcid10"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 205.275px; transform: scaleX(0.853067);">ΟΘΩΝΟΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 209.233px; top: 205.275px;"> </span></span><span class="markedContent" id="page21R_mcid11"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 205.275px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid12"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 252.075px;"> </span></span><span class="markedContent" id="page21R_mcid13"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 252.075px; transform: scaleX(0.851789);">ΟΙΝΟΗΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 200.833px; top: 252.075px;"> </span></span><span class="markedContent" id="page21R_mcid14"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 252.075px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid15"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 298.675px;"> </span></span><span class="markedContent" id="page21R_mcid16"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 298.675px;"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 96.84px; top: 298.675px; transform: scaleX(0.854454);">ΠΑΞΩΝ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; 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top: 345.275px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid21"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 388.525px;"> </span></span><span class="markedContent" id="page21R_mcid22"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 388.525px; transform: scaleX(0.847871);">ΠΟΝΤΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 209.833px; top: 388.525px;"> </span></span><span class="markedContent" id="page21R_mcid23"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 388.525px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid24"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 435.325px;"> </span></span><span class="markedContent" id="page21R_mcid25"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 435.325px; transform: scaleX(0.844659);">ΠΥΛΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 200.633px; top: 435.325px;"> </span></span><span class="markedContent" id="page21R_mcid26"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 435.325px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid27"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 481.925px;"> </span></span><span class="markedContent" id="page21R_mcid28"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 481.925px; transform: scaleX(0.843382);">ΡΟΔΟΠΗΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 219.833px; top: 481.925px;"> </span></span><span class="markedContent" id="page21R_mcid29"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 481.925px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid30"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 528.525px;"> </span></span><span class="markedContent" id="page21R_mcid31"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 528.525px; transform: scaleX(0.841164);">ΡΟΔΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 197.433px; top: 528.525px;"> </span></span><span class="markedContent" id="page21R_mcid32"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 528.525px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid33"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 575.325px;"> </span></span><span class="markedContent" id="page21R_mcid34"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 575.325px; transform: scaleX(0.842178);">ΡΟΥΜΕΛΗΣ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 225.833px; top: 575.325px;"> </span></span><span class="markedContent" id="page21R_mcid35"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 575.325px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid36"><br /><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 621.925px;"> </span></span><span class="markedContent" id="page21R_mcid37"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 621.925px; transform: scaleX(0.843171);">ΣΑΝΤΑΡΟΖΑ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 235.633px; top: 621.925px;"> </span></span><span class="markedContent" id="page21R_mcid38"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 621.925px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid39"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 668.558px;"> </span></span><span class="markedContent" id="page21R_mcid40"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 668.558px; transform: scaleX(0.826532);">ΣΗΣΤΟΥ: ΟΛΟΙ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 198.633px; top: 668.558px;"> </span></span><span class="markedContent" id="page21R_mcid41"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 668.558px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid42"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 716.358px;"> </span></span><span class="markedContent" id="page21R_mcid43"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 716.358px; transform: scaleX(0.851267);">ΣΙΦΝΟΥ: ΟΛΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 208.433px; top: 716.358px;"> </span></span><span class="markedContent" id="page21R_mcid44"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 930.6px; top: 716.358px;"> </span></span><span class="markedContent" id="undefined"></span><span class="markedContent" id="page21R_mcid45"><br role="presentation" /><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 69px; top: 762.958px;"> </span></span><span class="markedContent" id="page21R_mcid46"><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 92.64px; top: 762.958px; transform: scaleX(0.834816);">ΣΤΕΦΑΝΟΥ</span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 176.433px; top: 762.958px; transform: scaleX(0.82086);"> </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 184.833px; top: 762.958px; transform: scaleX(0.82558);">ΞΕΝΟΥ: ΟΛΟΙ </span><span dir="ltr" role="presentation" style="font-family: sans-serif; font-size: 18.4px; left: 291.483px; top: 762.958px;"> </span></span><span class="markedContent" id="page21R_mcid47"><span dir="ltr" role="presentation" style="font-family: sans-serif; 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<p align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt;">Εγγραφή<span style="mso-spacerun: yes;"> </span>Μαθητών στο Νηπιαγωγείο</span></b></p>
<p align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">(σύμφωνα με
το Π.Δ.<span style="mso-spacerun: yes;"> </span>79/2017)</span></b></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="height: 54.3pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="background: #C6D9F1; border: solid windowtext 1.0pt; height: 54.3pt; mso-border-alt: solid windowtext .5pt; mso-rotate: 90; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΠΟΤΕ;</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 54.3pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" width="697">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">Ανακοινώνεται
ότι <b style="mso-bidi-font-weight: normal;">οι ηλεκτρονικές εγγραφές</b> των νηπίων/προνηπίων
που θα φοιτήσουν</span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">στο
Νηπιαγωγείο, κατά το σχολικό έτος <b style="mso-bidi-font-weight: normal;">2022-2023</b></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">αρχίζουν
την <b><u>Τρίτη 1-3-2022</u> </b><span style="mso-spacerun: yes;"> </span>και
λήγουν στις <b style="mso-bidi-font-weight: normal;"><u><span style="mso-spacerun: yes;"> </span>20 Μαρτίου 2022</u></b></span></p>
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</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;"> </span></b></p>
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<tbody><tr style="height: 48.2pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="background: #D6E3BC; border: solid windowtext 1.0pt; height: 48.2pt; mso-border-alt: solid windowtext .5pt; mso-rotate: 90; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΠΟΙΟΙ;</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" width="697">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">Φέτος,
στο Νηπιαγωγείο θα εγγραφούν :</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">- <span style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;"></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">Υποχρεωτικά</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"> όλα τα
νήπια α΄ νηπιακής ηλικίας (νήπια)</span></b><span style="font-size: 12.0pt;">,
που γεννήθηκαν <b style="mso-bidi-font-weight: normal;">από 1/1/2017</b> έως
και <b style="mso-bidi-font-weight: normal;">31/12/2017</b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">- <span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">Υποχρεωτικά </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">όλα τα νήπια β΄ νηπιακής ηλικίας
(προνήπια)</span></b><span style="font-size: 12.0pt;">, που γεννήθηκαν <b style="mso-bidi-font-weight: normal;">από 1/1/2018</b> έως και <b style="mso-bidi-font-weight: normal;">31/12/2018</b>.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"> </p>
</td>
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</tbody></table>
<p class="MsoNormal" style="text-align: justify;">Οι αιτήσεις εγγραφών στα δημόσια Νηπιαγωγεία
Γενικής Παιδείας θα γίνονται μέσω ηλεκτρονικής εφαρμογής με Ηλεκτρονική Αίτηση Εγγραφής.<span style="mso-spacerun: yes;"> </span>Εγγραφές μετά την 20η Μαρτίου θεωρούνται
εκπρόθεσμες και χρειάζονται την έγκριση του Διευθυντή Πρωτοβάθμιας Εκπαίδευσης,
όπως τούτο ορίζεται στην παρ. 6 του άρθρου 6 του ΠΔ79/2017 (Α΄109).<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 115%;"></span></b></p>
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<tbody><tr style="height: 14.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="8" style="background: #E5DFEC; border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-rotate: 90; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΑΠΑΙΤΟΥΜΕΝΑ ΔΙΚΑΙΟΛΟΓΗΤΙΚΑ</span></b></p>
</td>
<td colspan="3" style="background: yellow; border-left: none; border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" valign="top" width="697">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Α.<span style="mso-spacerun: yes;"> </span>ΔΙΑΔΙΚΑΣΙΑ
ΥΠΟΒΟΛΗΣ ΗΛΕΚΤΡΟΝΙΚΩΝ ΑΙΤΗΣΕΩΝ ΕΓΓΡΑΦΗΣ <span style="mso-spacerun: yes;"> </span>ΠΡΟΣ ΤΟΥΣ ΓΟΝΕΙΣ:</span></b></p>
</td>
</tr>
<tr style="height: 60.9pt; mso-yfti-irow: 1;">
<td colspan="3" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 60.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" valign="top" width="697">
<p class="Default" style="margin-bottom: 8.7pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-size: 11.0pt;">Είσοδος στη σελίδα
της εφαρμογής (</span></b><span style="font-size: 11.0pt;"><a href="https://proti-eggrafi.services.gov.gr/">https://proti-eggrafi.services.gov.gr/</a>)
<span style="mso-spacerun: yes;"> </span><b>και επιλογή του Νηπιαγωγείου </b>στο
οποίο ανήκει σύμφωνα με τη διεύθυνση κατοικίας του. </span></p>
<p class="Default" style="margin-bottom: 8.7pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-size: 11.0pt;">Χρήση κωδικών</span></b><span style="font-size: 11.0pt;">: Οι γονείς/κηδεμόνες, κατά την είσοδό τους στην ηλεκτρονική
Υπηρεσία «Πρώτη Εγγραφή» της Ενιαίας Ψηφιακής Πύλης (gov.gr) αυθεντικοποιούνται
με την χρήση των κωδικών-διαπιστευτηρίων της Γενικής Γραμματείας Πληροφοριακών
Συστημάτων Δημόσιας Διοίκησης του Υπουργείου Ψηφιακής Διακυβέρνησης
(taxisnet). </span></p>
<p class="Default" style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-size: 11.0pt;">Συμπλήρωση στοιχείων
επικοινωνίας</span></b><span style="font-size: 11.0pt;">: Κατά την είσοδό του στο
σύστημα, ο γονέας/κηδεμόνας συμπληρώνει <b>τα στοιχεία ηλεκτρονικού ταχυδρομείου
(προαιρετικά) και κινητού τηλεφώνου </b>μέσω του οποίου θα ενημερώνεται για την
πορεία της αίτησής του. </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">Για την υποβολή της αίτησης
οι γονείς/κηδεμόνες συμπληρώνουν διαδοχικά τα ακόλουθα: </span></b><span style="font-size: 11.0pt;"></span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">α) τα στοιχεία του νηπίου/προνηπίου
για το οποίο αιτείται την εγγραφή </span></b><span style="font-size: 11.0pt;">(παρ.
2 του άρθρου 2 της ΚΥΑ 53128/Δ1/2020 (Β΄ 1767). Το σύστημα διαλειτουργεί με το
Μητρώο Πολιτών και το Πληροφοριακό Σύστημα myschool και παρέχει στον γονέα/κηδεμόνα
λίστα των τέκνων που είναι εγγεγραμμένα στην οικογενειακή του μερίδα, τα οποία
είναι σε ηλικία εγγραφής στο Νηπιαγωγείο και τα οποία δεν είναι εγγεγραμμένα σε
άλλη σχολική μονάδα. Τα στοιχεία των τέκνων είναι συμπληρωμένα και ο γονέας/κηδεμόνας
επιλέγει το τέκνο για το οποίο επιθυμεί να υποβάλει αίτηση. Σε περίπτωση ωστόσο
που για οποιοδήποτε λόγο η λίστα δεν περιλαμβάνει το τέκνο που επιθυμεί να εγγράψει,
έχει τη δυνατότητα να εισάγει μόνος του τα στοιχεία του νηπίου/προνηπίου και να
τεκμηριώσει τη σχέση κηδεμονίας, είτε με δικαστική απόφαση επιμέλειας είτε με
ιδιωτικό συμφωνητικό ρύθμισης επιμέλειας, με ανάρτηση σχετικού αποδεικτικού σε
ψηφιακή μορφή, </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">β) τη διεύθυνση μόνιμης κατοικίας
του</span></b><span style="font-size: 11.0pt;">, την οποία τεκμηριώνει αναρτώντας
σε ψηφιακή μορφή εγγράφου σχετικό αποδεικτικό, όπως λογαριασμό ΔΕΚΟ, μισθωτήριο
συμβόλαιο, ή άλλο δημόσιο πρόσφατο έγγραφο <b>από το οποίο να προκύπτει ρητά η
διεύθυνση κατοικίας</b>, </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">γ) το ονοματεπώνυμο άλλου/λων
τέκνου/ων</span></b><span style="font-size: 11.0pt;">, που φοιτά/τούν στην ίδια
ή σε συστεγαζόμενη σχολική μονάδα, εφόσον υπάρχει/χουν και για το/τα οποίο/α θα
χρειαστεί να προσκομίσει Βεβαίωση Φοίτησης από τον Διευθυντή/ντρια της συστεγαζόμενης
σχολικής μονάδας. </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">δ) εάν επιθυμούν τη φοίτηση
του νηπίου/προνηπίου στο Προαιρετικό Ολοήμερο πρόγραμμα ή/και στο Τμήμα Πρόωρης
Υποδοχής</span></b><span style="font-size: 11.0pt;">, </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">ε) τα στοιχεία των συνοδών
</span></b><span style="font-size: 11.0pt;">των νηπίων/προνηπίων κατά την προσέλευση
και αποχώρηση τους από τη σχολική μονάδα και </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">στ) επιλέγουν τη δήλωση</span></b><span style="font-size: 11.0pt;">: «Υποβάλλοντας αυτή την αίτηση, αναλαμβάνω την ευθύνη
για την ασφαλή προσέλευση και αποχώρηση του νηπίου/προνηπίου». </span></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-rule: exactly; text-align: justify;"><b>Ιδιαίτερη προσοχή
θα πρέπει να δοθεί στο ότι τα δικαιολογητικά για τα (γ) και (δ) προσκομίζονται
στη σχολική μονάδα εντός του χρονικού διαστήματος που ορίζει ο Προϊστάμενος/νη-Διευθυντής/ντρια
του Νηπιαγωγείου</b>.</p>
<p class="Default"><span style="font-size: 11.0pt;">Πριν την οριστική υποβολή της
αίτησης, (παρ 3 του άρθρου 2 της ΚΥΑ 53128/Δ1/2020 (Β΄ 1767) οι γονείς/κηδεμόνες
ενημερώνονται από την ηλεκτρονική υπηρεσία «Πρώτη Εγγραφή» της Ενιαίας Ψηφιακής
Πύλης (gov.gr) για τα παραστατικά που θα απαιτηθεί να προσκομίσει κατά την επίσκεψή
του στη σχολική μονάδα. Σε αυτά τα παραστατικά, πέρα από τα <b>(γ) </b>και <b>(δ)
</b>εφόσον τα έχει αιτηθεί, περιλαμβάνονται τα: </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">ζ) Ατομικό Δελτίο Υγείας Μαθητή,
</span></b><span style="font-size: 11.0pt;">σύμφωνα με τη με αρ. πρωτ. Φ.6/1094/80261/Δ1/20-5-2015
εγκύκλιο (Α.Δ.Υ.Μ.) </span></p>
<p class="Default"><b><span style="font-size: 11.0pt;">η) Βιβλιάριο Εμβολίων</span></b><span style="font-size: 11.0pt;">, του μαθητή/τριας, ή προσκόμιση άλλου στοιχείου, στο
οποίο φαίνεται ότι έγιναν τα προβλεπόμενα εμβόλια (παρ. 4, του άρ. 6 του Π.Δ
79/2017 (ΦΕΚ Α’ 109), όπως τροποποιήθηκε με το άρθρο 23 του ν. 4559/2018 (ΦΕΚ
Α’ 142) και από το άρθρο 74 του ν. 4589/2019 (ΦΕΚ Α’ 13)). </span></p>
<p class="Default"><span style="font-size: 11.0pt;">Πριν την τελική υποβολή της αίτησης,
απαιτείται η έγγραφη συναίνεση του έτερου γονέα/κηδεμόνα με υπεύθυνη δήλωση
του. </span></p>
<p class="MsoNormal" style="line-height: 107%; margin-bottom: 8.0pt;"><b>Επισημαίνεται
ότι η αποδοχή της αίτησης δε συνεπάγεται απαραίτητα φοίτηση του
νηπίου/προνηπίου στη δηλωθείσα σχολική μονάδα. Η σχολική μονάδα φοίτησης του
νηπίου/προνηπίου θα καθοριστεί μετά το πέρας της διαδικασίας υποβολής των
αιτήσεων και αφού η αρμόδια Διεύθυνση Πρωτοβάθμιας Εκπαίδευσης κατανείμει τις
αιτήσεις σύμφωνα με τις διαθέσιμες θέσεις κάθε Νηπιαγωγείου.</b></p>
<p class="MsoNormal" style="line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-rule: exactly; text-align: justify;"><span style="font-size: 12.0pt;"> </span></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 2;">
<td colspan="3" style="background: yellow; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" valign="top" width="697">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"> </span></b></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" valign="top" width="28">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"> </span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 184.25pt;" valign="top" width="246">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"> </b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 317.2pt;" valign="top" width="423">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12.0pt;"> </span></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 4;">
<td colspan="3" style="background: yellow; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" valign="top" width="697">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Γ. Πρόσθετα δικαιολογητικά κατά περίπτωση: </span></b></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" valign="top" width="28">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">6.</span></b></p>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 501.45pt;" valign="top" width="669">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12.0pt;">Εάν το παιδί
πάσχει από χρόνια ασθένεια, σχετική <b style="mso-bidi-font-weight: normal;">ιατρική
γνωμάτευση</b></span></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 6;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" valign="top" width="28">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">7.</span></b></p>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 501.45pt;" valign="top" width="669">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12.0pt;">Σε περίπτωση
μαθητών-τριων με αναπηρία ή ειδικές εκπαιδευτικές ανάγκες, γνωμάτευση από <b style="mso-bidi-font-weight: normal;">ΚΕ.ΔΑ.ΣΥ</b> ή <b style="mso-bidi-font-weight: normal;">δημόσιο ιατροπαιδαγωγικό κέντρο</b> ή άλλη <b style="mso-bidi-font-weight: normal;">δημόσια υπηρεσία</b>, χωρίς αυτή να αποτελεί προϋπόθεση εγγραφής</span></p>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" valign="top" width="28">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">8.</span></b></p>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 501.45pt;" valign="top" width="669">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Δικαστική Απόφαση ή Ιδιωτικό Συμφωνητικό Επιμέλειας</span></b><span style="font-size: 12.0pt;"> (σε περίπτωση διαζυγίου ή διάστασης)</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;"> </span></b></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="height: 84.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="background: #FBD4B4; border: solid windowtext 1.0pt; height: 84.4pt; mso-border-alt: solid windowtext .5pt; mso-rotate: 90; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; margin-top: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΑΛΛΟΔΑΠΟΙ</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 84.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" width="697">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">Οι <b style="mso-bidi-font-weight: normal;">αλλοδαποί </b>μαθητές, εγγράφονται στο
Νηπιαγωγείο, </span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">προσκομίζοντας
τα <b style="mso-bidi-font-weight: normal;">δικαιολογητικά που αναφέρονται
παραπάνω</b>, </span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">καθώς
και <b style="mso-bidi-font-weight: normal;">ληξιαρχική πράξη γέννησης<span style="mso-spacerun: yes;"> </span>ή ομοειδές πιστοποιητικό</b>, <b style="mso-bidi-font-weight: normal;">επίσημα μεταφρασμένο,</b> </span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">χωρίς να
είναι απαραίτητη η πρόσφατη ημερομηνία έκδοσης</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="display: none; mso-hide: all;"> </span></p>
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: paragraph; mso-table-left: left; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 35.95pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="height: 91.95pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="background: #C4BC96; border: solid windowtext 1.0pt; height: 91.95pt; mso-border-alt: solid windowtext .5pt; mso-rotate: 90; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.65pt; margin-right: 5.65pt; margin-top: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 35.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">ΠΛΗΡΟΦΟΡΙΕΣ</span></b></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 91.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 522.7pt;" width="697">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">Για
περισσότερες πληροφορίες, σχετικά με τις ηλεκτρονικές εγγραφές,</span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">στο 1<sup>ο</sup><span style="mso-spacerun: yes;"> </span>και 19<sup>ο</sup><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Νηπιαγωγείο
</b>Κερατσινίου που έχουν κοινές εγγραφές,</span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt;">απευθυνθείτε
στις<span style="mso-spacerun: yes;"> </span>Προϊσταμένες<span style="mso-spacerun: yes;"> </span>τους<span style="mso-spacerun: yes;">
</span>(τηλ. επικοινωνίας : 1<sup>ο</sup> Ν/Γ <span style="mso-spacerun: yes;"> </span>210-4014096 και ώρες 11.30-12.30 καθημερινά <span style="mso-spacerun: yes;"> </span>και 19<sup>ο</sup> Ν/Γ <span style="mso-spacerun: yes;"> </span>210-4329759 και ώρες 13.00-14.00 καθημερινά<span style="mso-spacerun: yes;"></span>) </span><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">από τη <b style="mso-bidi-font-weight: normal;">1-3-2022 </b>μέχρι και την Παρασκευή <b>18-3-2022</b><b style="mso-bidi-font-weight: normal;">. <span style="mso-spacerun: yes;"> </span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;">Οποιαδήποτε
παροχή βοήθειας στις ηλεκτρονικές αιτήσεις εγγραφής σε περιπτώσεις
γονέων/κηδεμόνων που αδυνατούν να κάνουν χρήση της ηλεκτρονικής υπηρεσίας, η
αίτηση μπορεί να γίνει με αυτοπρόσωπη παρουσία στο Νηπιαγωγείο (παρ 7 του
άρθρου 2 της ΚΥΑ 53128/Δ1/2020 (Β΄ 1767) <b>ΚΑΙ ΘΑ ΓΙΝΕΤΑΙ ΜΟΝΟ ΚΑΤΟΠΙΝ
ΤΗΛΕΦΩΝΙΚΟΥ ΡΑΝΤΕΒΟΥ.<span style="mso-spacerun: yes;"> </span></b></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"> </p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: normal; tab-stops: 149.25pt;"> </p>
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1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-80995041973383939912022-02-22T16:14:00.000+02:002022-02-22T16:14:03.762+02:00Δράσεις ανακύκλωσης στο σχολείο μας<p> <br />
Με μεγάλη χαρά ενημερώνουμε ότι το σχολείο μας έγινε μέλος της δράσης ανακύκλωσης πλαστικών καπακίων "Ένα παιδί μετράει τ΄ άστρα".</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjsP5VYOkh1HkIOzkKwCdCyCgacAYc6WoPgoVh9FZHOS6vJ9GgdYvOS_NLwQCd3hut69GVaiWj2POtGkNafdtgf68BVatdTFMDS7VLgEi0AJfLw4SpdNWwkZY-u8832m-k4tXtbM-TpA63TgAhi4h0juHNElBr45FoqNj8CUBlDirFrseq_Z83pVLgFfQ=s571" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="571" data-original-width="417" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjsP5VYOkh1HkIOzkKwCdCyCgacAYc6WoPgoVh9FZHOS6vJ9GgdYvOS_NLwQCd3hut69GVaiWj2POtGkNafdtgf68BVatdTFMDS7VLgEi0AJfLw4SpdNWwkZY-u8832m-k4tXtbM-TpA63TgAhi4h0juHNElBr45FoqNj8CUBlDirFrseq_Z83pVLgFfQ=s320" width="234" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhiBi9S6q3j8wpwd0QmBpOlCg89e_45rNdHR_a4PalBV3hLQhIqsV2kJYrWB-fkrLpnMAxAFo-oBNXyi_7CD7HUs-Vh8lAPwAKl08ck53oLGlBPMY5wDpk6a7PjAzB-m0jJPvBitJ7JGa0HeZCjDJHH8lMp9FEvZWp5ZsJvXO6cDr1bpnvh51qzOZAiUg=s512" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="512" height="80" src="https://blogger.googleusercontent.com/img/a/AVvXsEhiBi9S6q3j8wpwd0QmBpOlCg89e_45rNdHR_a4PalBV3hLQhIqsV2kJYrWB-fkrLpnMAxAFo-oBNXyi_7CD7HUs-Vh8lAPwAKl08ck53oLGlBPMY5wDpk6a7PjAzB-m0jJPvBitJ7JGa0HeZCjDJHH8lMp9FEvZWp5ZsJvXO6cDr1bpnvh51qzOZAiUg=s320" width="320" /></a></div><br /><p></p><p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="color: #17365d; font-size: 9.0pt; line-height: 115%; mso-themecolor: text2; mso-themeshade: 191;">Το " <b style="mso-bidi-font-weight: normal;">Ένα παιδί μετράει τα άστρα</b> " είναι μια Κοινωνική
Συνεταιριστική Επιχείρηση που εστιάζει στις σύγχρονες κοινωνικές ανάγκες για
την Οικολογία και την Περιβαλλοντική ισορροπία.<br /><br />
<b style="mso-bidi-font-weight: normal;">Στόχος μας</b> είναι να διαχειριστούμε
υλικά που μπορούν να ανακτηθούν, να ανακυκλωθούν και να επαναχρησιμοποιηθούν, <b style="mso-bidi-font-weight: normal;">με διαλογή στην πηγή</b> έτσι ώστε να
ελαχιστοποιηθεί το περιβαλλοντικό τους αποτύπωμα με αναλογική αύξηση όμως της
κοινωνικής ανταπόδοση τους ( θέσεις εργασίας, προσφορά <span style="mso-spacerun: yes;"> </span>αμαξιδίων ή άλλων ιατρικών βοηθημάτων σε
ανθρώπους με κινητικά προβλήματα).<br />
Επιθυμία μας είναι οι<span class="textexposedshow"> <b style="mso-bidi-font-weight: normal;">δράσεις</b> μας να προσελκύσουν την κοινωνική συμμετοχή, σε τοπικό
επίπεδο και ευρύτερα, να γίνουν αφορμή για τη δημιουργία σημαντικών δικτύων
εθελοντών, να ενημερώσουν και να ευαισθητοποιήσουν τους πολίτες, να βελτιώσουν
στην πράξη την ποιότητα της ζωής μας.</span><br />
<span class="textexposedshow">Ξεκινήσαμε λοιπόν σαν μια ομάδα πολιτών που
επιθυμεί να κάνει πράξη το παραπάνω περιβαλλοντικό σχέδιο, να συνεργαστεί με
την <b style="mso-bidi-font-weight: normal;">Τοπική Αυτοδιοίκηση</b>, με <b style="mso-bidi-font-weight: normal;">κρατικούς </b>και <b style="mso-bidi-font-weight: normal;">ιδιωτικούς </b>φορείς, να συνευρεθεί στην πορεία με ανθρώπους που
ενδιαφέρονται να συνδράμουν <b style="mso-bidi-font-weight: normal;">εθελοντικά</b>,
να πλαισιώσει την προσπάθεια με παράλληλα <b style="mso-bidi-font-weight: normal;">καλλιτεχνικά
</b>δρώμενα.</span><br />
<span class="textexposedshow">Να συνεισφέρουμε όλοι μαζί στον κοινό σκοπό, να <b style="mso-bidi-font-weight: normal;">οραματιστούμε</b> από κοινού μια κοινωνία
δραστήρια, αλληλέγγυα και αποτελεσματική στην αναβάθμιση της καθημερινότητας
μας.</span><br />
<span class="textexposedshow">Οι <b style="mso-bidi-font-weight: normal;">δράσεις</b>
μας αφορούν την δημιουργία <b style="mso-bidi-font-weight: normal;">δομών
συλλογής</b> ανακυκλώσιμων απορριμμάτων, <b style="mso-bidi-font-weight: normal;">ανάκτηση,
επαναχρησιμοποίηση</b> και <b style="mso-bidi-font-weight: normal;">εμπορία</b>
αυτών των υλικών ( πλαστικό μπουκάλι νερού, αναψυκτικών, απορρυπαντικών, κουτί
αλουμινίου).</span><br />
<span class="textexposedshow">Προκρίνουμε, δημιουργούμε και συνδιοργανώνουμε
δράσεις <b style="mso-bidi-font-weight: normal;">ευαισθητοποίησης</b>, <b style="mso-bidi-font-weight: normal;">ενημέρωσης</b> και <b style="mso-bidi-font-weight: normal;">επιμόρφωσης</b> της κοινής γνώμης για την ανακύκλωση, την ανάκτηση και
επαναχρησιμοποίηση υλικών μετά το πέρας της χρήσης τους, μέσα από <b style="mso-bidi-font-weight: normal;">ομιλίες</b>, <b style="mso-bidi-font-weight: normal;">εκδηλώσεις</b> και <b style="mso-bidi-font-weight: normal;">συναντήσεις</b>
της κοινωνίας των πολιτών. Όπως ρητά αναφέρει το <b style="mso-bidi-font-weight: normal;">καταστατικό </b>μας, η <b style="mso-bidi-font-weight: normal;">ανακύκλωση
στην πηγή είναι ο μόνος οικολογικός και αποτελεσματικός τρόπος διαχείρισης των
απορριμμάτων.</b> Η <b style="mso-bidi-font-weight: normal;">επιστροφή</b> μέρους
των <b style="mso-bidi-font-weight: normal;">κερδών</b> της ΚΟΙΝΣΕΠ για <b style="mso-bidi-font-weight: normal;">κοινωνικούς σκοπούς</b> με συλλογικές
αποφάσεις είναι η σύγχρονη απάντηση των ενεργών πολιτών, έναντι οποιασδήποτε <b style="mso-bidi-font-weight: normal;">κερδοσκοπίας.</b></span> Οι δράσεις αυτές δεν
πραγματοποιούνται στο <b style="mso-bidi-font-weight: normal;">βωμό του
συναισθηματισμού</b> και στα όρια <b style="mso-bidi-font-weight: normal;">της
φιλανθρωπίας.</b> Με τη μορφή <b style="mso-bidi-font-weight: normal;">υπηρεσίας</b>
και με σκοπό την <b style="mso-bidi-font-weight: normal;">κοινωνική αλληλεγγύη</b>
δεν δημιουργούν συναισθήματα <b style="mso-bidi-font-weight: normal;">αποξένωσης </b>στις
<b style="mso-bidi-font-weight: normal;">κοινωνικές ομάδες</b> που απευθύνονται. </span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-size: 9.0pt; line-height: 115%;"></span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: #17365d; font-size: 10.0pt; line-height: 115%; mso-themecolor: text2; mso-themeshade: 191;"><span style="mso-spacerun: yes;"> </span>Σύμφωνα με τα
παραπάνω είναι σημαντική η συμμετοχή<span style="mso-spacerun: yes;"> </span>και
η συνεργασία μας <span style="mso-spacerun: yes;"> </span>καθώς μέσα από την δράση
μας, όπως η δράση <span style="mso-spacerun: yes;"> </span>«ΦροντίΖΟΥΜΕ γιατί
νοιαζόμαστε», με τη συλλογή πλαστικών καπακιών έχει ως σκοπό να μειώσει το
περιβαλλοντικό μας αποτύπωμα αλλά και να βοηθήσει συμπολίτες μας με κινητικά
προβλήματα. Τα πλαστικά καπάκια ανήκουν στα δέκα<span style="mso-spacerun: yes;"> </span>πιο ρυπογόνα απορρίμματα σε θάλασσες, ακτές
και φυσικά στις πόλεις (δρόμοι, πεζοδρόμια, χώροι εργασίας, ψυχαγωγίας και
εκπαίδευσης) και το δεύτερο πιο συχνό εύρημα μετά τις γόπες των τσιγάρων. Τα
καπάκια πρέπει να συλλέγονται ξεχωριστά από τα μπουκάλια γιατί ανήκουν σε
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</p><p class="MsoNormal" style="tab-stops: 28.5pt 84.0pt center 207.65pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060;">ΑΠΟΛΟΓΙΣΜΟΣ
ΑΠΟΤΕΛΕΣΜΑΤΩΝ ΔΡΑΣΗΣ</span></b></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10/2017,
παραδόθηκε σε 10χρόνο,<span style="mso-spacerun: yes;"> </span>αμαξίδιο ειδικού
τύπου στην Αρτέμιδα Αττικής. </span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">21/5/18
<span style="mso-spacerun: yes;"> </span>παραδόθηκε ειδικό ανυψωτικό μηχάνημα, το
</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Body</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">up</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Evolution</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">,<span style="mso-spacerun: yes;"> </span>σε 47χρονη στην Αθήνα. <span style="mso-spacerun: yes;"> </span></span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Τον
Σεπτέμβρη /2018 ο 10χρονος φίλος μας από την Κορώνη κάλυψε την ανάγκη του σε
ειδικό αμαξίδιο(5000</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #002060; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">E</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">) με την ευγενική χορηγία ανώνυμου δωρητή.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27/11/18
Παραδόθηκε σε κυρία στην περιοχή της Νίκαιας αμαξίδιο απλού τύπου.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5/12/18
Παραδόθηκε αμαξίδιο απλού τύπου στο 13<sup>ο</sup> Δημοτικό Σχολείο
Περιστερίου.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6/12/18
Παραδόθηκε σε άστεγο συμπολίτη μας αμαξίδιο απλού τύπου στο Ψυχιατρικό
Νοσοκομείο Αττικής.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">17/12/18
Παραδόθηκε σε 15χρονο συμπολίτη μας, από τον Πύργο Ηλείας, <span style="mso-spacerun: yes;"> </span>αμαξίδιο ειδικού τύπου.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16/3/19
Παραδόθηκα σε 44χρονη αμαξίδιο απλού τύπου στην περιοχή της Νέας Μάκρης.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">19/4/19
Παραδόθηκε αμαξίδιο ειδικού τύπου σε 10χρονη στα Χανιά.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">23/5/19
Παραδόθηκε αμαξίδιο απλού τύπου στο 4<sup>ο</sup> Νηπιαγωγείο Λαυρίου</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">19/6/19
Παραδόθηκε αμαξίδιο απλού τύπου σε συμπολίτισσα μας στον Βύρωνα.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11/19
Παραδόθηκε αμαξίδιο απλού τύπου στο Ταμείο Αλληλοβοήθειας Ελλήνων Ηθοποιών</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2/20
Παραδόθηκε αμαξίδιο στην Χορωδία Βραυρώνιας Αρτέμιδος Πολιτιστικός Σύλλογος
Φίλων Μουσικής-Φιλανθρωπικός</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2/20
Παραδόθηκε αμαξίδιο σε άνεργο συμπολίτη μας στην Ν. Μάκρη</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3/20
Παραδόθηκε αμαξίδιο σε συμπολίτη μας στο Σκαλοχώρι<span style="mso-spacerun: yes;"> </span>Λέσβου</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8/20
Παραδόθηκαν 3 αμαξίδια στην Περιφέρεια Νοτίου Αιγαίου στην Ρόδο</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10/20
Παραδόθηκε αμαξίδιο στο ΣΥΛΛΟΓΟ ΓΥΝΑΙΚΩΝ ΣΟΡΩΝΗΣ ΡΟΔΟΥ για τις ανάγκες της
Παιδιατρικής Κλινικής.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11/20
Παραδόθηκε αμαξίδιο σε 9χρονο κορίτσι στην περιοχή του Αγ. Δημητρίου.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2/21
Παραδόθηκε αμαξίδιο στην Κοινωνική Υπηρεσία του Δήμου Ζωγράφου</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3/21
Παραδόθηκε αμαξίδιο στην ενορία Κοιμήσεως Θεοτόκου Λιχάδα Εύβοιας</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3/21
Παραδόθηκε αμαξίδιο στις Κοινωνικές Υπηρεσίες του Δήμου Καλυβίων</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3/21
Παραδόθηκε αμαξίδιο για τις ανάγκες του Κέντρου Υγείας στο Γεράκι Λακωνίας</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4/21
Παράδοση αμαξιδίου σε συμπολίτη μας στο Κορωπί</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5/21
Παράδοση αμαξιδίου στον<span style="mso-spacerun: yes;"> </span><span style="mso-bidi-font-weight: bold;">ΙΕΡΟ ΝΑΟ ΣΥΛΛΗΨΕΩΣ ΤΙΜΙΟΥ ΠΡΟΔΡΟΜΟΥ-ΑΜΠΕΛΟΣ</span>
στην </span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Σάμο</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7/21
Παράδοση αμαξιδίου στον 25χρονο συμπολίτη μας, στην περιοχή της Ν. Μάκρης, με
χορηγία της ΑΜΚΕ ΑΙΓΕΑΣ, κατόπιν αιτήματος του οργανισμού μας.</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8/21
Παράδοση αμαξιδίου στον Δήμο Αλεξανδρούπολης</span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2/11/21
Παράδοση αμαξιδίου στον Εκπολιτιστικό Σύλλογο Πειραιά «Διογένης»</span></b></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 18.0pt; mso-add-space: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: #17365d; font-size: 10.0pt; line-height: 115%; mso-themecolor: text2; mso-themeshade: 191;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #17365d; font-size: 10.0pt; line-height: 115%; mso-themecolor: text2; mso-themeshade: 191;">Πληροφορίες και διευκρινήσεις στα τηλ: 212 1057946- ΚΙΝ:
6980383620</span></b><span style="color: #17365d; font-size: 10.0pt; line-height: 115%; mso-themecolor: text2; mso-themeshade: 191;"></span>
</p><p><br />Τα κουτιά της ανακύκλωσης πλαστικών καπακίων είναι ήδη έτοιμα στις τάξεις μας και περιμένουν να γεμίσουν με πλαστικά καπάκια.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjay97pF8EdBB0XUoeFcLQVzjOdd8R6nmPbLWysM2J37wGg76qF0eRiTdIiQt3OJ9YMNT906_RdM3EMFQWDj9w8pdHzbfMFDrN0IiezXwxQMMf2GDUJqfu0iUrRIdj1DkCuTl0O0ydpXJoi3tpYI-rj9TRyDddDuuUzomUebaZLEk2q0S8u29xpvx0JCA=s701" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="659" data-original-width="701" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEjay97pF8EdBB0XUoeFcLQVzjOdd8R6nmPbLWysM2J37wGg76qF0eRiTdIiQt3OJ9YMNT906_RdM3EMFQWDj9w8pdHzbfMFDrN0IiezXwxQMMf2GDUJqfu0iUrRIdj1DkCuTl0O0ydpXJoi3tpYI-rj9TRyDddDuuUzomUebaZLEk2q0S8u29xpvx0JCA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhOO6wg-CwNVNm-fZcmJq_t3gcfNdeLoBUlwylq2m2q8gRPF4be9QyhGaa7elsDjeO7Qjdg7UQgYbmoECxaJqQg7FKmIvHW8rxV45duR6jX5gtDZbSNfish1BnHJF-jldlwqBinxL9xz0__8bKxizw3wEqZ_LWlDXlwXaoY4Cg5z-WA_usWZap_PL4Q4g=s780" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="780" data-original-width="439" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhOO6wg-CwNVNm-fZcmJq_t3gcfNdeLoBUlwylq2m2q8gRPF4be9QyhGaa7elsDjeO7Qjdg7UQgYbmoECxaJqQg7FKmIvHW8rxV45duR6jX5gtDZbSNfish1BnHJF-jldlwqBinxL9xz0__8bKxizw3wEqZ_LWlDXlwXaoY4Cg5z-WA_usWZap_PL4Q4g=s320" width="180" /></a></div><p> </p><p>Με την ευκαρία να σας υπενθυμίσουμε ότι στο σχολείο λειτουργούν επίσης
κάδοι ανακύκλωσης μπαταριών και λαμπτήρων και μικροσυσκευών.</p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-74699204376525173082022-02-19T22:11:00.000+02:002022-02-19T22:11:34.989+02:00Ο κύκλος του νερού.<p> <span> Το εκπαιδευτικό πρόγραμμα με τίτλο <STEM και εκπαιδευτική ρομποτική μέσα από τον κύκλο του νερού > που πραγματοποιήσαμε στο νηπιαγωγείο μας το τελευταίο διάστημα, στα πλαίσια του δεύτερου κύκλου των εργαστηρίων δεξιοτήτων της θεματικής Δημιουργώ και Καινοτομώ, έχει σκοπό να έρθουν σε επαφή τα παιδιά με θέματα που αφορούν την επιστήμη, τα μαθηματικά, τη μηχανική και την τεχνολογία. Στόχοι του προγράμματος είναι τα παιδιά να κατανοήσουν τα χαρακτηριστικά της μάθησης μέσα από τον προβληματισμό, να σχεδιάσουν και να αναπτύξουν ένα πρόγραμμα, να εξασκηθούν στον αλγοριθμικό τρόπο σκέψης, να αναπτύξουν δεξιότητες προσανατολισμού και μέτρησης αποστάσεων και να αναζητήσουν λύσεις σε καθημερινά προβλήματα, όπως ο κύκλος του νερού.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgjzvqakdE_3KT-Ebt5e194DJEuiOuB-94399w6z9F00zieAP1RhEoCD21y0W87T3EY43JBsd--r1QtgR3uuD0glSYngYs0ULFWsfuF-kf_0xgJLZAIE_wXp6Yl-iNavFy4VaCY5n07j2cPcmGYflGp3CKNh4y8FplouBHPSRu_PMcJX0dXGs-IZO-UcA=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgjzvqakdE_3KT-Ebt5e194DJEuiOuB-94399w6z9F00zieAP1RhEoCD21y0W87T3EY43JBsd--r1QtgR3uuD0glSYngYs0ULFWsfuF-kf_0xgJLZAIE_wXp6Yl-iNavFy4VaCY5n07j2cPcmGYflGp3CKNh4y8FplouBHPSRu_PMcJX0dXGs-IZO-UcA=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;">Αρχικά διαβάσαμε το βιβλίο : <Πέφτει πέφτει η σταγόνα> και πήραμε μια πρώτη ιδέα για το ταξίδι του νερού μέσα στη φύση. Έπειτα ακούσαμε ένα απόσπασμα από το έργο στου Σταμάτη Σπανουδάκη : <Οι σταγόνες της βροχής></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi8MRaEwF0KeC3sNTko-E8ffY8UTZeYEJguu0WLf-vSrB18UQUtMHUjlM8rTPjlFEQfxCGxvhfA4vHU30ZiAa0qPhfnrwEz9oGp34dct7OIWdMZFyJIAExXtEt7i-yB2YcGIjK62ilmSQjPBDCqyRg6U9EOBC--FPIs-H2Z26W5i-d8yp2dNgrVCLhp1w=s326" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="310" data-original-width="326" height="304" src="https://blogger.googleusercontent.com/img/a/AVvXsEi8MRaEwF0KeC3sNTko-E8ffY8UTZeYEJguu0WLf-vSrB18UQUtMHUjlM8rTPjlFEQfxCGxvhfA4vHU30ZiAa0qPhfnrwEz9oGp34dct7OIWdMZFyJIAExXtEt7i-yB2YcGIjK62ilmSQjPBDCqyRg6U9EOBC--FPIs-H2Z26W5i-d8yp2dNgrVCLhp1w=s320" width="320" /></a></div>Τα παιδιά στη συνέχεια χρησιμοποίησαν λέξεις κλειδιά : <το ταξίδι του νερού> για αναζήτηση στο διαδίκτυο και παρακολούθησαν το παρακάτω βίντεο.<p></p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/EaPhiZmnFEg" width="320" youtube-src-id="EaPhiZmnFEg"></iframe></div><br /> <br /><div class="separator" style="clear: both; text-align: left;">Επιπλέον έγινε ακρόαση του ποιήματος <Από που ήρθες ποταμάκι> και τα παιδιά δραματοποίησαν τον κύκλο του νερού με τη συνοδεία μουσικών οργάνων.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/1EVKoUegEA4" width="320" youtube-src-id="1EVKoUegEA4"></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhh6aC8UwdFuw-CLPLkZsBTJwsnqimmveR9BaJnxOgoWnzw1JPyGZoiEeMDsmFFrONF02grJ_-DrTPiOOTU7PHsau4oAwt-xcR81An2_j6c1dc8-PC2fteISjiCg9ZOV90wtgJyQhPwlR5AO70w1bYQWT7cQVdplEIT7W7KuBjXGRc3l3vs2Q6d1BfuVQ=s960" style="margin-left: 1em; 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margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgNicKvBj4yjFTXguy39JIVb8AslEJOKlhxjL2V2j1zTm2ODubGNs964N70fhcws3HshxDTDghZlvR3Ng_GJ7DIJQvA7zhhQyVW0qdaKa7fQiv4IOSmeyN6vgb5iemRwr1NErWHqNh7V3zjKlLy710Mx-7Hp-PbFzUbjpcU8pQ3POe6XTWK4ouUTqJVmQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjyKb4ySJ0GoOQulv15eX0aT-Mqs4HP9m-IUOUeRNWcPZ9YRqey5FHzWCMpxZLG-ra-cYV0nDB7VKV92qVWsdFqBmezEQXPZejVtUO6Xtn8xvpJ9vSh7zDH0X8mI0IvbqaZv_faOw7rub9rUe21q9aUxfe9-D0QpqQyTnLxRwiBfpPhCbs02JPjS5Ff-g=s726" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="726" height="212" src="https://blogger.googleusercontent.com/img/a/AVvXsEjyKb4ySJ0GoOQulv15eX0aT-Mqs4HP9m-IUOUeRNWcPZ9YRqey5FHzWCMpxZLG-ra-cYV0nDB7VKV92qVWsdFqBmezEQXPZejVtUO6Xtn8xvpJ9vSh7zDH0X8mI0IvbqaZv_faOw7rub9rUe21q9aUxfe9-D0QpqQyTnLxRwiBfpPhCbs02JPjS5Ff-g=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">Παίξαμε και ένα θ<span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">εατρικό παιχνίδι με αφορμή τον πίνακα του Van Gogh «Χειμώνας».</span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjSRJ5SQ4QXOumdERGmOno8-ZExGY6KFeAM3iOZb_LqhCmiWj15UmHB-gev0FESD1rCShb_J9qgG4-6mkR2SyFUsPDigWXsAn1KWG3va0UoqEGTyJMtew199DhV9sjRLvBj4fOkHJl0jFfWrN9E1VYBTQSRvGf_Ba3bM-OShs7CHd0CIQPxX95A_k3QWA=s2048" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjSRJ5SQ4QXOumdERGmOno8-ZExGY6KFeAM3iOZb_LqhCmiWj15UmHB-gev0FESD1rCShb_J9qgG4-6mkR2SyFUsPDigWXsAn1KWG3va0UoqEGTyJMtew199DhV9sjRLvBj4fOkHJl0jFfWrN9E1VYBTQSRvGf_Ba3bM-OShs7CHd0CIQPxX95A_k3QWA=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgKHajV2tflZKhYJTRY4j34d0_16k7itzi3Ng6l8tM1w1rDpJba9JGdOLYn9I5-AFPTeJ4-UkiTja6zO8YMhziuKPFKlR_bwG5csWLxnnvDhkihvKx_Zzb1TTzyPoxbQD_hdETaeS3bzIL0PbPFMcH5SXbSbxMG3wP7PVKHaDFbPGq64ET8enfzej9UDA=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgKHajV2tflZKhYJTRY4j34d0_16k7itzi3Ng6l8tM1w1rDpJba9JGdOLYn9I5-AFPTeJ4-UkiTja6zO8YMhziuKPFKlR_bwG5csWLxnnvDhkihvKx_Zzb1TTzyPoxbQD_hdETaeS3bzIL0PbPFMcH5SXbSbxMG3wP7PVKHaDFbPGq64ET8enfzej9UDA=s320" width="320" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="color: #222222;"><span style="background-color: white;">Κατόπιν τα παιδιά εργάστηκαν ομαδικά και δημιούργησαν μακέτες με θέμα τον κύκλο του νερού.</span></span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><span style="background-color: white;"><br /></span></span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222;"><div class="separator" style="clear: both; font-size: small; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiqMwKiXPu9IUQEM4EHo_qoRphzprUcbvKyZ4w9nFc4pT6dY43PQnQHJ6fa5ru2bnQuHdT3nwFbbz_AeRZLIwjKEanShqhJLfxWPvTf9AKzmDN5rDRm9yrtg1I0MIjVZTvaYS8ga6_vZu32F-P-QEbZmeohoS6YkmPi_UJpYXy240pkpsQSp7Suoxtyvg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="667" data-original-width="960" height="222" src="https://blogger.googleusercontent.com/img/a/AVvXsEiqMwKiXPu9IUQEM4EHo_qoRphzprUcbvKyZ4w9nFc4pT6dY43PQnQHJ6fa5ru2bnQuHdT3nwFbbz_AeRZLIwjKEanShqhJLfxWPvTf9AKzmDN5rDRm9yrtg1I0MIjVZTvaYS8ga6_vZu32F-P-QEbZmeohoS6YkmPi_UJpYXy240pkpsQSp7Suoxtyvg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; 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font-size: small; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg-P4IUZ2u1XA-nqbg8AAsdqfRlIJbLQOhg-nvtnUFpCC0Mw8zxpMuKNNJxm8hG7gUJ2IV84ttpEcEAB8KLv30VgNhCn-LTxBzWkZdsE8vos8dEdw17-pK0ja-DVMppKM-dLcvy79ziMMqapLrQ9fCEJJDbezAJkavfREdH-0b_YvIyEfrbyk-a4aG5mQ=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEg-P4IUZ2u1XA-nqbg8AAsdqfRlIJbLQOhg-nvtnUFpCC0Mw8zxpMuKNNJxm8hG7gUJ2IV84ttpEcEAB8KLv30VgNhCn-LTxBzWkZdsE8vos8dEdw17-pK0ja-DVMppKM-dLcvy79ziMMqapLrQ9fCEJJDbezAJkavfREdH-0b_YvIyEfrbyk-a4aG5mQ=s320" width="320" /></a></div><div class="separator" style="clear: both; font-size: small; text-align: center;"><br /></div><div class="separator" style="clear: both; font-size: small; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhL_BAQYkVgwn16uTGkk6OJiw6fe9LTPWkH1GvxgJtXgquoywLj_b1L335W6c9bE8bUH_ryg0N-EmgIClSRZw24dGmkKkgwGNlegBygNQ2xrdFzuAALifRSxNn2X2-Z0M6jc4uVQBv8zGuszd51cKjelA-Q7z-ohQFA3TuEkR2CMNpdoA9BAsdfEinOvg=s960" style="margin-left: 1em; 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font-size: small; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiRYynFuCZEitGQjXixLrtgU09SYj51fmxlK4urVUzaJi3j-ih_jWubCJwcpo1_B1MtvVMnZNx03u-CbvASLzjg9w3PWdrKbpRtD0TOCGQyuHI-nHYUNJdJ3YClWW6kQe5i6nd5mt9p0OOpfEUQx8aSlyaiKx3ZWZc8Q1hZ4HxpbOxiRPf6fpNXefX9Fw=s4160" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3120" data-original-width="4160" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiRYynFuCZEitGQjXixLrtgU09SYj51fmxlK4urVUzaJi3j-ih_jWubCJwcpo1_B1MtvVMnZNx03u-CbvASLzjg9w3PWdrKbpRtD0TOCGQyuHI-nHYUNJdJ3YClWW6kQe5i6nd5mt9p0OOpfEUQx8aSlyaiKx3ZWZc8Q1hZ4HxpbOxiRPf6fpNXefX9Fw=s320" width="320" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><br /></span></div><div class="separator" style="clear: both; font-size: small; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><br /></span></div>Αργότερα με το πρόγραμμα google slides δημιουργήσαμε έναν εννοιολογικό χάρτη.</span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgA1e5ckUOBP-rZqNZj1VGcJZU8fnNXjS_578EuSs95UqZGBx0tD_RzGxtoQzFxpesDNYh_Ej9poSfyqSUhwBxEb0_LB5SIoA0eoPSScChMT2WD_1c3CZadkJHCMvY9FaihiYwzJwOtgrPVFdoI_0E2SGTFNLUqUDW9c-oUMMsv_WxwbbylP7-grj-amg=s918" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="519" data-original-width="918" height="181" src="https://blogger.googleusercontent.com/img/a/AVvXsEgA1e5ckUOBP-rZqNZj1VGcJZU8fnNXjS_578EuSs95UqZGBx0tD_RzGxtoQzFxpesDNYh_Ej9poSfyqSUhwBxEb0_LB5SIoA0eoPSScChMT2WD_1c3CZadkJHCMvY9FaihiYwzJwOtgrPVFdoI_0E2SGTFNLUqUDW9c-oUMMsv_WxwbbylP7-grj-amg=s320" width="320" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="color: #222222;">Επίσης με το πρόγραμμα tuxpaint ζωγραφίσαμε το ταξίδι του νερού. </span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjRF8e2u8C84xFuGpOBe-0PasekLzXYfTnElxmfplJGL3ziUDzhZgmql6mDi-Xped2yM74XhHlw7VPrUr5avKm0SFsjlzhXotbcReZg8Nl_ow030HELiILz7kvC7nGk28kGLVKQ11m__e9oIDZxu5-0kP6oXGZa9aYEVp9jF07HPUfBcnV4fdG3Xr8J0w=s609" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="473" data-original-width="609" height="249" src="https://blogger.googleusercontent.com/img/a/AVvXsEjRF8e2u8C84xFuGpOBe-0PasekLzXYfTnElxmfplJGL3ziUDzhZgmql6mDi-Xped2yM74XhHlw7VPrUr5avKm0SFsjlzhXotbcReZg8Nl_ow030HELiILz7kvC7nGk28kGLVKQ11m__e9oIDZxu5-0kP6oXGZa9aYEVp9jF07HPUfBcnV4fdG3Xr8J0w=s320" width="320" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="color: #222222;">Στη συνέχεια τα παιδιά έβαλαν σε σειρά τις εικόνες του κύκλου του νερού και αντιστοίχισαν τις εικόνες κάθε σταδίου με τις ονομασίες τους.</span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="color: #222222;">Παίξαμε το ίδιο παιχνίδι και στην ηλεκτρονική του μορφή. Θα το δείτε πατώντας <a href="https://learningapps.org/watch?v=p909r582c22" target="_blank">εδώ</a> και στο τέλος της ανάρτησης.</span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEim4R7EyKSQ_xi-8YUHuSS6O9NBX21tDz6GhSCH7XtbiP0aRR3u6q_6IU5pdgOaKyti5vyTpGCIuzjhLzWz32bI4pSFUYjShu6WAnfZmlgo_Cx0ZEAYru-6BmoL2Pndbl_zdS9wPKqi15nrE4Yziey6jE5gFL9S-AgUScQ9ah0L8StliEUdTezyRzL5UQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="609" data-original-width="960" height="203" src="https://blogger.googleusercontent.com/img/a/AVvXsEim4R7EyKSQ_xi-8YUHuSS6O9NBX21tDz6GhSCH7XtbiP0aRR3u6q_6IU5pdgOaKyti5vyTpGCIuzjhLzWz32bI4pSFUYjShu6WAnfZmlgo_Cx0ZEAYru-6BmoL2Pndbl_zdS9wPKqi15nrE4Yziey6jE5gFL9S-AgUScQ9ah0L8StliEUdTezyRzL5UQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgBzJVUQIdeSJerRvECo_FmTQ5jDfiog3pbd_69-hi1fa0kz6KWMaoF73mYbvzfKLY84a0fFYSqAEHuumz73uJYfxf-o_-OigFHgiipRkEK52g-wbPSLYJKes4yO66Xnk3G72j7GRUVOu12SCVXzJrtm9LvU02u2D5moJ5pmXjEcDduxENoL4aMt_NrLg=s807" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="685" data-original-width="807" height="272" src="https://blogger.googleusercontent.com/img/a/AVvXsEgBzJVUQIdeSJerRvECo_FmTQ5jDfiog3pbd_69-hi1fa0kz6KWMaoF73mYbvzfKLY84a0fFYSqAEHuumz73uJYfxf-o_-OigFHgiipRkEK52g-wbPSLYJKes4yO66Xnk3G72j7GRUVOu12SCVXzJrtm9LvU02u2D5moJ5pmXjEcDduxENoL4aMt_NrLg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh9IJvSKBfWJDwaqk0w2G6pKNkRNbMqPtUK75cOZ3GfEEW5KF0Lzcu4L7p8Xgz7qscB1iA9U9hvJeO0n_TaPZL75Yi3tZl6E0tzmBdQsiUDw1vrBgSkVePwLNF4OE5h9lS55DBYhNrbismUKnrtDUTsU0KYF_XV7NKL9dfLJ8bHua1AX_LL1BXB-ETQBg=s920" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="541" data-original-width="920" height="188" src="https://blogger.googleusercontent.com/img/a/AVvXsEh9IJvSKBfWJDwaqk0w2G6pKNkRNbMqPtUK75cOZ3GfEEW5KF0Lzcu4L7p8Xgz7qscB1iA9U9hvJeO0n_TaPZL75Yi3tZl6E0tzmBdQsiUDw1vrBgSkVePwLNF4OE5h9lS55DBYhNrbismUKnrtDUTsU0KYF_XV7NKL9dfLJ8bHua1AX_LL1BXB-ETQBg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgY3MH7RpYdqXD_HTtOxDbUKFVcypMw3JW5Yv6fR-axgt0dzP__iMWUWulMfgB8WFWHO-Z02XW8_yOOg-RyFU3asDFL2y3pvGc7tBzsuddWqAiQA00I0CaYuR9GMtkZy1LhHxgYNcDwWAOWUTk8eY_aoMUIiKgkU3hacESjaSCfCD0mkb05Gq1uoDZW8Q=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="516" data-original-width="960" height="172" src="https://blogger.googleusercontent.com/img/a/AVvXsEgY3MH7RpYdqXD_HTtOxDbUKFVcypMw3JW5Yv6fR-axgt0dzP__iMWUWulMfgB8WFWHO-Z02XW8_yOOg-RyFU3asDFL2y3pvGc7tBzsuddWqAiQA00I0CaYuR9GMtkZy1LhHxgYNcDwWAOWUTk8eY_aoMUIiKgkU3hacESjaSCfCD0mkb05Gq1uoDZW8Q=s320" width="320" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><br />Στη συνέχεια π</span><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">ειραματιστήκαμε με τη διαδικασία του βρασμού του νερού και τη δημιουργία υδρατμών.</span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhgaue-oxzJFiT5FMxDX5RjjoBfswR6qkKDE55c1Z-sq5B8IJYJlnegA1idPK3QIZftnc00tjvD3m8MangvM_WieEqIwXFwpdsywvnGXoAk3_sTeJPtUj4JAEJJC4T5zAZxNJlISzFKjP6Q6BySw0KAs8zYMMrRfq4SLV-VJeNOAx126QsQo8rzzYAgrA=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhgaue-oxzJFiT5FMxDX5RjjoBfswR6qkKDE55c1Z-sq5B8IJYJlnegA1idPK3QIZftnc00tjvD3m8MangvM_WieEqIwXFwpdsywvnGXoAk3_sTeJPtUj4JAEJJC4T5zAZxNJlISzFKjP6Q6BySw0KAs8zYMMrRfq4SLV-VJeNOAx126QsQo8rzzYAgrA=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Σε ένα σακουλάκι τοποθετήσαμε νερό που ζεστάναμε στο καλοριφέρ της τάξης μας και παρατηρήσαμε τους υδρατμούς που δημιουργήθηκαν.</div><span face="Arial, Helvetica, sans-serif" style="color: #222222; font-size: x-small;"><span style="background-color: white;"><br /></span></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhKR5Sh4H6aQckIUzzEH-A8_LSZWM6XqiQgEZFdE9VcpjdTVQWn0rLXx0cd40OyeqSX7GVrMdvcFNC5WuU9GmjAASVVchr1wrQx9kth9apiLdRsl5NR2OC_WsYdoQLerLHL5CPpupOcxSWVZADspkaI7-TJie9ZRPvSLdel2W3Ovz4ClkUGyFRL3W0QCg=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhKR5Sh4H6aQckIUzzEH-A8_LSZWM6XqiQgEZFdE9VcpjdTVQWn0rLXx0cd40OyeqSX7GVrMdvcFNC5WuU9GmjAASVVchr1wrQx9kth9apiLdRsl5NR2OC_WsYdoQLerLHL5CPpupOcxSWVZADspkaI7-TJie9ZRPvSLdel2W3Ovz4ClkUGyFRL3W0QCg=s320" width="320" /></a></div></div><br /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Μιλήσαμε για την τήξη του νερού και φτιάξαμε χρωματιστά παγάκια. Έπειτα χρησιμοποιήσαμε τα παγάκια για τη δημιουργία ενός χρωματιστού ιγκλού! Αφού τελειώσαμε, με πλαστελίνη φτιάξαμε τα ζωάκια που κατοικούν στους πάγους.</span><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhSTO7JH1muMBxVkBf48CCaFC2WpCMUp8jpYm3AV-4DaO0CAhSczS_mheIqIGGN8KA1ODs50kF6kGuU5wQtVGNgm3TSA0Fcb3VaH0z6OwEU_ptgRwDKcKwmFAe0tVFK4o7VMX3HwjyUbmBQAkMY0bkA9CKoChtQAJDYvG5JL-cSlRgQKcOBGZq33GXQDw=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhSTO7JH1muMBxVkBf48CCaFC2WpCMUp8jpYm3AV-4DaO0CAhSczS_mheIqIGGN8KA1ODs50kF6kGuU5wQtVGNgm3TSA0Fcb3VaH0z6OwEU_ptgRwDKcKwmFAe0tVFK4o7VMX3HwjyUbmBQAkMY0bkA9CKoChtQAJDYvG5JL-cSlRgQKcOBGZq33GXQDw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjtf0I4RtSnO58YjcfKRv_L0E9cTwNGsIBd4hkaCZOvh8-u4jVvd0BzCK-OzUCaS8gU6FIVsvYthHg5kBdtsnGayhTzYgoglmisAE9oBHoTlW6hf2tDCk_F97tzkjpoBXRDZ5IWlOuCERi-fb-St3cW2z9uhurrQut4-qCx7UKQjceJ0Op0MXfZATquGQ=s640" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjtf0I4RtSnO58YjcfKRv_L0E9cTwNGsIBd4hkaCZOvh8-u4jVvd0BzCK-OzUCaS8gU6FIVsvYthHg5kBdtsnGayhTzYgoglmisAE9oBHoTlW6hf2tDCk_F97tzkjpoBXRDZ5IWlOuCERi-fb-St3cW2z9uhurrQut4-qCx7UKQjceJ0Op0MXfZATquGQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgwCVXZOyBi8-EQPV1oPeZ_XUOG5QgGxHEydeUuPX5QqAOvNj9aeamzK6Vr6w1KSc08OAGyUoAJNNf_uXxXyNNeTdlzcJNa-Zwpd49JCOMR6GrXrx7dF29h4fXixieI_adOqah4JJp-aj-ztD6mGT-R1UmFGj6xQ0nKEHLazgWWr3CAwqvHx3IS1ETStw=s2100" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1575" data-original-width="2100" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgwCVXZOyBi8-EQPV1oPeZ_XUOG5QgGxHEydeUuPX5QqAOvNj9aeamzK6Vr6w1KSc08OAGyUoAJNNf_uXxXyNNeTdlzcJNa-Zwpd49JCOMR6GrXrx7dF29h4fXixieI_adOqah4JJp-aj-ztD6mGT-R1UmFGj6xQ0nKEHLazgWWr3CAwqvHx3IS1ETStw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhXimEpHbyjfj9RhpLTVonJ_nkkIrt-0Y_pwVBmwp8uTannFMPTo1GdRZ7ZdPDC093Lw1_p6QaTXkM12YHsRVypA3wP5uZCUwA_TGpdbxicF5SBsgV_2o7REyK_it7OvixeHMf6cruhJyH1FuXS0gm1tUQdND9vBv5mO0VKrI3cALcky2iLna6xXo5vcw=s640" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhXimEpHbyjfj9RhpLTVonJ_nkkIrt-0Y_pwVBmwp8uTannFMPTo1GdRZ7ZdPDC093Lw1_p6QaTXkM12YHsRVypA3wP5uZCUwA_TGpdbxicF5SBsgV_2o7REyK_it7OvixeHMf6cruhJyH1FuXS0gm1tUQdND9vBv5mO0VKrI3cALcky2iLna6xXo5vcw=s320" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Αφού συγκρίναμε τη θερμοκρασία του ψυγείου και της κατάψυξης, τοποθετήσαμε ποτήρια με νερό, κάναμε υποθέσεις και παρατηρήσαμε μετά από ώρες ποιο ποτήρι κατάφερε να παγώσει.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjqP1kG70j28Gjjm6jlWuTyOol0Z8O6jLaRv6hKMUixGQDH3gC80ZMBgO3F2ilcn4_JTmyMDngp_Ur_77YcPT-WlXPXonna0_J6PGVT2ZVx4M-78mRmRuJH3BNNOoo4exUa4U-IZRKQtPo5gkf-6FhaMqRvoI3HS9IFtlX83RlKlkoyNcUKi0GCSk72_w=s861" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="617" data-original-width="861" height="229" src="https://blogger.googleusercontent.com/img/a/AVvXsEjqP1kG70j28Gjjm6jlWuTyOol0Z8O6jLaRv6hKMUixGQDH3gC80ZMBgO3F2ilcn4_JTmyMDngp_Ur_77YcPT-WlXPXonna0_J6PGVT2ZVx4M-78mRmRuJH3BNNOoo4exUa4U-IZRKQtPo5gkf-6FhaMqRvoI3HS9IFtlX83RlKlkoyNcUKi0GCSk72_w=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;">Ύστερα τοποθετήσαμε τα παγωμένα νερά μας σε διάφορα σημεία της τάξης και έξω απο αυτή και παρατηρήσαμε που και πότε έλιωσαν και κρατήσαμε σημειώσεις.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgSMXCAkvPoWIebvgONzcsUZktyecezm2GCW1-rUaJb8xSIInIjYhRrgXZK7yNh7o7ZKj5WsCC_z-HfSd7P488m2MOQMZbNYoQ3_Fnt4ubn6drwHxZ9lAXY_Tw60HiVAudJfYIjBBNETU4CRvvnq1AO8RHU8aLxGVEAz-FvxjdHKW_6-xSl8bK-rHbDag=s935" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="666" data-original-width="935" height="228" src="https://blogger.googleusercontent.com/img/a/AVvXsEgSMXCAkvPoWIebvgONzcsUZktyecezm2GCW1-rUaJb8xSIInIjYhRrgXZK7yNh7o7ZKj5WsCC_z-HfSd7P488m2MOQMZbNYoQ3_Fnt4ubn6drwHxZ9lAXY_Tw60HiVAudJfYIjBBNETU4CRvvnq1AO8RHU8aLxGVEAz-FvxjdHKW_6-xSl8bK-rHbDag=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><br /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Επίσης μαζέψαμε μικρά σαλιγκαράκια από την αυλή μας, τα τοποθετήσαμε σε κουτί και τους δημιουργήσαμε ένα φιλικό περιβάλλον για να περάσουν εκεί μερικές μέρες. Καθημερινά παρατηρούσαμε τη δημιουργία υδρατμών μέσα στο κουτί και τη συνδέσαμε με τον κύκλο του νερού!</span><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiYxu6JFlIEGIiB0vtQaI3xL9jNzkXuwpHEle-hge_2j_fwZ0R8Wcp7YMcWlAM4dshpA2a5aX9eVfFr5wjkXXKO-Ivwf6qX4SHEXixUL7PluOxYfSNAiiV4E2vVAFnQev_n2NoTZj3jNBVSxyMnpvp4cpPWUhblHr0PzMijzp2HB0E10kWp7gswXeLMCQ=s640" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEiYxu6JFlIEGIiB0vtQaI3xL9jNzkXuwpHEle-hge_2j_fwZ0R8Wcp7YMcWlAM4dshpA2a5aX9eVfFr5wjkXXKO-Ivwf6qX4SHEXixUL7PluOxYfSNAiiV4E2vVAFnQev_n2NoTZj3jNBVSxyMnpvp4cpPWUhblHr0PzMijzp2HB0E10kWp7gswXeLMCQ=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjmD0mrgNlt8hH3ufVR5AC8gqmCG7TSAqiKhCOcVBlOLD49nTiQXGX6wvC5HUC4rPgksYBnmh3bGuxhnc9YyU2XSZ2PrIRCSp-wzVEnUxjdt7CS3YqW1t2vfSwEwHcfDx4_7kkVUuFRunH143u3E3nUphQhX0FbPgMuWjOE4XeVjezwHnfLAzOCM3cwvQ=s3264" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjmD0mrgNlt8hH3ufVR5AC8gqmCG7TSAqiKhCOcVBlOLD49nTiQXGX6wvC5HUC4rPgksYBnmh3bGuxhnc9YyU2XSZ2PrIRCSp-wzVEnUxjdt7CS3YqW1t2vfSwEwHcfDx4_7kkVUuFRunH143u3E3nUphQhX0FbPgMuWjOE4XeVjezwHnfLAzOCM3cwvQ=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Παίξαμε και ένα χειροποίητο παιχνίδι αντιστοίχισης από τα παιδιά με εικόνες και λέξεις γύρω από το νερό.</span></div><div class="separator" style="clear: both; text-align: left;"><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><br /></span></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj_tIYQ33lGRaMMyOtXHfe_YWhYBotuOqnuxAduVxWAKyfimUW3ck2X6sMhsl8bjUlnxA_b0dvxp3dutq13K4OznAlRd97NJjAa0QRlbCBaStKFjGekLfSutZC_8Qg6kga0ySjLTEJysm-alOOlTRUKFnsBJKU82vPqzv4ydhSdO8fl-UEXQPLFSvMHGg=s640" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEj_tIYQ33lGRaMMyOtXHfe_YWhYBotuOqnuxAduVxWAKyfimUW3ck2X6sMhsl8bjUlnxA_b0dvxp3dutq13K4OznAlRd97NJjAa0QRlbCBaStKFjGekLfSutZC_8Qg6kga0ySjLTEJysm-alOOlTRUKFnsBJKU82vPqzv4ydhSdO8fl-UEXQPLFSvMHGg=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhYZ1YHOhCVgZGfhhWK6SxYmt8HstNl_XIo-0u3bj7AXy0u-jQZkH99Xd0tA_kUPf4X_UMwHC6Wmbs-42TXEcqvXKs_5x8iOhG5hhIbtxoEh1J1bobMKWQn37eWG3HzxpAuwuMV_tAndy3i8lQgq3CDkcRPvhJhJurdxQDnSTYQYeMjUOD4Y7VUUm4F5g=s640" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhYZ1YHOhCVgZGfhhWK6SxYmt8HstNl_XIo-0u3bj7AXy0u-jQZkH99Xd0tA_kUPf4X_UMwHC6Wmbs-42TXEcqvXKs_5x8iOhG5hhIbtxoEh1J1bobMKWQn37eWG3HzxpAuwuMV_tAndy3i8lQgq3CDkcRPvhJhJurdxQDnSTYQYeMjUOD4Y7VUUm4F5g=s320" width="240" /></a></div><br /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><br /></span></div>Πειραματιστήκαμε ξανά...<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg_3IgFgRXpWZFQjgf2oPRMTDdh6GLOaJvzRJEtGDow8HzyBL5t__HNZai_RFzDN2HPivTF8E49v_j2gGHGVE392jtuecDLR4jXZgrl9h7akjKvHnC7c8Ot4bIvmL5z1T8n_obPqAHd4Bbc4olMQVxMa30ljE6_El-CsFV1frsjKhW_LqJVRRUnMJC5TQ=s1600" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEg_3IgFgRXpWZFQjgf2oPRMTDdh6GLOaJvzRJEtGDow8HzyBL5t__HNZai_RFzDN2HPivTF8E49v_j2gGHGVE392jtuecDLR4jXZgrl9h7akjKvHnC7c8Ot4bIvmL5z1T8n_obPqAHd4Bbc4olMQVxMa30ljE6_El-CsFV1frsjKhW_LqJVRRUnMJC5TQ=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjV7SUe4L62L9VbusMtpj_KFNmKFdXvdI4EuhfHqqn7sJUiuA-im9fOOw9lQIA0v_Re7fxi7rcbQjQp5hOKU8RbtEbIVu8yeKipukH5EkvAJ6xDi_TuTgumXmex-j_QxJTzvMWBPEoV753n4xcPj_p5fLvFOzU38DTuldwiDdf7FSyKeWSdV5YE1gMVyQ=s1600" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjV7SUe4L62L9VbusMtpj_KFNmKFdXvdI4EuhfHqqn7sJUiuA-im9fOOw9lQIA0v_Re7fxi7rcbQjQp5hOKU8RbtEbIVu8yeKipukH5EkvAJ6xDi_TuTgumXmex-j_QxJTzvMWBPEoV753n4xcPj_p5fLvFOzU38DTuldwiDdf7FSyKeWSdV5YE1gMVyQ=s320" width="240" /></a></div><br /><p>Ανακατέψαμε αλάτι, ζάχαρη, χώμα και καφέ με νερό και ανακαλύψαμε ότι κάποια υλικά διαλύονται σε αυτό ενώ άλλα όχι.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEga-8UJH3cjZF0uO6xKxTlCoRvUEzSawad3Bh0TDQN_iI7C7ovNDH-d_A8120zTtGy1QkphzNSzutZPFPFcnLkhwOPnj9y-gzPKdPIytOq_j7JrSVhPghLjsO9iABEMKL77Sn73xPVy1vdXZH0ZGKqUnmZCFH53uuHX5NJixWJSjGHJ3hU-zPLlssufMw=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="522" data-original-width="960" height="174" src="https://blogger.googleusercontent.com/img/a/AVvXsEga-8UJH3cjZF0uO6xKxTlCoRvUEzSawad3Bh0TDQN_iI7C7ovNDH-d_A8120zTtGy1QkphzNSzutZPFPFcnLkhwOPnj9y-gzPKdPIytOq_j7JrSVhPghLjsO9iABEMKL77Sn73xPVy1vdXZH0ZGKqUnmZCFH53uuHX5NJixWJSjGHJ3hU-zPLlssufMw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjA2ZTfe_4OZtboLs9zOz9Kt2lf3qbOY267k2Ygn-AY85ppxxr3cL8jAnhlF3CqY10VaF5H9wO7_f41D9y7cjW-GGhec9WekB4JPgoBOErcXQ606YvwvEap2Kh-FNE6N0jOe4I1KRc-GR5-561cLl-jfwr523QQJErGoiT_FesCbVkVbkxSNvGBfj6meA=s759" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="662" data-original-width="759" height="279" src="https://blogger.googleusercontent.com/img/a/AVvXsEjA2ZTfe_4OZtboLs9zOz9Kt2lf3qbOY267k2Ygn-AY85ppxxr3cL8jAnhlF3CqY10VaF5H9wO7_f41D9y7cjW-GGhec9WekB4JPgoBOErcXQ606YvwvEap2Kh-FNE6N0jOe4I1KRc-GR5-561cLl-jfwr523QQJErGoiT_FesCbVkVbkxSNvGBfj6meA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEihNJasbBNEYlTJy_FhZZMmaSY6f48yA2rzJz2j080qjQkuWZQgHeDGeuJw9Evt0eimU8ZhfO6D_NKw9KQnJzV79c1IEcE2D_S4dT_alenqZdKSihbYEvNJhCIxOGMoHGEIJeersu75gE3HPwymfObRumDmZRGNFbB7pdWTF8QDvWtqBJ751XqLuL56jw=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEihNJasbBNEYlTJy_FhZZMmaSY6f48yA2rzJz2j080qjQkuWZQgHeDGeuJw9Evt0eimU8ZhfO6D_NKw9KQnJzV79c1IEcE2D_S4dT_alenqZdKSihbYEvNJhCIxOGMoHGEIJeersu75gE3HPwymfObRumDmZRGNFbB7pdWTF8QDvWtqBJ751XqLuL56jw=s320" width="320" /></a></div><br /><p>Παρατηρήσαμε ένα πείραμα συγκοινωνούντων δοχείων.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjCj3AFlZxJftJMHG8b3pzqxnxZ1NOMTIwN5TJVdTMWMEcjMocp78cTFjYtzzVz_WyqF18jEkA7Baqg_iwmVTN7quSrIDiHwdYQ6csbYbmkiMDWKHbrA6Gw3egAvTH-Cpje-f3uTVLhxw4RCY_PcozZ37V_gA22snPVwn8Jxq1TqWHMHWe-rJ8qcBLRVg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="754" data-original-width="960" height="251" src="https://blogger.googleusercontent.com/img/a/AVvXsEjCj3AFlZxJftJMHG8b3pzqxnxZ1NOMTIwN5TJVdTMWMEcjMocp78cTFjYtzzVz_WyqF18jEkA7Baqg_iwmVTN7quSrIDiHwdYQ6csbYbmkiMDWKHbrA6Gw3egAvTH-Cpje-f3uTVLhxw4RCY_PcozZ37V_gA22snPVwn8Jxq1TqWHMHWe-rJ8qcBLRVg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgh4aPjZlHOEGnzlmxtU0B57w_k_jd1sib8Jv3mevPmGraYuX72apcLgl9NrNJazDStcvhOPkZiDFWIK0EXROVjTD50Qca6O8AiPS06rU7JuRVkSXduD6wdnoO5wXwgHt2xGnpK51eDh_YVIOcEyq5VDzwFBhMH2XhACOMcON9WJpsgBMHud2cgyPGdZw=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="942" data-original-width="960" height="314" src="https://blogger.googleusercontent.com/img/a/AVvXsEgh4aPjZlHOEGnzlmxtU0B57w_k_jd1sib8Jv3mevPmGraYuX72apcLgl9NrNJazDStcvhOPkZiDFWIK0EXROVjTD50Qca6O8AiPS06rU7JuRVkSXduD6wdnoO5wXwgHt2xGnpK51eDh_YVIOcEyq5VDzwFBhMH2XhACOMcON9WJpsgBMHud2cgyPGdZw=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Έπειτα πειραματιστήκαμε, κάναμε υποθέσεις, προβληματιστήκαμε και παρατηρήσαμε πως κάποια αντικείμενα βυθίζονται στο νερό ενώ άλλα επιπλέουν.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj2om0Jr22Lm3lcM2DI3eZ6wPuJs8N6cVPXGsBt7oMg4AHp7zT0PXoUpuZg6uerssb2wZqUezPImI40Tmp5JZmM3DRNhDLzkoGzkItPV3mKgFatBKhVECA0eehhJpoHzUsJHuh4-lwBy5JcxYSBvoff5GxTYwp2g7R-SO8JjCSi72KwfbfaaGKSoaRl-w=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEj2om0Jr22Lm3lcM2DI3eZ6wPuJs8N6cVPXGsBt7oMg4AHp7zT0PXoUpuZg6uerssb2wZqUezPImI40Tmp5JZmM3DRNhDLzkoGzkItPV3mKgFatBKhVECA0eehhJpoHzUsJHuh4-lwBy5JcxYSBvoff5GxTYwp2g7R-SO8JjCSi72KwfbfaaGKSoaRl-w=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;">Διαπιστώσαμε ότι ένα άδειο πλαστικό ποτήρι επιπλέει ενώ ένα γεμάτο με νερό ποτήρι βυθίζεται. </div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhq3r4n6yXPZndM87vNGuPfaUOY3bObVcpaVAGZgP8Xl3rCjhC1WW8a1W3EThzVfq4jNOaaUtnwu6svgO55uM67x0ekjyK1O-GF8bMwvLAC5jbt-eOe_QcikuenCkzDXdtSw5WdHx2qEE_yVswA6XiyBfw_KDV_9DT3M-MB8nKQvmR5d4ZML-NatRvEew=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhq3r4n6yXPZndM87vNGuPfaUOY3bObVcpaVAGZgP8Xl3rCjhC1WW8a1W3EThzVfq4jNOaaUtnwu6svgO55uM67x0ekjyK1O-GF8bMwvLAC5jbt-eOe_QcikuenCkzDXdtSw5WdHx2qEE_yVswA6XiyBfw_KDV_9DT3M-MB8nKQvmR5d4ZML-NatRvEew=s320" width="320" /></a></div>Επίσης ένα μανταρίνι επιπλέει, αλλά όταν το ξεφλουδίζουμε βυθίζεται.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhkcVrhALknZ4kGK3ojqnY_qV-Al_51OEl6lXGfv9m3hcDkZsN5xWV6MidboH_wcBCsNRiIuYm0tSCMs9OufWgVvTm_o1K4Yda5nzu5QteosxFCjYFZMJMr2TeykRz2PFk4vE9kwY89jAFmSz4_3C8k6RSRY0LtDcvT8V-T_1YkWTI64PFrxBweg7eeDA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhkcVrhALknZ4kGK3ojqnY_qV-Al_51OEl6lXGfv9m3hcDkZsN5xWV6MidboH_wcBCsNRiIuYm0tSCMs9OufWgVvTm_o1K4Yda5nzu5QteosxFCjYFZMJMr2TeykRz2PFk4vE9kwY89jAFmSz4_3C8k6RSRY0LtDcvT8V-T_1YkWTI64PFrxBweg7eeDA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgPVvhDBzcyIRR_8sLwIBeCFyjS1SYbyx2N6Q6kOPSBKf_1HeMXtX5T03VOd742YenoA2hIhkLGW7fFBLJx-r-c24p_Mg6NZkA4FJGwGFgtp4X8678kVmM7zZ98zFYOxyVpim4a6YHH0b_vNYZ-XUSoFsElpT0-QNOf20pMm_YSNU-p4z7r9r9N5HZBgA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgPVvhDBzcyIRR_8sLwIBeCFyjS1SYbyx2N6Q6kOPSBKf_1HeMXtX5T03VOd742YenoA2hIhkLGW7fFBLJx-r-c24p_Mg6NZkA4FJGwGFgtp4X8678kVmM7zZ98zFYOxyVpim4a6YHH0b_vNYZ-XUSoFsElpT0-QNOf20pMm_YSNU-p4z7r9r9N5HZBgA=s320" width="236" /></a></div>Ακόμη παρατηρήσαμε πως μια πλαστελίνη σε σχήμα μπάλας βυθίζεται στο νερό, ενώ μια πλαστελίνη σε σχήμα βάρκας επιπλέει.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgcVGJml0wmuwsW-ODmQZRYBrV2yF30t0KsolvUXPMJelrCrrBduIemvllqecoVQq-IL3Elqd9jufoGRxlvjucvCk2ePDJzQBfl_3Ogg5uu_hLJbiaxrMH2Ben6AzMsuOZTc5XkrpYHxXNV3t2W74HeJR1htmxWcCCwVjCfW5S8R2tfrGpxWlzCJRnwjA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="742" data-original-width="960" height="247" src="https://blogger.googleusercontent.com/img/a/AVvXsEgcVGJml0wmuwsW-ODmQZRYBrV2yF30t0KsolvUXPMJelrCrrBduIemvllqecoVQq-IL3Elqd9jufoGRxlvjucvCk2ePDJzQBfl_3Ogg5uu_hLJbiaxrMH2Ben6AzMsuOZTc5XkrpYHxXNV3t2W74HeJR1htmxWcCCwVjCfW5S8R2tfrGpxWlzCJRnwjA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">Στην πορεία αποφασίσαμε να παίξουμε με το ρομπότ Bee-bot και μάθαμε τις εντολές που μπορούν να προγραμματίσουν και τις κατευθύνσεις προς τις οποίες μπορεί να κινηθεί. Χρησιμοποιήσαμε καρτέλες με σύμβολα (βελάκια ίδια με αυτά που υπάρχουν πάνω στο ρομπότ) και παίξαμε ακολουθώντας τα στάδια του ταξιδιού του νερού.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEivWF3Ji5GBo1BnJMWnJnzWug5u3oGtHporGMOf3t7Q5RAAoB2Rr3xj7M6Z_QjKaniBIIdthaHZl-irNMrdmj24Z-qHW8_IkxtENHQBIAMdxNksYIYmjeDwnOYw_oxaI7eailF8CYUdi_-2lOJIm4Pi3GUYfXH2LMkIhZbwTVYNT7HcGe__87bgvOsr7g=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEivWF3Ji5GBo1BnJMWnJnzWug5u3oGtHporGMOf3t7Q5RAAoB2Rr3xj7M6Z_QjKaniBIIdthaHZl-irNMrdmj24Z-qHW8_IkxtENHQBIAMdxNksYIYmjeDwnOYw_oxaI7eailF8CYUdi_-2lOJIm4Pi3GUYfXH2LMkIhZbwTVYNT7HcGe__87bgvOsr7g=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dz8XAGCuXalRlYTOAHa81LITCfefVYliZL-zQgdPpKpCe5Hck-ENXoAYK6zrC8H7byeZlyIQ5tQ6kf0pABIzw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><div class="separator" style="clear: both; text-align: left;">Τέλος ολοκληρώσαμε το πρόγραμμά μας με μια κατασκευή για τον κύκλο του νερού.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjlv74diIaUS6LYj7-wXVYu7lrhL-SYQmpZ1j-oiBRUBPIJ6uQ3sC09OA2QoLGBKS-t-T3_MPq-9oWArN4utubScDchcDG9Pss8zexyk8w-VW41PfsK1eVKVZUKDDTd6SQly_aTNGM7ccmOBcBakmjC9wFUf2s1T4g4uZoJ-mPPeR6EIjpKIi85Tzp3Eg=s882" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="882" data-original-width="742" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjlv74diIaUS6LYj7-wXVYu7lrhL-SYQmpZ1j-oiBRUBPIJ6uQ3sC09OA2QoLGBKS-t-T3_MPq-9oWArN4utubScDchcDG9Pss8zexyk8w-VW41PfsK1eVKVZUKDDTd6SQly_aTNGM7ccmOBcBakmjC9wFUf2s1T4g4uZoJ-mPPeR6EIjpKIi85Tzp3Eg=s320" width="269" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhXL77kXfRD3wZd-qZt80c2RuXJzL_y1vVGjsCSEnRy66iiGs3X1VOOp4jSw7f36p_QeH2NQGvcGmdFNUs58wL3SDAyvmoeF-wrA4mpUE2lcmrvllWoUGgT9DqoU0Urzj4RRKUQKLFZtHAMeAIJ_ueqxVv5KfWaf8hb_nhrVTeOI-PE5zgB6rOlE0gk_g=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="939" data-original-width="960" height="313" src="https://blogger.googleusercontent.com/img/a/AVvXsEhXL77kXfRD3wZd-qZt80c2RuXJzL_y1vVGjsCSEnRy66iiGs3X1VOOp4jSw7f36p_QeH2NQGvcGmdFNUs58wL3SDAyvmoeF-wrA4mpUE2lcmrvllWoUGgT9DqoU0Urzj4RRKUQKLFZtHAMeAIJ_ueqxVv5KfWaf8hb_nhrVTeOI-PE5zgB6rOlE0gk_g=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEggbIRlWOZ3X3Y8zr6PZvNm83cGCRpavGvscxjmMjRbAlQT5VgQKsglDzN_dWjgv_ypgHXw0MzLLWVkVfhTA1cFWN95MMUUbKZejlSGGEvhHF2ZmdcwevGiTKAsOS_8dXcOQaxADLi2K7bSmF_7rPErl4FQlamSBzZkGs3nHG9i03GgO4YEw_nI-qxTQA=s750" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="664" data-original-width="750" height="283" src="https://blogger.googleusercontent.com/img/a/AVvXsEggbIRlWOZ3X3Y8zr6PZvNm83cGCRpavGvscxjmMjRbAlQT5VgQKsglDzN_dWjgv_ypgHXw0MzLLWVkVfhTA1cFWN95MMUUbKZejlSGGEvhHF2ZmdcwevGiTKAsOS_8dXcOQaxADLi2K7bSmF_7rPErl4FQlamSBzZkGs3nHG9i03GgO4YEw_nI-qxTQA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen="true" mozallowfullscreen="true" src="https://learningapps.org/watch?v=p909r582c22" style="border: 0px; height: 500px; width: 100%;" webkitallowfullscreen="true"></iframe><br /></div><br /><p><br /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><br /></span></p>
1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-83375113373080506382022-01-04T19:47:00.006+02:002022-01-04T20:12:59.656+02:00Λέμε όχι στον σχολικό εκφοβισμό<p>Την περίοδο του Οκτωβρίου και Νοεμβρίου πραγματοποιήσαμε στο σχολείο μας δράσεις για τον σχολικό εκφοβισμό, στα πλαίσια των εργαστηρίων δεξιοτήτων της θεματικής ενότητας Ζω καλύτερα- Ευ Ζην με τίτλο : Δε μαλώνω, δε μαλώνω, αγκαλιά μεγάλη απλώνω.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiQGq_1Epi6VDqHz62b9My2rvQZR1oJmziLkxHlM25rKCJy4tzGg_Mml6luBAAybZYae9vW5Q1oSDpZJsnWkayM4YDbmu8AyOnwdKkt4lkTNzKxtn2RY0fvz-F8EQBgWe_5krMtL9i02KxfVha-GiNGbiG89z0_lAJgfBHcQX5RNrDJ8x8s1OoCe2d7Og=s716" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="712" data-original-width="716" height="318" src="https://blogger.googleusercontent.com/img/a/AVvXsEiQGq_1Epi6VDqHz62b9My2rvQZR1oJmziLkxHlM25rKCJy4tzGg_Mml6luBAAybZYae9vW5Q1oSDpZJsnWkayM4YDbmu8AyOnwdKkt4lkTNzKxtn2RY0fvz-F8EQBgWe_5krMtL9i02KxfVha-GiNGbiG89z0_lAJgfBHcQX5RNrDJ8x8s1OoCe2d7Og=s320" width="320" /></a></div><br /><p><br /></p><p>Οι δεξιότητες στόχευσης του εργαστηρίου είναι:</p><p>Δεξιότητες (4C’s): (Κριτική Σκέψη) (Δημιουργικότητα),
(Συνεργασία), (Επικοινωνία)
P4/wC (πρόγραμμα φιλοσοφίας με και για τα παιδιά)
εκτός από τις δεξιότητες (4C’s) καλλιεργεί την
φροντιστική (caring) και την κοινότητα διερεύνησης (communityofinquiry).
ProblembasedLearning Μάθησης μέσω διερεύνησης προβλήματος)
Δεξιότητες του νου ,Δεξιότητες μάθησης του 21ο
αιώνα, Δεξιότητες Ζωής, Ψηφιακές δεξιότητες.</p><p>Αρχικά τα παιδιά έγιναν ζευγαράκια και διάλεξαν έναν φίλο που είχαν καιρό να παίξουν μαζί του. Το κάθε ζευγαράκι μοιράστηκε τη ζωγραφιά και ο καθένας ζωγράφισε τον φίλο του. Τα παιδιά αλληλεπίδρασαν για να ζωγραφίσουν στο ίδιο χαρτί.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiIf04aPfUOPjc9ZrZyJdtfUboPuiNY-DrnS_mFp_CLjELkCBC1VpcDJdNO_zuzyRNCTv861C_miWL2IFF38aCjRPnQFNjzy0gGWx6GWublMJSe318KpfpCEl0PuajZJZUjE39YNn1ukl8htC7Wfbor9vorjHsHNMP8x3tZKA1uqNfipqDVTR3JJu1ipg=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEiIf04aPfUOPjc9ZrZyJdtfUboPuiNY-DrnS_mFp_CLjELkCBC1VpcDJdNO_zuzyRNCTv861C_miWL2IFF38aCjRPnQFNjzy0gGWx6GWublMJSe318KpfpCEl0PuajZJZUjE39YNn1ukl8htC7Wfbor9vorjHsHNMP8x3tZKA1uqNfipqDVTR3JJu1ipg=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh_jnJAQBI_KrHp1dij4B1nzX-J37VHs1_QdTiIgwDTAlDp20dwRBlGTZD0RopwtIooQLMOJ_89Ul8WN4wFjfJSwkHP10Ejv0ykD_XxPYrKxff5-8oovAlrBmIyNCkn8woqFQAwSa5IHlt3CjpB65clAAZ3DC7HoJ258buaCfAHoTVTdNnibfNipOn26A=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEh_jnJAQBI_KrHp1dij4B1nzX-J37VHs1_QdTiIgwDTAlDp20dwRBlGTZD0RopwtIooQLMOJ_89Ul8WN4wFjfJSwkHP10Ejv0ykD_XxPYrKxff5-8oovAlrBmIyNCkn8woqFQAwSa5IHlt3CjpB65clAAZ3DC7HoJ258buaCfAHoTVTdNnibfNipOn26A=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi2NLm-rEg0bO-6dOXwynTUSEPbAhyw2i8SkbrE4HyhosuSwg694EaX11Jje2NmblNJL8PdxjF8RgFXxV9P77yCnbYlI35ot7RAlZmR8_o7_zYssA5RycoiFa0PzP7mpdb49Jh-XIbJPX20LUmysnoVwQtlDi8Boq-JW-ovmy_dw_2sGbmbTjw3c50PBw=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEi2NLm-rEg0bO-6dOXwynTUSEPbAhyw2i8SkbrE4HyhosuSwg694EaX11Jje2NmblNJL8PdxjF8RgFXxV9P77yCnbYlI35ot7RAlZmR8_o7_zYssA5RycoiFa0PzP7mpdb49Jh-XIbJPX20LUmysnoVwQtlDi8Boq-JW-ovmy_dw_2sGbmbTjw3c50PBw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhWkf1N85Uoj9G-tdRrBhPNLd0wolB_xGlyY86OxaVWRQVH5ozLh_3kGP2QW26RUmIU2vC1ZmCvcYBCizUGTD5QdGqZq6AT-I14UqwJCM4pgvNLY4MrmLzZkf-oW-nAOLmyThi-_ikcYDI3i9KJylWY1FdnKbnIqfMCPpF7w0l16yqf0dKFixQtWjho1g=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhWkf1N85Uoj9G-tdRrBhPNLd0wolB_xGlyY86OxaVWRQVH5ozLh_3kGP2QW26RUmIU2vC1ZmCvcYBCizUGTD5QdGqZq6AT-I14UqwJCM4pgvNLY4MrmLzZkf-oW-nAOLmyThi-_ikcYDI3i9KJylWY1FdnKbnIqfMCPpF7w0l16yqf0dKFixQtWjho1g=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjujnMYlh_TO7VYbpTtoDmHwmJIGjX3_Sks5iA04QFdCU0sOeXTkjJA1TyuJlL2mGnZxcZCsWF_OCNrvD1LmXcNvK3skXyv8o6ZunmjzeBj3BzpFYshmXzJuJPFo7XRMQv4qM6D_cAEZnX7oZn3FuOKb1sOeuC-aDZMKF0QvXBhGAHXwIMX7ZoiocSZiA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjujnMYlh_TO7VYbpTtoDmHwmJIGjX3_Sks5iA04QFdCU0sOeXTkjJA1TyuJlL2mGnZxcZCsWF_OCNrvD1LmXcNvK3skXyv8o6ZunmjzeBj3BzpFYshmXzJuJPFo7XRMQv4qM6D_cAEZnX7oZn3FuOKb1sOeuC-aDZMKF0QvXBhGAHXwIMX7ZoiocSZiA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjZcM_zGpjUbJyHZqhh2QQCYLqWuO8XrDEC_YJC9IgtnEp15mK6EBNUYE7YdTO6BmhxJ0CeH13_hAac93-iLbsF_KrmXP1oHOpiyzP_01QTOpD0CzdqqzG6u5eZTGm3EFF0kUzCn-l1U6lSdicj34OC4Og5jKtw9aTXL714UaHB7IB-vsKvyGdReoXn5w=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjZcM_zGpjUbJyHZqhh2QQCYLqWuO8XrDEC_YJC9IgtnEp15mK6EBNUYE7YdTO6BmhxJ0CeH13_hAac93-iLbsF_KrmXP1oHOpiyzP_01QTOpD0CzdqqzG6u5eZTGm3EFF0kUzCn-l1U6lSdicj34OC4Og5jKtw9aTXL714UaHB7IB-vsKvyGdReoXn5w=s320" width="236" /></a></div><div class="separator" style="clear: both; text-align: center;"><p style="text-align: left;">Στη συνέχεια τα ζευγαράκια έγιναν τετράδες, έκοψαν τις φιγούρες τους και η κάθε ομάδα συνεργάστηκε, συζήτησε κι αποφάσισε σε ποιο φόντο θα ήθελαν να τις κολλήσουν. Έπειτα έδωσαν έναν τίτλο σε κάθε εικόνα που δημιούργησαν. </p></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEidTYUiLoQE-JLbSVnSUZq5RrVQ1maM4YInK9qu-LADQjZOAGbzblUrmOpqGxihN7ggZn6eWnOJKqiUx0HBrk0H8UOwphl6bm-1Y1T9P8rj4Sw-ouVTaujY5U8EMNi91_V2GUe2YwrvI67OGvj2Zwq4-VhaYBkwrqT5b9Zjk_3H_HB1Z4XMI-Xu0ZEndA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="528" data-original-width="960" height="176" src="https://blogger.googleusercontent.com/img/a/AVvXsEidTYUiLoQE-JLbSVnSUZq5RrVQ1maM4YInK9qu-LADQjZOAGbzblUrmOpqGxihN7ggZn6eWnOJKqiUx0HBrk0H8UOwphl6bm-1Y1T9P8rj4Sw-ouVTaujY5U8EMNi91_V2GUe2YwrvI67OGvj2Zwq4-VhaYBkwrqT5b9Zjk_3H_HB1Z4XMI-Xu0ZEndA=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div>Αργότερα έγινε μία συζήτηση στην ολομέλεια προκειμένου να διερευνηθούν οι προϋπάρχουσες αναπαραστάσεις σχετικά με το φαινόμενο του σχολικού εκφοβισμού. Με καταιγισμό ιδεών καταγράψαμε στον πίνακα τις σκέψεις των παιδιών γύρω από τη λέξη βία ή εκφοβισμός. Επίσης, τα παιδιά παρατήρησαν εικόνες από τις τρεις μορφές τις βίας (λεκτική, σωματική και ψυχολογική) και εξέφρασαν τις πρότερες γνώσεις τους γύρω από αυτές. Τα παιδιά αναφέρθηκαν σε δικές τους εμπειρίες και έγινε συζήτηση αναφορικά με το πως ένιωσαν, πως αντέδρασαν κ.τ.λ. <div><br /></div><div>Κατόπιν διαβάσαμε το βιβλίο < Ο νταής του σχολικού></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhuDN1By6FK1SeGayDF-4p3HNDhTL0Prrp5CVqnNu4YCaD9UVcE24IEv-rUY23AczdV7G4fM4uII1UZQIWdntQApysE_SISDI0SOdEs3MwFM5no8QocPN6peKYVcdTK6_qQZneidcLwLbFqSp53ag7J4TR8DkW-zji4Yz7Zx11FF49iepaJa2eIXpHsOw=s528" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="528" data-original-width="365" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhuDN1By6FK1SeGayDF-4p3HNDhTL0Prrp5CVqnNu4YCaD9UVcE24IEv-rUY23AczdV7G4fM4uII1UZQIWdntQApysE_SISDI0SOdEs3MwFM5no8QocPN6peKYVcdTK6_qQZneidcLwLbFqSp53ag7J4TR8DkW-zji4Yz7Zx11FF49iepaJa2eIXpHsOw=s320" width="221" /></a></div><br /><div><br /><p>Έπειτα επεξεργαστήκαμε την ιστορία μέσα από την ρουτίνα του Κύκλου Διαφορετικών Απόψεων και συνεχίσαμε με την ρουτίνα Απόδοσης Δικαιοσύνης στο Παρόν, Μέλλον και Παρελθόν.</p><p>Ενδεικτικές ερωτήσεις που έγιναν στα παιδιά ήταν:</p><p>τι σημαίνει νταής;</p><p>πως ήταν η συμπεριφορά του νταή;</p><p>τι συναισθήματα προκαλέι;</p><p>ποιός έφταιγε και γιατί;</p><p>τι θα συνέβαινε αν..;</p><p>τι θα μπορούσε να είχε κάνει ο Αριστοτέλης για να αποφύγει την δυσάρεστη κατάσταση;</p><p>τι θα συμβουλεύαμε τον Αριστοτέλη να κάνει για να αντιμετωπίσει τον νταή;</p><p>Έπειτα τα παιδιά αποτύπωσαν τις σκέψεις τους σε ένα φίλο εργασίας κι έδωσαν τη δική τους συνέχεια στην ιστορία από τη στιγμή που ο Αριστοτέλης μπαίνει στο σχολικό.</p><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiHehvjwJjb27zK8hlaFLNF92QVYR17_uyx-Vo94Ip_MXCDYE5VY-Kdwkm7cmU5mS56mxKVpgZ2fHeQvUaIDG6B01mX8JP3neHiDNhI7dFPIbixNo2v-DZgDBv_N_DgjvAJhcYeoGp18iX2qc7t9ph-eo1zadtkJay5nUPQ9ng2D-nAO8hjyA0BtIuEyQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEiHehvjwJjb27zK8hlaFLNF92QVYR17_uyx-Vo94Ip_MXCDYE5VY-Kdwkm7cmU5mS56mxKVpgZ2fHeQvUaIDG6B01mX8JP3neHiDNhI7dFPIbixNo2v-DZgDBv_N_DgjvAJhcYeoGp18iX2qc7t9ph-eo1zadtkJay5nUPQ9ng2D-nAO8hjyA0BtIuEyQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgAE1AlUndeeM2kk2XIe177kv9NjxB5xHv9jF43Al7_74-b2U4yEMGBGH0Q3zMAzLFvXptQboJrSwCR9PESgOU4tcGyj8mXmxw1YIVJSjqR9tBu8sHeGKCmO_rMAFjxErvtKcGGJFRs0VoirqbBUlZeUEsxdmWICsZb9BSc086BtNc7cu7bxbNPS7wbiA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgAE1AlUndeeM2kk2XIe177kv9NjxB5xHv9jF43Al7_74-b2U4yEMGBGH0Q3zMAzLFvXptQboJrSwCR9PESgOU4tcGyj8mXmxw1YIVJSjqR9tBu8sHeGKCmO_rMAFjxErvtKcGGJFRs0VoirqbBUlZeUEsxdmWICsZb9BSc086BtNc7cu7bxbNPS7wbiA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgMsmueb6CzoHeJlr_wdcSutzctvoBsGznvNHpM8zaOw-WF4WHHpfrnl8yVPxkcTTNIwe8In1QpU3MUhFDIusckIn8oQvSK-lvxJ4ENwJcsn8hPKfVOY7sZtZQDs2sKmtByTgqbxL_sg5rZOy5PIXL_k6ZUZ7QulIFiNnGa383pR3wgTXFzYetBLEikdA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgMsmueb6CzoHeJlr_wdcSutzctvoBsGznvNHpM8zaOw-WF4WHHpfrnl8yVPxkcTTNIwe8In1QpU3MUhFDIusckIn8oQvSK-lvxJ4ENwJcsn8hPKfVOY7sZtZQDs2sKmtByTgqbxL_sg5rZOy5PIXL_k6ZUZ7QulIFiNnGa383pR3wgTXFzYetBLEikdA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhCp6LBUA4gusH2bb6mm1SgR6Q09Tcjo4HcHN-Z5YwDXVePGMr3Z1-Ing4Ybq1_B2Oc551YU_WmWOC-lJc6OAjXH3QzK51jFAr7BOFE6VbjNOR0R7BfRmy15QmjoTChbN78xp2aFvEPWBidVVw-MrGDitAnIKD9w8Tnc6AQWDG2blMHkXqmN0uHnNV_mw=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEhCp6LBUA4gusH2bb6mm1SgR6Q09Tcjo4HcHN-Z5YwDXVePGMr3Z1-Ing4Ybq1_B2Oc551YU_WmWOC-lJc6OAjXH3QzK51jFAr7BOFE6VbjNOR0R7BfRmy15QmjoTChbN78xp2aFvEPWBidVVw-MrGDitAnIKD9w8Tnc6AQWDG2blMHkXqmN0uHnNV_mw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEicnj8OzCr-pcV1zrOhm1_g1IncpulztwuIUiwxEMMiJjR9CmZKU-3bBu3GoUWuhvwOeQzSraucvgiE_E_i1ExR_DE_kkuZsByEb5ItOERrD8wuHRrkymiq_IO8FnIkf7sCzEs74L3l1I4hCgWqFK_qhnUW8eFjjU83pwxtzowRPYe2jdnAAELX2fQ3oA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEicnj8OzCr-pcV1zrOhm1_g1IncpulztwuIUiwxEMMiJjR9CmZKU-3bBu3GoUWuhvwOeQzSraucvgiE_E_i1ExR_DE_kkuZsByEb5ItOERrD8wuHRrkymiq_IO8FnIkf7sCzEs74L3l1I4hCgWqFK_qhnUW8eFjjU83pwxtzowRPYe2jdnAAELX2fQ3oA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiROjmmssi0STarKv-psgbFAROe4V_yc7poKUsowrbNdnUUzWAvZ7txDeUDCVcWTa7lotdsUTeE5xmjvEfYpKJt-vgho4InyLw_ekZqftt2P7aEYf51WwSu8RfibAIRKGhHzBi4uqpBfFyeizqkfvPmMYbgDHiwwHAWDnJtx9JfMgGUOCSWnlPoLpok3g=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEiROjmmssi0STarKv-psgbFAROe4V_yc7poKUsowrbNdnUUzWAvZ7txDeUDCVcWTa7lotdsUTeE5xmjvEfYpKJt-vgho4InyLw_ekZqftt2P7aEYf51WwSu8RfibAIRKGhHzBi4uqpBfFyeizqkfvPmMYbgDHiwwHAWDnJtx9JfMgGUOCSWnlPoLpok3g=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiJ9n9KhgXl0hCmb_GvIeAb1nzP9hZQUpIZxqZ1YHnF-LjFz9PXcme4wIBKZKHbv8MZiJci5XlVmHUa0YiFY5sL0IVOjgSML_pQHu7zoIuOTj8c_K3hDpgWjNnIcDImFhceSeo4z-W9QQw-c5x09yt5Mnyt_sWKcjYtVd01_K5og_j51UT4YagxBX0gLQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEiJ9n9KhgXl0hCmb_GvIeAb1nzP9hZQUpIZxqZ1YHnF-LjFz9PXcme4wIBKZKHbv8MZiJci5XlVmHUa0YiFY5sL0IVOjgSML_pQHu7zoIuOTj8c_K3hDpgWjNnIcDImFhceSeo4z-W9QQw-c5x09yt5Mnyt_sWKcjYtVd01_K5og_j51UT4YagxBX0gLQ=s320" width="320" /></a></div><br /><p>Αργότερα διαβάσαμε και δραματοποιήσαμε το σενάριο <Μιμή η κουταλαυτού>:</p><p> Πρόκειται για ένα κορίτσι πέντε χρονών που έρχεται αντιμέτωπο με τα αρνητικά σχόλια των συμμαθητών που την κοροϊδεύουν της για τα αυτιά της.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj4-qYAKKFTS4sOvqddJcxi5lCV0v7u_ZJX6csTsEVFmqha5iFSeZn-Q3NxvYSPbIW4Pc6qH65V7GZZe9JfN9c97jANXjrzlthXcbCFU5YKI-IDTembp2n18RU2ovCO-2s-TSL7_fguU2FFnaTsp9YSiRWiH49BU1guSPPxiYcQgR59tgKIheKoY_umDQ=s934" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="934" data-original-width="515" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEj4-qYAKKFTS4sOvqddJcxi5lCV0v7u_ZJX6csTsEVFmqha5iFSeZn-Q3NxvYSPbIW4Pc6qH65V7GZZe9JfN9c97jANXjrzlthXcbCFU5YKI-IDTembp2n18RU2ovCO-2s-TSL7_fguU2FFnaTsp9YSiRWiH49BU1guSPPxiYcQgR59tgKIheKoY_umDQ=s320" width="176" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiH1G8nFXM0T__t3SNVRxUeFoVU7V_r2qaTSGBLQ4JyRdvODiuUfvNvYDRitw6_IUCDM21wF4OVZNng4h-hupCelxf_3XiPsb7MaiKBrzU4xyV-2uwgBoxUYVDtM7cFKJEIx7jxvbaNcNyajiIg6wNb-FVFqSKg5-kyAwnWLyXv0jwz0jLBh3Ntsles9g=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEiH1G8nFXM0T__t3SNVRxUeFoVU7V_r2qaTSGBLQ4JyRdvODiuUfvNvYDRitw6_IUCDM21wF4OVZNng4h-hupCelxf_3XiPsb7MaiKBrzU4xyV-2uwgBoxUYVDtM7cFKJEIx7jxvbaNcNyajiIg6wNb-FVFqSKg5-kyAwnWLyXv0jwz0jLBh3Ntsles9g=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgyMxcw72YrF3qv7lOY2c5zR5TNnoSk67yWPcngjYIFxTxDZcHQP4LPi5HrHE8-igNVzPR5U4Wz-S2KGofEQFoG9DFLQ05fK-Sbxy11Ax4o1cgdu4oqF8gWCer7psFfN3aAqwe1p910QgPZyKrukjK9vY1TcH1va3vGkfV7uGQewqgg1qov15KWeymDxg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEgyMxcw72YrF3qv7lOY2c5zR5TNnoSk67yWPcngjYIFxTxDZcHQP4LPi5HrHE8-igNVzPR5U4Wz-S2KGofEQFoG9DFLQ05fK-Sbxy11Ax4o1cgdu4oqF8gWCer7psFfN3aAqwe1p910QgPZyKrukjK9vY1TcH1va3vGkfV7uGQewqgg1qov15KWeymDxg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiODB5EIiSD28jNYymfmr5Tv3ZugT6MX2YgN_S8LBTrHXYCgcdVwBKSwm0VsdS-oSHMM6o4c3uqhRAvdLq5qin1hIDx7u-M_k_9nvcHwMoy3FW3NXXK6IgIpzQg1VIgU7hUA2bIkImPk0hO2wyTN3rg7maHff-boKZgyZfZWKYQw8837_e8BtT4w5kjww=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEiODB5EIiSD28jNYymfmr5Tv3ZugT6MX2YgN_S8LBTrHXYCgcdVwBKSwm0VsdS-oSHMM6o4c3uqhRAvdLq5qin1hIDx7u-M_k_9nvcHwMoy3FW3NXXK6IgIpzQg1VIgU7hUA2bIkImPk0hO2wyTN3rg7maHff-boKZgyZfZWKYQw8837_e8BtT4w5kjww=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Προσεγγίσαμε το σενάριο μέσω του εκπαιδευτικού δράματος χρησιμοποιώντας τις τεχνικές του ρόλου στον τοίχο και της ανακριτικής καρέκλας. </div><div class="separator" style="clear: both; text-align: left;">Σε ένα μεγάλο χαρτί σχεδιάσαμε το περίγραμμα της Μιμής. Μετά σε κύκλο δίνουν ένα μπαλάκι ο ένας στον άλλον καθώς ακούγεται μια γρήγορη μουσική. Μόλις σταματούσε η μουσική, το παιδί που κρατούσε τη μπάλα έλεγε μια λέξη που ταίριαζε στη Μιμή. Αν η λέξη αφορούσε εσωτερικό χαρακτηριστικό τότε την γράφαμε μέσα στο περίγραμμα, αν όμως αφορούσε εξωτερικό χαρακτηριστικό η λέξη γραφόταν γύρω απο το περίγραμμα της Μιμής.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhGzdlI7H7a1IjVpPhjl9FEJma7TcYfOVCg0OEqP0ybmRuYh9KJUEzRECIMSGzWh5q8A1DV02g3-sazI1sfOiVqR8fGCbKhsfxPNMPvLfFc6Q1BgImRF68dHa4pZA_p9JN7vtzVDsMj87vbpusWiMqQFDIdOR0onUA8Luvk4wak6oga_P8ZVWLQVlLsIg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhGzdlI7H7a1IjVpPhjl9FEJma7TcYfOVCg0OEqP0ybmRuYh9KJUEzRECIMSGzWh5q8A1DV02g3-sazI1sfOiVqR8fGCbKhsfxPNMPvLfFc6Q1BgImRF68dHa4pZA_p9JN7vtzVDsMj87vbpusWiMqQFDIdOR0onUA8Luvk4wak6oga_P8ZVWLQVlLsIg=s320" width="320" /></a><div class="separator" style="clear: both; text-align: center;"><br /></div></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgxzraaSMC5tB6IARREb22ho5ox8ceu2JMaUn9fQgAGjrzhp4fukAEFCHtnUT9ST4doWOekbsc2Zp_vvcfJd5iSbDr-wQWpnBiG6DPy_ghD3TNfbZdqJZbJg6HQC1UMUX3hvgl2MItw8NBW3G1s8dy7ke4VHxbZd0vOx-wf0TUDpsWNK4_3qfMkkAXleQ=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgxzraaSMC5tB6IARREb22ho5ox8ceu2JMaUn9fQgAGjrzhp4fukAEFCHtnUT9ST4doWOekbsc2Zp_vvcfJd5iSbDr-wQWpnBiG6DPy_ghD3TNfbZdqJZbJg6HQC1UMUX3hvgl2MItw8NBW3G1s8dy7ke4VHxbZd0vOx-wf0TUDpsWNK4_3qfMkkAXleQ=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg0jC5pF1uaSOtI-jYjLXnr-WGTjnMWnCj0ktt3s1OshXsHWlJ6q4JdEKhQOBbjj2CRpn7hq6x5KeI4piubwWoVBis6WQszNhWC1NWp9NuqkjhT6FAgcvK_1WX5sOOTwYeeLYYh3Ir1hRt8mtH8Fxc1l8NudPxpe3o9PKtV-J8vkHutO5iJOAANi2SWtA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEg0jC5pF1uaSOtI-jYjLXnr-WGTjnMWnCj0ktt3s1OshXsHWlJ6q4JdEKhQOBbjj2CRpn7hq6x5KeI4piubwWoVBis6WQszNhWC1NWp9NuqkjhT6FAgcvK_1WX5sOOTwYeeLYYh3Ir1hRt8mtH8Fxc1l8NudPxpe3o9PKtV-J8vkHutO5iJOAANi2SWtA=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi1_TLpfwkheScEhpOMCmzZZz7XdOyQbcHu5pgyG3MwJ2uGU4Ab-2PnfrmAA6VDP-pmmDkUPkYygS3QZ9lre0LXtajaJMjf70UPYs-gKMgeZLnKtwEjIiGEtArSjfoGYbngRPJx53PA7tXfEso2Hvbfv6lyFPdKFa29-8rxRr38XkBVO_P-yTCPRh8GQA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEi1_TLpfwkheScEhpOMCmzZZz7XdOyQbcHu5pgyG3MwJ2uGU4Ab-2PnfrmAA6VDP-pmmDkUPkYygS3QZ9lre0LXtajaJMjf70UPYs-gKMgeZLnKtwEjIiGEtArSjfoGYbngRPJx53PA7tXfEso2Hvbfv6lyFPdKFa29-8rxRr38XkBVO_P-yTCPRh8GQA=s320" width="236" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div>Έπειτα ένα παιδί αντιπροσώπευσε τον Τζακ που έλεγε χλευαστικά σχόλια για την Μιμή και κάθησε στην ανακριτική καρέκλα. Τα παιδιά του έκαναν ερωτήσεις για να προβληματιστεί όπως: Θα ήθελες να σε κοροϊδεύουν; Πως θα ένιωθες; </div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjbSPIw-uf5OfV7NsgQUXbtHkUIuAut79uupJ9pJPAmnrRQbvG5ZX4j0sxJJfkbOJNjISLrw7FXgXiHYh027fWWwYRz0S9l1UNrknloQmbLFgTDa3e5e6uGP1Vzal6dk7NjluOblFiYDUtBaWXlknitBaaSUmsXDKJ5d0DLy4JNKfTkQVKT6O5Q7-o6Pg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjbSPIw-uf5OfV7NsgQUXbtHkUIuAut79uupJ9pJPAmnrRQbvG5ZX4j0sxJJfkbOJNjISLrw7FXgXiHYh027fWWwYRz0S9l1UNrknloQmbLFgTDa3e5e6uGP1Vzal6dk7NjluOblFiYDUtBaWXlknitBaaSUmsXDKJ5d0DLy4JNKfTkQVKT6O5Q7-o6Pg=s320" width="240" /></a></div><br /><div><br /></div><div><br /></div><div>Στη συνέχεια τα παιδιά δημιούργησαν μια αρματωσιά των συναισθημάτων και των αξιών. Σε μια κάπα καρφίτσωσαν σημειώματα και ζωγραφιές που θα ενθάρρυναν την Μιμή να αντιμετωπίσει τις δυσκολίες.</div><div><br /></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgOj8HvOOubSFP0XWtaYg9WnKqbvBXOqdgMpQkCQPiIzPXUplorc8ocOB57njIBln4o-wSzOB8aL_eDC_XbfufJ4HtzL01eI7VfmrNa_IvphJEs85P13Kx-gQPeMMvRcd8xVz8rcng33jLXr-Ujdtaa_SWgb1uVPfFxtfN1DR9-nG91PVfiU0tkwirZIg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgOj8HvOOubSFP0XWtaYg9WnKqbvBXOqdgMpQkCQPiIzPXUplorc8ocOB57njIBln4o-wSzOB8aL_eDC_XbfufJ4HtzL01eI7VfmrNa_IvphJEs85P13Kx-gQPeMMvRcd8xVz8rcng33jLXr-Ujdtaa_SWgb1uVPfFxtfN1DR9-nG91PVfiU0tkwirZIg=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj2I3irWWNkDewGfs23Cy0DI1HBUOqcrr1H0feGlKvSIHS_fz24TYvaL8EyhlwfXeprf6c0PICC5fwGanO3p3NATsQnnO16pAS-VO0D3UsKKE567gq0Kt2oNYOxKRj3oB9tb7ipcdt36EE8wgg22H02TXIvL8Y0MBvchp5-ZuzJzLInJGobIx7oH9iv8Q=s1000" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhCAUI6brR7a_x_znJJcBXX8AKhu9raQfKUsko-UnqEBFjTykPurYuuIbGBn3EfpvBCiycNSahpWnyEnzQ1gbJx1VkyJStCtUDUM23-4EjRZgcW2CA9uPrPOeRlv90CBh72uux0zg1dvoX7FZSA64--nC83h51Pcfp1ee2L7atjxDLAHTMF0OnBAPV6XA=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="736" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhCAUI6brR7a_x_znJJcBXX8AKhu9raQfKUsko-UnqEBFjTykPurYuuIbGBn3EfpvBCiycNSahpWnyEnzQ1gbJx1VkyJStCtUDUM23-4EjRZgcW2CA9uPrPOeRlv90CBh72uux0zg1dvoX7FZSA64--nC83h51Pcfp1ee2L7atjxDLAHTMF0OnBAPV6XA=s320" width="236" /></a></div><br /> <br /><p>Στο τέλος τα παιδιά συμφιλιώθηκαν κι έστησαν ένα γλέντι με χορό και τραγούδι για να το γιορτάσουν κι ακούσαμε το τραγούδι όπου υπάρχει αγάπη.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/DBPTx1YGpGk" width="320" youtube-src-id="DBPTx1YGpGk"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div> <a href="https://blogger.googleusercontent.com/img/a/AVvXsEjEgsUEPsJCnXicjxMEgMgADdveeGrhMJNL_FewQAsFzo4hrg2gCXGEAVLcrOtQlqRJJ45ruasQFQiDdh3tOPJn8ObcCFdvoPj3INXGFltVWOaSL5JqplUsA-xRktkHLsE9P6Ldk-bqRLVAssbuKMwT0o1MLlXEZonf7sxF-i1ke_1WnpqZ1hh6jndzzw=s960" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjEgsUEPsJCnXicjxMEgMgADdveeGrhMJNL_FewQAsFzo4hrg2gCXGEAVLcrOtQlqRJJ45ruasQFQiDdh3tOPJn8ObcCFdvoPj3INXGFltVWOaSL5JqplUsA-xRktkHLsE9P6Ldk-bqRLVAssbuKMwT0o1MLlXEZonf7sxF-i1ke_1WnpqZ1hh6jndzzw=s320" width="240" /></a></div><div><br /></div><div>Στις επόμενες δραστηριότητες τα παιδιά προβληματίστηκαν πάνω στο έργο του MattMahurin με τίτλο <Bullyinng> και το επεξεργάστηκαν με τη ρουτίνα σκέψης Βλέπω- Σκέφτομαι- Αναρωτιέμαι. </div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEipNb0CvD61IhC_PWroue7JMAGmjo4QdQPq_vovNQuN9cROQStqDlwUduoTXAOzmXu5ver4Cj8MtLAQNEvmFA834ib1nqWplyxde1aivE9aACIvrshQmrN43FmkcaXoZcKrvugAbiamagp9fGkiNrUgCztNXZDrtZ6dbOo82YmwPpa361eozsSF8jsNug=s857" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="857" data-original-width="696" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEipNb0CvD61IhC_PWroue7JMAGmjo4QdQPq_vovNQuN9cROQStqDlwUduoTXAOzmXu5ver4Cj8MtLAQNEvmFA834ib1nqWplyxde1aivE9aACIvrshQmrN43FmkcaXoZcKrvugAbiamagp9fGkiNrUgCztNXZDrtZ6dbOo82YmwPpa361eozsSF8jsNug=s320" width="260" /></a></div><br /><div>Μετά εμβαθύναμε περισσότερο στο θέμα με τη μεθοδολογία των 6 καπέλων της σκέψης. Ενδεικτικά τα παιδιά κλήθηκαν να απαντήσουν στις παρακάτω ερωτήσεις:</div><div><br /></div><div><u>Το άσπρο καπέλο:</u></div><div>Τι συμβαίνει σε αυτό το παιδί; Με ποιές λέξεις θα μπορούσες να το περιγράψεις; Του λείπει άραγε κάτι; και τι;</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjrk4FTnUeu2wCvQtA0TSA9-MIwTOLznhmSq8cRt6w2v5U5HEKsLOQNN0g86tG5Q2mSUIEGJpfXk0Sm9dVf5OQfURhBLaeDT4O-VZU4Wp1a7kHpr9ZRP1MdTgNOvcYlhNlPbfP9_mO0Irb-wBSlGuQVsNCWtXTkE-cJcqB06nGVhMrFb-eE8RajrBOJqw=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEjrk4FTnUeu2wCvQtA0TSA9-MIwTOLznhmSq8cRt6w2v5U5HEKsLOQNN0g86tG5Q2mSUIEGJpfXk0Sm9dVf5OQfURhBLaeDT4O-VZU4Wp1a7kHpr9ZRP1MdTgNOvcYlhNlPbfP9_mO0Irb-wBSlGuQVsNCWtXTkE-cJcqB06nGVhMrFb-eE8RajrBOJqw=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><u>Το κόκκινο καπέλο: </u></div><div class="separator" style="clear: both; text-align: left;">Τι νιώθεις όταν βλέπεις ένα παιδί έτσι; Μήπως νιώθουν κι άλλοι συμμαθητές σου όπως αυτό;</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj3Qr7WIq02UaYoZClzcSdcRQxo5bf0j9sttdDxp-L9nbh0-huEB8PEa2vfFnYU2y5zgl1xkvvpFB2uA9237jtmgc_y73jKRH2ZIZLSVVI4kvbId1TjUFvzA1VHBYoyitcHNSAXq-AQT9L7dw3sjyerRFZbvf01RPXGShw5qUAOgiXtXfdMOD45-ig8jA=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEj3Qr7WIq02UaYoZClzcSdcRQxo5bf0j9sttdDxp-L9nbh0-huEB8PEa2vfFnYU2y5zgl1xkvvpFB2uA9237jtmgc_y73jKRH2ZIZLSVVI4kvbId1TjUFvzA1VHBYoyitcHNSAXq-AQT9L7dw3sjyerRFZbvf01RPXGShw5qUAOgiXtXfdMOD45-ig8jA=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><u>Το κίτρινο καπέλο:</u></div>Τι λύσεις μπορούμε να βρούμε για να βοηθήσουμε αυτό το παιδί;<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEirqJInSqQL5DObJrzizt7Mw4FYxvT9yMxNxYfduB-vdR1uDOYhKQgzW5lhylsiGjvs43MUReqKbplwGGc-7Y-hj9FJP3nLVXBPCHHN4W1k96ax8XhmJUYhDGzULxythASaqrarAfFjzFDOWVUn3VCLzSClY2_PstbLB-s69a-z6YtLLoSKXokXO6Ea4w=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEirqJInSqQL5DObJrzizt7Mw4FYxvT9yMxNxYfduB-vdR1uDOYhKQgzW5lhylsiGjvs43MUReqKbplwGGc-7Y-hj9FJP3nLVXBPCHHN4W1k96ax8XhmJUYhDGzULxythASaqrarAfFjzFDOWVUn3VCLzSClY2_PstbLB-s69a-z6YtLLoSKXokXO6Ea4w=s320" width="320" /></a></div><br /><div><br /><div class="separator" style="clear: both; text-align: left;"><u>Το μαύρο καπέλο:</u></div><div class="separator" style="clear: both; text-align: left;">Μπορείτε να πραγματοποιήσετε όλες τις ιδέες σας σας; Ποιες δυσκολίες έχετε; </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjWLxtvBfAFr59cwKyc15OUwhSZDVc953qXMtl0NrsfUrWvAe4bWsBcoNZznW82ruwVBv3COFGrbVdmgfK0JUP-ERKhPqjfYBkddHX1NlJTZN_lIb4foOkT4fxFOjMegcnz40XwGectHJgZ5sofv9ckW-IcHb68LPxOaBPbs9Y5LzLQGYWR8ERZqYW7sQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEjWLxtvBfAFr59cwKyc15OUwhSZDVc953qXMtl0NrsfUrWvAe4bWsBcoNZznW82ruwVBv3COFGrbVdmgfK0JUP-ERKhPqjfYBkddHX1NlJTZN_lIb4foOkT4fxFOjMegcnz40XwGectHJgZ5sofv9ckW-IcHb68LPxOaBPbs9Y5LzLQGYWR8ERZqYW7sQ=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><u>Το πράσινο καπέλο: </u></div><div class="separator" style="clear: both; text-align: left;">Μπορείτε να σκεφτείτε καινούργιες ιδέες ή λύσεις που μπορείτε να τις πραγματοποιήσετε;</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjwUmSd81v-WTDQRRBy-VCjGiLQIwFWT2jyPuZCqjoDOZY1Vtg6d1zGIy2Qu0jwIP4tVYnWVX2FI1AZCT4wPpzrIYDOtSwhFyH85SmDUG8L380cutoNgKyXxDywp71oMmzOCPOW_K_ESETu_uwb9N1e_EIvIa5cEavcaaT3NuhoHok3_JV1MKZ51E7nzg=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEjwUmSd81v-WTDQRRBy-VCjGiLQIwFWT2jyPuZCqjoDOZY1Vtg6d1zGIy2Qu0jwIP4tVYnWVX2FI1AZCT4wPpzrIYDOtSwhFyH85SmDUG8L380cutoNgKyXxDywp71oMmzOCPOW_K_ESETu_uwb9N1e_EIvIa5cEavcaaT3NuhoHok3_JV1MKZ51E7nzg=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><u>Το μπλε καπέλο: </u></div><div class="separator" style="clear: both; text-align: left;">Αισθάνεστε ότι μπορείτε στο μέλλον να αντιμετωπίσετε ένα παρόμοιο πρόβλημα;</div><div class="separator" style="clear: both; text-align: left;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgokBlXzw6J7uNnprXCtnYM8BxA-v2MROQnW_MP9unbWTXSUswW0dbhZffycvQh23bHxn23iLsRpBKfaLdjdBgycgaiGz2CFXfyD-IiWzqA7LU7gSxeAJdM88ScexCcqJXjfS7nWAT6Aw7DbfSCaUO1NTIqAYzFlDgUD5MTiwXnqVJRTJj7uFGmpS5K6w=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgokBlXzw6J7uNnprXCtnYM8BxA-v2MROQnW_MP9unbWTXSUswW0dbhZffycvQh23bHxn23iLsRpBKfaLdjdBgycgaiGz2CFXfyD-IiWzqA7LU7gSxeAJdM88ScexCcqJXjfS7nWAT6Aw7DbfSCaUO1NTIqAYzFlDgUD5MTiwXnqVJRTJj7uFGmpS5K6w=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Ολοκληρώνοντας το πρόγραμμα διαβάσαμε το βιβλίο <Τα χέρια δεν είναι για να δέρνουμε></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjO4fQxB2qTMKpfsNmdne2dt76j0yXXiTRwSiWU1ufFHV6CVuM0CX9SSpCooynZqLIZC6m6tDTUJl6R7aO7QYPFfS36fANa26FRKXh9C1O7bGdayE69pNwSMPHuBwbyyJ724bIymtBeb7RqraqgfI1773yC-SGtkf1YFHgPC2PwJvLCpbJmYYkWMxf0fg=s424" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="413" data-original-width="424" height="312" src="https://blogger.googleusercontent.com/img/a/AVvXsEjO4fQxB2qTMKpfsNmdne2dt76j0yXXiTRwSiWU1ufFHV6CVuM0CX9SSpCooynZqLIZC6m6tDTUJl6R7aO7QYPFfS36fANa26FRKXh9C1O7bGdayE69pNwSMPHuBwbyyJ724bIymtBeb7RqraqgfI1773yC-SGtkf1YFHgPC2PwJvLCpbJmYYkWMxf0fg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><br /> Στη συνέχεια δημιουργήσαμε ένα έργο τέχνης με το περίγραμμα των χεριών μας.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj3bTRPzZvORg5gCBxzRjmhleOrvkXS_qt5rjbpznirw3Hako48RL96YGjsfcVcuAH2P8a_RplrL4KOqImJXSRj2B61nyeXwseaif3lMop9X45Q60y4m2B8hv725aJe_eO4gQwC9Fnu1Y8deBv09tNj5VS-KILzEEU_6c3WoxYu9jNgMJMtIVdLJ_ALqA=s716" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="712" data-original-width="716" height="318" src="https://blogger.googleusercontent.com/img/a/AVvXsEj3bTRPzZvORg5gCBxzRjmhleOrvkXS_qt5rjbpznirw3Hako48RL96YGjsfcVcuAH2P8a_RplrL4KOqImJXSRj2B61nyeXwseaif3lMop9X45Q60y4m2B8hv725aJe_eO4gQwC9Fnu1Y8deBv09tNj5VS-KILzEEU_6c3WoxYu9jNgMJMtIVdLJ_ALqA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjcBfGIIdWwXzEwiN2HNYFc74MpOa8foR8qufQPLZXSBSNhWpj1-VhrcVjw7Ut3hHqWaH2nbarIwAevHf41AbUrFP1qeQF2DqreF48ySNuRAYGSuZgGJwB523GwoOP-qyKuhEADJYqzqXsjToZz8JcWLPPjIzwWEpUTZOr-Pt5lbDoqJui0QTO7KpHE4Q=s821" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="821" height="229" src="https://blogger.googleusercontent.com/img/a/AVvXsEjcBfGIIdWwXzEwiN2HNYFc74MpOa8foR8qufQPLZXSBSNhWpj1-VhrcVjw7Ut3hHqWaH2nbarIwAevHf41AbUrFP1qeQF2DqreF48ySNuRAYGSuZgGJwB523GwoOP-qyKuhEADJYqzqXsjToZz8JcWLPPjIzwWEpUTZOr-Pt5lbDoqJui0QTO7KpHE4Q=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Συνθέσαμε τα γράμματα από το σύνθημα που μάθαμε.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgTF20JQiwwPA4tnst-5EnoqENyUQCCLw8UiX5-j1LB4t6cgg-Cjcg7NRCptzQiuTnMTEginoEwkDVeNSBKrU-MltppbGoYxoLlL1TUvJLIfrbqY-1NnwQfwlwLzclchhWKlLadFD9MQ317FT8Np70TmC8Q8fEphQjv0yHFhTjokD9jD97wp_0ne6R3yQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="681" data-original-width="960" height="227" src="https://blogger.googleusercontent.com/img/a/AVvXsEgTF20JQiwwPA4tnst-5EnoqENyUQCCLw8UiX5-j1LB4t6cgg-Cjcg7NRCptzQiuTnMTEginoEwkDVeNSBKrU-MltppbGoYxoLlL1TUvJLIfrbqY-1NnwQfwlwLzclchhWKlLadFD9MQ317FT8Np70TmC8Q8fEphQjv0yHFhTjokD9jD97wp_0ne6R3yQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh5A-juCTmTmn1EDjX6XOncvLjLciIuf--WhkkfxBPfz9l05zrO2HCwvUsuDRkWj5M302g257WABFJ9fh-Hei-BtuYhSJC8v8efwdg8XR9S1zF_X9rzd5Ja0H_TP_RheFbqOpxsHfeu8t3IDWCaUYyEWa8rvN2b1XJ_Dn_-mCAt_ZjeHDIEDNyIdNcKRw=s944" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="944" height="202" src="https://blogger.googleusercontent.com/img/a/AVvXsEh5A-juCTmTmn1EDjX6XOncvLjLciIuf--WhkkfxBPfz9l05zrO2HCwvUsuDRkWj5M302g257WABFJ9fh-Hei-BtuYhSJC8v8efwdg8XR9S1zF_X9rzd5Ja0H_TP_RheFbqOpxsHfeu8t3IDWCaUYyEWa8rvN2b1XJ_Dn_-mCAt_ZjeHDIEDNyIdNcKRw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjkcq6awUUR6YNvXxYnxjDld637_wyUXy-T7qDkgzWzrTtKwBn9wZThF0QLV5qbGsZ3XyfJicBbG2hajjrTlJZpNMOf6aSwD96pDANG17olqjyoqGyB-Ri7PUvKNFteEoISjGcobNIistwdy4so1ioXTa0C8RMyrZ7clrBdE2KWA8lt_H_QUjVBnpZxlw=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjkcq6awUUR6YNvXxYnxjDld637_wyUXy-T7qDkgzWzrTtKwBn9wZThF0QLV5qbGsZ3XyfJicBbG2hajjrTlJZpNMOf6aSwD96pDANG17olqjyoqGyB-Ri7PUvKNFteEoISjGcobNIistwdy4so1ioXTa0C8RMyrZ7clrBdE2KWA8lt_H_QUjVBnpZxlw=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEidaJG-SrbVd1GLDIY16yQMQOHhiEn5PF4Lggnlj3ycQsoCKjGVbefJEw9lULpTM61vjaDa_IG_ZmbIx884PY4Dz4YlBNmXsPWSUtvtQT2zlNEzckMZJ9pFIu1etiBKYppJrWU-IOxe_lc6dLAsHWFAGrTx2a1TTq9bxO2fvloAZPG5XExUx4WcwIoIfQ=s960" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEidaJG-SrbVd1GLDIY16yQMQOHhiEn5PF4Lggnlj3ycQsoCKjGVbefJEw9lULpTM61vjaDa_IG_ZmbIx884PY4Dz4YlBNmXsPWSUtvtQT2zlNEzckMZJ9pFIu1etiBKYppJrWU-IOxe_lc6dLAsHWFAGrTx2a1TTq9bxO2fvloAZPG5XExUx4WcwIoIfQ=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Τέλος φτιάξαμε μια διαδραστική αφίσα με το πρόγραμμα thingling την οποίο εμπλουτίσαμε με εκπαιδευτικά βίντεο και παραμύθια για τον σχολικό εκφοβισμό που μπορείτε να δείτε <a href="https://www.thinglink.com/scene/1522296818384240641">εδώ</a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgmtbUzBqsGWghQHL3HDZBw0OBb_AZRLr48SuP-8BYJrA5x3YHTpZUcAaDxqdMko2lC6uGqRLN3QRqfpDDW8F3MEU685xF9wN7GNkO0Rn3B_VJrOynU4QpzyyKh2GbZbtRQdIiImd8NIXw_P5Mwp4xsoQB_eBj0xYhpHMw2HgDWKs4Z9iqjP5Hy3OJUDw=s1110" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="754" data-original-width="1110" height="217" src="https://blogger.googleusercontent.com/img/a/AVvXsEgmtbUzBqsGWghQHL3HDZBw0OBb_AZRLr48SuP-8BYJrA5x3YHTpZUcAaDxqdMko2lC6uGqRLN3QRqfpDDW8F3MEU685xF9wN7GNkO0Rn3B_VJrOynU4QpzyyKh2GbZbtRQdIiImd8NIXw_P5Mwp4xsoQB_eBj0xYhpHMw2HgDWKs4Z9iqjP5Hy3OJUDw=s320" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div>Το κόμικς μας έγινε και βιβλίο όπου πατώντας πάνω στα ηχεία μπορούμε να ακούσουμε τους διαλόγους.<span> Μπορείτε να το δείτε πατώντας <a href="https://read.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/niNFbEawQeS6YAzHYnKQBw">εδώ.</a></span></div><div><div><br /></div></div>
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<div style="background: rgb(255, 255, 255); border: 1px solid rgb(221, 221, 221); color: #333333; display: inline-block; line-height: 1.2; margin: 20px auto; padding: 0px; text-decoration: none; vertical-align: top; width: 300px;"><a href="https://read.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/niNFbEawQeS6YAzHYnKQBw" style="color: #333333; display: block; font-weight: normal; line-height: 1.2; padding: 0px; text-align: left; text-decoration: none;" target="_blank"><img alt="Σχολικός εκφοβισμός" src="https://assets.api.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/books/niNFbEawQeS6YAzHYnKQBw/cover/share" style="border: none; display: block; margin: 0px auto; max-height: 300px; max-width: 100%; padding: 0px;" /></a><div style="border-top: 1px solid rgb(221, 221, 221); display: block; overflow-x: hidden; overflow: hidden; padding: 20px;"><div style="color: #333333; display: block; font-size: 21px; font-weight: normal; line-height: 1.2; margin: 0px 0px 0.25em; padding: 0px; text-align: left; text-decoration: none;"><a href="https://read.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/niNFbEawQeS6YAzHYnKQBw" style="color: #333333; display: block; font-weight: normal; line-height: 1.2; padding: 0px; text-align: left; text-decoration: none;" target="_blank">Σχολικός εκφοβισμός</a></div><div style="color: #333333; display: block; font-size: 16px; font-weight: normal; line-height: 1.2; margin: 0px 0px 0.5em; padding: 0px; text-align: left; text-decoration: none;"><a href="https://read.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/niNFbEawQeS6YAzHYnKQBw" style="color: #333333; display: block; font-weight: normal; line-height: 1.2; padding: 0px; text-align: left; text-decoration: none;" target="_blank">Click to read this book, made with Book Creator</a></div><div style="color: #455a64; display: block; font-size: 14px; font-weight: bold; line-height: 1.2; overflow: hidden; padding: 0px; text-align: left; text-decoration: none; text-overflow: ellipsis; white-space: nowrap;"><a href="https://read.bookcreator.com/q0ozaBx32dXJWQ4ZcmHsaWqjkWk2/niNFbEawQeS6YAzHYnKQBw" style="color: #333333; display: block; font-weight: normal; line-height: 1.2; padding: 0px; text-align: left; text-decoration: none;" target="_blank">https://read.bookcreator.com</a></div></div></div>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-14270823763374583262021-11-16T20:49:00.004+02:002021-11-18T08:05:05.926+02:00Συμμετοχή του 1ου Νηπιαγωγείου Κερατσινίου στην δράση "Καινοτόμα Σχολεία" της ΕΕΠΕΚ<div style="text-align: justify;"><span style="background-color: transparent;">Η <b>Επιστημονική Ένωση για την Προώθηση της Εκπαιδευτικής Καινοτομίας</b> (ΕΕΠΕΚ - <b><a data-saferedirecturl="https://www.google.com/url?q=https://3wss0.r.a.d.sendibm1.com/mk/cl/f/tIPbZIesZ_4m9Csby1QQbAM63A9f6sasXg76GYjkWzW9rqqXyKjMZhSqCSBgULreqWC5PcGkJsCIKa93nKbmJapN8dVtCLooI8kGRIt5x5OzoKWSgyGT7syrLPXNYesBo7uWp6dONjCqLnagD5J3sRsfP-OT_Ib7V4pEwhAIjbgdcvrYGkyz2EUILDH3&source=gmail&ust=1637162257929000&usg=AOvVaw3YjQL_MDUMGbmsYcBpZO2v" href="https://3wss0.r.a.d.sendibm1.com/mk/cl/f/tIPbZIesZ_4m9Csby1QQbAM63A9f6sasXg76GYjkWzW9rqqXyKjMZhSqCSBgULreqWC5PcGkJsCIKa93nKbmJapN8dVtCLooI8kGRIt5x5OzoKWSgyGT7syrLPXNYesBo7uWp6dONjCqLnagD5J3sRsfP-OT_Ib7V4pEwhAIjbgdcvrYGkyz2EUILDH3" style="color: #3499db; text-decoration: underline;" target="_blank">www.eepek.gr</a></b>),
που είναι μια μη κερδοσκοπική Επιστημονική Ένωση εκπαιδευτικών όλων των
βαθμίδων και ειδικοτήτων, έχοντας ως βασική της αποστολή την προώθηση
καινοτόμων δράσεων στην εκπαιδευτική κοινότητα και τη δημιουργία μιας
Κοινότητας Μάθησης όλων των εκπαιδευτικών, δημιούργησε τη δράση <b>«Καινοτόμα Σχολεία».</b></span></div><div style="text-align: justify;"><span style="background-color: transparent;"><b> </b></span></div><div style="text-align: justify;"><span style="background-color: transparent;">Η συμμετοχή στη δράση <b>«Καινοτόμα Σχολεία»</b> της ΕΕΠΕΚ προσφέρει προς αξιοποίηση από τους εκπαιδευτικούς και τη σχολική μονάδα τα ακόλουθα:</span></div> <ul><li style="text-align: justify;">Ελεύθερη πρόσβαση <b>στο υλικό επιμορφωτικών σεμιναρίων</b> που έχουν υλοποιηθεί <b>προγενέστερα</b> από την ΕΕΠΕΚ, μέσω ειδικής ηλεκτρονικής πλατφόρμας (<b><a data-saferedirecturl="https://www.google.com/url?q=https://3wss0.r.a.d.sendibm1.com/mk/cl/f/lADFvzunbT3MCx8h3cVu_HTgn2yII3xwoQbQZM_3Q-jMN61t_Dz9OjKzgf8uUYATLVsoPUrcT1c4_nHB1gVbsBYqndK_TUOGO0CJPlbFWRGN0bUTHDmCFUc8tjg0Id_tt8P1LzON6gIVbwj48CqkrqzeXOdF7mYeSF1Q3JNid0gcgHm1Q7Rvz2jiDztjy3ZdIQ&source=gmail&ust=1637162257929000&usg=AOvVaw3blxgf8ZwRXES2U7YpmbgL" href="https://3wss0.r.a.d.sendibm1.com/mk/cl/f/lADFvzunbT3MCx8h3cVu_HTgn2yII3xwoQbQZM_3Q-jMN61t_Dz9OjKzgf8uUYATLVsoPUrcT1c4_nHB1gVbsBYqndK_TUOGO0CJPlbFWRGN0bUTHDmCFUc8tjg0Id_tt8P1LzON6gIVbwj48CqkrqzeXOdF7mYeSF1Q3JNid0gcgHm1Q7Rvz2jiDztjy3ZdIQ" style="color: #3499db; text-decoration: underline;" target="_blank">https://schools.eepek.gr</a></b>).</li><li style="text-align: justify;">Δυνατότητα για δωρεάν <b>συμμετοχή σε φόρουμ συζητήσεων</b>,
με στόχο την ανταλλαγή απόψεων και εμπειριών, σχετικά με τις διάφορες
θεματικές περιοχές που καλύπτει το παραπάνω επιμορφωτικό υλικό. Τα εν
λόγω φόρουμ συζητήσεων θα είναι διαθέσιμα στην παραπάνω πλατφόρμα μαζί
με το επιμορφωτικό υλικό.</li><li style="text-align: justify;">Ελεύθερη πρόσβαση στις ακόλουθες <b>πηγές πληροφόρησης</b> των εκπαιδευτικών: <ul><li style="text-align: justify;"><b>Διεθνές Περιοδικό: International Journal of Educational Innovation</b>.
Περισσότερα από 150 ερευνητικά εκπαιδευτικά άρθρα έχουν ήδη δημοσιευτεί
και διατίθενται ελεύθερα μέσα από τον σχετικό ιστότοπο της ΕΕΠΕΚ: <a data-saferedirecturl="https://www.google.com/url?q=https://3wss0.r.a.d.sendibm1.com/mk/cl/f/AVsNHoCDUWk-X8rL17P48l5ZMglKH0Adne2NO1Ilnm_P7t_3bq1P4UCIU5JXUElUJ3-tM1-VsE5nDO6c0Ozf_hhJuXiefJAlZBqXooZj7xuaJgboz7IhZBCMBJZiQjot0tmzmj_MxALQmjURoO_JrhLZewPbbMdGyV16w2w9qHtnAo-hjRW2jsLxNL7byzr8EQ&source=gmail&ust=1637162257929000&usg=AOvVaw0JbXoGXwi7bBgyuNGV1JJM" href="https://3wss0.r.a.d.sendibm1.com/mk/cl/f/AVsNHoCDUWk-X8rL17P48l5ZMglKH0Adne2NO1Ilnm_P7t_3bq1P4UCIU5JXUElUJ3-tM1-VsE5nDO6c0Ozf_hhJuXiefJAlZBqXooZj7xuaJgboz7IhZBCMBJZiQjot0tmzmj_MxALQmjURoO_JrhLZewPbbMdGyV16w2w9qHtnAo-hjRW2jsLxNL7byzr8EQ" style="color: #3499db; text-decoration: underline;" target="_blank"><b>https://journal.eepek.gr</b></a></li><li style="text-align: justify;"><b>Πρακτικά Ετήσιων Διεθνών Συνεδρίων της ΕΕΠΕΚ.</b>
Περισσότερες από 3.000 δημοσιεύσεις και 25.000 σελίδες (ερευνητικές
εργασίες, μελέτες, εκπαιδευτικά σενάρια, poster, βιντεοεισηγήσεις κλπ.)
είναι διαθέσιμα ελεύθερα μέσα από το <a data-saferedirecturl="https://www.google.com/url?q=https://3wss0.r.a.d.sendibm1.com/mk/cl/f/CCQY62x8L_mWHWySOENrNNvxH05p9-WT-G1-K0s8SdsUkJRDA4_7bU5kRgFuc0Cio9pXZpPGQJQ_a16-_WuelXlNyryoFXi2fmEWGOOXIyVs9pHj4yOHpuARdbwWLkaR9no09lIMFWgV97OICiSbdp4H3LFPyzt782Wuyo6JQppPz_1e-DJ3DO1PJLHi&source=gmail&ust=1637162257929000&usg=AOvVaw2NtHABHPcimo-2qaTRSqiu" href="https://3wss0.r.a.d.sendibm1.com/mk/cl/f/CCQY62x8L_mWHWySOENrNNvxH05p9-WT-G1-K0s8SdsUkJRDA4_7bU5kRgFuc0Cio9pXZpPGQJQ_a16-_WuelXlNyryoFXi2fmEWGOOXIyVs9pHj4yOHpuARdbwWLkaR9no09lIMFWgV97OICiSbdp4H3LFPyzt782Wuyo6JQppPz_1e-DJ3DO1PJLHi" style="color: #3499db; text-decoration: underline;" target="_blank"><b>https://www.eepek.gr</b></a> – μενού ΣΥΝΕΔΡΙΑ. <br /></li></ul><span style="font-size: small;"><img alt="" height="232" src="data:image/png;base64,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" width="320" /></span><p> <br /></p> </li></ul>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-36781189016627133002021-11-16T20:44:00.004+02:002021-11-16T20:44:40.837+02:00Συμμετοχή του 1ου Νηπιαγωγείου Κερατσινίου στην EU Code Week 2021<p> Το σχολείο μας πήρε και φέτος μέρος στην Ευρωπαϊκή Εβδομάδα Κώδικα (EU Code Week).</p><p>Το ολοήμερο τμήμα δημιούργησε δυο δρασηριότητες με αφορμή την εικογράφηση της Lavater Warja για το κλασικό παραμύθι της Κοκκινοσκουφίτσας (<i>Le Petit Chaperon Rouge</i>, Paris : A. Maeght, 1965) </p><p>Η εικογράφος χρησιμοποίησε κουκίδες για να αποδώσει τις εικόνες του παραμυθιού όπως μπορείτε να δείτε στις παρακάτω εικόνες:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiv6q5YRWGUtEIcc27PixFXKX1AUMf29OXvy9PiK_Bi9XW0bG94njN7JhlftViAKiankyYWcrJA2M4OKm6GqyBcaTZqmMjj4G-3JNZLNQnw9reEo4INtd-gm-xrg50TBT03gkMtmUPOMRDZsKYl5j8CcPMrFrKAWRvsBftvkBm6mfwTIWV-d17Giupdbg=s450" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="325" data-original-width="450" height="231" src="https://blogger.googleusercontent.com/img/a/AVvXsEiv6q5YRWGUtEIcc27PixFXKX1AUMf29OXvy9PiK_Bi9XW0bG94njN7JhlftViAKiankyYWcrJA2M4OKm6GqyBcaTZqmMjj4G-3JNZLNQnw9reEo4INtd-gm-xrg50TBT03gkMtmUPOMRDZsKYl5j8CcPMrFrKAWRvsBftvkBm6mfwTIWV-d17Giupdbg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi6XIs_aX57i-E2dc9Xi3NaH0_GF1vWPUO9SlwP-IvUijfAvduXhLyKtCA2pDVJXobPesSTtgKu22B_3OZQuLFf6O7EvffFqXpTneMr-3rj5AAg3jOv8IvYHMidDU5Z_nLX6VGKTyMTNcOzg0k1Ct4FiFLvM7aFcR7cBVvyodv5CtycAqjy-dSklH_TLQ=s287" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="199" data-original-width="287" height="199" src="https://blogger.googleusercontent.com/img/a/AVvXsEi6XIs_aX57i-E2dc9Xi3NaH0_GF1vWPUO9SlwP-IvUijfAvduXhLyKtCA2pDVJXobPesSTtgKu22B_3OZQuLFf6O7EvffFqXpTneMr-3rj5AAg3jOv8IvYHMidDU5Z_nLX6VGKTyMTNcOzg0k1Ct4FiFLvM7aFcR7cBVvyodv5CtycAqjy-dSklH_TLQ" width="287" /></a></div><br />Ουσιατικά έχει χρησιμοποιήσει μια μορφή απλού κώδικα.<br /><p></p><p>Με αφορμή την εικογράφησή της επιλέξαμε κι εμείς 4 σύμβολα-κώδικες (κόκκινος κύκλος: Κοκκινοσκουφίτσα / μαύρος κύκλος: λύκος / πλάγια γραμμή: σπίτι / τελίτσα: δάσος) και χρωματίσαμε ανάλογα (κόκκινο, μαύρο, κίτρινο και πράσινο) δημιουργώντας μια εικόνα του παραμυθιού.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh9G7NKiiZx43wcy9gExh5xaY2Hg-J3ihkMhTP8QQ8u-YUD8mUPQE44H7xmvLD-N4tIA58bEuCxDPx9roe-zUdrsdAILFyBJ5LyiOxfVYRZh3FHts9nzYDMgGHDW2diVzDO1nbopQG9ltwRsOZtFfLuA7hupBPSE_82MK8Z3NpTnYB9sCfYAWUmYXekqg=s659" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="659" data-original-width="528" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEh9G7NKiiZx43wcy9gExh5xaY2Hg-J3ihkMhTP8QQ8u-YUD8mUPQE44H7xmvLD-N4tIA58bEuCxDPx9roe-zUdrsdAILFyBJ5LyiOxfVYRZh3FHts9nzYDMgGHDW2diVzDO1nbopQG9ltwRsOZtFfLuA7hupBPSE_82MK8Z3NpTnYB9sCfYAWUmYXekqg=s320" width="256" /></a></div><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjZCA4vAq40KKaGhdUAlHlsfW89CjB7nwioxOwvioILg60Vpcqe52YZo4bJfYc6TzlIucqSr9cLyE3Y2NwTBWqw3inVBnq0JL6kjU60F-kNTCfNe9ssfVQX8FAsSIZefzebDwJ7iOG3JEbkMh9i3NNwqK45F4Q35ANvcwNwMKOlXf6RN75J5B98pmPYuA=s792" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="792" data-original-width="540" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjZCA4vAq40KKaGhdUAlHlsfW89CjB7nwioxOwvioILg60Vpcqe52YZo4bJfYc6TzlIucqSr9cLyE3Y2NwTBWqw3inVBnq0JL6kjU60F-kNTCfNe9ssfVQX8FAsSIZefzebDwJ7iOG3JEbkMh9i3NNwqK45F4Q35ANvcwNwMKOlXf6RN75J5B98pmPYuA=s320" width="218" /></a></div><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgcF6a-JK4-prVlo9mLFq2Cl811ugnteb7M_KuvQoHxXkHNi6HtafFuY3dhnL-xrYZ78E7iNZuNktISvy6z5xTgV4aJjrEvV_yF3qZBHhg1nzjgrN3gKUDB__ePoWrINtUbEp4Y4JbMyoBVO0GznTw2_0S5qFl4Oe9gKXtRII8PW5hrDMEIqmqnadnfpQ=s1188" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1188" data-original-width="915" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgcF6a-JK4-prVlo9mLFq2Cl811ugnteb7M_KuvQoHxXkHNi6HtafFuY3dhnL-xrYZ78E7iNZuNktISvy6z5xTgV4aJjrEvV_yF3qZBHhg1nzjgrN3gKUDB__ePoWrINtUbEp4Y4JbMyoBVO0GznTw2_0S5qFl4Oe9gKXtRII8PW5hrDMEIqmqnadnfpQ=s320" width="246" /></a></div> <p></p><p>Στη δεύτερη δραστηριότητας μας, με τη βοήθεια της μελισσσούλας-ρομπότ Bee-bot, κάναμε την πρώτη μας επαφή με τον προγραμματισμό. Μεταμορφώσαμε τη μελισσούλα μας σε Κοκκινοσκουφίτσα και κρύψαμε στο "δάσος", αρχικά ένα, και στη συνέχεια δυο ή και τρεις λύκους. Προγραμματίσαμε προσεκτικά τις κινήσεις της μελισσούλας, ώστε με ασφάλεια και χωρίς να πέσει στη δοαδρομή της πάνω σε λύκο, να φτάσει από το σπίτι της μαμάς της σε αυτό της γιαγιάς. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgT_Bk4K6SUCZ59FEl-UWcLrXKm-HIboyeiNRMJw3UI6zvieWoF123s5MJryqDq_KHFgSiSYxwcEDbgCQ4pm4rvNzWEUW8we4cZ6puhuZl6TNUU0jBDdGQlNPNznDSCenLlQX527c0x2H81776o93Npo6Nv6ph8juUwy_nY009cCkJtvtHbbsqUMkjjOA=s846" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="846" data-original-width="535" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgT_Bk4K6SUCZ59FEl-UWcLrXKm-HIboyeiNRMJw3UI6zvieWoF123s5MJryqDq_KHFgSiSYxwcEDbgCQ4pm4rvNzWEUW8we4cZ6puhuZl6TNUU0jBDdGQlNPNznDSCenLlQX527c0x2H81776o93Npo6Nv6ph8juUwy_nY009cCkJtvtHbbsqUMkjjOA=s320" width="202" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjo9Q34yS8sYc5iLC6t7e8fjvG230hIAE_v6rFIAzgdddC6q_o8MEjNbClcxgbC2B0CwE68E4_OnFmuJKJoK4h_jy01iXTdROL_ZXRH6f7RZ21C-UJXlYjgcLQIwVJnuZqvVqxFFB5AKUPKeu-3EA5_oPC8OzV3w0DoPMf0-AhZcgC14dp-eJOhSFRijA=s691" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="540" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjo9Q34yS8sYc5iLC6t7e8fjvG230hIAE_v6rFIAzgdddC6q_o8MEjNbClcxgbC2B0CwE68E4_OnFmuJKJoK4h_jy01iXTdROL_ZXRH6f7RZ21C-UJXlYjgcLQIwVJnuZqvVqxFFB5AKUPKeu-3EA5_oPC8OzV3w0DoPMf0-AhZcgC14dp-eJOhSFRijA=s320" width="250" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgvA0horFzb1l7BywrlMr3Q2j9XkJ6_c_qV0BTcM7Z8lFunrdOi-UgzoRpCwuv3e2wq_jL0nOiuJoBwPJ6Anlxu--pdD7Aa5AvNABr4-FUCpwde8Wah_uFoeXGmARnI71Ad5yp2RHvkCOY3czQtpr6SNmNewGpv9q1BvNkcOLkYq0usTWMOKU522ropmQ=s760" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="760" data-original-width="512" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgvA0horFzb1l7BywrlMr3Q2j9XkJ6_c_qV0BTcM7Z8lFunrdOi-UgzoRpCwuv3e2wq_jL0nOiuJoBwPJ6Anlxu--pdD7Aa5AvNABr4-FUCpwde8Wah_uFoeXGmARnI71Ad5yp2RHvkCOY3czQtpr6SNmNewGpv9q1BvNkcOLkYq0usTWMOKU522ropmQ=s320" width="216" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjsQKyhTCuXPnU3fayVhOsBn3yG46-qxLZXKP3wqFss8OJq9paQthqs9CC4B8BUia59f1ca3XPwnT3B49w8sus_XlD3D1eGDX8BjpSEBUKNOi5woMDoShGivhdVclWTE63InuKZD05MEq1y-fzbsAX2cnkOrY_V8FWZgIUfFav365SKeB5xnnWcOd_HlQ=s594" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="540" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjsQKyhTCuXPnU3fayVhOsBn3yG46-qxLZXKP3wqFss8OJq9paQthqs9CC4B8BUia59f1ca3XPwnT3B49w8sus_XlD3D1eGDX8BjpSEBUKNOi5woMDoShGivhdVclWTE63InuKZD05MEq1y-fzbsAX2cnkOrY_V8FWZgIUfFav365SKeB5xnnWcOd_HlQ=s320" width="291" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhTRY2d0HWMFebYp1TRUhWspJL_2s6PtQXtDCpNCpdyW33p7HhTIiayRt4nluzxrD2rAnwWKNsuqaM7Nd81jy2PGKz374HDWiWEaIzDJOQNIdQ3H_J0F_JKyu0D_nvABS0ojYrgyi61fYrcdKrbB-44DMYIDDbNYiRxeXy8c3HK5QmA3rClNq8h0In_Fg=s951" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="951" data-original-width="507" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhTRY2d0HWMFebYp1TRUhWspJL_2s6PtQXtDCpNCpdyW33p7HhTIiayRt4nluzxrD2rAnwWKNsuqaM7Nd81jy2PGKz374HDWiWEaIzDJOQNIdQ3H_J0F_JKyu0D_nvABS0ojYrgyi61fYrcdKrbB-44DMYIDDbNYiRxeXy8c3HK5QmA3rClNq8h0In_Fg=s320" width="171" /></a></div><br /> <p></p><p>Η συμμετοχή μας ολοκληρώθηκε με την παρακάτω βεβαίωση.</p><p><img alt="" 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" /></p><br /><br />1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-7490631616501219762021-11-16T20:07:00.000+02:002021-11-16T20:07:01.416+02:00Διάθεση self tests για τους μαθητές<p></p><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgRCns1IzLGktGn7pSJIontBpguQx-uvUnK7xQGHVbL8KlQNYemEVUx016P_rS7v41SpeLGho30Ujg8kPCBqjb14DSMMMN3niaFkQVQdBHaL5m0LgOahszdiuyCbEutTczraSj-DTeTxQ2HiPnoBbj3EbOxPX4YU0dwz4DuLj1DtypqrtqZ8zeCZiYbyQ=s278" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="278" height="242" src="https://blogger.googleusercontent.com/img/a/AVvXsEgRCns1IzLGktGn7pSJIontBpguQx-uvUnK7xQGHVbL8KlQNYemEVUx016P_rS7v41SpeLGho30Ujg8kPCBqjb14DSMMMN3niaFkQVQdBHaL5m0LgOahszdiuyCbEutTczraSj-DTeTxQ2HiPnoBbj3EbOxPX4YU0dwz4DuLj1DtypqrtqZ8zeCZiYbyQ=w400-h242" width="400" /></a></div><br /><p>
<br />
Το Γραφείο Τύπου του Υπουργείου Παιδείας και Θρησκευμάτων ανακοινώνει:<br />
<br />
Οι μαθητές όλων των βαθμίδων θα προμηθεύονται από την Τετάρτη 17
Νοεμβρίου ως και το Σάββατο 27 Νοεμβρίου, δύο συσκευασίες με συνολικά
δέκα (10) δωρεάν αυτοδιαγνωστικά (self) τεστ από τα φαρμακεία,
προκειμένου να καλύψουν τις ανάγκες ελέγχου των ημερών από 23 Νοεμβρίου
μέχρι και τις γιορτές των Χριστουγέννων και να προσέρχονται στο σχολείο
σύμφωνα με τις οδηγίες των ειδικών.<br />
<br />
Υπενθυμίζεται ότι:<br />
<br />
* το self-test πραγματοποιείται έως και 24 ώρες πριν από την προσέλευση κάθε Τρίτη και Παρασκευή στο σχολείο,<br />
<br />
* ο προσυμπτωματικός διαγνωστικός έλεγχος για τον νέο κορωνοϊό μέσω
αυτοδιαγνωστικής δοκιμασίας (self test) είναι υποχρεωτικός για τους
μαθητές και τις μαθήτριες,<br />
<br />
* βεβαίωση αρνητικού self test οφείλουν να φέρουν οι μαθητές που δεν
έχουν πιστοποιητικό εμβολιασμού (για τους μαθητές 12 ετών και άνω) ούτε
βεβαίωση παρελθούσας νόσησης (τελευταίου εξαμήνου),<br />
<br />
* οι εμβολιασμένοι μαθητές δεν δικαιούνται δωρεάν self test, καθώς δεν
οφείλουν να τα διενεργούν εφόσον δεν προκύψει ειδικός λόγος (δηλ.
κρούσμα σε συμμαθητή),<br />
<br />
* η δωρεάν διάθεση self test από τα φαρμακεία γίνεται μόνο κατά τις
εργάσιμες μέρες και ώρες, ώστε κατά τις διημερεύσεις και διανυκτερεύσεις
να μπορούν να εξυπηρετούν έκτακτες ανάγκες.<br />
<br />
Από την 1η Νοεμβρίου, η δήλωση και το αποτέλεσμα για τις δημόσιες
σχολικές μονάδες καταχωρίζεται στη νέα πλατφόρμα edupass.gov.gr (και όχι
στην πλατφόρμα του self-testing.gov.gr), από την οποία εκδίδεται και η
Σχολική Κάρτα για COVID-19.<br />
<br />
H πλατφόρμα αφορά επί του παρόντος μόνο τις δημόσιες σχολικές μονάδες.
Οι γονείς/κηδεμόνες των μαθητών/τριών που φοιτούν σε ιδιωτικές σχολικές
μονάδες θα εξακολουθήσουν να δηλώνουν το αποτέλεσμα των self-test στην
πλατφόρμα self-testing.gov.gr και να εκδίδουν την Σχολική Κάρτα για
COVID-19, ακολουθώντας την ιδία ακριβώς διαδικασία που ακολουθούν μέχρι
και σήμερα.<br />
<br />
Συνεχίζουμε να παροτρύνουμε τους γονείς μαθητών 12 ετών και άνω που δεν
έχουν ακόμα εμβολιάσει τα παιδιά τους, να σπεύσουν να το κάνουν,
αξιοποιώντας κατ’ αυτό τον τρόπο το ισχυρό αυτό όπλο απέναντι στην
COVID-19 και συμβάλλοντας στην οικοδόμηση τείχους ανοσίας<br />
<br />
Πηγή: <a href="https://www.minedu.gov.gr/news/50700-16-11-21-diathesi-self-test-gia-tous-mathites-apo-ta-farmakeia" target="_blank">https://www.minedu.gov.gr/news/50700-16-11-21-diathesi-self-test-gia-tous-mathites-apo-ta-farmakeia</a><br /><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-3787240792400148052021-10-30T14:31:00.004+03:002021-10-30T14:31:44.864+03:00Διάθεση self-test για τους μαθητές από τα φαρμακεία από 1 έως 6 Νοεμβρίου<div class="separator"><p style="margin-left: 1em; margin-right: 1em;"> <img alt="" height="242" 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OKHAUElJKiEhKJCRVQJQoHrBRimi6wY5EoK6bJKsqyQKimkywoFVUWzbFwvIAgF6XyBeDqHlMqRKhpofoOwPaE5vkRr/Q0mVz5keOlDxpd+zfbrH7P/3ie89YtPefv933H1rQ8Zj7ZZH2+zu77NhckmF0YjdrodJvUaQzH9X6dX9egIZyaUVmjRrth0hENXuP+QTtWmLvSZVLotm0EnYNwXTIa1mVTadQdDyaCWklzZ2+DmV5/zyW9/TateIRpZIZ1Oo2kaYRgihMD3fTRNo1AokEgkSCaTpNPpGalUikQiQSoWRU5HqNoFesJCWCW0UgZDLeJ5DqGo4Faq5DWT5VSOhWSeuOqg1noEwx3qkwt4zS5BozWTyzS5+DSETUuY02I6nPYujUCl5qtUPYWKp1JxdVxDIbB1hG9Tr3g0RUBTBNQrHrXQxTPVGbZWRs6niUeWWDh7klOvvcxPXvwxTz3zOA89fD/fuf9fefih+3nhuR9x/swJ0tEVfFWmahn0An8mlpHn09EMamWZlnPvmGMXszNpeHJh1q14cmGWUMx8eiafu8USamWqlkbTs2Yy+dvR50gqo7pg2BCEloJWynDf3OlXOXf2OOfnXuP83GvfEsvdY9DfE8qRVI7EkoqcJRU5S3r1zjM6LW3T0jnS0gK5+DLZRIR8SqKUT6CU0uhKAVMrYRoyFeFy8coOn33+Rw4Ob3JweJPrN7/i6xvXuHn7Bjdv3+LGrZtcv3mDr29c5+vrN+/h5uEhXx8e8vtPP+fSm2+zvnOByd5FRhtbVLt9LL+C7ofojo9su8iGTV4zKCjTkjWvmeRUY7bNORp5jojlisTzJVIl5Z6tj2x7aLaH7hgYrj7D9CxMz8LyXCzPRbdsnCDEFzVsv4KiWxTKOrJmozsBadmgZLu41QbVVhfRaBJUBI7jYBkWhVyesqxiWh5+pU6tPaQ13KIz3qM9uUx7/U0a62/RXHuT1uQqg42rTHbeYu/iO1y58i6j/jobo00urm+xv7XN61tb7K9PuDTss9trszVoM+nVGTQFbeHRCG3qgUU9sKYx11YRrk7NN2lWHDpVn36jwrAlGLUFvZZPu27Ta3kMuyGdhks11GjVbNZHdQJHZnezj1JIkYguMuw0+PKzP/DlZ5+QTyeIRlaIxWJ4nsdgMKDf7zMcDul2u5imSbFYpFwuk81mUVWVYrFIoVBA13UW5k7TESYb3ZBJ26ctDHwjT79dQS3naHXqmK6DL+rooUAq6SznFNK2wGit4fW36O1cpr2+TbU/JKzXCSohFeHRqHp0Gv60MwqnNAOdRmhSDwyqgXUH558ivOl76hWPesWj4poYcoFcUiIWXeLE6Vf5yc9f4Ic/+j4PPvQdHvjev/H4Yw/ywjNP8upPnkc6N0deiuCXinRdl41qlY1qlbEf0LMdgnJhtsU54kgwViGDmo5j5FKzUSfUyvekFzkpoWeTuOX8bHS6WyZrzSrjhmBUF/RFQDtwaLjmtAjWyxSSUTLxVe6bP3NsJpaF+RP3SOUfiuXvSCUeWSAePTdbKycjU6GkoudJSgskpSWS0hKZeJRMUiKfiVPIpyiXcqhKEd2QMUwFzZBpdOu88fbrfPrnP3Lj8Ca3Dm/z9e3rfHntK7746q9cu3lrNurcOjzki6+u89s/fMov//1jHFHFEVU0L0C2XSqtDpuXrnDpzbfZ3X8DW1SxKgIjqKB5AYrjUbYcSqZN0bAomQ4l05mNOEeiOUowyaJMqqSQkTVyqjEbiRTHR3V9DM/C8A0M38D07Tu4WIGHFQSoto3phThhFSesYnoCzQ7QLIHqCLKqheYLRLtHezCm3RlQq9UQgU/FcRCeR60iaNcb9HpDBqN1+mub9Ne26Yz3qA8uIvqXEf2L1PoXaA8vMpxcZmN7n73dfSbjTbbXNrkw2eTS+oQr6+vsT9bYXxtyea3H9rDDer/JsCXoVP2ZWBqhTSO06VT9e2gLb0ZTuPTbAd2mS7fp0axaeFYBU83SrDpc3BkxaFfpNQX5lISpFHENBVsrc3l3izf3LzPod9F1HVVVZ+vk8XhMv9/Hdd3ZyjkajZLL5WYbI03TyKXiDJseW4OQ/a0ua52ARqjREhaBreJ7Jo5j4VcFtqiS1W1iik3er2N11vEG29Q3L1Ff26Y6WCNsd6nU6ohqhVo1pFH1aAh7JpdmxaARmjRC8z8tlqMRqSkCWtVwlmLUYpZ8Jk4yJbG0eo5Xjr/EM8/+kO8/9iCPPPxdHn/kAZ78/sMc/+kLnH/tGPnVFYJikY7jMAoCRkFAz/NoOSYN9xv+tqRVUjH0bHLWvfjKN52MmU/PXgu1Mg3XpBO633QoImBUF4wbYiaYbsVDmCp2MYuaTZCLr5KOrXDf3VJZPHfyH0vlLpl8Syh3SEQXSUjnp0QXSUhLJKQlkrFlkrFV4rFVUkmJVDpGNpekUMxQkosomoxuami2juXbBLUK460JH3z4S766dYObd8aaP1+7xo2DA778+ia//cOnvPHOewwmmzhhlWxJJZLKUjRs8rpJRtVR/ZDW2jp7V99i9403GWzvYokalqhhVAR6KFD9EMULkF2fsjNNJUfdydH6OFmUiedLxHJFsopOTjUo6NYszahugOaF0yQUuOiBjR7YGKGHEXqYlXBKKJBtD8Xx0VyBXWnhVXu4oovuNShZgozmYIQ16v0R/fE6ve6IZr1BUwialYD1TpuNXp+twZDNyRqTyYTReEJ3uEazN6Ha3UR0dgjbG1Ra61Q7G7T7WwzXdlif7LK9ucfu+ja743X2xiP2xiMuTcZc2Rizv7nGznjAZNBh0K7TrlVoCJ9a6FKveDSET7ch6DYEnbqgXavQqoazuN8QLp2GT6NmUa2YOGaRbGqVdGIVEZhcubjJG1f2WB/3kItp1FKeYjZFIZ3g7Tde59aN61y/9jWDwYBEIkE6ncZxHJrNJvV6HcdxSKVSlEolTNNkNBpx9epV3n//fXZ2dkgmJLo1h8tbHfZ3+1y9OGK9F7I1rjPpCTy7jG2peMLHFQLZ9cnZIbJoY3XWcQZb+INt/MEmYrBJdbBGo9un2mxQrQpqYiqW6VhkTzdGFYtaxaQW2tTuyPefUfWMmaB79ZBO1acWWPiGjKkUMQ2ZYimLJK1w6vRxfvLCj/nhE4/x/Ye+xyPf+w5PPfowLzz5Q07/7CVi8/NoySRCUWlZNl3fY1SrMLxDXwQ0PYuKLmMXs2iZBGo6jp5Nzgpat5y/J9F4coGKLk83TxWPQTVkVJ8mlKO/d9wQTFo1RnVBy7fx5AJyUiIdWSQdWyEVX+G+I6EsnT/F8sLpb62S7+5X7uYemdwhKS2RkFaISSvEpFXisciURJR4XCIel0imU6QyadL5HLlSkaKiUjYMVNtGcxy8ehUjDNBDH9HtMLm4x4Wrb7B1ZZ/h9g5GRVB2PNJlnXhBIafZuNUWvY1dtvevMtzZozGeUB+OGe1d5PUPfslb//4RW/uvI/rDqUjuyKTs+siuT8nxKNkuJduloFsUdGuWUNJllWRRJlEoE8+XZommbLl/I5XKNAWFLmroooUuWiVADwN0IaYiqwhKlk/e9CmaFbSgiV8f4TXW0Lw2GdUnXjRRvSq17pjecJ1Oe0BTVGmHFXqVCjvdLjuDHrujITvjIRvjEcNhn06vS73do95bR3Q2EK01RGuNWmtMq7vGYLjO2niTvZ0L7G1ts722zsZwyPZowN5kxP7WBq/vbbO7NmRj1GPUbdKpizvC8GkIf9YVHHUHrWpIpz4VTa9Zpd+qUvENbKOEWs6Qz0hIkQWiK+cx1CLDbovLe9tsjEeopSK5VIJiNkc1rPAfv/nt7IzR7u4ukiQRiURQFAXXnZ5tMQyDZDLJpUuX+OKLL7h27Rq3bt3i9u3b/P73v8d1DFo1m49/cYWtoeD9N7Z47/VNPv3NO7x5ZZ1+O8C1ZFzPwPIdNN9D8UNU0URrDtBaY7TGCLM9oTLYor62TXu0QaPXo1YTVEKHRtWjWXVoC4fWHcnUhUW94lCvONNN1z+h5pszsfQbFfqNCt1aMB0zPQPLVNH0MsVChkQ8ysL5sxx/+SV+8uOnefbJx/nhww/y1CMP88wPHuNnzz7D/CuvkF5exi4UqBoGw5qYpYphrUI7cAi1MkYuRTkh3XNW5W6xHHF3pzKsVVhrVllrVmdimbRqjBtiJq1ALaFnk+SlFVKrC2Tiq2RTUe5bPHeS5YXTrCyeYWXxzLdXyXek8q1kcpdMktISKekolUSIxaQpiSnxZAwpmUBKJohnsyRyOdKFMhlZJa8ZlMzp9kXxAvx2GzkMSWoaq7kcK7kckXyeSKFIpFAkZ3tkTIeUapMxPOSgRtgd09+9wub+21z+4FcMLlykNhzT3Nhk/fI+48tXEP0hRc8nZ1hkTGv6NExyuknGMMnqU1LlaYGaLqtkZG22Sj4SzVHiOOJILJoXovoBsu9SClxk36UceihBgBxWUAOBHNTIGyEpzSct++StKprfRQ17FIwGUsFlMVWmYAWI1oB2b0yj1qbmBjRdn0Glwk67zV6vzcXhgIuTMbsbYzY2xozWRvRGIzrDCY3+hEZ3TL0zot4Z0O6PGAynyWZv7yI7W9tsTNbZGI/YHI3Y3Vjj0s4m+xe22d0YsznuM+616DWrs1TSqoa0a5WZWI4SzJFgjl7X5DzJRJRoZBFJWkKSVohGlkglJRS5RCX00RWVTCqNXCpTzJfIZwtsTDb59JNP+cMf/sBwOKRYLGIYBq1Wi2q1imVZ2LbNxsYGn332GQcHB/zlL3/hq6++4vbt27z77ruYhsLe9pCb1/7IhY026wPBtc8/4uDGn/j4gytc3OoiAhXXVTEsFd21Uf2AciAoijol0aFQ6aI0xviDbRobF+iu79EardFoNRHCp1Wv0Kz5tGourZpLs+rQrDo0hEtDuLTEP9ua2TQDk3bFpitcBvWAYSNkUA/o16aj5dEZHMfQMRSZQiaNtLzE/MkTvPbzn/Pij3/Ms088wQ8efJDH7v8uTz/2fV776UvEFhYpp5O0fHcmhXFDMKiGNFwTXynOStm7ORqHjg7BdUKXnvAZ1afjzqRVY61ZnSWgjU6DvggQpoqRS1GKRynGIpTiUcopiUI2RqGQ4L4jqawunSWy/O018pFU/p5MjoSSkpbvRKAI8biElIgjJZJIydSUdBopnSaazhLLFYgVpuVnRjHJ6w5F20dxKyi+QBaCQhiSc11iuo4ky8QNi3IoMFs9nPYAszXAbPTQ6j2sRh+7MybsbyJGW1z+4Fc01jcoej5pwyRnO2RMC6kss5LLE5cVYrJCXFFJqBoJVSOp6SQ1nbSqk7wjlqMOpaBb9xzJPxLK3YXuEWXHI2fbZB2TnGOScx3yjkvO8Sk4FfKuIKX5xGQPKe8QyXtIBZ9oIWA147KUMjgbzZPVfERrRKc7ol5pICyXlu0xEYLL/S77wz6vr495fWeaMq5c3GbvwiY7e9v0RmPagzGN7oBau0e93aPZ7dHtDegPRmxvb7O1tcXm5iab6xtsba6zvbXB7s4Wl3a32N2csD0Zzsaho5GnUxezdHKUZGqhi/AsQsfAtzQcQyWXTbC6ssDC+Xmk6CqpZIx4TCK6uooUiVLI5UnGU6STGZSyTiFXJiYl0BSDQW+MEFVc18XzPMbjMfv7+0wmE8IwJAxD/vznP/PnP/+Za9eucf36dQ4ODvjss88QQrC8vMgf//gxh4df8qv391HyUQ6ufcL1L37Lp795hzcujljrVagKA9vRMD0LPfCRvYCCF1IMG2T8FoXqCLu7RW1tj/b6Lu3xOs1uh3pT0GwIWvWAdi2gXfe+EYzwaAqPtnDo/CfoCne21j+iVw8RvoMIfGpBgHBdbFWlkEohLS2xcOYMcydO8PJPfsJT3/8+D333fh757nf50ROP8+pLL3Hu9An0XAZfKdL0rFnCGNYqdEJ3VrIKQyHUyrPy9uhEbsM1Z6PP3VIZ1QU94dMJXQbVkJqto2eTZCNLJJfOkYsuTwtfpZ43YeEAACAASURBVIBazqCqOe67Ryor314hH0nlbpn8rVBmJKLEkwmkVAopmUFKZadkckiZHNFsnlihRKyokCpPDyjlzekvneJXkYMaUUUj5bjI1TpGp4vXH1KZbNG5cJnR6+9Q27hAMN7GbI0oizbFsElRtFCqffTGgKC/RtZyWEznWEznWM2XWM2XiBTKJFSDuKITV3QSqkFSM0npFmnDJmM65E2HgmlTNOzZRuhvOepgypY7K3lnRa9hkdQ04oZG0tBJGAYp0yRp2qQNn5QZEpM9IiWPpbTFKUnmtaUCry4WOLlSZk5SOBvNkzdC6r11BsN1mqJFzfbp+wHbjQb7/R5vjPu8sTHizZ0Jb+xtcmVvg729CVs767T7PRqdHtVmm0qtgag1qDbqNJpNWu0265sbbGxtsrWzze7OLru7O+zu7rK9vc321gZ7W+tsr4+ZDHsMOk06jSrtuqDTqNJpVGlWK9RFQDX0CF0Lz9SwNRlDKaKVC2TSSaToCpGVVVKJJNl0hrgUQ4rGSMSSZFJZsukCuUyRZCxLNlVEky3kok4+UyadzqJpGq7r0mq12NzcpNvt4jgOruty+fJlPvzww+k1jMNDvvjiC0ajEfF4HMPQODj4msPDr/jtR2+TlOZ55/UNPv/kF3z56S/51dt7vHlljbWBIAwt/IqLI0K0IEQOBWqtS8brkBcjzPYG4XBnOg5NNuiMhnR6bZoNQbsR0qmHU7nUAlpVf5piqj6d6j9ex3eFe8/5oKOV/tEqvyM8mqFPo1KhXRE0g5CKZWMWS+STSZLRKItzc5w6foyXXniBp558gscffYQfPPYITz7xA5596gnmj72CNH8aJRVDGAo94c+K107o0vQsGq45XTub6uycyt1J5aicPZJKXwSzE7tHK+m8tEJicZ7k0jlK8ShOKYewVByzjOuq3Le6NE9k+RzRlfNIq3fK2dU5YpF5YtFzxKVF4tK0iI3FlojfKWHjsVXiiTv9SSJKInk08mSIpLJE0zkimRzRTJFI9huiRRmppBOXTVKaQ9YMKbpVyn4dOahRCAV6u0N1a5vB/utM3nyX8Rtv07v8Oq29fczOCKXeJetXkTSH5ZLBQl7lfE5lMaeQ0i1WMzmWkmlixTKJsjr9PpVByhdJqzoZzSCrm+QMi7zlULBdio5H2fXRQ4EWVNDu9DAl26Vg2uR0k6w2XQUXramA8rpDTrPJqhZZ1SKtmsRkjZiiI6nmFM1C0hwk3UPSAiKyy0rJZT6p88pihuePr/LjV5f5+ZkEp1YKLMTyyHZIZ7TO2mSLbqNDw68wFFUu9Htc6LW5OOhyaW3ApfUhe5tjttaHjNd6DEZdaq3mdEUtqrhhBTeo4FUqhKJKpVZjOFlnbXOLnb1dLly6yMWLF9nb22Fra4ON9TUubm+wu7HGxnDIoNOm22zQajSntFo4joPj2Ni2iW0ZmKaOYSoYuoyhyeRzKVLJGJl0nEI+RzaTIiZJpBJJ5JJCXEogRRMk4xli0RSpeI5yQaOY0ygXNEolGcu2KJcVMrnpSllWZLLZLLKqEAQBm9tb/O53v+P9Dz5gNBpRKBWRJInxeMjh4Q1u3/6SD967jFyQMMoSX376C659/u989rt3+O2v97m806XVcKnWPEQtxK4EmKKC0+6RC+rkRR+9OcbrbyDG27QmO7QnG/TGExrNFs1m7Y5gxEwuR+nln0nlaPzp1/zZwcO771E1QhvhWNRcj2YQ0gxC6p5PoBuYsoxaKHD+7BnmTp3k5LFX+dlLL/L8M0/zxOPf5+GHHuDB+/+NJx95kJeefoqFE8cpJSR8VabmWNRdm7pj0hchndCj7To0bYuWc6f0FYK1+lE/c9StTHuVbsW5s2FSKCck8tISqeXzJJfmyEaWUNMSvlJE2AoVX0OEBvdFlxdYXTzH0vl5FuZPIa3OIUXPEJPmkKR5JOk8keh5ViLzLK6eYzW+QiQeZTUpsZqOs5pJEsmmieRyRHN5FqQkq6ki8Tt3MqIFlbl4hpfPr/DcqTnOZfKslgwyZkDOrkzFYgkM0cFrD7G7Q8TmFqM3rrL9/gdsvfc+3ctXcIcjytUmhUoNSbc5FU/zwtwCz5w4y/NnzvPyssSpWIKzEYnzUoyVVJpYoUhKVkgrKhlVI62oFC2Hou1Qsh3KjkvZcZFdb0bRcSg6DgXbpmDZ5AzrHhJljaSsk1J0UopFWrXJ6i45wyOn+2SMkLQWElc8JMUjqnhIRkjMESTcKstlmzOpMqekAmekAq8tpjg2J3FuNU+25FKQdUIR0mg0aDTqdNpNuo06416X1y/tsTHqszkesDEZszEZszYe0ht0aHUaVJt1qs0WotEmrLVwRB0zqGF4As2toDohvmhQa3Xpj9fY2tpid2ebCzvrXNzZ4MrOJu9eusQbO7tcWNtgYzhh2BvTbPRwPEFJd0gXNRZjCc4sr7CaTKC4FpW6wBMuqlEillgkJi0Qjy+STkfJ55KUilnKpRzlUpFCLk8+W0Ap65QLGulYllJGxTMFnl3BcUMMx0XTLAqyQrEkky/LFEsyRUVF1TUMx8bxXGRdw/Nd4ukEq9EVPvzoV3z11WccHn7FxqSJpaVpCY2dNcEnH73B15//ig/f3eHqxQHtqoEIVcajGoNBEz+wMXwHWQjUZhul3qFYaaLV+1QnF+ls79MYX5iW4o0BotGi0WjQaQo6DZ+WMKkHKv2qM6MnbHrCpVu5ewTy6Yq7V/beFBHQEQGtSkBThDREQEME1Cs+tdCjFnoI3yWXjJGORYmtLrEwd4YTr/yMF579EU889giPPHA///tf/iePfO9+nn/mKc6eOEZKimDIRYRj0Q58+kIwFIJBGNIPAkZByDgUbIjpeZhJSzDpCNa7NdbaFbrCperI2OUMalYiuTJPanWOnLREObWKUUjiKhkqZhlhl2mEOo1Q577o8hKry8tElpZYXjxPZHmO1dXTSNI5YolF4ollpPgKkdgKS7FVoukEkXSK1WyGpUyGhXSO85kc59J5FlJ5zklZVpIl4kWTlOYSky3OZ8ociyT46flVXl2NM5cuIik2aTMgZ1WQ3Rq26BK212juXKR98RKD/dfpXdlHbG5RqtZYKpU5IcU5lUjys6Vlnjx2nAeef4Hv/vg5Hnnxpzz92kl+MjfPvCSxFI8hZTOkyiVymkrB0CkYOnldo2SZM8q2Rdm2kB0b2bEpOzZZwyBjGKTvkNLvoOmkNH02SsVl8w42CdkmodgkZIe0UiGlVkmpgrgmkLQKETVgSfZYUGxOZ2SOS1mOr6Y4I2U5J+VYihUoKj61ep9avcrauMdw0KHVrNLtNGi1a9Rqgk6nRX/QZTDsMRwNGY6GdAd9mp021UadsFqjUm8R1lr4ooUV1tH8GrIjKFkhRTPAEU1Ea8BgbYOt7V12d7bY21xjd9Jne9jhze1t9je2uDTZYneyw6i/TiDapIsW56QsP59b4fljZ3nu2AlOrkYoWBZ+s4otPEpGkblzx5ibe5m5uVdZXDyJJC2QSkokExLx2DS5ZFIZ5JKCrlhoJQO9bGIpHppsYTsBmuVSVqcnkTP5Aul8gWyhSLZYIlPIU1RkSopMvlxCMVXShQx24PDnLz/j668/5+u/fsraqMawG/LGpRE7a4JfXN3kkw/3+fw3b/Ppx29yZadDo6LQqln0OgEVX0M1y6ihh1yrUhI1Mp4gH7TQmxPC4SVq430qvR1EZ51ae0Cj2aZdF7TrHu2qSasyFctQ/P8Qiwjv4W6pHInlbrno5QJqMUcxkyQprbI0P5XLi889w7NPPcGjDz/IQw99j4ce/C7ff+wRXnz+Oc6dOU0hlcJTVDpBhX4gGFWqTESNDdFgUzTYEk02q3U2u3XWu4Jxq0Kv6lBzFVxlKpViYpnU6hyZ6DkK8SWUTBSrlMTXcgirRNWRaYYazVDjvtXlFSIRiVh0etBoeWmB1cgCkhQhkYqRyqSIp9NIqSSryRTRdJZIOs9yKsf5RI5z8Txn41lOSxnOSBlOLcVZkHJEsypx2SauOqwUdc6mCpyQ0ry0EOFkLMNyQSOpe+SsCiVboAdNLNFFrG8Trm3i9EcURZ1VWeeVFYmnjp3koRde5JGfvMR3nn6O//v7T/DfHnyU//7wY/yvJ5/h0Rd/ztPHT7CUSBJJp0gUC2RVhaJpzERSNA3yukZe12ayKZrGN1gmKVUloarEFYW4Mi16p2hIZZVY2SBWNpBKOlJRI1rQ78IgWQpIKoK0ViOh14gqAYtFm1PpMscTeY5LWV5ZTXAimmYhWULK6+RVH9EYs7Ozz/vvv8+HH/2SK1cu0Wo1aLUa9PtdOp0WrU6TVqdNp9el0+/RGfRp9brU2y1EvUYgqlRqTXxRx63U0D2B7AgKhk9Oc8mqDiUrxK40aPXHTLZ2uXBhj92dTTZGfUadJpcmEy6MJ2wNxox7azTqXWQ9YFHK8fKZZX786ll++NJxnvrZa7y6sESirKB4PnlDJ5ZLcvzkzzl2/EWOv/ZT5uZPIknLZLMJsrkkqVSCXCZLIZenmC8hlzQMzUZXLUzFxjJcLNtHMUwKskI6XySRyRJPZ0hkMiSzWaREnGQ2QzKbIV8ukSvnMVyTN997i9sHN6b3yw6u8etfXOWT333Ajb/8nl++tcvViyMubTX51Zu7/PqdC1zeatOpmdSFQU1Y2HYZ2Sijhi6FSkA+CEk7AZLqIikBJa+H39mlOrxIY7BDs7dGs9WhURe0qj5tYdGtmtO0Ijx6wqV3p0c5YtqleHTuOlT4txyt9hvCn23faqE7I3QMAlvH0WXUYpZMPEpkcZ65k8c48er0s16eePJx7r//f/Ov//ov3P+df+OZJ3/ImePHiS0u4SkqQjfpeiGTaoOtZofdRpedRofNRpPdYZv1rqBXdRBWCauURE5HyMcWyUrnyUkLFOLTtKLnYzhymkDPI+wyNVf5RizLKxEi0TixeJpEMsPKqoQkJYgnc6SyRdK5EvFMkUg8y6KUYT6SYj6SZi6S5uxqijOraU6tZji1MuXYfIQzywmWEkWiBR1JtoiUTRbyCvOZEidjGeYzJVZLBgnNJaV5JMs28YJBrGAQLRssFmROx7L8bHGVp4+d4cHnX+R/PfEs//OxJ/jvD/6A//q9h/k///dD/JfvPMD/eOhxvvP0czz+s+P8+LVTrKYzSLksqXLpnoRSNA0Khk5Gkcko08t9WVUhp6nfoGvEy2WkchmpVEIqlYgWj5CJFMqs5mQieWX2jOS1e8SSUQRJRRAvV4gWXRazJmeTCidiU6mcjOc4myqyktNIKC55PUB1aojGmNHaDu+9/wF/+OT3vPfeO/T6HVqtFsPxgOF4RH84oN3t0O336A4H9EZDusPBN3JpNBCihi9qOIFAdwJKhk9WdUiVTRJFnZVkgVTZxK7U6Y032L5wmb0LF5lM1ui3W2wOh4zaXRqiju9WUA2XdF5nPpLm5bkIL7x2jh/9/CQ//Olr/OT0eRYSOdKqSUpWkfJZ5hfnmT93mrlzp1haOU8iGSOfz5LLZchkMhTzBVRZwTYdAi+kEghM3UIv6/ju9ELmkVgyhSLJbO4OGVK5LNF4jEhMYnF1hXQ+R6aYpTPs8vXN69w+vMXnX/yJw8MbXLv2OTe//pzDgy+5/sXv+OQ37/D2/jr//s4l3trf4I1La7z35h7vvHmR9UkXIVw84WJWQ2QRUK5USDsBC1mFYytpFlM6BbdFtb9DY7BDZ7hBpzugUa/SqAa0ai69+jddyt1SuXfl7NKuuLTE3+efSaUaOLOn8Cw8U0Uv58mnYsQjS6wuzXPq9HF+9vJLPP3Mj3j00Yd56KEH+MFjj/DjHz3FS889h3R+gZwkYRdKtFyfSbXBZrPDVrPDRrPJzqDFqBlQcxWMQpxCfIlM9Byp1TnSkXlKyRXkdAQtJ2GVknhqlopZpOrI1D11dofqvsVVieVInNVogoiUZjmaJhovksiopIomibxONCGzEMlyZinBK6dXeeVMhGNnJU6ci3FqIcmZ5RxzqwXmonnOLCU5F82wmpaJlS2SukdMc4koFitlg4hiEVEsVksGqwWNxVSJMytJjs2t8tMT5/nhS8d59IWXeeDpF/l/Hn+Gf3n4Sf77gz/gf3zvB/y3Bx7jv/zrA/wf/+t7/Nd/e5j/64Hv828/eJZHXvg5z756lhdPn2MllUHK5EgUStMPXNJ0cppOVlHJyArJYnlKaXp7OFWWSZenF/5SsoJUKhMtl4mUSkRKJVYL5Rkr+RILqTyL6QKLmTIreZVIwUAqWcRkm7jskDVqxMsBy1mTuViZk9ECJ6UCZ1NlzmVUVsomKatCOWwgB9PTtnnVpSA7FGWLsmaytbfD1bfeZLyxTq83oNPvUW+1qTaadIdDeqMRw8mE0foGo/UNBmsTusMR3X7vzocVTW9OG45PUXdJyxbxgoaU0zi7muL/Ze09vxu7r7Nt/0HvypPEcRIptmxZ0kiyRE3RaHqvHBLsBEmAIED0ctBOxznoHTho7ENO0ahYZWLHdmI7eZzYsZ3EjmLLNS4fr/cDOJTs2Epe5/1wLwA8ILHIRVzYe//2vncwqaPkG7QGO+zcf5M7D95gbes27bZFp21Rr9YoFspkcyW0bJGUViCQ0HCGU9xa8HJhcpETN6a4YFtg2h0mmM6QzFaQ8iWEtEQ8nSaeHka6qbRIWpRIpyXSkogsSRSLRbY2NnnjtTe4s7tHrVIlo+rkzBz5YpFsPoduZFA0FVlVkDUVVdfQMjppSSQSi+LxeUmJaXQzw5tvfZ5f/frX/Nv3/43vv/e9oTnYr37OT3/6A37yk/f48Q/+hZ/84Dv8x/e+wX/++Ht87ztf51+//ff86P3v8cMffp+v/f1X2NndptSo0FjrUuxZFLpd1HoLb0pj0hVkdlXAn85Rtnaw1u8N57N29obOdVaTQbfB5qB5MObwKCp5BIwPmuTKH6Hqb/QJfRgoH56U/vDEdLVgks8o6FISKSUQiQVZDXpYXF5gcsrGjZtXuXL5PBcvnOHSudNM3rqJY2Yawe8lL8t0y2W22m3udLrs9TrsDtqstYrUshKZVBgxukoq7EaKeVHjAfKKQEGNH0ClVdQ+gEpjOJzZa2T5mC+aYDUksOKP4vRGWAmm8AsasXSepFYloVaIpHJ4wjJOX5KpxQAzjhDzrigObwJ3SMIb1QjGDcJJg5iYI64WSJtVxEIDqdwiVWoSL9aHpyP5KgEtx7IgYQ8ITLkCjM25uDw2y6kr44ycucLzJy/yzLGzPPnSST4zcoInXzrJU0dO8/SxM8P7R0/z/ImLHLlwk9M3p7gytcT4kpcpVwC/kCKUSB30zCRUnYSqI8jqB300+3p0LallSGoZEnoGwTARTJOYsQ8Y3SSqmwdwCcoZQso+VPQCQqaMYFSIm1US2QapbJOYWsUTN3CEZRYjEp6UQdSokiq10FsDKmu3qa/vka33SOoFAoKEazWK3bHKzIKTcqPF/Tc+z96DB2zu3qG/tUVvfYONndts3t5l585d9u6/yt0Hr3Hvtde58+oDbt+9x+6dPfr93rBLtN2mXG9hFquIZpm4ViSqFliNq/iSOjGtSLbepb2+S3t9l0LNQtJNVE1H1zMYZo58uUa+1kYrNoiIJstRkWm3wOXpFY5dmeTIJRvnxxeYWA6zHJXwpzL4BZGEqmMWqxSqDXLlGqVak05/ndu7d2g021QqFXZ2dnj3nbfY3tqgWMhhZDQyuoaqKsiqhChLpKUUoiyhaCoZ08DMZVE0FSERJxyNkBLT5IsFPv/2W3z3X/+Fdx6+y1e+9lW++Z1/5gc//gG//NXP+fl//oj33vs2P/rBv/CrX77Pr3/5Pr/8xQ/55S/e5yc//QE//ukPef+n7/Plv/tbys0atb5FddChOhhgtNpEFJN5f4yplRALvgRJo06huU5/+z7be/dZ39jcb/dvDpvnDvpZfhdUqgezRb9PvXb1v0Qpj0BiNSq0qkXatRJWvYxVL9OsFKjkDQqGiqlLKJqIkBbwhb3MO+awTdzi+o3LXLl8nssXz3LhzElGr15icXYKwe/FlNI08zl61QqDRo1ONUcjr5CTBRTBjxhdRRZ8ZFJhcrJAxUhTNcUDqFgVg149NzTDahXpNbL7YBFElv0xZpxexudXsC0FmF+N441lEOQyca1CTCriEzRWwuJ+lJLAHUzji8gEBZVoykAQc8TlPEm9TNqokDarJLNVBLNMWC/gV7N4ZYMlIY3NE+TS9CJnbk1x6rqNk5fHOH7+BiMnL/Hc8fMcOnqepw+f5bMjp3hy5BRPHT7DoWPnee74RV44eYWXzt7glcs2zt+a5/qMC9uin2lXhHlPGFcwhiccwy8kCMZThBJpgvEUvlgcb1QgJioIkvqB9q0Q4oqOoOrEs3mEXJ5YNkcsmyNq7svIEzFypIoNksU68XwdIVslapSJ6EVCWomgWiSQzrGayLAcVViOyqwmMsT0CnLFIttep7q2R3v7PtXBbZJGEVdQYM7pwza7xNWxKcam7KQzWbpbt9m4c4+NO/fpbu3Q29hm79XXWdu6zcbtPXbu3mX31VfZe/CA3VdfPQDL5sYaa4MenU6HWssiV64j56ok9BIxrchqIsOKoOARNIRMhUy9i9nokzYqBASJpKQiKiqqmSdXa1JsdTFrFoJexBNXWRF0JlZinLM5OXp5iuPXZjhnc3LD7sfmDDO3EkaQs9SsTTobe1jru2zfeY0v/u3X+bd//w/e/cIXqTXqNJtNNjfXKZcKZHSZfM5AkVNEogEi0QDhSIhoLEg8LiBKaXRdwzQNFEVG0xRM00RVVcrlMnt7e+zt7dHt96hbFr3NDd7+64d885//ie9895t865t/z3e+/Q1++MN/41v/+FXe/+EwXfr5f/6Yn//iZ/znr3/Fe++/z9rubYxqibLVot7vkbcs5GKVkGzgDKeYcUdwRUSkXANr4w7b915nc2ePTreHZVn0Oi36neZQBylN9UDdVoVes/gb6u8bZPUbeXrN4sHMUbdVORhstBqlAzUrQ3sGq1Hav1amVR16z5QLOvmSgWrKCOkYnoCbReccU7M2bBOj2MZvcPH8KW5cvcD0xC08DjtCyIeeilPUFapZjZwcxxSjaIkgiuBHjQcOirT1nEwjr9AsqLRL+kFdpd/IH0x8fwCWuITdG+bW7DIXx2e5NLHA2IKPpUCKYNocfiLrJSKiSSChEUrqhJIa0aSOIOoIkkFCyZJUc6S0HIKSRVDyRKUsQdFgNaniiKWZCwlM+6NctS9z4tbksFZy7DTPHT/HyMlLHD51mZETF3n+2DmePXaB545d4NljF3jh+CVePHmVw6evc/jsTc5cm+Lc6BzXJ52ML/iYdUWwe+M4/EmcgQRL3hDL/hDuUJTViIA3KuAJx3AFwiz7Q0TT8kGfzX+BjKKRyBUR8vvKFRByBWLZPLFskVi2iGmtk2kPUOpdksUmUaNMQMmxmjZxJzMshdIshdIsR2U8cZ2IWkIqtjCbA0rdbVobd7G275Jr9vDG0kzMu7g1tcjNiTkuj05waXSS1ViCXNOid/suW/dfp72+SbFl0eyvYa1v0t/cYeP2Htt377Jz7x7bd++ytbvH9u0ddrY32dpcp9cfUG93yFVbKPkacaNCTK+wFFGY8yWZ8yXxJExS+TZqpUs8U8MfV1DyRWRz2HmsFqoYNYtMtU0qVyOqFXELGrO+JNfmVjk77uDsuJNLUx5u2IPYHBEmHWEErUxr/T7926/TWttlsH2fL/zdP/Dej37GN/75O+TLFXQjQ7vdxMgo6JpELqsRDHhwrSyy4l5ixe3A63MRjvhJJGMoSppMRkMUU+TzWTqdDqZpUiqV6HQ6ZDIZCsXysHDd6WH1B1QadSqVEr1em/W1zrD3ZGDx8N03+ff3/pWf/OxHvP/jH/H+z3/ON/75u1gb66R1lUKtRLVjUbLa5Jtt9GqTkGQwtxphctlPRM7SXNtj58FbbO3dHx7vt7tYlkW309o3hxqqa9UPoPJfwZL/LbDk6bdKHwmWVjWPVR8C6NEYQadZxqoXadbylGt5cmUTLauQUhJEhAAe3zJLjjnm7VOM3rzC2K1rzEyO4bDP4Hc7iYf9KEmBjBRHjPkQo6sHqY+RjlDOpA4KtO2SfgCVRynQo2hlvV0aml/VTT7mTajYAzFG512ct80yuxpiMSTgiUuEFZNYpoBg5IlpJhFFIyKpROX9T3p1X4qCIA87bCNpnWBCwx1JM++NMrbk4eLUAifHpjh+08ahUxd44sgJ/vL5w3zyhaMcOnaGo2evcery2L7GOXNtgnPXJjl9dYLTl22cvTHF9Yklxu0e7CsR5t1RFj0Ci14Bpy+OI5DAFUjiCiZwrIZweAM4fUFcgTArwQjuUPRAASFJKJFGkNQDX5V0JjucYNYNkvkSQr5I1MwT0rMENZOIkSdZbCDXLLKdTTLtNeRaj3i+SUgr4kkZOAWFxYiIK6awmsgQknPEzSpyycKodsnW++SbA/RSm1BKY87lZ3xmkeu2GS7dnODKrUluTNq5Yptnxh0kbpQodTcoWWuIuSIxJTMcN8jmKTbb6IUSpWabrTt32Ll3j8HmFuVqjXK5RLlcpliqoOeGBdtgUsMRFpnzJ7EHRSbcAmPLUWYDKfxSkUShRSrXRNBLpLMlNu69xhtf+DLd2/eQCzVSZgkpVyedb1Dp3yYo5ZlwRbk0uczLV2c5fWuRcWeMOZ/ItWkP894UUbmKmLdQChZGpUOjv83mndewBhvUWm3MXBZZlSiWsvQHFuVSFo/bgRAPMjtnY/TWFRYWpwhHfCSSUZIpgWRKQFEkdF2lWq1imib5fJ5sNosgCFRrDepWl3LbolCpksllMQyd3L7XT7mUpVrJ025V2dwa8Opr93nn4Tu88e67bN+5T93qYhSylKolau0G9Y5FybLIVBvEzTxBUWd80c1qXEEvW1SsdTqbd9jce8DaC5GF7QAAIABJREFU1h2aVpdms06rVaW9L6tVpfPI+X/f/f9gA8AjsOwXPIdfKx4853fJ+o3rpX3tX2uVsaw6jXaFci2PkVOR5ARCPEQwtIrPv4LTMc+y0457ZQnv6jLhgIdY2EdCCJESgujpKEY6gilGyckf1FOqpkgtK30Awf2aygfG6fuPH4HFn87gjKaYWglw0+5kKRzDJQh402lCqvZBEVPVCCsKgqYjaBoxVSYqS4TEJP6kgE+I4o0JrEZTOHwCE4urXLTNcezyKM+fvsTTJ87x2eNneOLICR4fOcZjnzvCZ156hRdPXeLEpVucuz7B2Ws2rtrs3JxaYnzOxfjcCmOzy9jsHuzuMK5gguVA/EBOv4DDty+vgMMXxekdRiauQBh3KIonHMMbFfDF4vhiccJJkWhaPkiD4oo+TINkDUHRiGWyhHSDgGoQ0rMIuRLpSgO10SXTHpBpr6E2eiSLbSKZCl4xiyuu4YjJLEZEglKeqFYmlW+gVizMeo9srUumYqEXmoQTKgsrQcamF7hhm+XKrUnOXb3FhevjXJ+Y5+rUEhPuEGGtQNZaw2z1h4ZEUgZBMxFzJUptCzlbwChX6W/uMNjept3toWdz6BkTzTBRMzlSWpaoZOIRZOYDaSZXE8wGRMZdMa7Z/dxcCjHnTxGQi4hFC63WJShmKFjrbL36Npuvfp7m+m1K1hoVa4N6f5v1e29hVLusxCRuzLm5aHNgW44y5xe5Pu/n0pQHm0vAk8ghZFqkCxZSsYVWamFU2kMbCkUjnkqTSCVRVRkzq2FkFGQpgdWtsOiY5NKVkyw5ZhDiQULhVaKxAIapomoimqaQz+dRVRXTNDEMA0FIUCxVyJaqmKUKZqFItpCnUMhRLuWoVQs06iXqlTzFgkE+b1CplIZufr0etXaHYr1OqVyk1ijTslq0exbVbodco4VcKBM387iiSQQ9j161yDcH1Ps7DHZfY7DzgHZvk2a7SbNdo/UhWe0alvU7wNL64BTlw3D5KLB8JHRaRSyrSqtdpVorkC8aaLqIKMVJxCMIQgjv6jI+r4uA30045EWI+IdQiQ99VLJK/KBAW9KTVIw0tax0kAZ9sN6l8BuQOdCjVCikmPhFDZeQYjEUxROP400lCMhpIppMVFeIaAohRSIoi8QyKhFVxi8mWRGiLAZ9zK6uMOFyYHM4GJt1cGV8juMXbvLsy2f51IvH+MvnD/OXLxzhsReP8vjIMR4fOcYTL73C8ycv8MqVMS7emuHi6DTnb0wyOrnApH0F+0oQx2oEx2qEZV+M1UiKUFzBHUrgDsZx+QWc3ihLnggL7hB2V4D5Ze8QLL4IK4EYnpCANxLHH0sSFNKE4iKRpLIvmUhSJppSiKbVYVonZ0jkygT1LF5ZJ2zkEWttzO4Guf42ZmcDvb2BXO8j5JsEtRKrYh53ysSdyuJJGSQKLcSyRabRJ9deP4hS0pkKCdHE6Q4zbV9mfMrOrcl5ro5PcO7aTS6OjjM6s8jo0iqTq1F8cg610UdrrhE3KwRlk6hiYtYt6oNN5PxwnUjd6lJrdyjUaiQVBSElE0vLxFI64VQGb0JjOSIxGxCZ9KaY9CYZdUa5NOPhrM3JlRk384E0yVyTUm/noLgrF1v0d1/n9hvvMth9gLV2m+7WHXrbd9EKNcIpneVQkgmnn7FFL+NLAS5Pr3BpxsMtZ5SlmE4k0yBd6pLMNQimDVYiCRbdfhxuH2EhTiot4vWu4nAsUK0U+eY//QPf+94/8fDhq+TyIh6PnVBoBcMQMQwRQQiRy+pkzQw5M4sqK+SzecqlCqqskcsV0Mw8eraAWShSKBUpl4tUynmq5aHRddHUyBoKRkYhmzUolksUKlXMQhnVGJpvN+olLKtBp2fR7HUoWW2Meh25XEEq1VBrw4FSpdQmU+/RGOzS2XqN7ua9YdTSadKymrSs+lDtKu12GatV/j1g2Tfobpr7YPlDNYxaWq0SjUaBcsWkUNAwszKmniajJhGifuKxAAkhSCoRRkpFUcThVHJGTlAyxN8o0DYL6rBIW85gVYyDWsojB70PA+ZRxNJrZPlYLJMnqpuEVYOwohJSRCJymoiSJqxKhBSRoJzGLybxpROsJhI4Y1Hm/F7GnU6uzsxw1mbjxOhNTl4f5aVTF3nx+HmeeekkT7xwjMefP8xjnzvC4yPH+ORLx3l85BifOvwKz7xyjpev3OKSbZ6b0w6u2excHJ3k6tgUtrkFFl1+lv1h3P4orkAEbyiOX0jgC8dxh2K4/VEc3iCLLj9zTjezS26mFlwsugMseYI4vWFc/iiekIAvmiQgpAkKIkFBJBSXCCdkYmmNlJZDzVUwy01yDYv69h5au0s0WySWK6G2ehTXb1Nc38XobGB2tlGbayRLFhGjSkgfKmo2EPItlHoXvTUgb22St9Yxqx1SeolQTMbjE1h2B5ldWGFiehHb9DzXbVNcvDnGtYkpJpxuprwxpnxJXMksyVIHpbFOPN8goOQIyiYFa5325h5qoUIqY2KUqmTyJRTTJJxMsxqJ44mkWImKLEfSOMIS80GJab/IlC/N+IrAmEvgmt3PWZuTU6PzjNq9+FMGRqNPVCvjCEusRBXyzTU27r5Jd3OPaqtDud6mu7ZFqd5GL1ZJZrKERI2IYuJNaNxa8nNpdpWri0GmAml8aolE0SKaqWL3CVydWuTGxDy2uSUC0TiSmsHpXGZ83EatUueXv/gZ3//+N/n5z/+dH/zg23z96w/Z2GhiGCl0PUWtlieX1TEyKpqi7lsvZCkXKxi6iSJriJKCouropkEun6WQN8ibKllNIiMnaBSyVAsm5aJJqZijUMhh5LKoWoa0JFLKm1TLQ7e5VrtG3WpSajfINepotRo5q4tSbSEYJXypDEEpj1LqUu3dpbvzGu3eGu2uRatj0ey0aFn1/QimSqtVotMu0W0X6Lfz9Nt5Bq0sg7bBWstg0BpuN+i2C3+wrGYBq16kXS/SquWHznmVHPWySa1soktxdCWBoSQxtBTZjEjelMmbMsWsRL2g/gZMPnyUPGgWWG+XDvTbgBk0Cx8cNwuZYe+GkDGI6cNFWTFZIiym8CeTeASBlVgUZySCIxzG5nRxfcHBuYlpjl0f48ULV3n29AWePnmeZ04MgfLckdN87uVzfO7EBT536iKHTpznqVfO8tnjZ/j00ZM89cpZRs5f49z4DLfsK0wsrjI67eDK2DRXbtoYn55jwenBuerH5QngXPXj9obwBCN4gzHc/jAr3hAOj5cFp4fZpWVm7E4m55aYc64yv+xn0R0cHp8HBLyRFP6YSFCQiaUzxOUsslkhV7Vo9rZZ333A3mvvcu+dL/LG3/1fuq+/hdruES83kBpdzN4W2f42mrWG2l5HqvdIVjoIhTZC3iJe7JCq7I/ctwborT5ma4Be6yCaVUJxBZcngn1hFa83it2+gm1yjrHJWa7bprh8y8bozCzTbi+Lgsp0UMIuZIiYLaT6gESxTVAt4E8b5K11rO276KU6yYyJkisM+3E0jYCQZDEgsOCPM+dLMuOLM+NNM+VLM+EVmfBJ3HDGmFhNMu1LMboU5OLEElenlrB7IoRSBlpljYBYYiWqkdArVNobtLobVGstcvki+VKRbr9PtdUkLsvUewO+/d57fOWf/hlvSuXCnJsLdi83V6IsJTKEzTo+Oc/EcoBT122MTjsYn3Hg8QvIWg4hlmJp0UVcSLG1sclPfvQ9fv3r/+CXv/g+P/vJv/KjH36Hv/3y23TaFQw9TUYRUcQEYiKJJsnk9Cz5TI6MYhAXEsRiAslkioymUy0WsBpV+q06/XaVfqvMW/du8+ruBls9i1a1RM7IoCoKkiQjySJZTSJvyJTyOuVyjnK1SKFeJluvodfrZBptBKOAI5ZmajXGrC+JP1VEr23S3HiAtbaJNehh9bu0ehbNToNmu0azVaHZHHb59qwiA6vAwCqw1s6x3jZZb5usWSYDq0DPKv7B6tTzQzUKdBsfKhS3SnTbJao5lXJepZpXqRQ1qiWd2r7q5Qytsn4QnXz4xGe9XWLDKv+Gfhswa63iBw1yYUUlKEkERBF/KkUomcIvCLiCYeweL1OOFWyLLm7Zndy0O3n5yhgjF25y6OQlPn30LJ986Qx/dfgsnzp2gSdfvsRLZ67yyoWbnLlm49ytac7cmuLY1TFeOH+VQ6cu8ML5q4xcvM4rN2xcmV7E5vAy7fQzPufium2OWxMzzNgXWHKtsuxZxbHiZWnFzbLHz2ogyIo3gGvVi9PtZdG1gt3hYm5xiRn7ElPzi8w7PMw5fSy6Qyz7YnhCCfwxkVBcIZxQ0fL1A6Bs3X2T1975Eg+//A986evf4kvf+DYP//G7bD/8EoWN26TrFumahdLqo7YHKK0+ibJFqtohXesj1gdI9Q2U5hZqaxu1vYnWHqA2uihVi3S2RlQ08AYTOJcD2O0rrHrCzEwvcWtsEtvUHNP2JSYWl5hyOJn1BlmVS8xENKaDKqtqlVR1QLLcGaZdKR21atHY2CVTaSFm82iF8rDBT9cJJdMsBBLM+lNMeZLY3AK3VhLc8iQY94jYVtNcXYwwE5BwJbI4oiqTzhCjM05sdhezriBKcY10to+g1okrZTL5Fi1rncFgk16nRy5rYFlNypUCsbhAzWrz7fe+x5f/8RusptKcn3NxetbNBfsqtkCCZdFgOaljcwW5MD7HzHKABXeYYFRG0YuoSgEhJhKLpBBTIm+9scdPf/Jdfv2r93j/B9/iZz/5V/7jvW/x5mu3qZaG0YehSuQyBj3LotvqUMoWKZol1LRCMpFEUxXqlTLba33efnCPr33hHb71tb/hu//3b/nO33+Fb33tb/jaF97h8/fvsNZpUy7kMfQMmiqjiQlMOUFWS5PLKRRKJvlagVyzitFqoDUaBFSDWX+M8eUgEysCS2GNZLZLqXOXzuYunc0NOusD2v0OrW6LujUES2MfLN0DsHwAlfV25n8NlkG7SLeWH26grA3X3K61yqy1K/uOd1WsWu4DVbNY1Syt2lBWLXtw2vNhqGxYZTatCludKptW5UC/DZj1dumDlv5AMo1bEFgKBllY9eJw+5h3eLBNL3Hl1hSnr4xz/OIoR86Pcvj8LT4zcpbHXzjNJ547wZ8cOsmfPX+Wxw9f4bMnbXzu7ASnr09zcXSaqzY7V6cWuTRp58z4DC/fsHH4yignx6Y4OTbFOdsc1+ecTC77mVkOYLO7GZ1cYGbBwYLTwZLLzeKyk9mFJWYXFlhyrbDiXWVx2cXispMF5zJ2h4P5JSdziwtDuCw4WFrxs+QJ4/IPI5VQXCGWzpBQciTVPMVGj0Z3i/Xd13j1rS/y+b/+O97+4td48+Hf8urDL7Hx5kNa914nt7aN3OoiNR6pj9Tok6r2UFrrZPt7lLceUNv5PPXbb1HZeoPy1gOMzgZas4dYaiKoBUJxBV8oidcbxeMO4XL4mJyYwzYxi8sTICGpxDWdYDLFipAmlG0xEzOw+USWxSKJyvA1g1oJd1JDyJQp9zYxahZ6ebidUc0XUbNZBDnDUlhmJiRj86YZXUlwYznO9ZUEt1ZExlZFri5GmA3K+OQyQbXISkxm1hXENu/ENrdCIF4knR1glDdQshZqpka1ZrGztcubDx7w6r3brPWHpziykiIuxlFzGhExzrWZGc7NOnhl2sGJaQdXHH6mQgkWBZm5gMDEcoDlYJJAXCUp5RHlApJUQJFymHqFYr6CqSfpdkzu3unw3W9/hV/98j/40Q+/w729NbpWlVI+Qy6j0qzWeOfNz/Pq3n0q+TK1Yp2CkSerZyjmsrTrNXbW+7z94A5f+8LbfOfvv8y/f+trfP3hG3zjSw/55lf/hq998V3euH+HQceiVipRzBnoooAhCZhqirwpUyibQ2N0q0mxZ1EaDBDyRZYFGXsoxVxQYjGiE1YtzOYO3Z27dHe2sTbXsAY9Wt02datGo1mm3ij8XrBstjKst00GVo6eVfiDNGgX6deGUFmrFxnUi6w1Sqw3y6y3yqy1yx/s0m4W6TYKdBsFOo0C1n6k87vAst4uHcBkq1M90G8DZsMqfwAWrxBn0RdgyulifH6B8eklrtvmOXvZxuGTV3j2yDk+++JpnvjcST71wmk+/tQx/vjJo/zRZ47wR08e58+eP89njt/icxftHL+5yPmbs1waneLy2DRXbLNcnpjn8sQ8l6bmuTQ5z5WZBS5NzXNlys7ovJMpp5fZZd9+P4eduaVl7I4l7A4nU3OzjE9OMT45wfS8ncVlJ3OLSwcgmVtcYH7JwfzSInaHk3mHC7c/ijsYxxdNE06oxOUsab2InK2i5hsUW2s0+rdZ33uD3dcfsvv6Q9buvElzsEfeWkeqdxBbAxRrHc1aR2mtITeHUJGbA8zONuXN+3Tuv8P221/hzl9/nd2HX2XzrS+z9vpDiv1NzFYPqVBDkLOEBZFgJEUkkiIWTeJY8jA1Oc/CogtJNelv7tDb9+IVzCKxYocZweCWJ8lSMkey3Cdd6xPWKqwkdAJpg0J7jWzNIltrU7I6mJUamVKFRKaAM5ZhLmJg88tcdye5spzgiivODXeKW54UVxZDzAZEgnKRuFElImVxBePMOleZsLuZdQrEpCaFxi65yjqiWkbVS/T7m7z99ru88/ZbdLsWuXwGVZdISHEESSAYDzHtcnJ+ZoETkwu8bLNzZmaZmytRZiIyC4LOUkzDk8oRSOcIpXNEUyZxMY+iltH1KqpiIAhBdC1GMuEjm03z+c/f4W++8Abr/RategFNTiIlBSqFIn/98CH37txHkVQMLYuuGBi6QUbTMFQVU1MpmTqtUo5Bs8JWp8FGu8qd9Q6v723y6u4WW2s9Oq0GrUYNq1kbRitKnJwuUsjplKs5au0qjX6HxsYa3bt3MdodIpkSfjmPJ5nFJWQJKU302iad3ft0d29jbW3RXh/Q6lnUrQb1ZoV6o0SnU6HXKbFmFVmz8qxbOTasLBuWyYaVZc3K07eKf5DWrCFMBvUi6/UP7h+oUfyNfVGDVvkgVeo2CkOw7KdBH+5ReZQG/TZYfhdcDsAyvbjKzalFLt+a5tx1G69cHuOl09d4+qUzPHboCB//zAh/9uQIf/HMUR57/hU+/tQxPv7UMf70mWN84tlX+OTIBQ6dHOWlSzOcujnHmavjnL5wlVfOXuL0xatcuDnGNdsUN6ZmuT45w60ZO7dm7YzNLmCbX2J6wcnMoouZhWVmFpZZXHZjdziZsS8yMTOLbWqWydlZZuxD2NgdLhacw+c5Vtwse3y4fT5WAyE8gTDR/aJsUs0hGSWUfA0lX0PK1kibNcxGn0ytj1rpIJaGkspdlOoaSn0dvbOLYt1GsW6jWjso1jaatYVubZKxNjGtDeqbd9l8/SGvf/GrvPN3/8Dnv/w1Xn34RfbefAdrbYtGdzAscOZKpBUdISkSE5KEogmW3X68/gi+kICo5ehs3Ka3vUuxYaFV27jEAjdX41yY9+GRyijNLbr3H6JWBsx748TVIpmKRbZioRVr6KWhJaZWqhDPlPCmysyFcox5FG75FUYDMlfcApeWw1x3hRl1BpldjeEVZOJaHilbISpnsPtCjM47GZv1seBJk9RbFBrbiEYTb0whqZfpbt1nbfcBa7fvYg3WyVbKpDMaCTmFPxpk1uVgdjXEtUU3J8btHB2d58TUChccUS67U1xxpxjza4z5JCb9IktRjZCURzSqKGYVJZNDSKVJpBMI8RhCPIIsp9DVNKqYQBEFxESMdDyGlBbJmia6bpBKK6QlHVHU0DM5VCWDlFZIJUXSqTSKKGNoKjnDoJAbKmfqGIaGkdHImhkKhRyVSp5cRsbUUuhKClVJYZgq5VqJVtfC2tpk68EDenv3yFtrJHI1IloRIddELPeRKwNynU1aO3dZf/VNNu49wNrYoNJqUqyVqNYKWFaVrlUeRhft/P4b0fxAf2C00ntUs2mWWWuWWd+//S9qlT9kLlX6UAQzjGIe1Uo+XFP5MFC2u7UD/S7APPr+j529bOPoqau8cOQch0ZO8ekXXuGvXjjOY4eO8WdPv8QnnjrMx58e4c+fPsInDh3mz585yicOHeEvDh3jsReO8+Thczx/+hpHL01w6vokJ85f5ZUz5zl+6iynL1zm6s0xxiamGZ+a5dbENLbpOWwz80zM2pmcW2B6fpHZBQdzi07mFp0sOFeYX1oe1kzm7EzNLTC74GDBucKSy4PT7WXZ48O16sftC7IaCOMLRQlEBAJRgYRiklSzpLQcaaNA2igdzMmE5RwRtURELRHWKkSMJvF8B6m+gWHtkR3cR7b2EK1dZGsXqb2N3B6CJWNtYlgb5Dub1Nd3Wbv7Bntvvs3dN99m58HrrN2+TXd9g2qjQaVapVCqkDFzyIpOIpkmIiQIRARWg1F8IQFvOE5Ky9Hqb9HfuUvNWiNT77IgqFxZCnF+zotfrSJX1+nsvk2m2mc1opBUSuiFNmbZGkKzWCdTbaJUagiZMkGxgT2YZ2xFYSygMRqSubwqcMkV4PqKn5uLHqacXpb9UYSUhmQUSWSyrCbSzHnD2D0xZh0xvDGDTG0dvbKOL5HDlyqg1dfItjao9Hcod9fRyhXSpknaUBHScTxBP45ABJvTx7kJB0dH7RwZd/HydIBXFgROLKU4u5zmzFKci04BmzfJclwnquVJZfKImRyCpCOI6tDaNJlCiCcQBIG4ECMpREjHYyQTMVKJ4UbEZEokISokJI2kpKFpBWQ5S1rUSKYUkimZtKiiKDq6bmIYJrqeQdEUJEVCVmW0jI6ZMygUTXJZjWxGRFVSKHISXVcplPI0Wm2swYDB7h0Ge3epr+2gVlok8zXkioVUHfY2pcsW2c4W7Z1X6e09wNreod7tUW3WqdVLdKw6XatKbx8uQ7Ds97C0cqz9gdHKIw1rHR9t5v1R+nBa87vSn/8xWJ4ZOcEnnx7hE088y58+/gx/9PjT/Mmnn+OxZ47wxIvHeXLkNE+MvMInnz/OY88e4bFDR3nsuSN88rnjfHrkBIeOXuDFM1c5fsnG6as2jp66wLGTZ3j51DnOXbrGjfFJbDN2Jmbs2KbmsE3PDx/PLjA5t8i03cHMgpPZxWXmllzMO1aYW3Ixu+hkZsHJvGOFRdcqy6sB3P4Q3lAMXyiGPyzgjwgEonGCsQQhIUlISCJmCvujBSZRcdgF7BMUPPt61GofVMrECxZKY5Ns9y7F9dcobr1Bsr5FsrGN2NxBam2jtnfQre2DaKXU26E62KaxtkNjsE7V6pGvN9Hz+aERkawgKxqKqqOoOilJJRpP4g/HcPuCLK8Ghr/nspdIUqHQ7GFt3qHW3UQqNpmPSFxeDHJ5wU9ArZIu9akN7pNvbpDSa8SlAmq2SabURs5VkQs1MtU2SqVO3KgQkZsshnLY3DJjfoVboTSXvTGuuAOMegJcm1/GtriC0xMkEheRjTxKoUjSyBFWdEKpDHPLEeZWosQzNYz6BoLRwJvOE9aGg5Zy2UKtWEj5EmI2j5wzkTSFaDKJMxhl2h3mmn2VE7YlRm4u8uKoi5cmgxybj/HyXIyjUwGOT3q5aPcz7UvgTWnEFJOEZhJXssRlg4SkEU/LJJJpEokEcSFGXIh+JFgSkoaq5pHlLKKkk0qrpNIqoqQjKxlUbehEp2ofTE4rmnoAlnzBoFgwKGQ1dE1EU9NomkI2b1Ku1Ki229Q6fdobW7Q2dslbAzLNHplmD6lsEclU8Ek5okYVtdqh0t+hs7NHb3sXazCg2W7QsZr0rNoHi8/ahX24ZIfGU/+/gOX368MnOL9L/1Oo/D6wPHqdjz322Rf4008+wx8/9ln+6C+f5I//6mk+8dQLPPnCK/tzPJf53MmLPHfsHE8dOcVnPvcyn37xZZ4aOcmhl88ycvIyR85f5+QVG2eu2XjplbMcPn6K46fPc+HqTcYmZ5m2O5i2O5iYXTgAytT8EtN2x28Axe50H9zanW6WVrz7QAnjCw8hEk2IB4rE0wcKCynCQoqkmiUm6QQTCqvRFCuhJCvhFCsxCY+g4EuZhJUiyYJFprVFvn+P4tqrFPqvku3fJ1lbJ93YRG7tkLF2Mbq7ZLu3yXa2yVmbFDtbFK0B2bqFWiyTzpjERJlwPE4gFiMciSEICZIpkVRaQkiK+MMxnG4v80vLzDtWuGmbwjbnIBSXyNYsutv3sDbvIBWbLMQUbq7EuOWK4UkXUGprDO4+pHf7TTKlLkI6h2zUUQtNpGwNuVAbbgCoNIfGWmobVyTPpEfC5hMZC6a46o1yzRNi3Bfm1tIKcys+vCGBlKxhFspkKxX0cgmpMLRIcKwKTNhXWQ6mSRhNxGKHmNEgpA7njRLZoY+OmBuCRTSzpFUFQRRxhQUWg3FsK2HOzbh58fo8h67M89xNF4cn/RyeDDIy7uGlW8ucmnQx7orgEkTCoo6gmAjyUHHZICXrJEWFZCpNPC4gCFHScYFkQjjY4fzo75yUVJKihixnkSQTUdJ/Q5L8CC6ZIfQ1FWXfjkE3MsPFeTmdSjlHuWBgGgoZXULTlP2lenmy5TJGsUK108PauE19bYdyf5t8ZwOp3CIgZVkKSyxFFfzpLGrFwtq6w9bd11jf2cXqduh0W3Q7DfqdKn1rv9bSzrHWzg2LuZ0Sg/+FfvtI+PcdEf8+ffjU5/cB5X8Elo9/6hB/8qlDfOKJZ/nzzzzPp549zGdePMqhl07x/PEzjJy4yMjJC4ycuMgLJ87x7OHTPP/yaUZOXOTI2cucuDjKqatjnLs+wYWbkxw5eZ6jJ878BlgewWNmwXmg2cXlA4gsulZZWvGytOJlYdnzX4ASjCUICyki8TRxUSUuqghphVhSIhJPExKSBGOJYfQiiPiENO5wClcwwUo4hVeQ8acyhOUciWwDpdIla92mtvkaje03qWy+Rq53F926jdTYRG1tY3TvUBjcpbh2j+Jgj3xv+A9kNnpkqm3kXJm4liGBAuVxAAAgAElEQVSSEgkJCQKxGP5olKFxloCQSCMk0oRicVa8fmYXndim51l0eRmfWWDJE0TJlmmt3Wb39Xe5/do7FKwNVlIm0yGJSW8Sh6BR7N/lC//wPd75yjcxyj0iCYO0VkHO1UkbFaRcfR8sLZLZKmLGYjWaZXo1jc2XYjyY4oYvwk1viMlQDHsgijeWHEIlV6BYLpMrl9BKOeR8joRi4otKTC/5GZ93s+hPkcg2UWprpIodQmqJqFYkbuz7/eZK+8fdGklNZ1VI4hJEZgMJrix4OXLTzrOXZ3j2+hIjNg9HJv2MjLk5PObk9NQK4ytRHDGRQEonKOoE4urQJEzMkJANUrJGKi2RSCSGroaJjwaLKBqIooEkZ5AVA1kZ3hclDVHSkGR1GFHuRyq6kdmXRsZQKJdyFAvGfiOegq6raJmhbYOWyyHpJsWmRWttm9bGDo3125T7WyiVFkEpy2JQZHY1zmIgTUwtUetts3nnDbb27tFdW6fbt+j22gy6dda6FdY7JdatAutWljUry2avxHqv8gfrt4urv63/Djy/L0rZ6dXZ6dX/W7A8+jkf+6PHnuRPnjjEXzz1Ao8/O8Khl05waORlnhl5madfPMqzI8d5/sgJXnz5DCOvnOXIyQu8fOYSpy7e4Ny1MS6PTnJlbIqr49NcHZvmzMXrnDx3iRNnL3Lu8nVu2qaYtjuYd6wcpDWPQOL0+FleDbDiC+H2h3H7w7i8wQOghIQk0YRILCkRS0pEE+IwRBbVA6gEonG8oRieQIRlX5jlgDCcJQomcEfS+OMqMTlH3KiQzjeQShZGc51i/y6N7Tdo775FffsNSoP7ZLu7qK1NMtYW+cEe5Y17lNfvUuhuY7bXyNQt5GIdMVcmmTGHHi8piUg8RTgeJyLEiQgCgpAglkgTEYYpkMPtZWbBydj0PAsrfhZW/ESSCuV2j7W919h9/V3W9l4j117DJxdYiKnMBFLYQxL9+w/5/s9+wT9976doBYugoJFQiohmlWSmTDpXQ61ZqDWLZLaGlusSFPLMepJMeOPY/AlGfVHGAxHmogIBSSehGmTMAtlcjoyho+gyoiYi6goJSUdIZXCsxrgxucTYvBtf0kCpDtCbm/jlPH4pR1QrIBUaaOX6/njBsKcmlB7alS6Ek4wuhzg1sczIzQVeHHUyMubi2ISPIzY3xyfcXLT7mfAKLEYl3IKESxBZ9AssR9IE4ioxMUNS1klKColkCkEQPhoskkoqpSOKQ6CoWhZVyyIrBqKkDYu8oowoKR+KVAx0I4OWUVF1edipm9PJmhqmoZLJaPtw0VGMDKKuk6s1afTWqPc2qPc2qPU3MOsWQqbEqmCwGJCYX03gEwyMapfO1n3Wb99nsHmbzmBAt2/R77VY69VY65bZ6BZZ7+RY7+TYGJTZ6Ff/YP2+6OKRPhyR/C59FFT+P4Hl/3n80/zJZ57hLw+9yBMvHOH5I8d5fuQoz44c4dkXj/D8yDFePPIKh4+f5tjJc5y5eI0LV29yddTG6MTMsGYybWd8ep6xqTmuj01x7soor5y7zInzV7h804ZtdpFZh4cFl2/45veFcfkjuIMfzPP4ogl80QTeSJxALEUkISOI2n4xTyOSVAgJIrG0SjSlEBTS+CIJVvxRljwB7C4vc85VFr0xHMEE7phEIG0MJ3ZzdeRSG6VsIZc76PUB+c4O1bV71Ddfpbp2j2Jvl2xnB6UxQG+vkettU+rvkO9ukql3SBdqJDJ5Epk8ycyjlas6cVFBSKWJxhNEhDjReJJoPEVESBKKDaG34guxtOJnfnmVRXeQYFxGLzZord1m/c6btDfuopfbxLQCXinHbCjFtC/OYljk7sOv8qNf/5p/+eGvUHJtfFEZQcqTylRI6GVSuTparYta7ZDK1TELXSJCjvnVBJOrMWwBgVFfFFswxoKQIFWoDjc7qgaJeJxQ0Ecw5EVIhZF0EVnPkpQMVsMJZhxexufdzHmihOQiSrU3TIm0EoJRQataGLXhInspW0Qr1hC0HIF0hqVQEps7wlW7n9PTbo7ZVnjploMjNjdHbS5OTnu46ggz7U9hD6eZ8wtMukOMLXqZXongDKcIJjXiUoaUrA1rKYnEfwuWZFIjnR5GK5qeQ9NzyIpBWlRJpmSSKfEALBnTwMia6EYGVR8aTA23CSgYhoJhqhiGPoSLkUHJ6KiGSaHaoNy2KDYtii2LandAqd1DKzdJGQ0CiTwOv8RKSCGZqVJub9DZusdg5y7WYIPOoEdvYNHvN1nrV1nrFdno5of634Kl99Ha6lY+Wh8Bldv9xn8Llkdw+dj/eeIp/uyp5/irz73EUyPHeOHwy7x4+GVGjh7n8MsnOHbiDP8vb+/VHNl5penqf53bExOnNa1Wz0iUpXflgIJ3mUjv88vtfe6d3mfC+3IseqpkSDUlUmRTEiW1DJ1YvnD5zEWiIFHsM91xTo8u3qgAUHWBiMKD9a31rnc98t3H+M5jT/K9x5/iqefO8ty5Cc5fnDmd2MwurjA9v8TF2UUuTC/y5JkJHnn0ab7xvSd59JlznJtaYHYlxlI0TSwriGUF8VyJZEEmVVRO93iyJZ2MGC8KCt09nfAIzSEnGaSFSk4yyJZ0kgWZSLrIUjTN7EqMqcVVJubDrKQEqwVtDBW3gVbtYZ40G83GEKu1jtvdwh/sUhnuUxnu4w92cbtb2O11zOYQp7OGP9giGGxS7o7QKg0KhktKUhB/mzpnGBQVhZwQpPMF8kImJySyxRKpvCCZGyueKxHPlYjlZZx6j8H2ETvXXuHg+g+oD3fIKi6Rok5UtpmI5pmKF1ktmrz8k/e5eXzMbz++j10dEs/rFLUAyRnn5Eh+G7OzhtEeg6VSGyFKPotxwdQJWM6likzkBIuSitnqo5drCKGwGgozPzPJ0tI0BRHH9gwq9Tqy5pARMrFciblIlvPzEeYTAuG2sLs7KLURen1IuT+eZMlulaLuITtVlHKdrOawnClxMZ7n/GqeZ5YzfHc6zj+fX+afzi7xz+dX+O50nOfDBS6mFKbTEufDaZ6eW+XJqTBnFpPMJwVxYSI0D9lwkDQDSVb+Ape/AYuqjcEiySaq6mJaZRy3guNWMK0yqmYhyTqSrKJqBpZj4/llyoGPW/YwbQPd1LAsDdvScFzjFCye54yfQp6LG1SotdpUOx3ceoug0aY5XKM92qTaXyPobCFbHWJ5m1BKIysHOI0Rva3LbB69yHBrn9HWDqOtNda3BmxsdNjaaLC9UWNnrcbuZovdzfb/Zx1s/O/1H4Lnb3oqfw2V/yxYdodNvvJ//49H+G/f+Bb/zyPf5R+/9d1x4/WR7/Ctb3+P737vMR57/CmefOpZnn72eZ597ixnzl7g3IUJJianmJqZY25hiYWlFZZWxt6S5ydmeeLsRb7z1Bm+/cTzPPb8BOdnllmMZohmSyQKCsmiSkpopIVOVjLJyRZ5xaagjpuuOcVG6B7CKFPUPbKSSbwgE8kKVtOCcLrIUjzLzEqci4sRplfiLMayLKcKRAoaebOG2Rzh93dwu1vo9SFKpYcS9ChYVaRyC7Mx/sEIBtt43U2c9hpOew2/u4bT7OG0+pS7YxOaXqlRMCwyJZmCqiM0k5yQKcgKqm2TlyRiqTTZoqCkGghFJyeUk2nVw+rLQTLLKG6NSneNzsYBW5df5ujlH1Ef7ZFWPVKKS1Ivs5hTmIxmCeVVDl75MR/dPubdX39M0N4knjfJlDxKdhNhj5updm+LYP0AsznE8/uoapVYXmcmKTifLHAuI5gsyCxIOlk7wGv2KBQllheXSERCrIbmyOYi6IbALbuYbhnVcsmUVBZjWSYWokwsJ5lLCIzWJm5/D6e3g1odoPhd9FoPo9JFdhvY9S7CDogKjYWMYDopmIgWeWo+xSMTIb43HeWRiRDfmgjx5EKKC/ESkwmJp+djPHJ2niemIpxZyjCXkolLFsLwkUxvXI2cVC1flIwky0iySknWUU/6LLoxhsvD55BpeZiWh25YKKqOoqmYtkU58AmqFRzPRjNUFFWgGzKuZ1KpetTrVer1KpVahaAa4Pk+5WqVoFGn0m5T73Rp9ge0BiOa/RFBY4TlDxBGnZQokxJlhNPG727T27nCaO8qa3tHrO/usLm7wdb2kJ2tHrtbHfY22+xtddjb6nwBFvvbXfa3uxzs9L5oiFtrjGGy0+Nob8DlgyH7600ONpocbbU52upwabvL0Vbn5OM2h5sP1TrVwUbzRF+sUP49PQTM3z6N/howO8MGX/mn7z3O17//BP/86JN847En+Nb3HuO733uURx97gsefeIqnn3mOZ587w5mz5zl77gITExeZvDjN1PQsc/OLLC2HCIUjRKJxIok056YWeHZijsfPTPLY8xM8MzHL5GKEUKpISuikSwbpkkFGMsnKFlnZIqfYp0oJ/RQuOcUmXTKI5WVCqSJL8RyTixEuLkWZXIwwMR/m4lKUhWiGeEEhozg4nU38wS7V0QHBcA+rtT7+Aaj0USp9srqP7Ldx2mvURnt0ti/T271Kc+OQ6mCb5nCTWm+I1+xgVeqoXoAwbfKySlZIZIWEpFvIholq25jlMprjoNsOlUYb3fFRLY+SZpEpKSRyJRJ5iWxJp6g72LUuw/0r7F//AYcv3WD3xRtUhjvkjICM7pOQHVaKGhdXMyymBIPda7zz4Ue88eb72NUBiYJFquQirAbCbZF3m+PbN9uXcTobeH4fw6iREhazqRLnkwXOZkpMFDXmSgahkoHd6GFY42jHauAiiwxCJNH1Ao5rjG/2lH2EohNO5rm4EufCUpyJlTQJtYLV2SYYHaFUhxTsJmrQx6wNUcvtE9+QT1o2WckK5pOCmWSJ8+E8T8zGeXI2zrcnQjxyYZnHZuNciJeYymicCed5dDrK2VCBi3GZ5aJDSg8oWTVKVjBu2Msakqwgy/KXJMkqkqyPp0AnYHnYwB0DZizb8dB0E0mRUXUNx3PxKwFu2cGwdBRVYJgKjmsQVFxqtQr1epVqvUK1Xhk3ek/yd4N6nWa7TbvfYzBcY7C2Rau3QbW1gen3KKhVksIlrVSQ/T5ed5vO1hWGu1dY3z9ka2+Pza11NtZ6bK512F5vs7XWZGejxd5Wh8Pd/ikwLu2P9RA8fw2bh3/n8sGQyztdruz2vqBL250TqLT+CjD/Hlj+Y7j8Z8CyO2zylW8/9QzfefpZvvvMc3z/med57KlnefzpZ3nq2TM88/w5nj83wdkLk5yfmOLC5DQXZ+aZnltkdmGZxZVVQpE4kXiKeCpLIltgJpRgYjHG2ZkVnj8JbJqPZokVNHKqS0Erk9c8cqpHTnHJKmOvSUaySUsWsYJKrKCRKOrECiqrWYnlZJG5SIbpUJLJxRgX5leZWIgwu5ohVtAoWdXxbaLhDjsv/4TB0av4wwOU6pCi26HodZD8LvJJSprdGlEf7tLbusT21de48vqb7Fx9jeZwh0ZvhFttIBk2Qhvfn5YME8Px8Co1FMNCt91x3kerhVepYpV9vEoVv9bE9CrobhXZKpMtaUTSglCqSFJoFHUPvz3i6htv8uZ7v+Xln7zLxpVXcTvr5K06WSMgKgzCQmMmmmUmmsWuD7jy6k/YPnyFklEjWbRJCoeC2UR4HQpuG7O7TWXrCnZ3m3IwwDTrpITNbFribLLI8xmJC0WdaWGxIiwKVgXZ8Oj2Bgz6HQythK4XCAId19Ep+w6e76OaNsliiblomonlBOcWE0yE8xTcHsHoMkZri4LVpmi3kINx9ZLTHITlUjAcIkVlvG2dlphJCiYieZ6ei/O9yTDfPL/I96ejnI0KpnMGFzMa56ISMxmLxWKZqFojYzcRThNhVcb9NlkbP30U5UuSFe3EDDfusYxHzF8GS9mvYJg2kiIjKTKaoZ+Omx3PxrR0TEvHsg1sx8TzHHzfo1L1qdUq40auY+E4Fm7ZpVar0ul1WF/fYHt3l/XNXfqjXYLWCMmqkRA2qwWbhFIl73Twhwd0t66ycXid7f3LrG9sMxz0WRt02Rx22VprsrvZ5mhvwJXDEdcurXP1aI3LB0OO9gYc7Q1OIfPXevi1F49GXD8acO2gz9X9Lpd3O1zaaXG03eRoqzn+c7vJ4VbjVAeb9bH+K8Hy1JkLPHV+gmfPT451boLnzk9w5vxFzk5MceHiLBPTc1ycOXHKzi0xs7jC/FKYpdUYq7EU0VSWZKZAMicIpwVLiSKzqxmmQynmIlnCGYm0ZFM0AoRZOc3EzWtlMrJDqmSRFCYJYRDOSITSJULpEstJwWK8wOxqhqmVJJNLcZZP0ukuLidICpNKb5P1wxfZufoaO9d/wM7Lb1LffgHhD4jJPlGpTNqoI9wWwmuj1/rURnv0ti4x2LnCwYs3eO3Ndzh88QcErQHVZpug0cCvVrE8F82wcHyf7f0DfvTWT9nc3cOv1fEqVZrdHpVG8wQqdRy/imaX0dwqsuWTkwwi2XFfRRhlrHqX2mCbF2+8zdu//hOvv/0Bo6OXMBtDik6TolMnWjKIyyZLacHMaoac4tIc7lLrbJGXPFLCISFs8kYDUe5RLHcxuluUN6/g9HYJqkMsu0VacpnNKJxJCp7NyJwrGEwKm4mUzHJeRXGqvHHjx7zx+ut0O3UcRyIIdBxHxS9bBBUfu+xR1ExWc+NrCucWEzw5tcpSzkKpbWB1dpHKQ3JGk4LVQfH75HV33IdyAgqmS0yoLCSLzKWKLGQlzi6neGImwrfOL/HtiRWeXExzPi4xkdK5kNKZzjnMF33Cco2U2aRgN8b/Z3QXoejjfoqqfkmKqp9Mfb4MljFcxgoqNWzHQ1YVhFSiJEvopoHj2ZQDj3LZxXGskztIKoahnYR3u1QqPr7v4XkOlmWM0+/KLs1WjdFofKlye2eX0eYuzf4aut8iLTmECxZh4RFTqti9fZpbL7B16TV2jl5iY+uA4WCN9cGInfUhh7vD0wrk6tHaKViuHI64cjji0v64MrlyODr9/OWDIYe7fQ53u7xwMDwBSvsUIkfbTS7ttL7wuf9TYHmor1yYnOXC1BwTU/NMTM9zYWqOCzPzTEwvMjG7wMW5ZS4uLDO9EGZ6KcTU3AoXF5aZW4owH44SiqZZTWWJp4vEs4KU0IkVNMIZiZWUIJQuEStoZBX3FCxFI6Cg+2QVl/SJMzZeHP+75eQYTAuxPHORLLOrGWbCaaZDKaZDKULpEpNLcRZiedzmkCuv/YRXfvwOBy/eoL93DW94iKgMicgBywWbmOyfOkbloIfbWae9dYn+9mU6G4dsXX6Ja2/8mPW9qyiWR7kScPWFq9y48QajjRGWZTMYDnj3vff4/NYtfv2b37C9u0u12aA7HFJrtbDLZYJ6nXqni+lV0NwqklkmL5skhUZeHd/xqQ+3aa8fsHX1NV788Tu88MOf0du7jlrtU3TGJ0TSmkPe8ogLjflYlkhWRiu3cCoDhBqQKXnECiZZrYbw+4hggNbewl2/jDs4oNrYxHY7pOWAmZzOcymZpzIKzxUsLgiHp1eLnF8tUNB93v/1v/GrX/+K/YNtHEfBtks4jkzZ0wkCFzfw0J0yGdlgKS2YiuR5fiHJmeUsK0UPpb6F0dwlZ3VIaS2kcn98w8jx0Pwqdq1N0XCZj2eZjqYJF1Wm4nmeX0ryvcllvnl+kW9NhHh0NskTS3meWCnyTEji+ajKVNpkRZRJqAF5I6BkBSimi6qZqJqOpmlfkKppqJoxdtsqzrjX8oWq5S9gcT0fzdARUglREsiqguWYlAMPPyjjeuNnkarJKIqEpilYto7rmjRbNarVMp5rYpkajq1Tqbh02g2Gwy7rG0NGG2t0hyO8RoeiVSWmeETlKgm9hdk7oLpxndHBa2wdvsbmzjU21w/Z2zjkaG+Pywfrp8+aq0drXL+yyasv7nHjtUv86AdXufHaJW68fpkfvnGFG69f5vWXD3jp2vYYLntdLm13ONxqsL9RY3etwt56lcOtBlf2Orxw2P/7gWV6donpuWVm51fGYUmnCnNxIcz04ipTS6tML0WYXlplcm6FiwshZpajzIfjLMcyJ6NjQSwnkVVcUiWLWEEbO15zCrGCNk74V1wyskNGdr4ElGheHR8uixe+AJW5SJaFWJ7lpGAlJU7hI8wKey+8wU//9d94/a33GOxcwagPyDod4nqDqFIhodcpen20xjpOZ3Pcf+lv0dw4pDnaI+it0xrtMNy9TLUzoiCpyKrMy69e5803f0y708KyTF566TqffPIxf775Z/71lx+wd7BPu99jtLlBu9/DLnt4lYD2cIjXaGOU6xRVm7RQSZcMSlYwPnw/2Ka7c4XmxiHDwxfZvPoaleE+pXIH4baQgw4Fy0e44x7FYiJHKDX+Xu2gj+F1yEplIjmdjFo9uQ09RG5tYo8u4Q2PqLe2ccsDMmqdmbzJMymVJ9Iaz+RtzhQ9nksoPLucZT4h+MnPPuCXH/6Gay9cwrJlLLuE40hjuQZO4GIHFWTXJ6U4hPI6cymFp+cSnFnKkza7mK19hDckrXcQXh+30UcvVzAqNfxOH61cI5wpMhfLEC7ILGUlJqN5npqN8s3zi/zzmUW+fnaJ/3EhzP+ciPGNyQTfncnwzHKRqaRKWDjjvphTxSpXUfRxSpyu6/+OzC+A5YtwGavsV/DKAZZjj6uWkkBIJTRDxS2Prf1u2cG0DVRdQVEkZLmEogoUVdDu1Kk3AvyyjWPrOLZG2TOpVT2ajYB+v8Fg1KW/NqTeH6LXuhTLbfJun4I/wugeYfcuUx1epbt+nY3tF9nffYnLB6/wwuUXuLS3zpXDEdevbPL6ywe8+cPrvPfzG/zmlz/lD799h49+/x4f/f49/vi7d/ndr9/mg1/8iLd+9CKvv3zA9avrXN3vcWmnxf5GjZ1RwO5ahcOtBtcOerx4afh/HCwPP/7K/PwKC4shlhbDzD8EyHKM6eUYU0tRppb/RktRZlbizK+mWIplCaeKxHISiYJCSuhjsMgOMWGM4xFzCuG8SqSgERUGq3mV1bxKOK+efi2cU041F8szG82dajE5NkwlShYZ1UMutyh5TeqjPV648Tav/fR91o5ewqwPKHlt4lqNlNUmX+5Tqq2hNTexOtuU+ztUhvu4nXXKvU281gi71sWt9Sg3+5h+Y+xJKQkGgzajUR/L1AgCl9ffeJkPPnift3/2L1x94Qqj9RG1ZoNmp01n0KfWalJtNmgPhzi1NkL3WE0LQskCKaGjenXc5pCgu0F/7xq10R7NzUvU1w+Rgx55q04p6KNUehTtgKJTJlnSWExkWEkWEbqPVxsSNNfJKwGrWY2UHCBX1yjV1ig1NzCHR5TXLtPo7uMFQ7J6k5m8zdNpnccyBk/mHJ4rlDmTtjgfl5mJCX72yz/w2a1b/Pzdt3HKOrKaxXEkTFOgGxKWY+BWq9j1Jkq5Rd6qEyl5nF3J8dRMivmMTcEbIVW3EOV1St4Aqzpuetu1Bm6jjVltIKyxI3clKwgVFObSEmdXMnxvapX/eW6Zrz0/z9fOLPG1cyH+6VyEb0zEeGwuw7nVEks5g4xWRvXqp9viumFhGMa/IwtZMVGU8Z7QvwcWy3ZxPR/PL2NYJiVZoigEsiphWPppr+Whr0VVZUolQVFkyRfSVKseQeDil8cB4L5rEHgm1cCmWrXpdAIGoyajrSG9zU2CwRp6aw25sYnU2EVuHiCCLYruOlZlm/7wGkcHb3D9yg956erLvHjlgDdeOeTtN1/hww/e4qM/vM/nn3zIzU9/w63Pfsv9ex+Ndfcj7t75Ezc//Q1/+O07vP/ODd5+6yV++Ooer1/f4PpRj6PtOgebVY6261zd73D9qM/RdoOj7QaHW/VTHWzWTtT4rwPL4kKIxaVVlpciLK5EmVmOMr0SZ3olztRyjKnlGBeXoqeaj6RZjGVZSRZYzYxT+dMlg6xsjU9/yA4pySYuDCJ5lVBGOtVKVmYhKVhIChZTgqV0iZWszEpWJnQCmdlY/lRz8QIrWZmEZFOwqpTKLYLhDv5gm87OFTauvEptbZ+U6hErWUiVPkmzST4YorZ20No7yI1NlPo6ZmuDcn8HszHErPUxKm10v47mVlGdCrpXw/arBEGZsm9RrXi02zX6/RajtT5HRwe8ceN1fvXhr/jRmz+hOxwiaRp2uUyl2cTyy2iOh9BdwmnBxHyYycUISaFhVTtUe5tU+1sM91+gt32Z7s5VnPY6Cckmo/lo9SHKScWS0y0iecHcaoLlRJ6iXqbcHFHv75BTA0IZlaTso9TWkeobiMYGxvBwDJb+Pl51jazeZLZg80xK5/G0wZNZh+fyZWaVBrMFmwvLGW68/T437z3ggw9/iRdYaEYBxylhaAUUJY9uKniVCkG7i9fso9f6JBWfuZTC8wsZzi7lWRVV1PoORnMPqTxEWBXsWgu33kErVzGrdfxOD9nzWU7nWS0oLGUlLsaKPL2Y5NuTYb5+bomvnV3ma+fDfP38GCzfn8twdrXEQs4grfooXgOn0kQ1XHTDHi97/o10Y7zRLCk2smqhaPY4TsFw0QwX3XJRTRvbCyhXqlieh6RqFISgKAlkXcV0bSzXwfIcLMdGN3RESZDJpUgmY1iWjmOPjXR+2aISuNQrY1WrNt1uwGitw9buBut7O7Q3tvB6m5jtTfT2LqKySVztEMoFZJQW1c4he4c3uHrtLa5deZ0f//AHvPfOT/j4T7/izu2PuH/vEx7c/4Q7t/7AZx//itu3/sC9ux9xfPwZx8ef8eD+p9y99Sc+/ehD/vhv7/Gv79zg52++yI1X97h+acjRToujnSaX99pcPexwtF3naLvO4Vbty2DZ+P8Ploef+8rKSpzlcIJwOEkokmJmOcbMcpyZlQSzKwnmQknmwknmwynmwylCyQLhlCCaKZHIK6SFTk62KKgORc1jJZEfK1lkJVUklBKEM4LVTInVrExCGERyCssZiVBOISZMEpJNVBiEcgrT0VftZhYAACAASURBVCxzyQKhvEJScSjYVaRKB7M5HAdV9zawuxtYnXVE0CEsTGaSgpAwKfgdRH2dUmsbtX2A2t5DbW2jNjfRmxvY7Q3s1gg96IzNXHaA4VYxvAqK5SFpBqalIasCx9VpdxtcvnrIu++/w4e/+y2/++PvuXP/Hj9//31qrS5pIcjLGiXDIiMU4llBIq8yu5JkYj7CaqqE4tTxGkMqnTXqgy2Gu5fpbx3RWtvBafTGW9i6S8kOELaPsDyE7RIrSEwshJhcjJCRLcx6H7sxJG/WiCseWbOBUl9DbW0hGutovT2C9Sv47U3c2hC1OmRZeDwXETweKvJYSDCR95jIWMzmdM4vJbjx819w8949Pvnzx1RrDkGgYxl5HFNgmiVUvYRhaThBgB3UUb0qBcMnIbvMxos8OxtlIlQgY7axOvu4vX3yeoWc5qG4dcxKC61cw6k1cWpN8qpJtCCICYVwUeNiosBjs1G+fm6e//7cHF99fpGvnQvxtbMhHrkY48yqIFQqk7MaFMwKOcWhpHvIuouq22i6haKayIpOSVIRJQ1Jc/4i3UHW3b/IcFBMB80uY7o+ulNGNmyKsnZqbFQtB9Uae3m8oIpXqWLYLnkhSCSSSLKEbZlUKgH1eoVaNaBe9Wk2xudFBv02o7UB29sbbO/tMtraoTVYp9wcYFb75LQqqwWbhYROuFhGqWzS2X6NzWv/wsH1N3nvX3/Npx9/zN3bN7l39ybHx3d48ODP3Lz1R+7e+Yh79z7h/v1PeXD8OQ+Ob/Hg+DYPHtzm3r3b3L1zk88++QMf/f4DfvbWG1w92mB3s8WlvT5Xj4Zc2u9wtNMca7vJ4XaLo63WX7wtG50TfRkcD/WfrliWVpIsh9OEVjOsRDJMLUaZXooxu5I4CaXOnp7gWE0JYlmJWFYinpNPQ6rTQicjDDLCYCWaZiWWYiWeI5TMs5ouEs0KojmJWF4hIztjuBR1osIgXrKICoPljMRMNMdEOMl8qkhCsSn5TfTmAKM9RGsMUOp9cm6NtF0hoQesSg7LwmRVdkg7dUR1gNzeRm7vIrf2kFu7qK1ttNYWenMDs7mGUR8gu42xs1d30B0fwykj6RZ5UcJ2DSxXY7Teo9mu8YsPfsHt+3e4e3zMnz79hB//9Gds7R8imQ4pIZEuqSQKEiuJPAvRNIurOS7Ox5kLpclJDk61T9Bao97boLexz/al64x2L9EcruPW2+jlKrLtnd420vwKwrSJZAUTiyGmVmLkDQ+t1iVrBKSNCnG1TNocJ+CrrS1K9XXU7i7B+hUaaweUW2tolQFzaZVz4QJzRYeprM1kxuDMqiCilInLFu/+9t/47M4tPv70j9TrLu2mh2XksfQiplnCsmQsW8N0TEzHQffKSFYZYfmkJJPZWIELyykWUiqiPKSydgmp3CMhu6QVF8VroJVrmEENJ6ijOWVSokRKUoiWVObSgmeXE3xzYpF/fG6Wf3h2lv/+/CL/+PwSj0ysciYiCEs+KaNKVBgsxPLjuFGhIqTxFEjXbFTVQpZ1SpI29rto4yudJd0dRzCcSDbLKJaPagdoTgXNqaCcOLvzkkFGqJQMl5LhotllnKCOX2/j+DVKqk46V0SSVUzLxvd9qtUqtVqVer1Ou9Wg3+uMT62ub7Czs8P+/j47u7uM1tdpdfoEjQ5CdYgXDVYyGquiTLGyTmX7Vfov/Iztl3/Oz9/7HTc/u8OD+w+4d/ce9+/f4cGD29y5/yn3HnzK/eM/c//4c+4d3+Le8R3uHd/n3vED7h0fc//BMXfv3uH2rU/59a/e47VXr3C0P+LKpTVeuLLB5cMBh7stDndbHO20Odwem+gONzscbvRO9L8Hx38aLAvLCRZDKZbCaZbC6VOw/G0g9UOIJPIKibxCPCcTz8nETu78RDMlImnBaqpAJF0YN3OzglheIl5QSBRVEkWVpDDH42XZISZMVrIqs/EiE6E055fiXFzNsJyTyVuVce5Hdx2lPiTn1IkpHos5haWCxnLRYlXySJo1CuUOUn2I1tlEavxFcmMTpbGBWl9Dqw8x6gMkt4EwfArKeENaMWw0w0JWdUSphKpL1Jo+r7x2naDq8fIbr/DDt37E4bUrrO1sYbg+BUklWSyRFgrxgsJiLMP0SpzZcJIL06tcnI+zmiohWzX85ohad5Pu2h6bBy9w5eUfsLF/hWp3gF1tYAY1DL+K5vmUTJukkEiWFOJFhYsrMc7MrBATOmq1R86sEFM8wsIiqvgU/R5yY2McX9ndwV+7RGW4Q3/7MltXf4BSG7EiXPKVISmnz0RK5fG5BGHJo+DWeP/3f+T2/fvcvP0ZzZaPrhXwPQVLL6LrAsdRcD0T0zZwyx5Bs4nq+shOQMmpkFJcZmJFzi0mWS062J1tjOYGObPOatEgrbjofgOr2hw3dP0qBVUnI6vEhMRCpshENMvj8xH+54UFvvrcNF99aoqvPTvLdyfCTEQFq5JLXLKYi2U4c3GBuaUIq9EUubxAVQ1s08W2XCzdRFPGrmehmgjVoqQ7yKaLapXRbB/dCdCdAMOtYJVrWOUahjuuVoVmUZB1iqpNQbGQdBvDDSjXWriVBprlIuTxnpFuWJimOT7rWq3SarXodlr0um1GoxGbm5vs7e1xeHjIwcEBOzs7jNY26AxGqJZPXnWIl+zxFcrGJsHOq/Su/5ytV37OD37yPh/96TOOHxzz4MExt+7c5sHxXe4f3+b2vU+4f/w5949vcvf4NneP73D3+AF3j4+5ewKW+/fv8+DBHT7/88f84hdv8forl7l+bYvrVza5emnIwW6Lg90WRzudE7B0T8DSP9F/EVjmluIsrCRZDKVYDKVYWE2zGMmwHMsRThZPnzwPK5O/BslfYPIXJfISibx0ugeUFBpJoZESOqnSeAKUKlknh7RUpqPj33oXllNcXM0SLuik1PJpvIHWHJF3m4SFzUxSMJMoERY2aatB3uuQc9vkvQ5SbTi+wVMdjVUZIlWGyJUBcmWAWumhBR2EGSA0F6GYCNVA0YyTMaWOpMgURY7esMU7v3ib/cMdmr0Wu0d7GJ6DatukTlLg4vkSqaJCKFU8dQHPhlOcnVxhIZyjqJbx6kMq7XVq3U36GwdsH73I0fXX6G/sYVXqKE4ZM6jh1ltYlRqy45FVDTKKSSQv8ez0It8/M0VE6FitESnDJyI5LOU1VoRNzm0jNzZQmpsonW284QFGfcDW5Vd453efsvfqT0lbLdJej6je4rlwkbMRQVQLEH6LG+++z0c3b/LRp3+i3vCJRudxHen0KeQ4Yweq45njvZp6HdmwKagmBd0jr/sspSXOLsSZihRIqRXk6ohSMCQiXEJ5nZJdw6y00E+eRLLtkVN1YsUSKznBXFpwPpLh0ekVvn5miq8+fp6vPT3J9yeXmYoXScgOiZLOTCjOs+cmmZiaZXFphUw6h6ZqlG2XsuPg6Dq6Mo6qKMpjuEi6jWp546rUDTC9CoYbYJWrOMG4GWz7NUyvgmqNw6Xysjm+OSXrKKaLE9Qp11rY5Qq67Z06d2VZRtd1fN+n3W7T67bpdloMBgPW1tbY3t5mb2+Pvb09dnZ22NjcZrC2gVWuobgVinYNUe6gd3apbL9C94V/YfPlt3nh1bf44IPfjcFyPAbLvQd3eHB8h9v3PuX+8S3uH986gcod7h7fP4XLQ7AcH9/lwYM7fPzx73j7rTd46frO2PNy9HcEy/zfVCx/DY2Hz56HT59YVmIlnieUKBBKFFhNCSLpLz6PHh4FS5d0Mif2/XTJIFUySZVMIjmVaFFntaAxnygyEcowsZJmISURFTbC7yEFA+TqkJLfI2s3iZRc5lIqE5ECKwWHrNVGa25itLYpBUPybhfhD9CaG4hy91SlchvZayF7LRSvgerWKOnOOMbQsFE048TJqSIrCooikyukCaoe73/wLm/9y49RTJX2oINs6hRkGdmwyQr5dJlyKZ5jYmGVC3NhpleSzCylyAibcmNIo79NtbNBtbNBZ7TL+t5VRjtH+M0+wrApaiZ6uYLXaGNX6yieT1o2yOoeyxnBN546y3/7xqNMhtMIr0lUtomrZRbzGksFk4zdRGluora2UNtbWL0dyr1NeluXePWn7zM8eo3losNcYXxO5ImFDPPCJed3kes92tt7rB8cMtgYkiukWVy6SD4fRdcKWJaELOfGB9ltDc3QSReLxE7uYSeKKglhsJwSnF+Kc34pzkxMEJECpNo6WafNSn480dH9Nma1hdfqnD71kiWZiJAIFyXmUgWeW4zy3YlZvvb4Gb7+1Hkem1hgJpYjKdtkFIvFWPpkk36OpeUQ+WwBQ9PxHYeyZWHLCooQSCdQKWkWsuGgWh6aXcZwAww3QHd8TK+CE9RxKw3cSgPbr52uYhQUa3zQTigI1cT0KnjVJn6tiRvUCCo1DNNGCIEkSdi2Tb1ep9Nu0m416HQ6dHrd8YH4tTXW10esrQ0ZDkf0hyP8Wgu71sSs9tAbQ8zeHv7WddqXf8za9Te5/OKPuPHDt/n005vcPz7m9v37/Pn2Te4d3+Hug4fPnzt/BZZ7XwDL7du3OT6+y/HxXe7e/ZR//cWbvPLSHkd7Aw73un8/sCyF06xEsoSiOULRHGmhnz554jn59JxpOFkklCicVjMPwRLLSiQL6mmfJSeNlZUtMpJJSugkhT72rAiDcE4hdNK8nUsUmY0LljIKKdVHeF2szg5aY4Oi1yep1QkLj6WcyXxaZz6tkTFbiPIAtb6B0dpGr28iVUaUykNKfh/hNBB2/UQ1JLuKZAUoVoBilZE0C82w0E0bVdUQokSxkKNYzCNEAcNSqdZ9Pv70T3zy2UeUaz6ZYh6hqWRFCaEaxNJ5FlaTLMcyLMVzTC3HmJiPMLkYI5k3sIM+3bUDOqN9qp0NKu11WsNt+hsHVDtDTL9BUTMpaiaaF2BXGxh+hZLtspDIESooTIbTfPPpC3zjqfPMJAoUvSbCb5F1GoSExXLRIuu0UFtbaO1tlOYmWnOD9sYBTn1Ac+0AtTrkYlziQlxiIqlxIaEyk3dIOi1K1R5ZwyVaECxGQ6xEVognw+TyMQyjiBBp5ucnmJmdJJNLUhAFVqIRJufmmQ2tEk4ViGQl5iMZzs6GOTMT4vxSkvNhQdrpUaqukdTrZI0KatDBavTw2j10v4bslsdLnapOoqQQyhaYXI3z/NwKjzx7gW8+e4Hvn5vhwkqc1YJKSrZYzQrmwjHmliOsxlIUiyUMw8SzXTzTwpIVFFEa566Y7hekWt6pFNNFd/wvVS0PoVMyPHKSQaYokS+pqJaHW2kQ1FsE9RbNVgfX85FlGSEEiqLgOA61akCzWafZbNJoNWm1WnQ6LdrtJu32+ONmqzV2drd7+N013O46dncXb+0y9b3XGVy5wcELN7j8wuu8+/6H3LzzgDsPjvnk88/5/O5N7h3f4+7x3b+CykOwjKuW+8cPuHnzcx7cv31StXzO7z58l9dfPeRob8DBbufvB5aVWJ5woshqUrCaFCQL6ilUYlmJSHoMlYdgedjEjaTFFxq4GWGMj4IpFlnZJCOZpEsGCaETL2rECuMqJZRVWcmphHIaEWGSVHyyZoOi16Hk95Gr6xS9AUm1SViUWc47hIoesVKFlFpHuD2EN0Dyh8jBEMUfIrweBatFzqidrAz4pxGHkuEiGc74t5duUZJVVFVD03RKQpBKJYitrhCPhEgmogiRw7Q1fv7u29x7cIcr168RSyVJF4tkhUQ0lWN2KcyFmSWml6LMhtNMLce5uBhnLpxBtZs0ejsMty7THu5Raa9T723RXdujt75PudHDrowzUfRyBTOooZcrSJZDTtVJKQ4ziQJPTa8wmxRU1vbpHb2EN9zF7G6gNEYk9AphySNX7mD0dtC720iNNaTqgNpgGyPo4LXWEG57fAQ+LnEhobIgBUxmLRaERzHokbUChFsmVRIYro1f8/ADk0rFJJeL8fzzj/PkU4+yElogX8yRyKSZXlhgcm6RuVCUSFqwFMtxdnqZZybmODMX4cmZOFNpk3x5iNbcRquvodeHWM0BVqOH5tfQgipqOTi5p6QSyeVZiCeZXo3x1NQi3zk7xTefneSxiQUmwhkWszKLGYm5WI6F+Pi6ZU5oKLqDbZdx7TKOaWMaJo4bYLoBhuuj2R6q6YzjFDSLkmZSUk0Uw8FwytjlCrZfxSpXMBz/dB1DaM5pjnJJs7D9Gn6tSaXRptcfUqs3MU2TYrFILpdDkiRcx6JeH/dbGq0mjUZ9vLxYDahWy1Qq4y3qWqtNozekPtzAH2xgdzax+rv4G9do77/M9uVX2L30Eq/+4E0+/LeP+PzuAz65eZtPbn1+UpncP4HLWPeO753oPveP73Pnzi3u3vmcBw/ucHx8i4/++Ct+8qPrXD1a49JB/+8HloeQePj0eQiOv1UkPVaqqH1JyYJ6qoeVSrpkkBTaqas2nFMJ5RRWchqhvE6s5JB3Gqj1NfTmBsLvkzGbJJQG0VKVUMFnOecSFmUSah3h9FGCNYTTQw1G6LUNSm6PtBQQLZjECg4paTzyFpqNOImwLGkmJU1HVsd7JoVikVKphCQJctk0qyuLzE9PsjBzkaXFWZKpKLlCGssx+fzWn/ntH35PZzAkmsoQTWVZjiSYnF3izOQ856aWOD8b5sLcKrOhDLGchlsd0h0dMty6TKO/TaW9Tme0z3DriMHmIZX2kFp3RL0/pNLp/6XvIKskhUxUmMymSyxkNVq717jxwR8ZXnmNvNfGGx5g93fJOi2iWkAh6GENdjH7O5TqQ0QwvptkVbtYtQEZvcJ81uBCXOKZlSIX8w4TGYPzcYmkVSdjV7BbfWTPo7M2Yn1nnf6gRbdbRdWKLC5NMzU9QTQWIl/MkclnSOVyTEzPcHZymkimQLqoMDEf4skzkzwzucgTUzEem0kSVRvUtl6ktnUNs72J0RigVTtI5RpGtYldb6L5ATlFIZLNspJMspzKcD6U4PuTS/zTUxP801MTfP9iiLPhPBPxEhMxwXxaYSVnkCg5CN1Hc2o45QZlv0E5qFOuNPAqdexyBcMpoxjjUG4haxRKynhDWjNRTQfT9bG8YDx6tj00y8OpNCgZHlkhky6UEIqB6VUoV8dVy3C4RrvTw/M8hBAkEgkymQyGrlKrVej2erS7HZrNOrVahaDi4QcOZd+h7HvUm01a/QGt0QbV4Tp2a4TR3sAdHtDYvspo/wW2L73E4Quv8aO3f8FHn9/l87sP+PjzW9y8f/+kUXv/pFK5x/3je9w/vnuqBw/ucffO59y/d4vj41vc/Oz3vPOzN3jl+i7XLo/+fmBZTuRZjudZPvGfPATIX/dZHk6AHlYyyYJ68uyxyMs22ZJ5CpiUMEkI/WRLWSVW0IkWdcL5v4AlrQUIv4dcHaLWN5Br47J5Lq0xFVOZSZos5zyipRppo0XB7SP7Q9TKGkowQvGHlOwuWSUgljcJp2UiGZ1EQScvNAqSipA1SrKKpGhIinqS9j4uX3O5HMlEjNDKEgtz08xOX2RxfoblpQUSiSj5Yo54Ms77H7zPzbt3ee+XvyJfUgjFUixHkkwvhDk3tcS5qWXOz64yuRAjklHRy13c6pD2cJ/2cI+gtUZruMvu5VfZu/IKvfV9gtaAtd1LrO0d4tSaCMNGdccTodWsYC5VQm2vs/XKW7QOXiRU8nh6IUapOiLYuIQ3OiBp1plJy0QUH7W1gVQbkvc6aM0R1d7GiWdi7OgNl8pcTGs8GxI8s1riQsbkuYhgKq2yWNRIqQ5pTcNvd9jY22JzZ0SvV8P1dEQpRyabIF9IIySBkATFkiAUjTG/HCaSypItykTTBRbCcaZW4kysCr5/McKTswmSZovq5jXc/h5SpYte76NWO2jVFnajhdNoIkyD1UyKcDJBTAguxgt8ZzLEPzx+gX94cpJ/PrfCt6biPLqQ55lVmedXZZ5dKjIRlYlJPrLXQw/6mH4XO2hj2D66OZ70GZaD7fqYtoes6uSLAlU30Qwb3XQwbQ/LKWO7Y5muj1dtYvoNFNOlIGlkhYxQDCwvoNrsUG+0CCo1qtUqvu8jSRK5XA5NlalWA4Jqhe5wQNl3MUx9HEPhmVSrHo5rUg7KNLtdemub1IdrmPUuSrWL3d+itXuF1to+a/svsHn0IofXX+dnH/yOmw+O+fzeff58f9xLuXN8zJ0H97hzfJcHx3d5cHznL7p/h7t3Ph/D5f6fuXPzT3z4q59y4/XL43HzXpvDvfaXwHKw3uNg/T8eN/+/Gef+1u/ylaV4jsVYlqV4jqV47ksN27+GSiKvfMEYl5ftU7AkCyqxvExasokXdVazMisZiVBWOfWsxIRJWguQKj305galYEDe7ZK2WiwXHc6FCizlPcKiSkprk3f6CH9IKRghlYdIXh+5PEDYLfJKhaSwiOV0YlmVeE4jldcoShpCUsZQOVFJUiid3KcRQpDJZIhEVllcnGdhbo7FhTnCoRDRSJhUOkk6m0I3DQbDIbfvP+CTz29xdO1Foqkcy5EUi6EkU4sxJmZXuTAbYXo5RVYqU+3u0Ojt0BkeUO9t4VT7NAc77F99ncMXXme0c5l6b43B5j7d9S2sSh3Z9lBdH2FYxIoSCT2gc+l13LXLPLuc5v/6+qN89bHz5Mt9/PXLBBtXiBtVzodzLOYNlMYaUm1IodzF7W1T6a4RtIbY9QHCaxNTq8xkLc5EZB5fLjCRtXk+LnEmWmQyJZhPC0J5geR5dNYG7OxtsrHZp9mqYNnq6Y6MqisYlo5pW8iaSlFIFGVtnH9ieciqSVpoLGU0nplP8ciZec6FC8j1dcrDQ/TmOmp9iFLpoFTbWM0O5XYXteyREgUiqQSRXJ4VYfLMSo5/PrfEV59b4B+eW+arZ1b5+mSK7yyW+OZUnm9Opvn+TI4LUY2oXKPo9pC8HrLTwHQCTMvBMG0s2+V/8fZe3XGd17pm/64efS6629vb28dytiXLFiXmBAaAyCikylWralWtHCrnqlUJORciCRJMSpYsW5acZJnKoigRl09fFAlb7rPtc+G9L+ZYAwtr4A7P+L53zvm+lp3EtBIoatfeUlH1o3gWTTfRDQvD7MaC6HZX1NVTBTQ7TVTWj0zcZd3q6iypDIlk+omGUsI0TSKRCKoikctlMG2LfLmEZqjEZRHdkFFUEUOXMHQJ09LIFnJUnAZ5p46RryBnyhiVJrmZZVK1GfLNRUqtZWpza2wdvMLv/vIRH35xyMePDvni8SGff3XIZ4++4LMvP+fR4ydDcocPOTx8yJePuoN1X335OY8ff8qjzx/wpz/8kts311leKP+XgeXvv/8/hqaDDHtCjHq7lgf/qCv0VHf5W13FK8i4Q3EmfBHGvALeqM6koDDqF5+M7YvdmYZ4gqCWQco4KIUWsUwTr5ZnXEwyFrG55le56BIIWQ5hu04k1UJMNxHTTSJJB8Esd4EipfGLFl5BZzokMRWM4wl2O1FBQUJSDCS5a5osxiQi0RhCROyKtIJAKCzg9fmZmJxiZHSEkZFRxlxjTE+58Xg9uL1doVJRNYKhMHdfeY2HX37Few8+IirrDLncDLt8XBv10tM3wfmr4wxOCMTNEqXGKkVnkXx1HjvnoCXLJAsNnNl12kub1OfWSBZqJAs1MhWHdLmGkkgTECXCkoKaKXD9zd/Q2H2ZkyNBvvH8Of6vH7zITy4MMRZLkV+6Tnpmk2kly5lhD1e9ImLWQS62ELMOidoc6UqTVLGOkXOIWCWmpAx9AYMzEzFeHBHoCZicdUucmRS4MBWmZ9zLlSkv01ERNZWkNddgc2uF2bkGiaSObsjohoyqSdhJg3whRyqdxrYTXZf/bIFMvkgqnUOzMkwJKpfGQ/y8Z5if9wzT75NQSzMkG6vE83UEu0A8XUYrVjGKFbRMlqiu4g76GZicYkpKcC1scHw0xPd6xvnGiUH+7dQo377g4ZnLQX5wVeCn1wSe6w09gUuMqViOkFYiKCVQ9AS6YaAbBoZhousGum5gmhaWZaMoKqqqoaoamqaj693vTNPCsLptacXuCrqSbh8lQkia2T21ZHLk8kUqlQqVSoVkMokkSeiaQqGQw0rYJLMZdFNDUkQy2QSlcvYoTsS0FFKZBPlKkYJTI11zSJQdrGodu9YiUW1jlptYxQap2izO0hY7t1/jrT98wIPPHvP5V4d8+uiQTx5+wccPP+GzLz7i0VefcHj4GYeHn//1GvREY/ny4QP++PvXOdhf++8Fy7AnxKhPYDwYZSIofk1P+fsr0VOoTAdjXxN5n3aORtwhJoJxXCEJV0hiLBjHFVKYFi0Es0A846AW2sSzDYJmBVc0wWBQY0QwGRFshgWLSKpBJNV8UnWEhEPYKhPW84TUNFMhhcmgxFQwhjso4g2LBIWuk38kpmCYCTTd7LqEifGuY74QIRQWCIYEAsEwHn+QqWkfrskpJibdTHk8+P1hgmGBabcHMR5j2u3F5w8i6xafPPyCT774itb8CsMuL32DU1y6NsmFK2P09E/jEQySxRnKzTXSxTZ2to6RrqIlyxjpKmamhpmpYKTLWNkyaqI7GKelskhWEi2VZXZ1nZfffof3Dw+J15Z45vQ1nr3k4tsvXeEnPSOMiElSc1skWxtMShmO909yYTyIkKqgltvE83Xs6gyZSot0ycHKO4h2mWk5y7WgydmpOC+NRugJWpz3qZydFjkzHuT08BRnhyfo9/jwRKOUnTI3b+2y0VkmnXmqD+ioWpxU2iKXy5DJpEmn06TTGbLZHNlsjnQ6i53MEopbjPiinO2f5CenrvDzCwO4pTTJ5ip6dQ4hVUXKOciFGlKmiJbNoWUyhGIi/ROTjITijEQtLvsVnutz863TQ/z76VG+dW6Kb56d5vtXBH7cJ/Cjy35+3OPm9FAYl5BEMMvErTxBQUSSJEzTxLZtdF1HVVUMwyCRSCDL8tHSoqqqaJqGrusYhoFudDtHxEmu8wAAIABJREFUkplGT2SO2tAxtWvoHVN0Esk0xVIXKsVikWQyiSzLR2AxbYtEJolhacSkCLNzDe7eu8ncXB3LlDBNGSuhkcomKdbKlFstis02yaqDmi9jVVroxe6EuJypohfqVObW2X/5LX7/4HM+f3zIw8fdNvSnjz7jk88/4LMvHvDV4484PPyMR198+gQqjzg8/JwvPvsL7/72ZW7uLbM0X/rvBYsrEGEiJDIZjh11gP5WxP1b0Px91+hrg3I+gcGp8JGZdVBNEdSyhI08YtpBLbYREjV8WqHrlxI2GBZMJuMZgnYNMddGzLaJZrpQCScqBPQiPjWLX07ikyxG3d2T1eSTvKFQNEY0JhOTFSRVxbS6YInFZQQhij8kHFUg3H26AyHc3hCTXv+THOUQ/lCkG4PqCzA57T4Ci9sfYufGLd7/8FN+9ds/MuEWuHBpmONn+zh/eZTBCQHJKlNwVkiVZrEyDkaqhp6qoKcqKHYRUcsQVZNE1SR2roKdq5AqVSk3Z1jbvcFrv/ktf3rwAX95dMjM9bscHxN45uwgP7/m5jun+vju2X6GxSRCvo3mLOOKpzjeP8nZUR8BM49UaBDN1FDzDrlqk2y5jl2oE0uUcCs5+kMW56Yljo9Fuei3uBgwueBVOOUKcXxgitND41yacDPs82OmbXaud1jbWCSZNo/AIsnRJ+bSGpatY1vmkYO9aeiYuolh2MRUG3c4zsBkgBfO9/LM86c5O+ghmnGwmytIpTZauU0sVyVkZRATafRcgahpMh4I0jfhZkyQGRE0zowF+VHPGM+cG+GbJ4f5H7/o47sXPTxzbpLvnnXxbM8EZ675GHSLBOMJtGSBsBDFMAxKpRLVapVcLoeu613PlngcSZKObBb+Hi6a/qRFrX99iE4xk4hy1xpT002KpQqlUolUKoVpmt2/KcXIZFJYKRs7k8C0NayEzu5eh3fefZNOZ5FEQsY0JQxTxkro5CsFnNk2ztwc6ZqDlMljlBtYtRn0cgshUSJs5LBKbVb37vHqr9/j88fdKdsvn+gsnz/6mE8/f58vvnzA48NPvgaWx48/5aMHv+dXbxxwfXvhv//EMuZ/cmIJid0Fwr8Zgvt70Pw9VP72auSNqLj8MfxyAjlTxSh2W41isivUyvkW01KGUcFiOGzgiiZwqwVCCQelvEBmdhurvopWWyCebxGyS3iUNJMxo6vRhOOMuAOM+0J4QgLhaIyYLCOrCqquourq0WlFEKJ4AyGmfUGmfUG8QaEbLBbquud7AgLT/jDTvjBTgTCeQPe9LyhwtfcaXl8AfyBEOBpH1izuv/4WHz/8ClFOcq5nkF+cuETvUFdbSRTaZCtLRLU8QjyNqGaJGzniRg7FLpIsNCg3FqjPrbGwvsPuwX3uvfEWv/rdH3n/40/44OEjXn7zLZzlDj3uGP/z9CA/6Bnnu+eH+VGPi28dv8LZ8QiRwgxicYZJNceF8SA9k2F8epZIukrYLiImS+RrLfKVBomiQzxVxqPmGQjbnHfLHHeJnPHoXAzZ9AQMTk8InBz2cN7l4aonyLA/QFSJMTPfoDnjYKd07EQ3yOupF6yqxdENGcvUMXQVVen+U6mKjK7pqLqFIKq4g1EuXBvlmZ+d5AfHexgMKijlOQxnEa02h5itETAzCGYKOZ0jlkwhqBoj09O4hQhuUabfI3Cif4qfXBjmm8eu8H/++BzffPEa33zhCt8/0c/xq5NcGvYxNB4gKEjYiRyFQpF2u83GxgZbW1vMz8+TzWaJRqN4vd4jx7mngHkKF1VVUbXugmJM78606IkMZirX9YFRdEKRGLG4TKlcpVgsdk85ut51sBMjpFIJUvk0VtpGt1Xml9rcf/mA7Z1V6k6ObFp7YqjVXZXIFjI4rTrObJuc46DnS+jlBsnmAsnGEmKmRtgooOaaNJeus3XrVd778CGfPOruBn15eMiXjz/ns4d/4eGjv/DV4UfdxcXHX/D4q4d89tkD/vDuG9y7s8X2xgwri5X/Ro3FE2LYJzDiExj1dSdJhye7NTL1dciMToeYDsa+BhV3KI4/0o1piGhp4skSdmWW4uw6+fYqar6BYBUJmSUiyRqT8TSjgoVLTBIwK0QyTcRcG6WyTHpuG7u5ilabI5px8GoZxqM6Q0GRIa/AsCeIyxdkOiQQjIrEFAXN0DAsFcNU0c2uA3s4IuLxhxif9hxZZ3qCAgFBxBcW8YTFboZRQGDSJ+DyhnC5Q4y5A/hCAsMjYwwNj+H1hfAEBKY8QdKFGvde+xUVZ5FrQ27OXx7FLxhoKYdEYRY91WAyoDA2LRKImIhahoiSQk9VaMx32Nq/x817b/DmO3/i179/n1//4T1ef/td9u/ep7GwjKBoXB6b5ic9o/z7iWt876KLZ84N8Wyvm++eG+TFAR/xygKRfItgymFMtBgWdEJ2ESFVIWBkiVh5Ck6bQrVJouggpSt4tQKDQoLzHpUT43GOT8pcDNlcCducd8c4PynQ548yGlGYjIgEIiGSGZNsIYmd0kmmTExLJS51zY4URcQwFBK2gWmoqFIMORZBk+OYho6hd6NMQxGJvtEpnj3ZwzM/P8NLveOMx1KotUXkyiyxQoNopkokmUew04jJNEoqjRAJExaC+MJhJvxheif8nOh18cMzfXz7xct847nzfPfEVc5c8zARlInKNqaVoVqqsjgzx8b6Gnt7u9y5fcC9u3fY292h2aijKjJej5t4TESKx5DiMWQpjiJLqIqMpipd3cXubr0/HaR7OkAXVw3C0a4FpuM0qFQqaJqGaZooikJMjJBOJ8lXCiRyKVRL4f6rt/n1b35JKq1j6VFKeQtTF5/sYCmkswlKTplqs06h7pCuOeiVJqYzS6KxhFmbQ842iKcd0pVF6ovbHLz8G97+4wM+e/QlXx4ecnj4BQ8fPeDRlw94fPgRj7/6nMdfPeSLh5/w5z+/w+uv3OL67mLX1nKp+t8LliFPiGF3t4YmfQxNdGt40t+FzFMrhOkgU0GRiUCUcX+EqYCIV5AIxw0kM42aKuEsbdHu3GJu+w6VhS2kTB2vlGI6nsKv5fHpRablLH6jjFScQ6ssPjHBmUGrLRHN1QklS0wrCUYEmQGfQP+0j4EpD0NT00wHg/gFgagUQzU0rISJmdQxbB3NMggJUdyBMONTXoZckwy5pnBN+/AEIwQjUtfVTYjjDolMBSKM+wRG3EEGJ3wMuNxd+ATCXLraz+XeAYZcU/QNdp3zIrLN+s5t3EGZsekIyUKLXG0RPdVAkHIMTAiMukVEo4CZc4hbBdRUGWd2laXODRY39ljfvUWlNUe6XCPvNJATGS4PjfGzE2f46akLPH95nG+fGuD5Pi/P97n54YVRhmMp/AmHaHEGsdBCrswipGv4zQJi1iGSrhE0C0TtAnlnlny1RbLUQElX8atZhgWLi26Zk+MiL7lEeoI2vUKSHq/MFa+IK6rh1yxCikogEkKUBAxTIZWxyGQTJJIGihpDjAnEpQi6LpNI6JimghyPEosKKJKIaWgYhoGdSCGIEtdGpzjZM8CPXrrAD09e4cywtzslXGiilNuYtVmUfI2QYSOYCYxcFlOXiATduKfHcXu9TPiC9LncXBic5PxANynALZqkig3q7SUWFlbYWFljd22NnbUV9ne32b++w8HNfe4eHHCwf4OlxXky6SQRIUw8FiUeiyLFRSQpduRrqyoKiqp1Fw6NBNEnE7yane56GWsmghhHklXaMzM4jnOk21iGiSzFyOUyFCtFCrUSqqXw29+9xZ/eewfNiJKwY5RLNpYRwTRFLFsmmbbIFXOUajXKjSal1gxWrY1UcDCqM+Rn1kk6SwhmhZhZJVNdpLmww/7dN3nvwSfdMf7DRzz86kMePf6Qx4efcHj4OYdffcZnHz/g3d++zu2bHTZWm6wtOmysOKzMl7o19zQW5ClIyv/iq9Ckj6EJL8Pj3m741/A4I5Mextx+Bsan6R2ZpH/S14WPR2DMH2XEJzDsDuHyhglEZbRkjmKtSXVmifmtA2a2blNbvoFemsUjZRgJargEC4+cI5JyEJIO0XQDqTiLlJ9BSDr4zTIBs8KElGRM1BgIRrgyMU3P0DBXhwcYm3LhC0wTCnnQ9Rj5QopSOUcql0JLGMQMjZhhEBDiTPoFhl1urgyOcXVwjEGXm+lAlEBEwR9R8AoSU4EoLo/AqDvMyNG1L8R0MMKkP0TvyBgXewe5PDjGhatDnLzYy8W+UZRkCVHPENWy2IUmWWcR0Sgx7lcY9ckMBxQiyRpiqoqcqyGlSkiJPNlak1SphpHKMxUUiGomMTPJ1dEpjp2/ws/PXeJn56/ys3NDnOj30u9T6JkUODPsJZKpkWguEy800J1ZYgUHudQiknYQkjXEbLdzJqYcsrUFcrVZUqUWarJMRMviEW2uuWOcHPJz2iVw0a1wNWQwJJhMxXT8koJPCDHlncTtmcTrm0KSRHL5DKVSnkTCRFbjxCWRuCyiaBK6oaIZCrImIatxFF1Gt3QUXUNLJIjrJm4hyqXBCX7y0nme+dkZnj19lbGQjmAWsaqzJGot1FwZMZkinkqjpxLIokA85EEMelBEAV1VuuKqaWPZKRrNGZaW19je2uHGzg77Ozsc7GxzsLXJfmedG5vr3NzusL+zxc3dbQ5u7LG33aHh1FDkOBFBIBbrzjOFhTBxRUJSZURJQtG7rfO4YhJTTGTdQjWT6GYSWTWIxWUkWeXuvXtsbnSoVSskbAtNltFVubsrVC5RqhaxkgYPPvwTf/rzb0hnVRKpKPmigm0JJNMSqYxGoZihWCyRL1aoOjM47UXKs6uYpSZa3iHjLJKuLSMnG4hGFS3dotLu0F7Z49bLv+LPn3zO54df8dFXn/Lx4095dPg5h4ef8OjTP/Gnd1/j1bs77G/Ps7naZHOpzuZSnZWZchcmM2VW2k/qCUz+Fij/bE7lP6sjz9tRl4eRMTcjo26Gx9wMjk0yOD5Jv2uSPtcEfa5pBqYDDPkEhvxRBj0Cw/4IrmAUTySOaFikSlXqcwvMrm3RXLtBaWEXq7ZMyCzjEmxGQgaTYoqAXiKaqiOmG4jpBtF0AyHhEDBKuOUsE7EkoxGDwVCMq1MeLg4Nc+laL0Mjffi9Y0gRD/mkzPWtRe4e7NBoVohrElFNJayqjAfDDE8H6B9zc6m/C4Sea6MMuLxMB2MERR2foOAOxRn3CoxMBY+ufC6PwIQ/wqgnyOC0l17XJD2DY5zvG+bMlUHOXB7i9OUhBieDxK08RtbByDkky7MIapZhd5QJoStGB5MOoWSFaKZK2MgQkDTUdBYlkSIqdyM1RMNiKixytm+EM/0uTvSO8oueQU73TjLkjeMRLcbDCv0egeGAiFe2iCTzJOtzRFLFrgCaqeM3SoiZFtF0m1i6TbKyRNZZIFVsodklJC2DICUY8UQ5dW2SnskIF6aiXPbJTMopookMoqYw7R6j7+o5hoeuMTY2jCCEyGRSlEoFbNtEUuLIqtTNOLa6QemqqaKYKrKhIBsKkqGgJk0k2yRudaeJLw+6+OmxM/zo+TP84vRVTlwcZCIgo2UqWPkqaiqLlkl3yzbIJQzKSRMnm6RdLrDYqLE212JraYGdlSUOdja7tb3JwXaHg+0Ot/+m9jvrHGx12N/a4MbmOrev73Kwv8fS3CwJ2yQcDBGNRgmFQwRCQSLxOFFZJiLJqJaFIMpE4xrxJ2P/qm6jahaSrBGPy5imxXvvvcfL9+6xvLRAJmmjxmPYuvbEOqFMvpAjnbH59LMH/P6PvyRXVLGSYVLZCKYdIp2TSGc1cvkUxWKZXLZCudjGcRZxZlbJO3MkSk0SxRbJ4ixWbhY11USy61jFeYqtdRZ3bnPn17/j9x99woePv+TDwy/56MtPePTl+3z8/i9569VdDvbm2dtos7PWYme5xdZig5Vm5X9drS5g/tmJ5J+Fzh+BZWTMy8iYh5ExD0Oj04x7gvSOurg8NMbgtI9Rf4RBr0CfW+CaL0q/N8J4RCOkp5FSRYxcmVSpRrk1R3O5Q3F2A9tZRkzX8ak5puNpPHKGoFFCSNQIW2UEu9J1mLcrBI0SHjnLRDTBqGAwFJK56glzcWSc8/399I8MEBa8lHIGS7Nl3ri/x9u/usPBjQ1SaQN3wMO0EGZKEBiYcnetNAfGudTv4vLAOP1jHlwe4UgHcofiR6sLw5MBBsd9R2ZWo54w/eNuro5N0jM4ytneAU5fGeDU5X5OXx7izJVhhqbDRPQMVqGBXWyiZRz8sQQuv8RUxCRglYnkm8TydbxamqmoQlDWj6JZPeEIgqwR0Sz6p3xccfnodQsc7xvnxStjDHni+ESbQNxmKqxweczDz89d5uSVAbyyQdKZJZosoJZaiGkHv1Eimm52535SbezyIpnaEqlCCy1RQtYzROQELp/Imf4pLrljnJ8W6fEpTKpZpGwZ2baZdLu4eOEkvX2XGBzqJxjwYSVMcvksdsJ6MhzXjcnQTA1dV5E1GUmNE5NFRClKNB4lpsuIqoSoKgSjIteGxzl24gI/f/E8p85d4wc/fonLfS4ikomdKZIplSk6NcqNGlWnzNpcm858m+3FWa6vLnKrs8rt7Q3u7W3x8o0dbm9v/MPqAmeT/c4a1zdWub23w52b1+msLuPUykQFAUEIEQyHCAlhQpEoEUnuhs6Z5pOx/24WdFw1UFSj61QXkxDFOMVikU8//ZS3f/MWW5sbVAo5TFUmaeqUinlqlWo3PTGX5NPPHvDO714jnYtjpwSsZJBEWiCbV0imFdIZm0qlRqnokM86OM4ChVqLcmuOUmOeVLGBma2TLMxg5maREw28sQyJygLNtX2Wrt/h1ptv88fPHvLg8JA/f/aADz78LX/87QEvH6xyvdNke7XB1kqT7aUmmwt1lpuVbjX+rp68/5eBZXjMy9Coh6HR7kTpqDtE3/g0fRNeRvxRRoMyfe4Il6cE+rxxxiImXi2HnGtgVtpouRpSsoBVcCjOLJOuLyHnWwT0Am4pjV/LIySqRJ/4o/i1PAG9QNAoEtAL+NQcU7EkY4LBUFDlmk+kZ9LPheFxescnCIkCNafIrRsdfv3GAe/97pesLDjExAD+wDTTAQ9D01MMTLuZCP1VfH4qOj+1dXi6gX00czMVZGjCz+C478iDZnDSz+UhFxf6hzlztZ8TPVc50dPHqcv9nL06wsX+8W5A2hOw6FmHsJJhKtxNJwwqGdRSGzHroJdaeGWbKSGGoJn4RYmYYZEolNFSOSJ6kkFvd4S/1x3h2NVxTvZPMxE2ELRcFyrDbo739POd547x4+NnmRAkEs4MkUQepdhdOvTrRSKpBkKySTTZwiwtkqoukiw0URMlFCNLVEvhCkicHfLSMx3jzFScCz6NUTmHkK4StTNM+n1c7rtE30Avw65hQuEgpm2QzqZIpGw0o2v4pKgyiiqhKBKyHEOSYsTj3ZiMWEwgrojEFRFFVYjLMpNTHs6eu8SLL57j5Mkejh+/yPDwFJqepFqrMzs/z+raKpvbG+ztdtjvrHJzY4VbnVUOtta5vb3BnZ0Od3c3ube39U/Bcndvh4PtTW6sr3JjfZWD3W3u3bzB/s4m6yuLWKZOKBTAF/ATEsIEhQiSpqMnk0QVhYAQJRSJEYkrXbg89ep5Mr3dbDb56quv+PN7f+T63g5Np4KhxEkYKrlsilqlSiLR1aY+/uR93n7nFexklERaQLf8ZAsS+aJOOquRySZoNls4Tpt0soLjzJEuVKm0ZnBml8jXWlj5OolCC7swh5FtMy0kkFIOxfYGrbUbrNy8x8Fb7/DrBx/w3qcf8fbbr/D6y9vsb8/SWXbYWHLoLNXpLDbYmHf+KtL+PVie1L8MLENPDJ4GR9z0j3oZmAhwbSrE1ckwV6YE+r0SI4KFK5ZlQi4QTNQJpxrE87NIhTZBvcBERCOsZUhUZ0k3VpHzLYJGEb+WJ2yViWXqxDJ1IsnaPwTLcFBlLKIzEIgyHBCIGBbOTJvtnQ2u726wvTFHu1FAEn24XP24vRN4wwFGvR5GvH48UYnJoPi1KeGnEBkc93Ft1H20pT06HWJ4MnAEl/4xD9dcHnr6RzjbO8DJS728dPEyJ3r6ONc3zKWhKa6N+4noGeJ2ASVVQdAyjAdkXH6JsJJBSVeJp6uEjCxWqY6gJ/GJMpKVRLZTNBeXeeOddzFyJQY8IXpcHk4PTvPStSl+enGY53tGcUcThKQUvaNenj/Vw09fOs9//Ph5fvDiScYFEbvWQrBzqAWHSKqCTy0QSdYREg0iiSZ6cYFEZQm72EJJlpDNHKKRZTykcm4kyGlXlBMTMme8BleEFKNSmmk5wZQQY8Lvw+WexBv2EldjWCmTTC5JMm1jWCqKGscwVAxDxdQVDFXCUCR0JY4mx9AkEV2JoUgRNDmGqSnEhAjuCTdTLg9BTxhLS1LMlphtzrG+vMLm+ho7m+vc2Nvkzs0d7l7f4u7uJnd3N7mz0+HOTqd7EtlaPwLNP6r7N3Y42NrgxsYK+51VDna3uHtjj4Mbu9zc28ZxqkSjAm6vm0AoQCQex06nsTNpAoKAPxwhKIgIMYnoE6iIMeloJWRmZobDw8d8+MEDblzfZabhoMQiGEoc29Io5gvoejf3+S8Pfs87v3sdwxJIpCPoVhA7FaHqJGm2S+TySer1OosLq+RzDrl8lXShQqFex5mdp9ZeIFubwcrXsfJN0pV55IRDzK5iFGaozm8xs3mLpb3bXH/tV7z95/e5f/8Wt/ZX6Kw0WJ6vsDJfY23BYXXBYXW2ymKzxGKzxFLjSdXLX69/FVgGRz30j7oZGHHTN+alf1Lg8oTAuWE/50aCjERSSOUV7NZ11PoWUnWDYGYOv93Aa9QYFRJcnRaZjNpoxRmy7Q3M6sIRSMS0g5RrEs82ujk4T69BTypklvAqWSbFBC7BZCJm4VESxNIF8o0WMyvLzC7OUankSdgSguBBjPiISwKSEkOIi/iiIl4xTiCu4RXkr3nKuDwCw5MB+sc89A5Pfc364SlkhicDDLi89I256RkY5VzfIKcu93Gi5ypne4e4PDLJsLubaWTkHNR0FypTYYURj8h4QEbQcliFBhE9TUixkJIZ/DEZjxAjUSizsr3Hb9/7M7//4CMmwiI/O3+VY1eG+d6pKzxz8grfPzfITy+OEFLzTPglTl4c4NmXzvPjY2f4f5/5Ic88/wJjIQG72kCwMih5h2iyjEfOIiQcBNtBsBsohTnMyiJWoYWaKqPYBWJmjknB4IJL4MXhCC9OKJxwm5z2mJz3qvT6ZVwRlYCi4YsKiJqIkTKwszbpbIJ0NoFla8hyFNvSsE0VW1ewVQlLimPGRYxYFF0UsOQoZjxC2pBxCjna1QqtSpV5p0VnYZWDnX1ubu1wo7PF/maHvfVVtlcW2F1f4mBng5f3d7h/fZt7e1tHcDnYWudgc42DzbV/Dpbr2xxsrrG/scLB9jq3d7c52N3i4PoOt29ep7O2QsI28Qd8BMMBVEMnWyxgpZJ4g0ECQuTJiUVClBUkWSUmdcPoIxGBdrvF48df8vFHH7C3u8Vcq05MCKHGoyiySMIykeU4lq3x7u9+xR/f+zWmHcFOiSTSUXQrxPJqnfuv7NNqOzSbDQ4O7rIwv0YylSNXLpOplig3mzQXl6m2l0iWGtj5OrnaAqXmOka2RcyqYhZnqMxtMbNxk5X9l9m79yr7t66zvb3E8mKD+dkai3PddMWluRoL7RILzSILzb+Krf9lYOkf9dI35qF/1EPvqJfeyQg9E1F6puKMxfLojR0a139N4/rbZFdfIe5sM2W2GRZLjMSLDIZTXPEoTMQy6OVF0s01kvVlzOocaqmNXGgiF5ooxRZaeYZY1iGeqyPlG0j5BmLGIWyX8GlZ3HKKsYiOkCySqs9SaM6SLlcwkglMSyOR0J7sr0jouoKZsFBti4iqE1Y0onqCcNw8Woz0CvL/z6xqzB3+muvdhC/CmDvM0ISfay4PV0cm6BnswuVs7wA9Q+MMuYN4o/qTK1B3D8cfsxjxRJgKa3ijFiE5jZ6pETNSyFaKcFxmOiQgWQlWd67zzvsPePDZF6SdFsd6+vjR6Uv8rGeQ/zh2kW8d6+G75wZ5oW+KibBB37CXkxcHOH6hj2ePn+X//s73eOa5X9Dv9mJVnO5QWa5KxC7hlTNEbAfBqiHYDnJ+Hr28iFlooaTKyIkikl1gKmrRMxHh+FiMlyY1XpyyODah8dJ4nDOTMXp9ccaEOF5RIGbGMdIGRlonkTbJ5BMkUwaKLKLKIrokYkkxkopERlXI6ioFXaNo6MyVc8yWsqw2qtxaX+Xu9ia31tbZX1nlYGOTX9484M7mFrfW1jnorHOwscb1lXn21xa5u7PxtZPKU6Dc3Fhhf32Z/fXlfwqWe7sdbm4sc6uzyp29Te7sbXGjs8JuZ42D6zvc3Nuh2aihKBIRUcC0TdK5DKqlE4oIhKPd04ooK0iajqJpyKpCPB5HFCO0Wg2+/Oohn37yIdf3tliaaxOLhNCkKLIUJSZGiMWiqFqcX75xnwcPfo+VELESUQplnURaZG2jxV8evMvtO/usri7z2muv0+nskC+UyVeKZCoFSnWHxsI8jYVlio0Z0uUG6XKL2sw6yfIcolEmrOTRci1qCzvMbt5mrnOD3Rv7dDorLCy2mZ2rszDXYGG+zny7QrtRYK7ZrYVGtxbrpW453fqXgaVvzEvvmJfeUQ9XRn1cGAlz2a3is5tUNl+j8+YD1t/4iNreb7EW7hEudhiI1egJpBkQS4zEywwJWbyGQ6LRwXIWSTaWSLdWSNQX0crdEW7LmSc7s4ZWbqNXZjCqs+iVGZRi1yxbSJQImnl8ehYxU8EoN0hW6lj5IloyhZmwsFM22Xwa3VCISzFkXUdLJLvbwZqJoJhE1SThuIk/ojIdjB158v49VNyh+JHVw9MO0cCEj/5xN1dGu3C5ODBCr8vNREgM/zn0AAAgAElEQVQkomfQszW0TBUj5+AWNEY8EQQtR0TP441aiEaWqGJgZ3KEojFky2br5gF/ePCAv3z+iPnOHqd6h/nZhav8vGeI75+6yneOX+b7Zwd55kw/x3onOdEzwsWrY1wenOJC3yg/ffE03/7hszx7/BSXRkaxyw6CmUTJVonYRbxSiohdRTCrCLZDPDeHWlpAL3bBoiQLyIk87pjJpakoZ6cUjk/qHBs3eWHC4KVxhROuOKdGQ5wdnsQV8CEoAootI5txzIRKNpcgk7HQ1RhSNIQei5DRFGqpBHPlEuvNJnsL89xaXuLO+jL7SzMcLM/z6s4mv9zb5s76KgfLixysLvPqzia3lhe5tbTAy1sbvLrT4fbaErdXF7i/vca9nf/FFWhzjVud1SMh9x9qLNtr3Fxb4KCzxsv7O9zd3WRndZ7O8jzXt9a5vb/H5sYKhUIOVZWxngSUxZQYcU1GiMWISjJxVUMxutlCqq4hyxLxuEirXeerxw95+PnH3Li+zfryPHJMwNTiaGqcgN9LNCoQj0e5d/+Ajz95n0RKwkqIOPUM2bxKvmjyhz/+mj+99y57e9tsbW1Srzeo1GrkynkKTpFKo0ZtpklrYZHW0grFehszUyZdmSFRbCElqgTjGYJSDi3Xpjq/y9L2bXb2D1jvbDK/tMjs/Axz8y3m5hu0WxUaTo6ZVoHZZoH5RrcW6iUW/ivAcnXEQ++4n2uTQa65I/R5Vaa0GpmFAzpvfMjBnx6z8dZnVPbewVx8mWBxk2G1SU8oS6+QZ0yp4TEbRPJLmI0OlZXrFOY3SDYWMaozaOUWljNHpr1CYX6DVHOJVHORRH0BszaLWmoSy9YQkiXCdoHW9gHVlW2UfA0lXcQuVNBSWRTLRlRkJFVBlCUisTiRuExU1Yk+gUpI+rqNw7hXYHQ69DWRdmjC/zVx96mIO+Dycs3lYWDCQ8/QGGeu9nOub5D+SR/+uI6cLGEXG5h5BzPvENGzBKUEMatERM/jiZj4RYOorCGIIpKmsXXjBu9//AmffPWY3buvMuQJ86OTF/nFpUFeuDLKMy9d4tsv9vC9M/08c6qPH57u45mfnuD4uV56h91c6nfx85Pn+MHzx3j+1BlOX+lFzxUJGzZa3kHKVPHL6W5mcrpJLNNCzM4gF+cwSm30bA3ZzhLVkvhiJiNhg9NjEV5ySRwbUznm0nnJJXN8VOT4oJ8TfaP0jo7gEzwoloyV0kmkDTJZm1I+RaWQxinlaJWLLDo1Nmfa3Fha4u7GBq/u7PDG3i4vb65xd32Bu6sL3O+s8EpnlXvrS9xbW+L+xjKvdFa4s9r9/Subq7y2uca9jSXurS1wr7PE3a2/6/I80VaO6smV6D+r25srHGwscXtzlTs7G9zeXufGxhJ768tc31pjf2eTg/1dlhZnsRMGcSmKpMSQlDhxJY4oS8RVFUnTkHUNSZGJy3HicZF4XGRhcYbHh1/w1Zefc+P6FnNtB1HwkzBlYmIY6YmQrSgSBwc3ePTlJzSaJXQzQr1ZwGnkEeN+tndW+cuDP3Dn7k3a7QbFUp5CqUDJKZMupMmV81QaDvXZGWZXVqnNzKEmsxjZKslitxUtmiXcgo0nksLMzdFa2Wd16xbrW/ssrW/SnlugPddmYXGG+fk6zUaBuZkSc+0i860iC62nV6LyEVj+d+dU/ilYrk0EGfRGuhvJUZNptUS0sExh9T4L9/7I2hsfMv/KAyo33iW98SZCbZfpzAqDisNAvIxLcwikZ4mVVlFrqywfvE5r6yaF+XXSrSWyMysUFzYoL21SWuyQaS+TbCxgObNo5SZywSGWrSJmKkTTZV7+/Qfc+OU7JJ1ZImYWKZFFkHVCkoJXiBCMxggdVZyAKBGMyQRiKoGYerQk+fSKc6SfjEx3g9j+QV0ZnuSaa5rz14Y4eamXC/3DjPoEBC2BnCx1tRU1RdwuYOQc7GITI9cgZpXwxxJMhSTC0Ri+YIDW3Cx/+egjPnz4iO2DuwQVm5NXh/nOC2f4ydlenusZ7ILkpUt85/gl/uPFHr753Gn+44cv8MKpHi4PTNBzbZRjZy7wo18c49njJ3npYg9GvoiYSGOV6uiFOkE1jWAUiKcaRFN1YvlZlPICdnUWs+AQ1xOERBmPIDEl6Jwc8HJ8WOC4S+LkuMap8a4J1OmhAOf6XVwauIYnMIWd0ilXc1SqeRynyOJsk+21pe48yfIiN1aWubW2yp31de53Oryyucmrmx3ub6xwf2OJl9eXus+NRe5vLHafnYWv/7yx+Nfv1pe4t7HM7c4/BsfTk8t/Vrc3lru1ucLB09pa5WB7nZs76+xtrnH34Dq72xsUChlisa7fjKzEiYgCQkx8AheFmCoRjUURImFCoQDBkI+FxRkeffkpHzx4j+WlWeq1AvFogJStEBECJGyzexVSZXb3Njk8fMTa+gKKFqFSS9Nsl1A0gXqjxK9/8xpvvHmf+YUWxVKGQjFLxalgpRIks2nKTpVKw6ExN4szM4uRyZEo1EiWGqTLbfSMQ1jK4hGSRLUKqfIirYU9VjYPWN26yeziGs3ZOeaWZplbaNJoFpibLTM/W2K+XWSh/VRvKbHodOGyUP/fh8c/BIsrLDMVM/Br6W6URqpOtLCI2twitXybwubrFHd/RWH3LfI7byE2byA42/iLq3jS87iTbfyZGSKFBaTKIvM37tPevomztouztkt94zrO+i6lxQ7ZmWUsZxa90kIpOsRzVWLZCvFcFaXYTTr85Z8+4bXff0htaYuIlcMvW7iFOJ6IxLg/jEfoWiU8LU9YxCOIeIQYHiF2tGn99KTyFCpXhya5MjjxNZA8ffe0Lg2Oc3nIxflrQ5zrG+TahBuvqCJaGSJ6hkDconfMy2RIIm4XsYtNEqUZ9GwdOVlFSZZw+4Nkcllee/NN/vzBR3T2D/BGZc70jfFCzwD//twJvv2Lc3z3RA8/PN3LD05d4X8eu8g3nj3B//ODn/Pd545z/Oxlrg5McKlvmBdOn+NHPz/GT188zrFz57EKJbRskUS5jlmoE9LSBOQ0glkloJe6e1flecxKCz1bJKbo3RQ/f5jJQISeER9nR0KcHBY4MSRwcijImSE/PcN+eocn8QV86EYcxykyP99gcb7JymKbvc4Kd29ss7OywN7KAvsrS9xaW+Hu+hr3NtZ5ubPBK5sb3NtY5d7GMvc3lrnXWeL+xiL3Ol2o3Nuc6z47C399v7H01+83Vv9FYFniTmeZ25tPALO1ysH2Grd21tjtrHDn5i63buww03awLY1YXCASfbKjFPITFEIIsQgRqQsVr9+Na3yEoeFrR2B585evUKvlWVlsUchapBMKkiRgGiqxWBTD0Fhemefw8BGdzRUUNUq+aFMsp8gXbErlNHvXN/jN26+zubVCNmdTrRUpVUokUmmS2Sz5colsqUi57lBtNkiVyhScFslSDTtfI1GoY2TqRPUiglwgqlfI19ZoL99kZfsOixvXaS2u0Jqfod6uUXUyzMyVmZsrMTdT7MLliZi7UK8cXYv+JWDxqUlCdo5opkYs3yCcqRPKNAhm24RLC8Tqm+gLt8hsvkrx+lsoczfRFm+hzd9Eam4RLi4SyDYRcm3EYpvs7Bq52RWKC+s467u0tvZx1nbItJdQS3XMWhu1VCeWrRBJFYmkisSylaPfXX/1t7zy7gNmNm8SS5XwSTbuqIZftpgKx3ELMh4h3q1wDHdIZDoYZSoQYSrw9USBoyvOqPvoxPI0KvZv3/0tWC5eG+ZC/zBXRieYDEcRrQxSMo8/ZjLiETjfN8bgVAh/zCJq5IhZJbSMQ76+THtlB184wsz8PC+//gYL65u4hTiXRqY4fW2c75/o4X8eO8c3nj3BN549wTMvnue7xy/yHz87yb/9+Bd86ycv8NxL5zh78Rq9g+P09A5x7NRZfvj8L/jxL47x/MlTxO0kajqHkS9j5h2iVp6gkkG0a4TNCuGkQzTXQC3UUJJpovEYgYAPj9fNlM/P5QEX5/unONPv5tyQj94JgfGQQkROYFgpnEqJhdk6251l9nbW2NlYZHNljr31JW5trXF9bZHrq4vcXF3i1toyt9dXuLOxyr2NNe511rmzscqdjVXubqxyZ2OZuxuL3OnMc7czx53ODHc7s9zpzHK3s8CdjUXubiz/zferHGz8Y3D8ozrorHB7Y4nbG4vc6Sxxp7PE7c0Vbm+tPoHLKnsbSxzc2OLuwQ22N1epVgrIskgw5MUfcDPtnWbKN820390dvvRMMjY+TN+1y/T0nGN1bYHHhw+5c/sGxWKSWzc2mW1VSZgxNC2Krkmoqkwul2Fmpsnh4SN2djvohkyhmCKbs6k5ebI5i5lZhzfevMfNgy1KlRQ1p0i+WCSdyZPKFUjlctjpNJligZJTo+g4ODOzFJwGqWKNRMEhUWyipx2iagFvJIVoNsg6HWbXD1jcvMXMygb1+TlqrSrVeo72fJmZ/w6whOwCkWyVeKGBXG4h5ByC2Rr+pIM37RDIzyI4q6hz17FWDtDm97HXDkiv38Za2iNWWyaUqyNk64iFOlLRwai2yM4sU9/YY27vgObmDXKzK+iVJrYzi1FtIRccxEyZaLpELFtBLjho5QbO8i43Xn2H+Z3bWJUZxGSZsJFFsHJ4Yya+mIlP1PFFtSdt5S5c3MEo7mD0ayFqY+7w0dj+0IT/aML26bsBl5f+Mc9fTzTDk5zvHaRnaIwRb5CQYqCki4hWhsmQxNVRD30uH5MhCUHLENGzhOQ0gprFzDcpt7rRq6lCkWK9RdSwuerycGF4iuN9Lr71/Gm+d+Iy//bcSb7x0+M8c+wc33vxHN9+7kW+89wL/OiFU5w6f5VLV0foG/z/eHuvL0nO805Tf8nerDm7O5KGXqKZkWiOREkECAKEJ1wDjQYahUb76q6qLu+zvEvvM8N8EZERmZHee1PVBgQpityhRiOKo6E4Z3el0XB0+exFViW6QYrUkcS9+J1Ie07exJOv+b3vd4exyzd56dybPPncC3zj+Rd5+uWXWd7eZdfrZ8cT5Cgsn/ppwuwHNLZ8glWPwkZIZT8S58DrY3t7g/WVeVYWZ1hemufWxBRTsyssOPbZdoUIxg00M0s+W6ZWKlPJpmiXswxaZY5bFXq1PK1Shk4pS7+ap1fK0itl6ZeyDEpZBuUcg3KOk1KeQbnAoFw8VYFBJcegkmFQTZ3K+lCV9PC9Su7R7/0zoTIES24IlXKak2qGk2qG42qOk1r+UbC0qzy42+W43ySTtvB5j1hfX2J+YZrZ+RluT09w7dZ1ro5f48b4VW6MX+XK1XcZe/ctSuUs//APf0e9nsfj2aNeyZDQYhztO/D5DvD7XHi9biQphhAKf//3f8vdewOCIS+xeJBYPIgkhwiF3QgRpduv0B9USaVV4lKQcCROOKwSCEn4AmE8gSCBSJioIqMYAmEmMGwbOZHEHY5z4I/jCgn2vTIr2yFm1sNseZJEEjUShQ5moYaeyaClNAxbwbTjWHaMlBX99YLF4ZfZigi2oxo7MZ091WRHNtiI6qxGNJZCGgthnaWIxVI0yX6ygTPbxptr4UrX2BMZNuI6G1HBTlywHVE5iGsEEhlEqYndPibZHCDnqviNND7dHsHlUNLZjwn2oh/KqyQp9T4gVT8mapXwqjY7gWEHZH7Lxep+gNU9L6s7Hpa3jlhy7A3BsrLB/Mqj6zTPIPPwaY1nj88imofBcml8motXx09ToD223H62PSFWdp3cXnBweWKBmbVd1vd9HAQU9nwS6/vBYeF224vjMMDmoZsFxyZL23ss7RxxZWaFly6N8+T5S3z1xTf52stjfO3lizz5+ru8ePEaL751iW++8gbPvHKOl954m0tXbnPt5jTXx6d559I1vvXaeb7xzPM89swzPPH8c8yuOdj3B9k88uIMyTjDgvX9APs+wYZHZv4gwpovzn44hicYxOs+wHe4if9wk6Brl2gogCorWMkMxVKdZqNDp9GmV6vRK5doZpN0ijb9So5BLc+gmqN/+q9/Ui+ewuJU5Sz9UoZeKUO/mKFXzNEvleiXS/TLRfqVLP1Kmn7Vpl9N0q+ZQ1WTw9cqafqV/PCz5eH3euVhe/kf0z8FLHcfAUuWk1puBJZ2OcegVeHeoM3dQYtGrYgQcXa2HUzPTHBnZpLLN67w5jsXePOdC7x3ZYzx29e5PXGdm+NXaLbK/Oxn/w+2rbGzs4YuwihxHyH/AZalItQ4waCfcDhIOBzkr//6x/zwhz9AVSUiUT9CkwlHfERjPoQWwc4Imu0s5WqScMRDJCoTiyUIBhX8/hihmEREkojKEoohkDQVu5DBzOfxRiW2XQGOgjLusGDXozK1GmJ+S2HHnyRslBGZMlo2SyJnYhcTJNJxLDtKMhkhZUV/fWDZigh2YjpbUZ3NqMBlpDjSk+yJBBuSzkpEMB9UmPHKTHkkto0CW3qebS3NtkixKyx21QR7is6eLNiLCw4kgUskCCWzKPkqSr5KOJXDIyxcagK3MPHpKfwJG5+Rwi1MjuQhZDyyiV07xih1UbMNolaZ/bDOhkdiYcfLyn6A5T0vy9tuFjcOWVgfTirPLK4zvbD2yLa7X6SHO0HXJxe4PD7Du9enGLs6wcWrtxm7McHUioNNl49d3xAqk8sObs6uMT63zuquB8dhgG13lE1nmJUdHwsbLhY33ae/aY+59U2Wtg+YXN/m3JUJnnzjEl9//V2++q23+ONvXeT5d25yYXyOsVtzXLh8g9feHuP8xTHeuXSF8YlZbk3Oc318motjV3jx1dd54unneOypp3js6W8yMb/Ivi/A+p6To6CEN26wvu/nwK+x6VWYOwix7o/jlQWypmLqcbJ6lEpKppnT6VTytKtlmrUarVqdbq1Kt1oeRh6lLIPiEBJnGpQy9Mtn0clpalHNM6jk6Jez9EoZOqU0nYJNu5ihWy7RKZfpVIp0qjk61Qydmk2nlqRTM0+VHL5WTdOp5oefLZfplMt0/5XAcrfyEbDU8wzqeTqn0digU2PQrTHoNigXM/i8R0zdGefajctcGLvAy6+/zOtvvc61G5eZmZticWmGufkp7j/o87d/9zeYpszBgYNoyImQAyS0CKVSCiGk07OEfPh8HgaDAX/+5/8BTRNEY0FMSyMaCyDJQVQRQmhB8kWdYjlBXAoQiwlkKUUgIAgGFYSRRDNMYoqMJGSiamx4mkI+S9wwcIVjHAWiuEIK7qjJyp7GtENmfktmL2gSNrIodho9a5IuWxinYLGSEVJW5NcHln3ZZF822Yol2IxpHKoJ9lWDXUVjMy5wxDVWY4KViMZyVGNDSbEa1VkMSqyEZbZljSPNwqlZHKo6Ht3CqeocxgVHioZXM/HqFi5VZy+msBuWOJQFwYRNLFNAyhaJ2DkCRgq3auIXKfRCi3iyhGRXUNJ1jmImO34VhyvKwo6HhW0XCxtHzK7tMr087P7cnlni1vQit2eWmZhdYWJ2hcm51Uc0MbfKjamFkQv30o07vHPlNhfevcH5sWuce+cKl25NM7+5x34wzo43wvTaNlcmF7gxs8rs+h47nihbrjCOfT8rO26WNlwsbjiH2jxiasnBnGOHpR0nV+cdPPf2Nb5x/grfuHCNP3jxbR4/9x4Xbi0xvrzD1TtLXHjvGm9fusyN8ZvcmZlhenaJyZkFrt+a4u2xy7z4ymt84+lneewbT/C1bzzBe9dvsnV4xKJjiyN/hLBqsuMM4Y9ZOKMGbjVJOJnFKhQpVvLUSyk6RZPjaor7zRx3G0UGtRKdSolWqUinmKd/Wmh9UMtzr1rkuJyjX8jSy9tDwJQy9ItpugWbu/UiJ7UCg2qefiVHt5ShXUrTyqdoFrJ0ylXa5TqdcoVOpUCnmn0ILNapUkPgVLPDz1RKdMtluuXyv0rEclLOcHdUYzmLWPIManm6lSyD1rBD1KkXuDtoc9xrIcdDTE7e4K13zvPy6y/x4qsvcGHsPFPTt1nfWGFjc5WV1Xm++6f3+Mnf/AjTlAiHnUOwKEF0EUKWAwSDw8PJotEwgYAPVVW5d+8uqiojNAXT0tB0BVkJE5N8qCKImYxjpeJouoQU11Blm6BfJRIRZLIlMtk8kqoMF3CrMWJCRqRMksVhG9oZHB5ZEpCTOCN55rdVbi/7WNmP4ZYSRBIWasrEzFvotoqZkrCsGCnrQxduVsTJiigZLUpaj3yoESxiv0APweQjn/+N7ag+3OYV0dkIC/ZiOrsxwU5MsBUVbMcNdlWLA2FzYGTYU202YzprIQVHWGVH0nEKC49h4zXShMwMPj2JW9Y5iAn2wwo7IYktX4R1d5B1Z4DtUByfsIilC4hcFTlbJmrlCOo28WQRLVsjbuaJmnliifxwP0Vo6NtwHAZY3vUws7bHrfl1rk8vcn1qgetTC4xPL3J7ao7JO3PcmVlkZm6Z6VNNzSwxMbPItdvT3Jxa4N3rk7xz5RaXbk5xfuwar1x4l3euTzDj2GPtKMBeUOA4CnF9Zo0Ll29z7c4K6/s+djxRNg/9rG45WVjfY3Z5i+nFDe7MO5haWOfm7AozjuFaxVcuT/K1V8f4xsVx/vjcFb74/Fs8PTbB1cVdbi5u8cpb7/HN577F6+fOcef2TbY311lcXGJydobLN67zxltv8ey3XuCJp57ksa8/xmOPP8bYpXdZXltla2eHSDSOZljIssBMZEhYGXKlGsVqjUajRqdRoVvN0yunGZTTHFezw9SmUqBXKdIrnw78lfOnnZQsg8oQNN1inm4xc1pTydErZemWssP2bSVHv5KjV87SK6fpltN0izadYoF+pUen3KdbatKrVhk0ivTqGTqVJK2SSbto0SllaGTTNHNZBtUqg1qVTj5HO5/9lXWUXwacQSXPcSU3VHWoQTV32nY+7SzViwwaJTqVHJ1KnvcHHb5zt49tqKyvzDF26QLnL57jwth5xq5c5NbkDRxbKxw6d9jYWuFHf/Uf+O6f3iOVEshKEK9nl1jEgyIHcDq38fqco1TI7/cSiYTJ5bLE41GEUBFCPj3LOY4kh5GVEIoaQmhRkikDXTNRpAThoIyqGlSqDSrVOkLXh50iWSamCrLlMo3+ALtQJhgXHPoi7Lkj+GNJdj2CyeU9lnf8HEYEh1GVcCKJms6gpZMkbAPTEiQTMrYWJSvCFESQggiQ0wJk9CAZPURGC5PRImREjLQmDSVk0kLG1iVsPXZqtItgG2FsIzwCzG84AiqOoBhpN6qzExFshwVbYcFuTOdQSeLWMvjMPB49i1PYHMgW+5LJoWLhFjYBM0/ELhIysgQ1G59qcRTT2A1IbHgirB8FWDnwsX4UYNsfxyMniJhZZLuEZJeImjlCehotV0VkyijJAlEjTVBYeKShMe0wrLDri+I49DG7vsvNuRWuTM1zdWqem7PLTM6vMnVnltmZWRbmllhaXGVxaZWFxRWm55aYml1kYmaBydklxq7e4u33bnD59jRvjF3h3Nhlpla3cLiiONwSDpfEjMPNOzcXeP3dW4zPOdjzxNg6CuHYdbPi2Gd+aYM704vcmphlYmKWqdll7qxuMuXY5e3bCzz55mW+8sJbPDk2yVdefo/fe/Yi58ZXuO1wcX3OwQuvXuAbTzzFt575JlfeeoOV2dvMzd1hfPImY++N8fqb53j5tZd49dzLvHn+HBffOs/66hIe5wGGUCllM1QLeWr5PPV8kVZ5GIl0KkU6lQLd8tmNmKN/ql4594tvzNP3O8U87VKedjFPu5Sl84gypzD5UP1ymv4puPqlEu1cl17phG6xTTtfol/N069l6Fds+mWbWjJBr1BkUKgwKFS5W21wUqkwKOa5Xy8NwfZLwHJm7e+Wcr8wkhlU/zENwXLSqDCol+mW8/QqBb7db/Pd4x7VtEnAtcf0zDg3Jq9wc/IaV29d4trNSzi2lgmEXRy5d/jB//UBmWwCIyFjJGS83n08nj0iEQ+Hh1v4A24ikRCBgG94MqIUQ5bjGIZGo1E7hYqCEMMIRpZjRKJBhJDJZFPUKjUsM0U8LqOqgkwmRy5fRBU6Lo8ffzhOIpXl5P3v8p3v/5Byo4uip/DHBAfuAP6wREyYOPaGTQ6HK8yWTyJg5IiaeVS7gEimMRImpq6SFhHyIkBJ9VASbvKah6zuJaP7h4DRIqf+Fpm0UEgLQVqo2LqMrceHYDHC2EYI2wj+42DZDgu2QoLNgMJmUGUnLDiIJ3AJG6+exZ/I49OzuEUat7DxaBn8iTyRVHlogNMzBDUbv0jikRM4YxoHYZXdgMSOP85eUOYoKvAqJkHNJmxkiCSyhI0MIT2NksojJ3PEzQwRPUVIWATUBD5ZxxMX7PmjbDj9LG4dMLWywa2FNcbnV5lYcjCz7GBufonFhSVWltdYW3OwuupgeWWduaVVZhaWmV9xcHt6nneujHPx8k3euXabN8au8u6tOzicQVadMZYOY0xveHnvzgZvXp1lbHyBeYeTA7/Mtis8HBlY32NxdZPJO/NcvznJ1NQcy2ub7PsjXJpa4NX3bvHYK2/zpWfe4LE3rvIHL1/iKy+Mcf7WKuOrB0ytbHNt/A6XxsZ486UXOffME1x87XmmJq5ze/IGE1M3mZmdZHl1nt3dDfxeJ/GQHzuhUcml6Tdr3G03GTSGRddOqUCvXHzkxvvnqFPM0T69doqZjyg9TItK6ZEGJXukfrFAJVGgX+rRzVeoJk16pRTH9TSDSoqT2tBUd7fe5NutPveqLbq5PJ2szUk1y3f71dNo6F8Cll/hzD1dw3Dm4n3QafBBv02nmMUSMfb2HKw45plbnuLWnWuMT1xhc2eVmBQgJvn59gfHCBFFkoOkMwaxmI+Dgw2czm2cR7v4/C4ikRCxWIR4PDqKXLLZND/+8Y8olQroukCSYmiaQAiVaDSMokhks2nuHp9QKZURQhCJRIjFJCRJIRiK4vb4cftCmHaO/t33uffB96i1Bxip/OkSdYE3GN1+nc4AACAASURBVCGmCPwRieWtQ2Yc+2z5ZNxqBrecJGrmkRI2mm5haiq2iJIXQYqql+IZWAwvGd1HRguepjZnYFFHehQsoVMFfjFYNgKCzaDKZkDB4ZPY8MtsBVX2ojpOJYlHpAlZRUJWkaBZIGgWCFlFonYFKVtHztUInQIiqNkERAq/SOJTLbyKiUdOPPL8TH6RHEEmathEDZuIniKsJQlrSULCGukgGGfHG2Zt3838xh53VjeZWHJwe3GdyYVVFlfWWV1dx+HYwOHYxOHYYnltg/nlNWYWV5heWOH67TtcvHyTty5d581LN7h49TaTyw52/NLp8SRxbizt8/rVOd68Osf44g6Owwh7PhnHQYCljQPmV3dYWNlicnqRazcnmZ1bZvfATVQzef3SNZ47/w6PvfQmX33+PI+9OsYfvTTGV1+4yDNv3eCd24vcml3lzswiS7OzTN+4wsTYm8xeH+Noz4HbfUA8FsBMCPK5FLVKnlZtuHaxXSnSr5U5btYY1Kv0ykXahRyd/DDa+JeDJUunmKF7CpJuMT26dotnQLFHGhQfVpaaleK4UqOTs2mkNe63MjxoZ+gUDDrFJMfVCv1ylUG5QbdQompbNLImg3qKk1aGXiXzS2ss/xpgOVvLcPb4QWc4U9Su5FCUEB7/AZs7q8zM32Zy+gYb2yvEpQBGQuYnf/Mj0hmDcMRDwlSQpABHpwuyPe4D3J5DgkE/0WgYWY4PzxpyHaFpgu9977t0u21SKQtZjiOEgqYJFEVCCAXbTlKv1ijk8hiGgSRJRCIxgsEwXl8At8eH2x9CFgaalSZh57DzVTRruLtF0S1U3cQTCBOKq2y7Asw7Dlg7CrHuirEbFPjUJGFhoggDQxPYmkROhCkKPwXhJaf5SBs+MrqftB76ECxC+SVg+UURi1/FERA4AqdgCShs+CUcvjgOX5ytoMJeVONINnGLFOFkkXCySCRVIpauEM9UkbI15FwdJV8nbGR+qc5SHq9i4orrOGPaCDhhI/MIRM7AEtFTRPQUUcPGGVE4CMbZcgdZ3XMx59jl9uI612eWuDo5y9Kag7U1x+lBZVvDs4JWHcwurHBnfombU7O8d2OCC+9e47W33uXcO1e4NrXA2p6LHb/EXsRixaVwbWGPc1dnuXhrhbktL5tumQ1nlAXHIXeWt5ha2GBmcYPJmSVuTsyyuOzgyB0gkckzdn2cb750jideeoOvv3yBx156iz958QJ//Px5vvj485x/b5yZxXUcjk0CziPUoIdkxENORKjlbeqVPJ1GmX67xqBdp1sv0yoXaOQz9KoluuVh0fWsLtHJ5+gX8vRKhVMw/AtUSNMppOgVUj937RVS9IsfUeEhFW06OYvjappeXqNX1Pmgn+N+y6aVNxhU81RTKerpPJ1inU65Si2fplZI0KoadOsJumX7nwzBf0nE8vDOlzO4vD9ok07rqCKK073D8uoMM3O3WHPM4w8ckTAV/uz776PpcZyuHcIRD7GYj0DgCK93H5drj8OjXfx+7wgu8XgUr9eN1+smkdBpt5vk81mEUEdeF8PQSCT0YQSjKuiaIJEwMAwdRVGJRKL4AyG8vuFi76gsCMVVAlEJWbOGMlLkKw3uvv8dglGJUFzFExmOoCztephY3WPtKMxBWOCJCqKyQBOClK6Q1WLkRYic8JPR/aeRRxBbD2NrUWwtji3UR/UIWCKjqOURsGycQmUjoLIdUtkKymz442wGJLZDCvsxDZdq4dVsQlaeSKpILF1GztVQ8vUPlasTNXM/p5iVf0RhI4NPtXDGNJwxDbdkjMASFCZBYY7AcgaUqGETS6RxxwSuqMphSBp5TKZWNrg2vcil8SkWVtZZWl1jZW2DpTUHCyvrzCwsMzG9wPjULNduTTN27TavXhjjhdcucOG9m8yt77DnjXAQFuyGTRaPJK4t7vP27VWuLeyytB/G4YyzuO1lcmmb2/MObs8OzXeTM8tMzi6zuLKJY2ufVCbHysYGX3/mOb7+3Es8+dIbQ8C8eJ4nXjzP48+9wsL6FqowSCeTdMpF7rcqPKjluFvJ0C3n6VRLdGtlerUyvWqJVjFHI5ehlk5xUq/SLxdp53N0slm6pzM7g0KBXj5H918AlW4xQzefoluw6OWTdPPJR669fPJRkHxUxSSDosFxRWNQEgzKgkFVp182GFSzfNDv0c5XaObqFKwSOStDrZinWk5SKqrUyoLOrxksZ1PTJ43KaOfLcb3Mg06D797tUyqmsNM6kaiXnd11VldnWV6ZYW/fgSoiKGoYr++AI+c2Xt8BwZCLcMRDMOTC7Tng4HBn1G4OBHzE41FCoQBe7/AUyXw+S7GYx7ISxGIRZDlOKmWRTJpIUgwpHkWo8gg2Qgji8eFh9MFQhEO3j3BcISILwpKKrJmIRAojk6fW7vHB976PInRCMQVfTOEwILHpCjOxssPE6i5b7ggH/hjBmIIQgqQuyBgyWS1GRoRIGyFSRpi0Hh4CQ48NC7Wagq2pp1JOi7cPgyX8y8CisBcR7IZVdkIKOyGF/ajAKSfwaSmCiQzBRJZIskA8U0bN1xGFBmqhjpKroWQqxJMF4snCIyB5GDIhPU1ApPAqJm7JwC0ZeBWTgEgR0tOjKOXhaOXhx564wBMX+GQdd2xYc1ndc3FndZPx2SXuzC8zs7B0mvYsMzW7yI2pGa6MT3Hp+m3eu3mHty7d4IVzb/HG2FUWNw448A8djIcRwfxuiBurLi7NbHF5boc7G14W9yMsbvu5s3bA5NIOk0tb3J5d5/rkArfvLDOzuM7UzDJXr9+mUqlSKBV58plnePLZ53n1zYu8e2OCyYU11rYPOHAHKJRrnAyOGbQa3G83+E63xvu1HPfKGRoZi2Y+Q79c4LhW4aRWoVcq0MqlqdtJ7tYq9It52hmbTibNIJ9jUMjTzaSpJ016hX8+WHrFNL2cRS+foJ+z6OWs0fVMvwosxyWN45LKvZqgW5CoJiP0iiaDaomSlSGlpAm7FGZurTI/s0bKTNLpVimWdUolQaec/rWC5V6rNnp8v10fLoY63Uz3oNekVkpTKqexEgqhkIvDgw2Wl6dZX58nHHbj9e4TjXqJSwECQSde3wGBoJNozEcsHsTlPiAQ8I2ilFgsQjQaJhwOnnaFFNLpFLadRFEkZDlOMmliWQni8SgJQ2Do4rT+oqAoMrIsEZdk4pLModvLoduL0xckGJNRDQszncPMFbAyeWqtNik7Qziu4A5F8cUE7qjG2oGf8XkHa3tetl1BvGEJRWhYhk46IUjrCikRI2UM1yqk9NipJFK6PJSmnELlLFp5GCyRR7tCGz51tI92M6BwFNM5jAkOokM5JR2vsAglMkSTeQK6TdjMIqVLiHwNUagj8jXkTJm4XRx2eVLFEVyiZm5UmD1LgR6WT7UIiBRBzSakp4kl0qMayxlUQsIaRTKuqIpX0ggJi4ieIihMjsIyjiMfK9sHjE/PcWtmqPHpWa5PTHPp5m0uXr7Jm2NXufDuDV4+P8YLr19kdm0bM99ATRbZcobY9sQZm3Lwxo0lLoyvcHP5kIW9MPM7Ae6sHTGxtMPs+gELG4fcWdzk6vgs41MLzC45uHJ9kmefewmhKvz5D3/AhQvnuXXrFgdHTlTNwM4WqLe6tDt9Htx7wN1el065yEm9xIN6gfvlDB/UCwyKGQblPMeVIieV4nAor5ijm8/QydoMSnm6uTRtO8kgl+F+pcSDaplBPksjZdLND2d5/jnqFmz6OZN+zmCQTdDPJRhkzdPXhhrkk/TzKXojpT9UweL9Rop7VZ33GyadvEw1KfGgXaWczHDn6jRj527yyjOX+NynH+Pxx14mHFKpN5sYKYWEGaddyfxawXK/XR99/367zrd7raGvpzichWqUMrSbJSoFGzMhEwt5cKzNs7x4B693H0UJYVkqCVMhFvcTDLkIhd3EpQBCkwgEPbjdTvb2dvD5PAihEI2G8fu9CKESDPoRQiWVsk4jEnVUxFUUiaSlY+gqqiqf1l7UYSdJ11CFwOn1sb1/wJ7TgycYIRCVEIkkVr6Ikcrw3e//gO/92Q9IJNO4A2G8ERV3VOCL62w6QyxtOdk49OEKxpGEjmFaJE0Ty9AwNQXLkDENmeSZ9Ec1hIo0Akv6o76Xh8GyFRiCxeGTcMYNjmIah1HBYVTgknR8wiKcyBC18oSMDFErh2SXELkaIldDzVaIp4pErRxKujyCyy8Ci18kCYjUSEHNHkElpKd/IVD8ioFfMUZRik/WCWvJEYT8inE6NxPmzvIad5ZXGZ+d58rEFO+NT/Le+CRvX77Jq2+NceHSDV65cIk3xq7jDqvUuu+j21V2XBEml3Z4eWySc1fneG9mi5lNHwu7IWYcLqZWD0ZQWXQcML2wwY1bs4xPzjE7v8rNWzO89fYYkZCfDx6cEPA6sZMJup0WJ4MB3U6XTqtNv93luNthUK9xXK3wfqvCtxtF7pXSPKhkuVfOc1zKMyhkGeQzQxWyHJfy3C0X6OVsulmbQS7N3VKe9+sV3m9Uhu/l0/QKWRrZFI1sahSJPPz8YZB0itlRwbZdyNDOJellDPoZnUHWYJBLMMhZDHJJBoUkg4LNoGDTzdncrRY5rhTo5jP0SwUGleGCpfv1HPdrNvdrNt2CQTWpc6/VopKq8M6r1/j3n3qCL3/uBf7P//Ur/PsvPMPNm6usbxxxc3KS5ZUFcqZGr5ynmbNpFzKcNCp0itnhRPU/ASyPGOb+kYjlzA/z8Ob/fqVAv1rkuFXhXr9Jt16knE+RNgXOg00cq3N43LtoWgzLUtH0OJGol3DEgyQHUUQYWY0Qi4fw+TwcHu7j83mIxSIEg/5R9OL1uoeRSUInmTQxTQPD0DBNg1TKwk4lSBgCIWRUVUIIGU1TEbpAaAK334/T68UdDOEJhjny+QlJMpqdwcrk+U9/9WP++8/+B81WF384hj+q4AxKhFQTT1Qwt77LyvYRu+4ggZiKopvoZgrDtEgkEpimgWlqWAkxlKGQ1BUsXcbS5dMI5ixaif28Qe4MLNtBjb1Igu2ghsMb5zCqcRgRHIRVDsIqzpiGVzGHN30iS8zKI6WKKOkyIltFzVSQ7dKodnIGlY9GLZFE9hGdFXPPgHLWSTor3AaFSUBNjIDik3W8koZX0vArxqgGc9aO9koa7pjKxpGb1b0DJhaXeefGOG9fvcml8SneunyDF15/i7EbU5x/9zpXbs3jjWjoqSphOcX2YZj3bi3y8sVbvDftYGkvzIZbYXknyNTKPhOL20yv7jAxvz509U4vMzO3wsrqFvsHboLBGIqs0G3W6Dcr9JpVeq36qRoM2i0G7SYn3Q53Oy3utprcb9S5Vytxv5rnfjnD/VKau8UsJ79E/WyKQc4ePi99aMPv5lJ0ckl6xRzV0+Mzzm6meiZJ1TZHEKlnklRSCeqZJL1yfvSP3cyYDHIWxzmTQfZMFoO8zUkxPRw0LGZpZ2zebzX4dqdFv1ymVynTLZdoFU7bydUy7WyaTiFHw85wXOvQK9/DMe/hcx9/it//7Mt85mPP8bnfeYGvfPll/uhPXuaLf/ANHv/6U/j29xlUi8Pfk7O526zSLeVGYPllHaN/zKX70eLtmc421T1czP12v8W3Bx0GzTKdWoFmKYMc9rK3tYbXtYtQwuh6HEUN4w8c4Q8cISshhB4jJoeQ5MjIdev1uvF4XPh8HoJBP5FIaAQYXRckkybJpEkqZZHJ2BSLeXLZFHYqgW6oKGoMSY4gyRFkVUIVCnFVIRyP4Q2HcQUCOP1+PKEQIUUgzCStdoef/tf/yl/8p79EMyy8wSiesIQzGMcTFazuOJl37LK4sc+eJ0RQ0ogJE9VIYaUyWMkUVtLEsgwsU8dMCExDxTQkTF0iacRJGrGROe7n7PxnYDmImhzFk+xHEuwGBUdRjaOIymFY4TCs4IoJfEqCsG4TTWSQUwXUdAmRraDnayNDm5wqEDszvP0KsDzcJXoYKkHtF6dAATUxgow7JvBKGgE1Maq9nEU1XknDGZPZ8vqZXF3nrWs3eG3sCm++d4PXx67wwhsXefPSTc6/e4NFxwHOgEpYTuEOCiZmN7g+tcblyVXurB+x4Yyx6YqxuOHm9vwGN6eHIwE3p+aZXVxja/uQYChKwkhSLlZot7oMej16zSqDZpl+s8KgVWXQqjNo1TluNThuNbjbaXGv3eRes8G9eo17tTL3K4XhFrVSlrvFLHeLmZFOPqJBIT1Sv2DTK9ijjk2nMPyXr6UtGtnU6AZrZFPU0tZw3UE5T9U2yekqJUsf7ZHtFLPUUjonRZuTQopBzqKfsehlLHrZFP1cml4+y6BSolMo0CkU6ZYqtEtV6vkS1WyBRr5MJVWgV2iQ11P0Ky06xTqtQpuQSzD25jT/7tPP8YnffIovfOY1PvWJF/jEx57kYx9/nM9+4Sl+6zc/y9ytCWppi36lQNU2R1FVv1IY/f5fJ1jutWo86DY5aVZOp7sLJJQI7v1NPEc7xCNehIgiRJRwxIPXf0gk5kURERQRQ1aio4Kt3+/F5/OMwBIKBUamOcPQRhFLIqFjWQlsO0kmbZFK6uiGiiriKGpsqFNDnWknkYWKPxrBFfBz6PVy4PHgCoeJqip2Js2DBw/4+//+M/qDYzyBMN5QjD13kIgwcUdUVraPmFraYGnbyb4/jieuExZJhJXDsNIYVpKEaZIwDRKmIJFQSSRkLCN+CpaHV1s+bPl/CCxHMQu3bHMUs9gPaTijAmdE4SgscxSWcccEfsUgoqeIJdKIdBEtW8bIVzGLdRKFGnqugkgXkZO5XwmWXwaVoGYTNzPEEo/WWh72sriiKp64+IVRi18x8GsJ9sMxZjd3GLs9xevv3eCN00PHXhu7wttXJrg5s4ozKHCFBE6/imPHx7vX5rg9u8nc+iFLW25Wtj3D1vLiJjNLm6xvHXHgCuALRJBlQSadp9VocdwfcNLv02+36TRq9E/BMmiWGbQqww3xzRonzTonzfoQKq3GMFqp17hbK3O3XOKkVOBuKXcKlvRIJ6UPdVxKjzwjvUKKTjFJt5iiV7YZVLMMannahcwo9TlLeR5+3szZ1DNJ6pkkzZz9SLpUTeoMCjbHeZtB7hQm2RTtrE0rnaJu20MPSr1JwcqQMZLUClVqxRrFbIlsskjEpSJ5DXZXD4l5JTx7XqSg4L13Jvj4b3+J3/vss/zW//Y1vvA7r/LZT73CJz72LB/72JM8/vglnnj8ddZmFymaGs2cTSObGpnieuX8/y9gGVSL3GtWudes8qDb5G6rSt7SiPqO8BxuE/QeIMtBNC1GLO7H4z/AFzwirgQRhoyixkb+lVAoQCDgw+/3jrpEkUgIRZFIJHRM00DTxHCOSCjouiCV1LFMgW4oCE1CiKFUISE0GVlTSNgmhp0kJMXYd7vZdTo5CgYISXEMM0GhUOCHP/yP/NWP/5piuY4nEMEViBKUNPySzp43ypzjgPHFTea3XOxHNLzCxiuZqIk0IpFCT1joZgLD1EiYAtNUSJoSSSP2IViMD2eDMiJORos9FLGEExxFLQ7CCfYCw32uzojMUVjiKCzhjqn4FZ2IniSWsNGyJYx8BatUJ1lukCw3SBSqaNnSEC7/RLD8IqgERArJyhI3MyPAfNQs91GwnL0XUBN4FQOfMNiLxlk8OOLm0irv3LrDG1ducu7d65x79zrXp1fY8UQJSBZHARXHjp/xO+tcvrHA/Mo+08vbLDj2WNtysrHnYe/ITzCsYiVzlCoNms32qFYy6HY46bQZtJoMmjX6Z8d/NitDtaocN2ocNz4Ey/1Wg3vND8FyUq1wXC4zKJU4LhYeAcvDQDkupRmcqley6RSSNPMmjVO1ChbtUmoEjHbhwyLow0ApWfrohu1XCqOUo13IMCjlOS7lGBQydDMpmnaSetKkmkxRTdlU7TRlO0+v3iaXKlLO1ei2jrGMLEcHAeZmHFx4ZZxXn7vC4199nhe++RrfeOxpnPtuJm/P81v/5nf53U/9CZ/47a/xmY8/y7/73df49Mef52P/9mnOvbKIkGokJG0Eun6lwP12fVQDauXTv36wlPKcVEs8aNb4Tr/N+90mrWIGQw7jd+3hOdwmEvEgRBRZCeELHuH27ROWfOimOoSAKiPLcWKxCOFwkGDQP4peotEwqiqTSOgYhoaqysTjwyhHVqKYCUEioWAkFHRDRtMVNF1B6ApCkwnFw2SKWVqDLnYhy5HPi2Nnm8OADzWho6gKlmVSLJb4yU9/yn/8ix8RkVQCUXlo+/fH8MYNtn1xxpe2GV/eweFVOYin2PSqSHoGVUshjCQiYaKbBoYlMC0Vy5I/XMZ92gl6BCziw2Lub+wFNA5CBvtBnR2fgiuq4oxIHIXjHIXjuGMKfkUjolvEEikShQpWqUaq0iBda5GutUiW6yQKFfRc+VeC5aM1lTOgnOlXRSxnNZagMB9JhbyShisucEoqW6EIy043U44tLt2Z57X3rvOtty/z8jtXmVreJiRsfLEEh36FJYeLd6/NMT23zfL6IY5tNwfuEBFJw0zlKJRqNBod+t0BJ4MTOs0m/VaDQas5PL6zXeekVeW4MdTgYTVrI7Dcbda526zzYASVOie1GoNKlUG5Qr9UZlAscnIKlkeilFP1y2naeZNWMUm7lKJdTtEu2zTLKZrFJI2CRS1t0szZtPLpUWTSyqdp5mxqaYtWPj1KL1r59Cia6ZZyHNdKNGyLRupMKep2mnomRz1bpJYrU85WqJfbpJMlOu175LJNbt1a5KlvvsqXv/QUv//5Z/ndTz7BZz75h3z6k7/Pv/3tT+D1egiHIzz++JM8+/Q5Xnx+jM995pt89tPP85mPP8tv/h9f5+mv3+Sk95c083VOGhWaOZuzrfytfHoEwV8nWO6dgmVQyvOgUeVPe20+6LW526pRsg1iAReu/U18vgMkKYCihglG3Lh9+wRiHkTiFAKnbWVFkYjFIoRCAXw+Dx6Pi1AogCzH0bRhS1mSYkQioeEYQDyEJiR0PY6RkEmYyjAVMQWaoSJ0hYgcxc6nuf/d9/neD79PplRgc3+XzaN9tKRJPD403VmWxYP33+ev/8tPGJzcI67q+CIKe54QnpiOM6azfBBi0uFiZjfIikew4dOIiCxxkULWLFTDQjMTGJaGlRQkU8opWCKPgCWjRR/amXsKlv2gPgLLrl/9lWBJlurYlQaZWptco0u23iFdbWEVayQKlX8SWD4apZxZ//0i+Y+2ms/qLA8b585miXyyjjOisBeMsxOKsebxs3jo4s72HlfnV3jz+m3evDrBpckFdjwxonoWV0jDsR/kzsIOk3NbePw6kXiSdLZGoVSj1ujS7Q0YDO7S7w/otbt0G03uDXrc7bY5btXoV4t0Kzn65cxwiK+SZ9CoPhS5/DxY7jeGuluvM6jWGFTq9MpVuqUKvWKJ44+A5Qwqg3KaXiVNOSWo5xN0a2kG7QLH3RL9ToFOLU2znKJVtEfpQ9U2R0XbsxrF2T//GWjOPjOSlaCeTNK0bRrpDDU7S8nKkE3YpHSbeqlFo9onm6lTb9xleyfAF37vMT7+qS/x2c89xpe++AqPfe0ir5+7yXMvvMFTzzyNbqmUqxmWVufx+UN4PBJPP/k2n/nE4/y7z77IJ377Sb7wqW/h3NEY1Hr0KwUqqQT9SmHUFRpUi7/2VOh+o8rdaolBMce9WpkP2g0+6DT57qBLr1pAiwdx7g3ngoJBJ5IcJCr58QWP8EfdSCKGbqgYhnY6bKgiy3HC4SA+nweX6+iRqEVV5VFUEw4HicaCqEoUTYthJOTTm1nHSmrop3CJKlEUXWHw4IS//dl/4y//+j9jZdMcBrxETkcDIuEgiUSCZDLJn33/B/y/f/t3FKsNnL4Q7pA0PMYmorEbNlg6inPL4WV6L8ZOJElATRMRSeLCQtFNNDOBntRIpgSptIKViGAlwiOwZE7BkhXyo2BxRi1csSTOmMVhWMcVFbjCMs6QhDMk4YmqBGSdqJYkbqSwy00y1Ra5eodCs0e+0SVba5Mq1bGKtV8Jll8GFb8YgiQsLELCJKgmCCgGflnHf9oVOkuT4uZwrigoTNwxMbT5e8OsewMsHLqY3Ttkdu+QKccO48sOFndcHEYE7riBVzKJ6XmOAiqbe0GicopsrkulMmAwuE+vO6Dd7tFuDdOedqNBu1anXSnzneMB7/fanDQr9MpZOsXhIN5xNc9xvcigUaHXrNFv1Bg06z8HlnuNOnfrNY5rNQbVOoNKnW6pSqdYoVssnaYjaY5LKY7LFoOyxaBi0S+n6FVsSimVWt6g00jRaadp1k2yOQlNeIlHD9ElP6WURruYpZXP0MpnaRfzlJIWiVgM/8EBIhqhbKdolwu0Szlq6STlpEE5meC4VqOWyiCCEQ7Xt1iemGPy6gQ3L9/mxuUJ1lf30EWOUnlAoTzg0tV5/uf//TN88nf+kN/70tN8/JNP8NLLU2zvKWzseNk9OiJTSpMvpzBtQTafpVJtMzG+yqc//lW++Pnn+fynnuGzH/smrzxzFSNmcLSxwdbSIoWEwfu9Np1SbuhILp1NZz+sf8WIpVHlfqPGoDBMh+43a9xv1fmze8c86LWwhITrYJv9vQ1c7j3iUgBZRAhGPPgibmJKGCMhSCT0R1Kds26Q03mI2+18ZOr5rBYTDgeJxUMocgQhohgJhWRKI2UbJFM6hiXQEgqKJhGWQmRKOf7qJz/m7//hH/iLH/+IUrNO/NQLE42EEEKQSCTodDr8zU9/yg/+/C/wBCOE5OGmgL2QYCcoWHFLTO+GWHAqbEeSeBSboJoiIlJIuoVImBgpg5StY2fEo2DRh2DJajFyHwWLO57ELSU5iic5jBo4ozrO0xUFh2EFZ1TgkwzCIklUT2GX22RqbfKNLoVmn3y9S6bSxMpXMbKVods2WUBKlZDthz0tBaJWnqD2aArkFyl8IolPHQ4n+uIaQ+o0oAAAIABJREFU/piG71T+uE5AMggqCYKqiWRmiSeGfpeAmsAVVYcTz64Aq4dull0u5g72mdvdY/nQyfqRjw13CGdMR7LLbAdkdoMKhc5d7FKTVLpEq9alU+3SLjUYtLp06g2alQrNaoVuozZMfZrDw8Z7lRKDxvCM4Pd7DR506txrljipl4a7Plpleq0KvVZ1VLg9btQ4Pq2xnDQanNTrHNdqHFdrp2lQiV6pQK9YYFCqcbda4V4zw6Cu0a3IdGuCfj1Fs2xTyOhUKwnqLUG+EsQTmmF99zK3Z89z686bTE6+g9floJKz6FSKyP4Qe+vbTI/PcmVsnBeefZ2FxU0q5RbNeptmtcKgWadk6TRzGbqVBturO7z9+ju88NTLfOnzf8gXP/9HfP4zf8DvfvoP+PKXn+LixQm2dsNki8dcvrnM//S/fJLPfOFP+ORnv8a/+dgf80dfv8iFsSXeujTHtdsrTM05cGwfYNk5dCNFs3WM1y3xld9/gt/52B/x5c8/xx9+4Vt86bPPcOHVqzz5tWd54k+eYm1hjZNun26jRjmbpJZP0q5kaFfSdCppOpUMncoQOmf6laa5j5wB/dEay91GnX6lzKBWGdXGvj3oca/foZS1cTv32Nvb5Mi5NwSBiBGO+vGHvcTlMKo6THNM0yCZNDEMDUmK4fN5ODo6YG9vB4/HNVqr4PW6keU4khQjFg8jyxGEkEiYAjudIJ0xsdMJTMtANwRGQhBToihCod1r85Of/g0/+4f/wX/+yX+hNxggyXFUoaAoCslUkmqtyr33H/B//91/w0znCMsaUsJmPyjhcIXZDamsuWKsOqPsRBI4/ILdSAKPkiSSSCNSGRJ2kmTSIJVUSRoxUnqEtIiQFlEyIkpOSOSETFaTyYgoaS3Cb/ikJM64yX7UZCescRRLcBTVOQgL9kOCw4jAEzcIKBZhLUWy1CZVaZOpdshUO6RLDaxcBd0uoCbzRBJZolYByS6jZmuIXB0lUyWeKhFLFgloaQJaGr+w8YkUXjWJV03iUSw8cgJXQMIbkPGGVPxRQUgyiCoWMZEirqeREhkiIjlaoeA48rGy6/z/2Huv7zgOO9/Tf8iec8PeHY/HYypLpAIVmClSEiWRIiUxiJkgwCwxgwkESTSR0Tnn7uruqq6ururqnBNAkZRkOYznemfGPt65M2N7wvX142cfGmhRXo/sO7P3Zc8+fA/QjQZeAHz6F78/bkwauToxzU2riZvWWW6Z5rhjMjNpdfeuFwYSWMJJJr0Rxuxecp175OpNSqUy7WKJhVye+8UC9xYjje4SDOpV5msVOuUirUKOViHHfK3Ig3adh50G95tV5qtF5itF5usFOo08rUaedqNIp16mU1/8ebUq89Uq89Ua8+UyC+UyC6UC88X8oiG1Sjefo603mC/U6dZk7rWjdJs+2o0g1VKcYj6Fricp1VNkyk6swbOcurqZvSdeZtfgKnYPbGDPwc3cnbxEqZCinNe5cOoC6155g1defJOVL2/lzx/fwO7Dl4inm3jDSUxmG3ldpSAnaGQzmKZtbHlzFy8sX8+6NVt58vFVrF29nedXvMmyZatZ9vhann9xC2+9cwijLY7NJfLcS5t47NlVPPbcWpY9s4Fly99k2TNv8eSKd1mx8kOWv7idjZsOMDh4nbnZAOXSPLpW48j+kzyz7BVeXfEGr7/yAS88+RZrX/mQF557iycfX8W2rfvIZ6t02h20tERajlArKdRKMvWSTKOo9CBTyNAs6IvWEX/kNO7vBUyZbqVMp1qhU+39zrq1Kp16lXajRrtRw+txYjTOMDM7idNlIxDy4fW7cXud+IPefjQiSQlUVUFRZAQhisfjwmIxYTYbsVhMuFwOcjkdXdcQxXgfLqGwH0EII4oxUikJRUmSSvXa0vG4QDIpIsQFItEQSVmk023zNz/7a37161/yq1//A+1uCzWTxh8M4A8GKFbK5EpF/uvf/IzOp/dx+oIkMzns/gjTdg/2kMCMK8Ck3cuEK8SFSQfXrGGmgkncSR1ByyGqWq/1HAuhJsKosQCa4EcTAmjRIBkhjC5EycSjpIUAiuDjW75YBmtYZjYgMe1PYA5KGP0JZr0xZr29YTlrSOyBRVCQsrWe9DJipkQinSOuZBHkDFG5NzwXSheIaCWimTJRrUQoXehN7YraYoTSi1Ls0SS2iIQ1ImEJi729IXcEt0/AG0wQjMqEBYWwoBAQUviiSUKiijsiMusKMDZn48b4LFcNU1wxTHNlfIpRm5ExlxmDzczo7ByGWRtzrjAmX4Ipr8Btm4/j1+/gk9PkGk0qpTL3G3W6apovyoXeJb5amXv1KvfqVearZbrlIu1ib6u4Wy7SKeX772ifNmrcb9a5V6/SrRVp1/M0G/nFqKVMp1ahU6vQrdboVmrMV3pguVcus1DK98b2C+piKzlLLV2hma2QSbqpl50U87MIwihu9xjVqkapolFpp3FHRxg8v5ZD51ayfeBxDp3bwI7Dr7Jn4HVGDR9TLMkU8xnGbhp46rFXePbpTSx7cjOPr9jK8tU72Tlwmff2HmPDprcZG7vDp/UaRSXNrg8PsXr1Np5fsYnnV2xmzZoPGB42MjR0i1deeZ8nntrEq69tZ+26D9i8ZT/+kMq5y2Os2biN51a+zveeXsuy5Zt5/LktLHtqC088s51nl+/g6aff5fFlG9n14XFSUpFu6z6mSRtbN3/A8mWvsPKpjbzw5GZWrXyfp594nce+9ypvv7UbISpRrVYoFTSKOZFqWaZelqiXkzRKKRpFpQeWfPbfDZb5arnnb1Ot0q5W6dRqtOuLatZpNeukFRmHw4bBcIfJyXEcLjsenxuXx4nT3fO59fk8xGJCf/gtHhcIBHy4XI7+QqIgRPjFL37Or371D/1C79L4/9LWczwukEjESCRi/d0hRZH7qwDRaJhYTEDXNX7wg+/zq1/9A7/+p1/x/R98QVxMYLXbiEkiWi5LrlKhfe8edo+fcEwkEBNxhaJM251Y/UF8gsTVCSOnxkycn/Uy5o1ji6mElSwxRSMhiSRiEXQpRlYUyCaiPQlRMkKEjCCgCmGUJbBEUyUcQhpjSGIuKPZOcwZE5nxx5nxxTP4Y1pCIOyrji6VJZCoI6WIPIqJKKJ4iIqYRkhpCKktULRLNlHp7RHqZiFYkkMriEVWcsUWgCEnsQhJbVMIaEbGEE5hDcSyBOE6vgD8kEhYUYpJOPJklGlfxRZO4gvH+aPKU3cutaTPXDNN9sFybnGHUZsTgsTFmNXN9cgrDrK13GjUgccvs5eJdE9uPnuTS+DS5Rotatcr9RoOFjMYX5QIPamXma0W65SLdSqk/e9KDTIWFWpVmPkdZValoWi/aqdVZqNZol4u0a0Va9TztWrE301It061W6FZqdMt15svVXsRSKjFfzDFf0Onm0yzke34m1XSRaiaLZXoY0+wJ7hr28cnZLZz++EPK1STNdpZiU+SqYT9b9z3Oh0NP8eHQU+z/eDVHL2zBYDnLuGmYfElE12U8Tj9rV23h+RVv8u0/X8uK13bxnx/bwP/+xDr+/Ll1/Kc/eYzdu/fTKpZxmx28+PwGlq/YzONPrmPZY2s4cOASlcqPCYerbN9+mpde2saKFW+xatV7PP7EagaHLiLJRaz2EAePfsL+Ixc4NHSd/Yev8/rmozz1zDaWL9/Oyhff58nH1vPyi5sJemO0Ki1yKZ3p29Pseucjtqx9j1effZ0Nq3bwzpv7GRq4wN07c6RTGjldJaeJ5DWBelmiURJplJI0i6n+NnQ7n6WVz9IuZP+XgKXTqNNu1qlVy0QjIaamJhgfN2A0zeFw2XG47Nidvc6P2+3su8YtjexHo2FCoQBmsxGPx0Ug4KNer/L55w8JhQLIsoQgRPsmUeFwcHG+JdrvMglCpF+7WfoYDgcJBv1kMir379/j//zrn/KP//xrvvzhD3C6XdhcTnKlIildJ6EoOH1B7B4/gZiIIKeZsjmYtjtxhgTOXB9j77kRBm5McnnGzbQ/3k+HJFkmKcXJpkTycpy8nCAvx8mJcbS4gCpEUYTgV2CR8k28oo5VSGGJyljDcj9qMfoTmANxbGEJj5DCH1cRlAIhSccfS+GJSngjCQJCkqikIig6scziYuKiIlqxv7xoF5K9eoqQ/CpaCYtYQgksoTi2QBxvMEFYSBGTdCSlgKQUEBIanrCI3SdgcoeYcwaYdvgYt7gwmByMzdm4NWvl5qyJUesct+1mrk9PMWy4y7TNR0jKYgvJXDKYGRy+xRt7j7B9YIh0uUqj0aBdLPBFtcKDfJb71RLdaoFOuUC3UuzPn7SLBepZnYVajXahTDWTpZbJ0cpXmK80Wai26VbqtKsl2tUC7WqJbqVEt1KmW6nSLdd7YClVmS+VWCgugSXT6/rkUnRyaep6nlxK5NzpDxk4sopTp9czOLSGfQc3EBHm6MzrZGtRzo/sZMehZ9hx9AkOn3+F7QPPMjyxH70dwCNMIio+rlw7x949+1m/9h2Wr9jMf/r2Kzz14naWvbCVP312M0+9vIVvf+95XnhhLT6Hj8mxWZYte5llj69jxYtvs2LF27z9ziDDV2ycPHmXN94Y4NWXd7B21Q7e3XKAXTuHOHLoDHqmSrXcwesVuHXbwtRcBJMxybFjBpY/s5XvfHsty59+kxeeeZ31r71B2BMim0rTyOWpZfL4zS7sk3ZGzt3i7sgcTkuInFKmU+vQLJcp6ikKWpyCGqVREmmWRJrFJO1CinYhTTvfWyVoL7ro/XvB0qlWe6rV+nDpNOo9tZtoqtI3cLJYTNgdNhxOO3aHFavV3DfTXooolrpEsZiAy+XodW58Hmw2C6FQgHhc6HeRgkF/v7C7FMUsLSrG473aTTIpkkolSSZF4nGh32EShCiarvLzX/yM//b3f0daU3F43MSTEvVuF08ohD/Ss1vwCwkSqo49GMYwZ8IwZ+XE5ZvsGLrA3gu3OGswMe4K447JCCmVZCrdWz2QE+ipBHlFpKBI5GSJTCJGWoggRwJfgUWrLxDVyrhEDXtMwRZJYQkle7WWgIglmMC+mAYFEhpBMYM/ruIVkrgjYh8sETFNVNaIqUWETJmYXiGmV4guWiksLSB+vXC7WLBddJRzhiVCQgohrpKQc4ipPPFklrCg4AzEsLjDTFrczNh9GD0hrAGh3xEat3kYs9i5aZ7l+twUl+/e5drENPZAnLhWweQTOX7FwK6TF3lz/1HWbHufQFKmXm9QVtP8uNOhm9HoFns1lHuNMgv1Ep3S4kmKYpFOqcz9RpsHzS4L1Ra1TAE9kUZPqDSyNR40F+hUynQqRTqVIt1yiW650lOpRrdUY6FYYaFUYqFQZL6QpZtXe9O0eZl2LkVZS9EoKRjuDHLw8CsMnXiVI0OvsGf/a9w2HKfekSg0I0zYTvPBkeXsOfk8Ry68xrZDT3LuzgcYbGcYNgxhco+xe997/If/+B957tnXeOLJdXz38Y08vmIry17cxn9Yto4nXn6XD/aeYu/+U3gdERzmEM+/8BZ/tmwdK1/7gJWvfsAzz77NM8++zZo1e9ix/RQ7d5zi5NAIH58cwWWLokoFCpkKqqjidQR5Y/MHvLH5I7a9fZSNa/fw+J9t4Lv/5TVeeGoTq1/czPDHV6jqecpqiqomc69SopUrcK/cIhfPkE/mqeoVOpUm840GtaxKu6zRrai0ShKtYoJ2UaRdSNLJpxYvCGToZrN0clk6/y+ApVup9rQIlk7tK7AsdDtUykXkRZsDv9/bXzQ0m404HDZcLkevyxPwEYmEiMWE/th+Op1C1zVSqWQ/ZVpY6CIIESQp0d9qXtKSy9xS9JNOp8hmM2Qy6tcWGJeinagQoVQp8vn3v6BUKeMPh7A6HXz5k58gSBJBIY5erJBQdYSUSkiSmXG4GJ2Y5fTVWwxcusWJ2zPcMHmYC/YilqisEpNkYvEEcSGCnBDIJBNklSTZVBJNipMSoiTDj0Qshe5nyOUOIbWAO6Fhjyr9qMUclLCGRByLaVBQzOCOyniEFF4h2et3x2RC8RThhEJY6nnWLu0SCZkSglokouQISBreRBq/pOGXNHyiijeRxhNX8MQV3LEUXiGFIGaISzoxSUcQM4QFBV9IxOaNYnIGmXX4MXvC/X0hZySB2RfptZotdm4YZ7g+N8XI7Czjdjf+WJqQlOeO0cf+M9fYPniWLYePseGDPRisNnKFEkVN5fvNJp2M2jP+qRXpVgt0K71aykKtwoNWmy+68zxodqllikRdQcZvGBg5f425O7PocY0vu58vgqRIt1RaVGVRX4FlvlhkvpCnW9B7XrF5mU5OpJWTKGcSNOspfL4bHB58jaPHV3J4aCVHjq1j8NRbpHQ7+WaQOc953j+0nCPn1rDr2HPsPv48e0+v4uD5N9g5uImbU+e4fvs83/nud3j88RU8/cx6nnz2TZ58YRt/9twW/vS5t3jp9b24wzlSapuM0kQIZ1m3YQ9/umwdL7z8Pk8v7+3xvLZqD2fOTGI1JZmZCDF61cjQ4XPcvGwg5ouTS2WpZYpcPXuF117ayIvPbWD5k+t5+ntrePI7a3nxic3seGM/Z46eQwrG+LRepaHLlFPR3vWAQpb5XB49mkATEtT1HM2svrhAmWChlqFbkmkXRTqFOJ2CSKeQpJtP9Wwmchm62RzdbLZXAP93Fm/7YKnW+nDp1hfB0mnTatTQMyqxxTmVSCSE1+vGaJzF43H1tQSXpUlbWZbI5XRqtQqlUoFYTKDRqPF3f/e36LpGMin2p3b707iLFpZL0YosS2SzGfL5LJqWJp1OoaoKyaRIJBIiLsaIChFSaYVYIo7L58XmcvKDv/xLYrKMLyxQa3dR8iWCcYmQJOMIRRg32Tl/08C1GTuj1gAzgQSOeBqfmMYfS+IORnC4vXh8XsLhAGJcIC1LZJQkalIkGRMQI4+ApbTwffTWfWK5Kj4pgz36VdRiDkrYwr1bP/64SkjScSzWW/yxFGFJQ0hqRCWViJgmJCoERZWwnOnvFMW0AoKaJ5LSCSU1Iim9b5j9u+P7wUSahJwjkcwiJDSCURlvMIHDE8XsCmF0BHpt58hXW89L7WaD2cnonJnrczOMWoxMe7y4BIlgQsPsjXN2ZIYPBs/x3uA5thw5zgfHznDq6nVEJU29VKKbz9PN6Txs1WgWVMqaTLuU5fNumwetBnk5Rdjpwj1nwXB1lLODZ7hw7Bwzt6aQAhI1rUa32KZTKtMtFegWi4sqL6o3s9ItlHrPF3Q6BZV2XqaVF2nl4zTyMco5gVI5giRPcvTEWgZPvcrAyVf4ZHgLuw6uxOq7Qqpg5eTlbew9torBcxt4Z+8yDp9fxfuDyzl06U22HVnD0bM7sXmn2P7+Nnbs2MO+faf59ndf5ZmV7/Hd57bw3Lo9/Okzb3BnKkK28JC8/im18hccOXqDP3tsPU8//y7LX3yPFc9vY+26fVy8MIfNLHHt4jR7tg+yasUG3lz9Fls3biFocTJfqnLx+Bk2vrqRN9dt5a21O3h7/U72bT3O2YHr2O66qSglyimVmpqkocVpaALdXJL5vEJbTVGWEuhChPlSjlZGoZNTKKci3KukqWtRmnqUbiFONy/SzSeZzynMZ1Xmsxnm9SWw/NtrLL8XLItwWQJLo1ym22xQLReJxwTcLgdulwOP24lj0RLB7+91h5bOgCylO7IsUSjkqNUq6LpGPC7w4x//kL/92/+LcrnYh8mSMdQSnIJBfz+tWtqIVlWFfD5LsZgnm82QTqdIJkUSUhxfwEswHMLr9+H2+wgJUbRCAXcwiNMXREpnCIsyfiGBOypg8viYtrm5MjbJbbObu84wc0ERu5DCKUhY/BGmrE7uzhgxWu04PW7CkRCSJJJOyShJCSkeIy6ESMUWwVK9/0MK858hlRoElSzuuIpDSGMNy1hCSRxRGU9c7adBzrDUB0tI7AElnFAIxmT8sWRvkE5KE1V0Ylr+qx0iuQeRSCqzCJcMkVSmt7goa73HSY2EnCMmZojE0n2wuHwCdp+AzRvFH0vhDPUc+03ecK/OYrRzx2jn+tQs1+dmGXPYMAXCvZH/qMKEJcCpKxPsOXmFnaev8O7gGQaGR/joxGkCQpxOs0E+mey/21UyMrVsmk+bFb5c6NLI6dinZzh37DhnB08wduUmfouHbEKjlW8wX+7yae0eDxr3mC9XFguIeRpZnW6pTKdYZKFaY6Fao1Ms0CpkqWaS1HMSnXKKRiFGNRumWREolYI0ugKVpofR8X0MnHiF/YPPc+zcOj48uJxLt3YjqFPsGljNnsE1HD6zgfcPP8vBT1ay++SLvDf4MocvbeX6xAmikgO7w0jAHyEpldi0eQ9/8r3VfPuJ13n6tQ/5377zGh/uu0RcblMpfUFGncfmSLP57QG+s2wtK17cyuubDrBi+RbWr9nJ9neP8vbru1n74mZWPvkK77/xHvu2foASDHOvXMJrNDF7Z4K5O3NM3zRiu+tG8uoUE3UaaoP7pTbNjEpVEejm4j1IZGN0syLdTIr7JZ1aKs58XqGSjFJOhilJfuaLEi09Sjcfo1tI0M2LzOcWwZJTmc/pzOdydHM5uvk/4NGyCJT/KbBUa8zX6nTrdSq5HN1Wk/l2i1RSxGycY25mCofdin2xcOv3e79ml+D3eykW8ywsdCmVCmhauh+9/PKXf8/8fBdJSuB02vu7RY9aLvh8HqLR3j2ipa6QJCXIZNQ+WDQtjaaliYsxfAEvvoC/13IOhwhGIzh8PuxeL55gBJc/hE+Iky6UiakZZp1uDHNWRibmuDFl4ZbZxYQrxIwnwpQz2Psfm7MyNmvCMGNixmbH4/cjxGMk5SRySkZKJhATQs91TvDyrfrDH1O69wWpaotopkAwlccd77WgrWEZdyyNX9Ifqa0oeAUFnyD30qFor87ijSTwRBP4BImAmCKS0hDULIKaJZLSCIgpvDGJoKQQSqYJJdOEZZVISiOqZBDSOoKiIyQ0hIRGNK4SFhRCQopAJIkvmsQb6XWE5pwB5txBJm0eRqdMjM3ZuGt1MzI9x4jRiMHpYMbjx+yLYvcnmHFEuXrXwembsxy4dJtdn1xl8Pptdh47icntpVGro8UTtHNZKmqKdinL/VaVz7oNFmoViopMzOfDa7ZQzxbolGosVNvcq3Xollq083Xa+QadYoP7jXpv6jWrUdZSvcJvqcCnzTr3mlVaRZ1OWaeSE6nkYtSKMTIpFynRTKnkpdzwU58PkavZcEcuM3ByFUdOv8rAmVfYfXQF+4ZW4Rauc9VwhI8GN3ByeBsDZzeye+hZPjr9Im8eeIYrs4Nk2yFSWT/ZbBIlmaJS6nL7tpn//Ccv8J0nNvCdZzbzfzy2gaeef5srNywYZ6McPniRO2NuzHaRN985xJNPb2D1qh28sOINXly+meeeWMtryzey8qlX2fDSeo7vG8BvNNHSVLr5DJWURE3NUEvnqSkV6uk6daVFQ2nSVKu01BxNLUUzE6edidLRo3R0gW42TleXF5Wkq4t09UTv+ewSfHqaz4vM5yXmc/LiHpXWS6XyOebzOTr5bx7zf3Ty9v+p0tfAMl+t9VSr98HSKBbp1Os8mJ+nnM/httuYHr+LcW6GudlpZmencbkcGI2z2GyWvrH2p58u8Nvf/oZKpUQw6EdVlf5zqVSSQMBHIODD6bRjs1kwGmeZm5vBYjEt2lpG+rWUJcuFdDqFpqX78zKpVLKfCgVCQTw+L06vB5fPiycUwheJEI6J2D1+QokkjYX71BY+xRmOcnN8hltTJq7dXYTLnJ3bcw5uTlu5OW1hzOhg3OJkdMqIwWjB6HDhCgYJxwTiskRSkUmlJVJiaAksP6Jy/wsyrS5isUpUK+OTctijCvaogjehEUhm/yiweCMJ/PEkQTFFJKUipDMI6QyRlEpQTPW+JqUISilCSYWwnCaSUokqGlFFQ0j1aisxMYOQ0IjE0oSEFMGo3AfLrMOP0RVk2uHjzqyVm5NGDCYHd61uxsw2xp1OJlwujP4QrkgSdzjFnDPGrbkAV6Y9HL0+zsGrdzh0ZYTDF4YZmZginy9Q1nWauRwLtQrztRLdSmFRvZbz/Wadh+023XKZe/UGD9tdHjTbdMs1GtkCtUyemp5lvlqiossUVYlaQWW+VqJVzlEv6jRKGt1mnloxiZL0EvRPYDJdYXz8FJNTpzDZzuIOXyGuT1Dt+khXTJy/sZWdA88xeO5Vdg8+w0dDKxke24MvMc6E9RIzrsscOLmB/ade4sOhZ/jgxKsMXd+OXHKiF0PomkAho1ItNBHjWdas3cGfP7mWx59/i8dXvMVjz2zi6Wc38fJLb/OdP3merdsOo+ltolGdoaHLbHvnIG+8/gHb3trLxtfe5q1177Lr7Z1cOXUBweWlmdHo5DRaukwnq1BXFerpDHWlQCNdoaHUaCg1WmqJlqbT1JI0MzFamQhtPUpbF+hkE3T0JF295wPTB4ueoJv9HeVEurkk3Vxqseit0c1nevWqwr9+KXFJvxuxfF1LBffqvwqXVrFEq1Lh006H+VYLORHHNDPN7PQUHrezDwW329m/32y3W5FliV/+8u/5q7/6KeFwEE1L86Mf/YB/+Zd/QlFkfD4PoVAAu92KxWJibm6G2dlpTKY5nE774iXFSL/mkkjE+t2hR31dElIcIS4Qji7CJeDHGwzgi0QICAKBaIw5q4NZu4toUkHK5nGGoxhmLdyZNnFzYo6rd2e5Ypjm6t1ZRqYsjM7auTlj5fqkkTsmB3eMVsaMZu6aLRjdTjyRIEJSRFGTqHIUNR7gW7WHP6T+2ZcU5++RaXYQC03C6TKehI4rpvXOnC6CxRdL44ul+2DxCXLvUNIjcAkkegWhiKwQTaWJptJEZIWQJPe/FpJkwsnU114jKCqCrBFPZokvFm6jcZWQkMIflvCERdyhBBNmF9M2L7dnLNwYn8VgtGMwORiZMjFvKRWkAAAgAElEQVQ6a8IYCDLt8WHyh7EHE5hcAhPmMLfNIW4YA5wcM3JsbJr9l0c4ceM2p4avIsTidJsNGrns4jtWafGP7Kt5lvlqmYV6r/XcKRV6lwJzGVqFLJ1ygU4pT7uYpawlyatx8mqMekWlklfI6yI5LU6totBuZbBYRznz8R4GBt9m/+GNHDi6gaPHN3Hk5HqOnFnH5bEPiShjNB5GcAtX2Lb/SXYOPsn7R5Zx6MxrHDi5HrngQSmGEFQbh0+/xb4TK9l7+gX2nl3P+0OrsQVHyBWDZNMRymqKopqnU7/HscFLPL18A489t5EXV23l5dXb+PafruCZJ9fywvINvPj8WtyuCLVyl7xeIxqQMIxMYhidwTRuxTZlI+6LUEyq1DMZWtkMC2Wd+VKali7RUCUaaYWGotNMF2kqJZpKiZZaoKVlaGoSzYxAU4/QykZpZQXaWYm23vN/6YFF+r3q6BKdXJJOTqaTT9HOK3QKWl9/aHfojwLLYsG9N29U7Q00LsKlW63RKVdolSt063Uezs/TKJfxOOxMj9/Fu5j2LEUtS9HKElzu3Zvnt7/9DbquIUkJfvzjH/KP//grdF3rd5eWPFzs9l7remkuZqnOsjTjshS5LAFlqZ0tJhOLcIkREaIEoz3XuaAgEBQE3IEwRpuTaasDqzeAKyJg8QWYtrmZtDi5PWXk+t1phm+Pc8Uwxc1pK6Nzdq5PW7h0d5Y7Fjcjs1auTEwzfHeC0ekpZlw2vEIYUY6RUWLoUphvVe5/SePzL6k9eEhx/h5qfZ5EvkUwVcQn5QjKi3oELL5YGn8shU+Q8QtSHy6+qEhIXATH7ygkyYREmaCYJCgmF1+TIpJUiMq9IRwh1Wszx6VeShQWFAKRZK+A6+/VWe4aHRhmbVw1THH97gzjFhd3Zq2MTJmY8wVxCAmCKRVBzWMPJBibcjFhjjDlkbhhDHB2ysnJcROHrt/h+M0xjpw9x+SckXvdLs1CfrGtXOx50i5O3bYKOepZjUpGplvN0y7p1PNpGvkUrWKaTlmjXVZplhSa5TStukazlqbZ1CgURHK5OIV8nHorjdVxh6GT77N91yp2H1zLRwNrOXBsLQdPrOWDI8+zdf8T7Dm2krM3P0DQJtGbdvYMvcR7B7/H4KVXGLywjo8G1+AITVDuqKTyYYZvH+H9w89x9NIaDp7fyDsHXuTC9Y9Iqy5q+TgFOUYhmaJVbBANJHl36z7+5LvLeeLZNbz82ls8+9wann1qFcuffpn1qzfgsNip5srUChUahRqFdI5CukhRyfUc4fQ8JUUhK8bIywINXaKVl2jmEr2irCrRSKdpprM003ma6TwtNUdL0xbBEqOpCzSyAi09TjMr09a1nkPdUtSSSS6mRTKdRw28sylauVTvVnRBoZlP08qnaRVUWgX1D8LljwJLscL8I3B5NHJZqDfoVms0ikXmm03utduIgsD0XUMPLh5XP2qxWEz4/d7+nlA4HOTXv/4lf/EXPyIWE7h//x7//b//M7mcTigU6B85e7SA6/W6+9O4S0N2v9vCXmo7x+MCkiwiJhPExQSxRJxoPEZYEAjFYgQFAbvHj8MbwOYLYvH4MXl8GN1eZuweJi1ORidmuDk+zcjdaW6Mz3Jt3MjVSROXJ8xcHDdyw+jkyrSFi+PTXDRMcG1iAoPFiMnnwhf2ospCDyzFe1/Q+PxLmp99RvX+AwrdhyjVBQS9TkgpEVYKhFJ5gmIGr6Dgj6s9xVI9CVJfvqhIREoRFmVCiSTBuNRraSWShEWZiJQilEj2Hy89F00qCHIaQU4Tk75Kg/xhCbc/1u8KmZxBDHN27kz3opWbk0buzFq5NW3GGopRe/A57S9/RLrWpNj5lIUvfkqh/jnBRIlxZ4JzBhsXZj2cHLcweHucgeujHDl3nnNXhqmWK7SXZk7K5UUtRi6VIt1qnm41y71GjnYpTSUbp6ILtEoS3ZrCQlOh21Ao5gT0TBgl5ScuOsnlBSoNmXJNJKl5GDz1PjsPrGf7vlfZNbCaI59s4tyt7QwNb+aNPd9j2+En+Ojky7x/5FWujh8h3/UyPL6bHYeXcWz4NQ59/CoHTmzk3LVB9EoKrSDiCht4b9/TDJxfzeGLm/hwcDUHBzcRjUzwoKlRVWLUFYWcqLBQv8fMpI13t+5h7fotrHhhDZs2beX9rXsZPDjIxO3bFNNJGrksuiRSVFQqmSyVTI6qptPM59HFBOlYlIIiUsmI5OQwuuSnpIapZ4RFuMg0VW0RLlmamk4zo9HISNT1BHU9Rj0Xp6EnaWTTNPUsLT3bmyXKpHqA0ZcsMXvqHVNL08imaeTSfbg3CimaxR5oejelvwEs3+jiX1gcBSizsNTFWwTMUmp0r97gXqNJLZujmsuz0GpRzGSwzs5y48owkxN38XrdzM5OY7GY8HhcmExzOBw2zGYjDx/e55/+6deoqkK1WuY3v/kXVFXpO/I/2m72+734fB68Xnffs+V3U6GlLtGjqVBPIglJREjEicQEAoKAPxrtg8XqDWB2+zB5epowOxidmOH6HQOjdye5PTnHyMQcF29P8vHoOGfvzHBhwsTwjJ3L0xaGp0wMTxu5MTvLHbORuw4zRqcJMRbsdYWy3YfUHn5B67PPqD14SP3BD8m2P0MstBEyNQStTFgpEBQz/elbf1wlEFfwx1IEhOTX4BJNKoRFmWBcxC/E8QtxgnGRsCgTTSq/FzbRZApBXoRLXCEiKH2o2FxhTDY/0xYPkyYXYzNWDLM2DEY7o1MmrhmmuWt2kq62+atf/iM//MXfIhUrRFI6+fqndO7/lM7Dvyasdjg5auLslJMT42YGb49z+OoIR89f4vCJE0RCYRZaLTrl6ldDbZVexNIp5+iUddollXvNLI2iRCUbpVmKsdCUaVVipOIm3LZRDIZPGL42yJWrQ5y9cJCE7KLSktBLUUYnPuHg8bfZd2wzuwbXcvTCmxjDZ0k1p5n0D/LOoWW8P/QUh86uZtuBleweeh1f8g424RIfnXiO/aefY9fgcxw4sZGPBrYTkUJkyyrpQogjZ9ayc/A5DnyynoMfb2b/wAYmDKd52FR78x6aRlZI0MxXKWbL+H1RZmasXLkyytyMlYhXIJ/O0Mj1LC6rWpJiOkG3WKBdyJGXk31VNIVaNk0lI1HKxCllBApqCF3yUM9EaGgCDVWkqaZpqhkaqk4zk6GR0ahnktR0kZqeoJ6VqOsKjaxOQy/SzBTpZDJ0NW0RMFo/kmnpGRrZRSe5nEo9p1DN90yuqkWZeilFvajQKn4zWL7pLnSnmO+DZUn9OaQluJQrzNfqNAtFKhmddrVKq1JBCAS4deM6w5cv9iFis1mw263MzEz128+CEOUXv/g5rVYDXdf453/+R3RdIxIJ9WdRHgXLUmq0lE4tRS6PTuEmk2I/HRIWHf3jYqIPlrAg4ItE8IRCuANhrC4v01YHRqcHezCMPRhm0uLk5t1JbhkmGZuYxjBtZnTSyKWxKT65NcHZOzOcmzBzxejiisnJdZOTEYudWxYrd6wWDDYzk9Zpgj47Mb+Nb2Xa96ne/5zGw8+ofvqA9hc/oTj/JanyPPFsg1imQjRd7IMlkNAIxFUC8XRPgkxAkPEvAkaQ00QkmUAsgU+I4RNiBGIJIpKMICsE4yLBuEgoIREWk0QkmYgkE032IpdgVMIflnD5Y9jcEeasPqaMLgwzNu5MWbi11AWyuLgxMcfw2CRmf5Rs6x6tL39EceEBtkiMW1NmrhuMzNiiFFtfUuj+hDFnnNN3LZyasHDoxhhHr9/iyLlL7D06xJjhLg/vfUqrVO3NopQrdCuVxQXELI28Si0r0yzIvQilpdCqxUgnLdhMl7l8cTdHB97g0MDb7Nq7iaPHtrNz3yYSipNqV0bO+dg/9A7b963m/cNref/oKk7c2IZDukKkcIsRy0d8eGI5Hx5/lj0nX2LfqU3sP/0WE86zJIpTnLi2gYNnX2LX4Ar2DK5l58FtzFimyZY0stUYBtMg7370BO8PrOTgyc0cHXqTwUNvUU2HuF/SaCkyZSlJKiKQkdNktRwZNUepUKVcqFBI50jHYpSVOK1skpqaIJ+M0i3o3G+UKadlVCFCKS3TyGvUc2kKSox8WqCaT1DNxcinA9T1CI1MlLqWoKGlaGgaDTVDI5OhrmvUMvIiWERqWZlaVqWezVHXyzQyZdoZnU4m01d7UU1dp5Fd/BnZNLW8QrWgUC2mqJRkqkWZWjH17wZLt1Cgmy8yXygxXyj1zLiWVK5Q03VahQLztRqdcplGsUi3XqOgpnFYTFy8cBaD4Q4m8xxm8xx2hxW73YLDaSOeELDbrVSrZT79dAEpKfLrX/+SbrdNVIgQW6yTLC0cPurXstQtWtolevTm0NLro9EwoUiwZ7wdjxEXE0TjMYLRCJ5gEKfPhz8iYHN7mbO7sPuCeKIC7oiAzR/G5g1gdrh7NRiLkwmzkzGzk1GTk+tzDq7MOrhlDzLq8DNq9zJqc3DbbueO3YrBYWXKMYfdOoPfMcu3su2H1B/8gMZnP6Dx6Re0Hv6EUuf7KKUuCb1BQqsipMuExCxeQSEYyxCMa32F4irhuEY4oRFOpIkpGtFkimBc/BpYwmKyD5ZQQvoaXJYAE5Zk3OEY9qCA2RNm2uFl3OTspzsj0yZGpkyMzFi4ZbRzbdrEyIwVmyARzVZwSmm01gK3TA4u3ppkzhXFYPRg8sRxCTo2QePipI3zUxaOjd7l+E0DB89eYs/gSU5dukqt1aVRqX5VaymWaOcKzJfLfFqt0M5naBU15hs697oabvdtLgx/xMHBjRw5uYmBk5sZPLWVwRPbOHNhDyfP7iRTiVCfT6GVQ+zYt4EtH77Me/tX8+HRtXx0aiP7P9nAzuMvs+vESg5fXMfgldcZuLARg+MUrsRtQso45XtBbpsPsXPwBT4aWsXewU3sG9zB5WtnkdJRqp000eQU2z96iR27X+Po0DsMXzzE2eN7yCf83C/r1FISNSVFMSVTSqepFQrkNI1mqUpB0yipGrmkSCWdoJKOU9NE6hmJVjZNPfOVV+5CvUQjp1LRktSzCo1ciqIWp5gWqGTi1DKxnjSRekamrqWpayq1jEYto1LXFepZuadcmnpWo5HL0cgWaepF2hmddkZ7RDpNXaOh6zSyGnVdo55NU8ulqeXTVPOpnjVnIUU9n6JV/OPMn36/cnQL+a9ULNItFZkvl3r+OZUy1YxKI5fl03qNhXqVZjHfW1wsF1GlONeuXOD6jcuYzNNMTxuw2oz4A24s1llEScDtdhAIeGm26kgpkZ/97K/5/MvPERIC/pCfeEL4GiyWohefz4PH4/odsET66VMoFCAQ8BEMBQiFg0SECEKsd4soJETwBnw4PB4isRj+UBhfKExIiBGKxQkIAuG4SEJWiEsywaiA0xvE4glg9YcxBaJMuYMYbG7uugLcsrowOD0Y3B4MLgdjDhuTPhdGn5NZywxW2zTfqiz8kMbDv6D52U/ofv5fqc//kHz9AUqujajVEdUacaVCWMzjE1QCQoagkCEczxJJ5BCkAjG5REIpk0iXSKhZYoraj1r8QpxALLGYDiX7CiWkvpaimEBCxBYKM+cPMuHycMdi4+aciZFZIzdmzdyYs3BtxsrwtJnhaTMjVhfjvghzUZE5QWImnMCTKnB53MqpqwbcsQzjNj/umMKsJ4LB4mHM4uHyxBxXp8ycGDFw6Pw1dp48z75PrmAJx6lUKxQ1hXpOp50v0lBz3CvWeVhtUVNU7tfrdKo5qlWJ42c+ZPfgRj4YWs3Ra2+y59Qa7sweZ8L4CSOGIczOqxSaArV5iWo3yf6hd9i6Zw3b969jz+Amdg1uZMfhVxm8/A53LENMec8Q0Q3cnD2MNTxMumZHypsodAKEU+O8t3cluw6v58iJd9k38A4HB7ZjdRp4+P0a+UqUS8MD3Lh6klnDdQSvhVI6TreUYb6cpamrVJQkFVXpq6wpX3tcURWqmvw7Sv0ByVQyj7w+I/X0te9VFpVaNPhWF7V0fEynlcvSymVp6hpNXX1ES0fWvn5srZcOqT04PaL/GevK36dWvqd2IUu3lKdbLrBQLXGv1nMB7JbyfXV+R+1yngnDTcbGrmE2TzI9PYbROInXY8NinSUQdBOK+HB6bCSSMdJZhXqrRnuhgyDF8AS9BMOBni/Lv6KlMf9IJNTfK1oq/Hq97q98XR5JmWJxgUg0TCAYIJ6If6NULYMoK0SEBN5QBFcghDMYxhEKYw+FmXX7uGOyMOvzYRME5kIBJrxuTNEw1miIKYeZWbuRb9370c8pz/+A8vwPWPjyr+l+9lOq7e+TKc4jZ5pIap2EUiWSyOOPaoRiWcLxHOF4jqhYQJCKxOQy8VRlES45hFT6a2D5qs7yh8FiDUeZCwQZd3u5bbUzYrRwY87M9TlLTyY7V+esDM/ZuGn3Mh4QmBWSzAhJpiMSn4zNMXDxDqeu3sWT0Jn1RAmlcjgjCWacfiYdPi4ZJvnkpoHB4ZscHb7Fro+vsP34RS5NGClVK5SyKtVspnfqIl+ho1foZqt08xWqaoZuvYicCvDBvo3sPvY6O0+tZef5New5uwZb9AqhhAGfcAtH4Dox1YheC1Dpxrgz/TEDZ7Zy4Nhb7B3czK7BDQx+soVp91nkshGlZsYcvMThjzeze2A1py5vx2A6hVZ1oxQcfHx5DzsPbGT/wBYOHHmHoRM7MZpHqTVSdLo6aTlEs/D1E6VLVwSrWs/B/w+D4n+t/tD96H/redgl/fvB8tWVxf46wCMTut9U/O2UcyQEH4axqxjGruJxGwkEHPj9dvwBF16fAyERxu2zE4z6CQtBkqqMXswSEsJ4Q74/CJal+0RL3aJAwNffiF7ail6yXHi0c7RU5P3KhuH3KyJEEIQYghAnGIng8ftx+f0EhChRWcIrCDgi4Z6EKJZwiNmgn7lQAHM4xKTLwYzLzrd++LNfce9HP6f9+U9p3v8LFr74K+rdH5ApzpPUGojpGgmliiAVCQo6kUSeqFjoS0iWiMnlRRUXwaISFmUCMRGfEMcvJL5WsF3qGi1pqaAbSEjYIgKmYIQJj48xu5NRs50Ro5UbRisjJhs3rS5umB1cNTkYdfiYCMaZE1LMxlJMRyQuTdo5MzrLhdtzOAUVl6CgN+8RzxQxecNE0jnu2j2cuTHGwXNXOHLpJrs+vsK7g2c5enkENatTK+Wo5bI0swUWSg2aWpF6KsfDWptySuV+p0Yy6ee9XevYOfg6H55cy9ZjK9l55jX2n17DwZNrOXbhTfYfX8fgx29ydewQHuE2StHO0NltHDy2mYFTbzH4yRYOnXidY+ffYvjObq7f3ce+ofUMfrKFwY/fYe/RjVy6uZ9iM0T3vozRdpWzF/czcuskRtMNwmETajpIqShSKooUMjG6ld6Q2JJLf0mR+gfMHnXl//8qWP7Yu8//lrvQf+g2dKeco9PIYzNPMHLtHD63CUHw4ffbEWIhvD4HoizgC7rw+Jw43Tb8kQCCFMMX9v9REcujqdDS1vOjtgxLgFhym1NVhUxGJZ1OIctSHzzfpFAoRDAYxOf34fF6cHk9uAN+PJEgIUnEHg4ybjEx5/dgi4YwBrwYrFZm/T4soRAmn5dv/c0v/wc///Vv+eHPfkWl+yWdB39JqfkZqWyLWKrcj0YEuUxU6kUoQrK0qEc/LyEkCz03uZRKaHHJySvE8QkJAjGR4B8BFocQxxyKMuULYHC4uWVxMGq2c9NsZ9Ti4Jbdw4jFyTWzk1GHj/FAjJlokmkhyWQowWxIYcKTwGAJ9kyr/DHkUouYVsDkDeOJp7hr93Dq2m0OnB3myKWb7DwzzNbBc+z/5DLeUJBGtUirVKas6nSLDdp6mZqc5WGtzf1KnS/mW2QzAgePvsu2favZPriaD0+tZd/59Ry9uJ6dg8s5cnYtB0+uZvfRV9l5+BWOnXsHKTvHnOsiR45vZvueFzl66g3OXNzK8U/eYODEevYNrOLEJ+9yYHATBwc3c+3WEQRxhkYnTqsjUa4KxOIW5JSHQk6gWkpSzkvoSpRMKkw+HaNT+vo/wqNnPpYA8/+D5ZuB8rsR36P6phpNu5Sl2yygq3EMt68weXcEj8eCy2VCEAIEgm4SYpRw1IfX78LtdeAL+wkJIXxhP+6A5xuh8mg6FAz6iURCJBIxNC1NqVSgXq/y2WcPqNer/Y3npe1nSUr0bx19k4RomNBiTScY9CEIAnExTjQmEIiGEeQkJo+Lc9evcWtmCmvQjychMON244zFsEUEjIEg3/q7//Fb/v43v+Wn/+03fPqjn9O+/xMKjYdImQYRqUA0WSSmVIinq8SUSl9CqowglxDkEtFkcVF5Yuks0VSaoJjEF0vgEWJ4hTj+uPi1ydulQbmgmCSQ6EHFn5BwCgmsEYFpf5i7Lh93bC5uWRzcsrq5ZXUzavVww+TkqsnBiM2DwScwGUpwNxjD4BWYDSlYhAxGv8S0W2DM5MYWFrEFBSasbm5Om7k+ZeT48E2OXLzO0eFb7DwzzI4Tl9j38SVGDQaKhSzdRoO8otHOVenma9SVHAvFGt18iW65d3Jj2niNY+d3MnBhGwOX32XfuQ2cub2FvadfYt/plzlw+lUOnFzDjoMv8MaOJxg3nyRfc2OYOsbAsc0cHNjAwcNrOTK4jqGhjRwaWMe5C7s4f+kjbo2dJCYamZ9XaTRF8nqIZi1JrZigVpT4v7l7ry9H7jNNk3/GXu6Zs252dmfd0XTPznT3du+M2mpb3a2RY5OiVbGKRc/ymVXpHdIj4U0EAj6AQBiEQQS8S1NVJEWKXpRalEiRlKMMybp89gIJMIsy7J6eOduzF++JykogkZkn48Hnft/brWu03ApNq0y9KuMZMnW9NPHeOXmC96DxsUNiz6n+Vv3nBss/Fhyfpk8D16fpZEo0TiNP/m4+DSyNmsrzz+4jJvaYmX6azY0lAoENUmKMfD5FUc4gy1myeYmCnEUuFckXc2TlHEL608EythQZr2NwHIvnnnuGd9/9AR999AE/+cmPeP755ybnj/L57GQZlCgmSadTv0UixXyaYiFDSc6jqjKWZeC4Fo5rY7kWum2RKuZ54vIlHr10gaurK6TKMuFMhlA2R8GpkzUd7vjRR7d4+2cjsHzvJx/x3GtvM7jxKmbzCLk6gkfJ7FC2epTMLmWrd/zvzuTzRa1JXm2QVz3kqktBN8lUNFKygiCXEOUyUqlCWlHJqQY51SBb0SfKKBoZRSOtaAgllWixjD9bZENIsxYTWY0kWYmmWImmWAgJzO7FmfZHmQ0lWEnm8KVkVsUCS7EcOxmdvVwVf0phO1nELxaJ5ivsJtIsbO6xHhHYTEijGsu1pQlY7rkwz6nLs5x58knKSomDwZCmM5o0Paz36VU9DmpNupZDyzS4ftCg5hXJlHYRyxuEi4vsFacJyeeYD97NfU/+Pl/8+me4++E/4K4zf8hf3/U7rO89QbOXplZPoFT8BPYucuXSXUxfuYv1lYdZXX6YrY3zVI0E+32NbqtEr6XQa5VpWAXcapb9pk7P0+jYFTq2xtA12fcs+o5J+9gMflxLGRuXnbxh+jXzt+o/N1g+7fX/qYBlHD2NHSTHHky/tT7TrGHrRZ5/dp+aWcK3co3FuStsrC8SCu6QSSdJSwmK8sjsvVyRUdQy+WIOWZHJ5NKfCpZKpTzpGJXLMpZVZTjs8+KLL/DGG69zcDDENA1EMTmxGhl3lRKJ2G+NVrIZkWIuRaWUx9IrmFUVXSuPLE00Bb2qIStlZFVhZnWFp6aneHLqCjldI6cbJOQS+y9/i/rN57nj+z/9gO//9BZvvX+Ldz+4xZs//CUvvPEunaOX0OsHlO0eJatLyeoiV9soTh/F6Y8+NjsUjRYFvUlOrZNT3eMVCRZpRUeUKySLZQRZIVVSkcoaWbVKVq2SqRgTpRWdtKIjKTpi2SAmV9jLyWyKGXwxibVoitWYxGpMYi6Q5OpOlMvbYab9MRYiGZbjeRZiWWaDKbbTGjtpjV2xzK4oEy/qxAoqO3GJxa0AwXSRcL7E5dUtHplZ5pHZNe65MMv9l5e4//xVvnTvfUTiMTrtDv12j/3mkL7bpaPX2Hca3Oz2GdZdOo0qrZbK8Mik1s8TL/rIWpuE5SvsZB7n1IU/4Z5H/2/uOfvv+eK9v8+X7/0jpIIPt55m0C/x7A2Ho4GCV03SdtIctGQapsiwrXDQ1+k3KrRqMr16hY6r0KkpHLYsbvY8eo5OQy/RtXQOXYcjr8b1Rp1n2s1RS/zYVnX8bju+qceuiP9/Bst/quLvyaJ329RoGhUauvKpYGnaFZquxtF+k1JBYHlhmtWla+xu+YjHgiQTYQoFCTEVH/kyl4pkcmkqmkJRLvw9IpbCpBM0bkGPfaHH55NOarzAezy9O06jfp1y2RRyIU2llMVQZXSthFqRR57RxRy5QhYhLSFrFYRCgbymsxEKU6m5KDWPstfCu/ECle4Rdzz7+g/4wc9v8cOPbvH9n37Ejz+6xXff+yXPvPJ9GvvP/wpc9PoBldqAst1DPo5aCnqTbMVDKlkUDPcYLAairJIsKiSLCoJcQZArpBXjWPrHQCmPJCo6QskgLqsE8jLbUp71xAguY7Bc3YlydSfK1G6UaX+cmUCKuZDEbFhiNiixGiuyIZQJpFX8qRLBdImdZI7NiMBmRBj5DMVEzi/6eGxulcfmfdx3aZ6vnZ/jK4+c5wv33MfM4hKtdpdBb59he5+u06Zr1jn0Wtxoj3aq9OpV9gcO+0cOwcQKdz74F9x15s/4/D2/y12P/BF/fd+/5qFzn+exy3dy9qkvMbP4CEc3HBwrT92ROehUOexUaVWLtPQ8A0eh75RoWTJtp0TbLtNzVYZNg/16lf16lZsdj76t01RlWlqFo3qNZ1ut0R4Sp8bNRoO+9XGkMn7HPXlzfNqN/Y9NiU5GTP8xYPn7glf18gEAACAASURBVOY3Pa5j6bd9/pMfj3834/Twk48b///AtWhVVRq6QrWYpVrMYhQyH6eYLW+SMh02jwvmnkWvXkUvZ3jueo9ht4Z/c5XlhWm21leIBHdIxENkMwKJRIRMdnSji5JAWSkhy4VPrYFkMtJti6BOQmNsjDZe1i1J4gQ26XRqZGZ2nPac7CaNi7aFfBq5kEYupFDkHLpWwjI1jGplcmI6WywgqxpazWP/2edJl1Vi2QKr/hAre1G20zJb6RJ3GK0jXnrzx/zg5x/wvZ98xA8/uMU7P7vFd979Bc+++hb14Teo1AYoTh+zdYTVvj6BzVhytU1GcUkWdPKaS06zyVTMiVl7PD9azBROFxFkdaKxH/PEg7mkk5ANYrJGqFDBn5HZEgv44hlWYxLLEZHLG0Fm/HHmw2nmQhLTuwJTO0muBSWWYgVmdkXm9yQ240V2hJEvUvB4q/9OXMIXSrDoDzPt2+Xx+TVOXZ7n7nPX+OoT03zlsQt87exj3H3qIdxWl2azR7veZVDvc7015Hq7z0GtTtswOOo2+OZzQ0wzx+WrZ7nrgb/kgbNf4M6H/oQ7T3+Wu878OQ898SWuzJ0lGF1Br+bo9x3abpVOzaTrWPQci4FtMjzWwDEY1PSPB8hcnYGrM6wZDGtV9h2Tg5rFQc0ajb6flD26Dp1/2I37aYD5h0KmbWq0Te1XADP+Wn+f1/11wBinKr+pNjR+vFMu3gaKcZRxMvpomxrP9Nu3gcityBNAtI5TymIyiizECG+skY0GycVCkw7Q+HvZrzvc6DY5bLq0LI2GqdD1DK4PGuz3XOSsgG9phrXlOWJhP0IyQjIRJpmIkBSiiMdb5sY3/Mno49dpfDRgvJbhk1FKNBqeHCWIx6OTqGX8nJNRzPhw48e7dfPIhTRlOUOlXEBVZZRykaKcI1/MUZBliuUKcSlLLFOgqDsUjRpbUYFHL8/w1VOPcX5ll7lAkjsyah2jdcRz33qH9z68xds/HekH79/izR9+wLOvvY07eA69foDZOqLiDlG9fbT6AWWnT15vklZcpHKNTKVGTnPJajbpikmqZJCUNeJ5hWiuRCQrk5RVkrJGUtYQZA1B1hFLOmLJOI5WRn5DwbxyDJYi64kcq7E0K1GJuYDAQijFQiTDfDjDfDg7UjTHYrTAJV+E6c04S36RXVHGLxbZS42AFpIKbCfSrIbiXF338/j8Gg9dWeDei3Pcc2Geey9c466zj3H36TNEBIlu/4C626Lf6NO1G+x7LQ5qdQ5clxu9Fkf9OvlMhIsXz3L67F08feUhHr94L+emv87C2jlCCR8VPUurZdLvNei1G3Qcl67t0rPq9Kw6A8tlYLkMzRoDy2Y4nk491vBY+455G1jGZ2mO7BNy7P/iwfLJmZJPdoqaRuU2c/uTBdaOpeNW5MnnT26NOxmhtKoqRy1v8rzDpjvxuLZLBTy1RENXCPpWSAV3yUaDNI0KTrmIUchQTEbJx8OYco6hZ3Oj25y8RqNa5rBTO3ZstGjVDML+DeamLxHY3SC0t0U4tEs8GkJIRpHG0cbxSeZPA8tJiMTj0ckZorFOQuXXgeWTadFtTgDlIrpepqIUkYsZMrkU6WyKXCFHSVFQjCpZuUIgKeFPZBBkHUGushpIcmFhgydnfXzlzHnue3KKO6I5nXBGxek/y3fe+xlvvT8q5r7zi5G+894H3Hz1LVpHL1EbPEfJ6aPWD9Aah8h2j3TFQ5BtJMUlX22QVkdezSnFmmzmH2/hj+YrxIvabV7NY//m8fb+aEEjklcJ5BT8mRJbosxGsoAvnmMtlmUtUWA5mmUuNILKcrzIalJmMVZkLpRldk/i2naSS8t+1qNZthM5krLBM69+h/1vvMxeKo8vkuTqup9HZ1f4+qU57rs0zwNXlnno6hJ3P/YUXzt7lnPTM7R6BzQaHfrNPnXNpmd73Gi0eabT5RvDATd6LWrVEplUBCEVoFgSKKsiVTtPo6nR7dp0Oy7dpkunXqfrNWnbDTpWc+QfZDbpmXX6pseg6tI3jw/qnbjRhs5IvwoWiyPH5Mi2OLKPr471XzxYPgmTcaRxMtXqOVWGnj1pCY87XuPXa1XVyWseNGqTn2FcY2royiSqaegKNUUmHw+T9G8xf/FpMpEAXdvAlHO0qiqtqoqnlhADO2QiAeI7GyT9W6jZ1OS1Bq7FUcujaSpc79Xpega9epVnD3uU8ykWZ6ZYW5pjfW2Rnc01IoFdhESUtCSSlkREIUHyE/WRX6dPQiQaDROJhCb6TVAZp03jNGgcqYxtQ8b2IhW1REUtIZcKZAtZsoU8eblERi4jFGQCiTR7ySxCsUqqUmPFL3LvY1Pcefo8Z6+s8sTsBqfOz4zAEpQU8kaLzo1XeOPdn/PWz27x7i9v8dbPbvHmT0Zwef7b79J75jWq7evorSMq9X2KVoeMVkdSXNJqnaxRJ1VxSFVsxGOwJEsn/JmPo5HYseVHfAKY0WOSskE4VyGUVdjLltlNy2ynZDaFIuvJAr5EHp8gsxTJcm0vxWwwPQHLXDjH1I7AWlxmMZjh/MI2vkgGXzhFXNb51g9+xHOvf5ddIctKMMallU3OTM1z37mr3HNhlgeuLHN6dpUHLlzh3sef4J4zZ9Fsj8HwiF6zS9v06NkeB47HkdfkerPJUavBYbvJQbfBoN+g33PptE36XZtBp0a3adOwDVyjile1aZouHasxkjmWR8+s0TMdeqbFyMj9RCrgjLTvVG/TgV3lwNY5sqocHV8P7Oo/ebB8mj7t+dc7jVG7/3hG52SRuudUOWp5t0HmsOlOHtOxdOxSgUIiQjYaJBMJIOxtIwZ2iG2vs7kwQy4WwikXaegKraqKkhYopRLEttfxry5SLWaxSwUaunLb97hfd3im36bjaBy0HAYNi2HT4uZ+h3bNILq3zdVL51ieu8r66iIh/zZiPDIBi5CMEz8Bhd+kMUxOAmXsbxQOBydA+SRUxrtdTk7ojqBSuM27SMpK5Io5csUc6UKefKmMrJmkSyqhVJ6wVMIXEFmP5IjLNfYkg0evbfGFB8/x+Xse5+yVVR6dWuaOeKFKomiSKtfIGy1aN17m9Xd/wY9u3eKdX97izZ/e4nvv3+Jb7/6Sm6+/TffZ16jtfwOlvk/B6kyU0RuIioOo2IgVC0ExERSTZLl6m6JFlWhRnbghjoETl3USJYNgpkwwU8afKU3AsiXKbAgjrcVlFkNZrvpFrvpF5sM55sM5pv0pLm7EWIkWWInkmdmI4k+V8IVEfCEBvdEjni/jCyeZ3wlybsHHqUsz3PPUFHc9fZX7Li3y9ellHr62wAPnLnLnqYcJJlMcHN6g1+px2OwzdJsMrRrX6y2e6XS4cXww7ajbZtht0WnW6HgGbUelZVfouib7TY9ho0HLcnAUjbbpHssZybKOz+nodCyNnjtaSTDW6EavHtdZxtLZd3T2HY1DW+fw+Lrv6Az/HlHB/5dg+Yc8v+dUJ0Nv4/ToZq/F9U7jtrrJybb6UcvjsOlO0qqjlsf1ToO2qWHKOQK+ZXwzU/hmpwlvrJHY3UQW43hqCS0nUS1mqWREErub1BQZYW+bQiJCKrg7+b6O2nVu9lq31WgmkPOqdByNo67HUcel41Y57NaxKyVmrlxgZf4aG6uLBHe3EGJhUmKSlJgkmYgRO05jfps+mf58EjRjoHwSKif3uZzU2L+oWMxTkPPExARCLoOQzRBNS4iFEgXdJllU8YVEplb3eGzax5NzO/hiJYL5OgtBmbPX9rj/6WXOnF/iiavL3BHLG4glh3TFG6U1ZYfB82/w9s9+yXsf3uL7P7vFd370EW+89wGvvP0+z77xDv1vfAuzd5OSO0B2ehTtLlmjiajUEMoWQtkcSTkpC0GxiBbUj+FS/FW4BNIl9qQRVHYkmR2pNIpaxBKbYonVWJHlSJ65UIbZYJqZQJqr/hRXdkQubcZZjuRZjRZYCUj4UyXWggLzWyF24hIzvm2W/RGubexybsHHmal57j9/ja+dn+G+S4s8OLXEwzMLnL58lTtPn+Xi3AJes0e/O+Dm4IiDepuBVeNGo83z/QHP9wcctdr06x7deoN+06PrGAxcg4OGxUGrxkHdpVez6dg2LdOkbVm0LZO2ZdC2dFq2SstWaNklWnaZnmscQ6VKzx3XWgwGtePCrqPRd9TRJjZbZf+EhrbKsPYP77z8UwLLyU7Nr+sEeWqJulae1FpOgmUMlxvdJg1doW1q6Pk0HUsnGw2yszxPbHud+M4GpVSCnlOlrpVxKzL9mklZSrK3tkTQt0Jk08dRuz75Opac5/mDPl3bmNR/xj/ruNbTNCoMPJNmtcz1Xp2jjoujyRy0PYZNj/D2Blu+ZfybPsJ7OySjIcRkHDEZJ5mIEf8EKH6dfl295WRE85vqKePi8MnJ3U8qk0sjZDNkymXS5RLRTI54TiZRUFj2xzl9foa7Hr7IX9x5hj/+0mnufGSWyz6J+aDCubUUpy5ucmkpwKxvjztihSpp1aNodZHtHnHZpOwNOXzpu/zdjz/g7V/c4js/+pBvvftL3vzprWO4vEvvuddHm+acHhm9SUZvkNGbJEvmRELZGkUwin2cIjlE8irRgjZRrKgTK+rHRvEGe9LIjH5Hul3bksJWqsxaQsYnlPCJCstxmdlgmuldkWm/xExAYjVWYDWSxxfJsR7NsBYUWA0k8AVirPgjLO6EmNn0c2llk8fmVjkzvcSDU0s8OLXCg1NLPHD5GmevzfOV02e558xZsgWF/eEhN/qHHDY6HLpN9m13lBLVWwy9Bm3boem49Osudb1Mz6qw7xr0a1U6VY2GrtK2qvTd0XBdy9JoWRVaVpmmU6LpyDSdAk1HpusZdL3q8dU4Bo1Bv2bQdzV6NZVeTWXgqAycCsOT+k8GFoue8x/Xev7HgmVcX+lYOk2jgls5NhsvZtHzaULrq6SCu6jZ1OhGPu4Y9ZwqrapKXStz0KiRiQRIh/dYn7uKXSoQ39nANzM1qanUtTL7dQclLZCNBrFLBVLBXcrpJEYhQ9OocKPXYr/h0NCVUfpjKBP4jTtIQ29UbN+vOxy1PQZulY6lMmxYDBsWdV2hbesM6jXqhkbEv010b5tY0E8iEkSIRRHiMcR4jGQidlu95NcpJQm3tZo/2SUShCSiKCCKAqmUiCR93F4etZglMpnUpG092lAnIooCQkpEKhbIqRqiXMKfFNkTMuyl8kyv7XLn6af5/c/9LX/21TP81f3n+Mv7z/M3p6a49/w6jy/EubQmcHUtxEYwyR0x2SSjN5GdISV3SMHuIJQdZHfAzW/9gO//7CO++5NbvPHeh3zv/Y947Z0PePntn/PMG+/SuP4KsntAqtIgpTbJVbsIZWcElPIoekmWRnDJaKPi7rjGEivqxCZgUSeQ8adk9tLyccRSZEsssCkW2UzJ7KRL+ASZ7YzCdl7HlyoxHx7VWxaieXxiidVIlrVwhs14jrVgktVAnLVggsWdML5wkuW9KPO7EabW/Ty9vMFjcz7OXF3l1NVVTl1d4Z7z05y6MssXTz3C33zt6/h2QgyH1zno7jOsd3jx4AZH9RY902HoeOw3mvRcl4Zdo2Vb7DcbDBsug3qNg6bHYavJoO7SqOpYJfkTYFFo2WVatkzbKdJ2ivRc9Tb1Xe02DewKR3WTgaMxsEdLqAeWSt+sMHBU2naZYcuiaSv0PJ2OqzNojhYjtR2VfqNK09boeSb9uj1Sw6FpaXRrNk65RCWdoWPaDD2XVtU4jrhM2maVjmXQsQ1GaxFUurZKx1ZHk8BWhY6l0bFH0djJgukYLONi6PiAZM+p0rZGIGpb2mh+xFSpFrPIYpxUyE8+ESGy5SO65WNzYYbYzjpKWsDTyjSMUa3DlHPIqTiyEKOulYnvbBDZ9OGbmaKulVGzKSKbPspSklRwdxKVbMxfI76zMSkENy2Nnmdxvd+iZel0XZO6odB1qzSqCg1DoW1pDOs2hy2HjqVSU/K0qmWudz36rsHAq9KtaaNFVo5BQyvTtao8N+xRSMSRoiESoT3i4QCJaJh4PEIiEUUQosQTIeLxINFYgEg0QCS6RzQaIBoLEouHSKeTpNPiJLWRpOOI5PhjQUwhiGlEKU0qk0HKZkhnUmQyKdJZgUxWJJ0RkKRjOAlJREFEFFOIkoRUkonmc2zF4sz4tpjb3GM7kWU1KHBufos7z1zk7kem+NuzU3z59AXuPzfPubUwszsSs1sxQoks4ajAHYGsTlS2SZTrCJU6ebuLoLpIegv36CVe+N5P+faPP+L19z7kpbd/ySvvfMTr793ilXc+4sbrP8Q9fBXZPULSBqTVLhmtRU5vktVaiCWHWN4gKVsUzCZ664CUYpFSLIRSddIxiubLRHJlwrkyfqlIsKAQyJXYFHKsxlIshQXW4ml2szKb0mgAZzNTYlXIsRjNsJLIs1swSGouW/EsfiHPrpBjPSKyuBNiYTuILyzil4psxNMshwSuboZ4enGTR66tcnpqkdNTy5yeWua+C/N84cw5vvjQE3zp649y+skr1Bp99vtHtGrtkbl7q8dRs81+o8nA8+i6Dq1ajabj4NoOLa9Br9Vh0OpQt2soBRkhFCawvkGzatCs6rSqx+/s5uim7FkKPavMoPYJOZUTUulVy3yj12TfMRhYOkd1l7ZWoVkp0Xd0HD3H/tBGVyXaLZVGXeFg36Xd1HGdMvsDF8cqU68ZHAzb2KZKw7PQKzLNms3i5Wvc96W7KSTSHLX6uBWDgVunrhs0DJ2ObdJxDNq2SssqfyxbpmWV6Dja8ed1GtXK8bu1zaBu03EMPL2Mp5fpOAZ1QxlNq5oqjWqFmirj6WX0YobA+gobizPMXz5HUYyxNH2R3bVFmqZKt1alaaqoeYnA+gr5ZITQ5hqLUxeIba9jyXmGnj1Jc9Rsimoxy8Klc6zPXcW/ukjSv0UlI9LQlUmq1XNNep5Dp+7Qrlm07CoNS6NuVvCqZbzq+Ocbq/IrGjbGS74NhnWDfbfKQa3KgWOx75h0dJ1SSiC5t0syvEcyESEaCxKOBogJYbK5BOn06OBiNLpLJLJDLOYnmQyTEmOkxBhSKkFaSpJJC+SyKfI5iUI+TaFQQEjlENMy6VyJbLFETpbJFjKksyKpTIJsIUU6JyCmjlOmpEA6lSGflSkUy+Q1lbVwgIWdHZ6eW+TspWtc9e2yGkiykygyvx3nqdl1HnxiilNPT3FxycdSIIwvEscXCJBMxEnFo9zhzxqEijbRkktcGQElY7ZIG21yVg/36CW++f33+faPb/Haux/x0tsf8Mo7H/HKD27x/Hd/weHL71I/egO19QKye4OM2iartchqLdKVBpLiIikuGc0lZ9QRy6Nu0cfG8CrxYmWiQKaIP1NkO5XFF0+xFhFZiYj44hIbYo69XJntjMyGmGctkWEtkcUnFdkraMQUk2Bangzj7SbSrAXjrOxFWY9K7KYKbMQyLIcErm1FOL+8zWOzPh6eWuLMlRFYvvrYFF959Ap3PX6Fv3ngEb52+knSeZXDg2dpOE0OWn0Oml0Omi2G9QY9rzYCi2vTdBxqlotlOJRlFSGaYGV+mUceOsN/+H8+z5/8wf81AUvbHKUNPVOnZ+r0TXW0J9YpM6jJDB2ZQa08+vg41Rk4Kn1Lw5azo12wnkNLVWnpGh1dZ+g5DLs2mp6m0dSoN1RabYO6p2EYBYbDBm7NoNmwkeUcB/sDnnz8UaauXMS2TFpeg7u/8Lf8yb/9LF/7wt8iC3ludA+oaya1ikrfrY1cC5o2PdcYpXKWTNsp0/MUBg0dT5exlSJ9z6KcEeh7FjVV5qhTp2WNoLPfrNFxRkOGjWqFpqlSFGNk4yF2VhdI7G2xtTxHUYxRyaUwS3nUvISnl3EqMlohjRDcIbixytbyHJlYEFspUs4IuBUZu1Rg6NkYhQzhjTX8q4tENn2TdvGvAGWcotWq9Bo1Op5Ds2bSsA3qtkHbMei6Jv26Sbum0a59Aiw1ZaJB3WAwgYrOQa3KoW1wZFU5tKsMTBOrkCcbDRMP7BIJ+QlHA4TjQULxAKIUIin4icZ2CIc3CYU2iES2iMf3SCSDSKk4UipOWkqSzYjHYElTyGcoFAoUZI1CyaJUMSlXqpQqKsVykVwhTSYvImUFpGwSKS2QkkRSUgYplSMtFUllZZZ2t7m4usSV1TXOXprivkef5uGLMzw+vcQ1X5DLS9s8PbvGE1cXuby4wtLWDpvRMNuxEDuhXcR4mEwsyB07ksZerkqoaBORbbJWl4zZQqjUico2WbNL8+ZrPP/m+7zxo1u8+u6HvPLOh7z89i1efvsWL37/Q25+6yd0n3sLZ/9VitaQvNEho46ilrzRIqs1RtFLQSMpV49lHEu7TaGszFYyzXpUYD0mspnIsJMq4M/IbKcKxGQdf1bGl8iyFpPYEHLsZEsEiyrhQoWErE7OKIXTebYTaTZjKbYT2QlYVoMCszsRLq3t8OTCBmevrvDw1BKnp5b4wpnz3P3UDA9enOcLDz7Kl+87y9zyFv3eEXWnyaDeZVBvM/AaDLw6Pa9Gp2bTqdm0HIeMILG2uMqp+x7kL//0z/mrP/8cZ089xJ5vHTWXpWVWaZsG3apBt6rRn0BFY2CNIpNeTaFfU+jVRushezV1tITa0TlsOFQyKY4adQ6adcxCnrqq0bMshvU6/Y6H5xkMBk1sW8O2VOqezf6wTywaZnlpkfvvvZ94NI5Vtfk//rfP8D//i3/J0vwqrVqbO//qK5y+++v86e9/lkuPnsdTLVpVm4NmaxKxdGs6/bH9RtOg56l0aqVRAdqqMGw4tG2do04dTy/TrVWxlSKuVsJWiljlAlJkD08vk0uEscoFQptrbCzOIEX2KKWTmKU8TVOlbevIqTiRbR9CcIfwlo/ozjrBjVUKQhRbKWLIWQ7bHqV0ElmIEdn0TYbYwhtrKGmBSkactJ7HMzD9mjk5XNi1DfquxUGrQd9zaVkmnq5S0xTqxzWybq1KxzHoOBpdW6PrVG5Tx6kwqBv0PZ2BpzN0dfYdYyRLZ9/SOfJGjpHldIrI3jZ72xuEI3tE4yECUT/xRIBYYpdIbJtQZJNQeJtIdJdYfI94IkBKiiOlE6QzwuRIwMfdnQJySUMuV6lUqlRUg7KiHp+gHg28iVICMZ1Eykikc1nSmSKilCcpFIgIWa761nlqcYkn5+Y4df4Sj07Pc37Rx6NXFri0tMn08jazPj/LOyHWAyG2wmG2IntshHbY3ttEiAZIRwPcsSUo7KY1/FmDQN6g6PYRNY+Y7JAouyQVj0y1g3v0Cs+/+T7fff8Wr717i5fe+oiX3vqIV98Z/fvG6z+l/423sHrPo7iHZLU2abVJTm+T1ZsIsk04o05mVk4OySVOgCWYLrIWTuILJdkRs4QyJSTVpmA1ERUTSXUI5xQ2Yml8EYltsUAoXyFUUAnlyqQrJmlFJ1VSSRbLRDMyAanAXqqAXyywHk2zFhJZ8MeY3ghwfnmLx2bXeHhqiYeuLPDFh8/xtaev8fVLC9x59hxfvu8s9595Ct3waNZ7tGttOrXGyA6j5k6gMtbnPvvHfO3LX2X6wkWSgSBVuUTLsmhbVRqGRsc06PxKpKIxtDT6doVeTaVbU+nWtGPpxxr9YQ8bHk3TYOC5tC0Tu1ymaVoMvAYH7Q4H/T7tZpOG59JutFlbWaNULPHiCy/zb373D7jrq/dy99/ex1e+eDelosa/+O//V3zL23zmf/+3ZJNF/sNffIFsVMKUddqWR99tYsoluo5Nw9CwyzKeLtNxtJGvUqvKoKHTdko0rRJtW8XVSvRckxv9FodtD7OUpyrnaJoqSlYktrvB/OVzhDbXCKyvUFPlSVTStnW0Qpp0NDCJUnxz0xOQFMUYZimPrRTpOKN6VWJvC08vkwr72VqcZW9tiWIySr9mUtfKo/mS42LwjW5zMurvqaVJvWdU89HpOQ4t08TTdJxyGUcZgaVrmfRdh659cmDvBGCOr31Pp+tp9Fxt5ELgaAxs7fiNQ+NG0+PAczBLRWLBXXa3fITC/hFYwjvEEwHiST/x5B6J5B5JIYQghhHFCGIqipRO3AaW8UzKqGVcJJPOk8vKFAvl0Sa4kkxBzpPNj9KhpBgjmRaRcjnShSJSTiYhFQkncuxEJTYSIkuhCFc2tnh4apYn51ZHS9GevMzj00us7kbZDgsEk2mCiSTbAT++nTV8Oz62/T6SET+psJ87NhIyW0KJbbHMTkpB1DxEzSOlNUlpTWKyQ1S2KTj7OAcv8d33P+K1dz/im9/7gBfe/CUvvfURL37/Q5799s85fPldBt94k9rwRWR7H0ltIqkNJLWBUK4Rl81JFyhW1IkUVCKFCuG8QihXJpwts5cqsrIXZysiEc1VSMlV1MaA+sFzGO0DcrpLvKCxm8yxGZPwiwUi2TKRnEI4UyJbMcmUdaTjyEWUNZLFCuHsCDDrMQlfRGR5L8HMdpjLvl2enPdxdnqZ05cXuOvxK9z99FXuPzfD/U9Nc8/Zc/zNVx8kFE3Tau3jWQ3qlkfTqtG2HdqOdQwVi05ttNKy53oM6nWGdY9h3aXvOvSc0bxKz6weA0Wf/LENLI0De9Tp6dZ02q5BxzVpu+bH15pNu2bjGhrDVhNXMzDkEt2aR9dt4BkWDcel5bYxFJNa1UMvm/zz/+Z/4mtfuZ+61WF5dp2//tyXqRkt/uX/8BmS4Tx/+H/+GbrsEdhMEtqK4yg2bsWkadQY1lscNNqjLfpujV7Npm6oNE2FljV6h+55Kv26NpKnc3PQpG3r6MUMh22PohgjtLnG+sI1ZClB01SRU/FJmmPIWdq2zkHLxdVKhLd8bC3PMf30Y6h5iWf3u+ysLmCW8nRrVUrpJFa5QDkjkI4G8PuWmLnwJDVVpm4ouBWZhq5gyXm+eTRk6NmTrtS4GzQe2R+P/n/chdJoGxYtw6SpmTS1Km3DpG87HHojxe9V0gAAIABJREFU36G+ZZ6QMZKt0beOQVNT6XgVum6FrqOMoGMpdC2VrqVy1HQ5bLm4ehkpESLo3yQc2iUaDRAK74xAkgoipWNksgmyuSS5vEAunyKXTyGlkx9HK7nUbftvi8U8kiiRkTIUcsdDb/LxUu5ijlwhR0JKksymEXNFhLxMIlMmLMr4Yzk2whLrySzrQpq1uMj51U3OL29weWWLc3Nr+AJJNkNJArEUkaTIXjjIxtYavo1Fdv0+4rEdkqFthOAOd/hieTbiRTYTMlvJ0dyIqHnk7f4kHRIqddJGF1Ft8cy3f8yz3/kJz33nZ7zw5i954c1f8o2/+zk3Xv8phy+/y83X3qP/je9i9Z6naO+T1lqIioegeIhKjVhxNLYfzqsEM2V2pSLbQp6tZJbNRIaAUMC3lyAoFkmXLaSSSbW5z/6zr9A6fI6CWkOSDaKSTCCRIZDIERLzxNIlEtkSkqwiFEoIhTKSXCFbMcmqJoJcIZSV2YhK+KIpVkMCi/4Y0+sBzi2u8+jVFU5fXuCBC9e498I17n1yiocuznHmwgxfuudhrsz48OoDrKqHU3VxzRoN06Jlm7Qdk457HFHURzYVPcuibRq0qjrtqk7HPG67HkcqY6AMbZ2hrXNgawycEVCanj2q2bgnrrUaTbfG9f19ht0eHa+JUVFp1eqUizKXnj7Pxacu4pp1jvrPYFZqxAMi/+73/pSvfeUBvvC5r6CXXP75P/tfUPImC9M+NldCOFqHG8MXGTRv0nZGKyKqxRJDr8l+o0nbsujVHBqGzn7DOzYp0yYukIOGTtsu46gjoypbyVPOCATWV7DKBTYWZ9hanmP56iW0QpqDloual2hUK6h5CSUrko4G0AppYrsbbK/Ms3LtMnoxQzYeolGtUDcUIts+CkKU9YVr+H1L7K4tEt1ZJxnYJpcIs9+s0ahW8NQS+XiYgG+ZmiLTNCoYhQxd28CtyDjl4uSU98m2dsfSGboOA7PG0KpzYDc4cJrsOx5De3Tcomea9C3r18PlGCwdp0LLLdOpKbSdMm1boW2VaZsKbVMZtdPrFnWzQimfIhkLEg7tEgnvEo2NUiEhFSKdjZMviBRlCVlOU5Az5Itp0hmBdEYkk02Ry0vHYMlTLI4maIvZDHI+h1IsoJRkyse7W3KFLFIuh5jLksznSeSKRNNFQikZf7LAdiyPL5JlKSJyzR9mIRhnajPA3G6UzUSG9bBAJFPEtxNkyx9k27/D+uYqa745NjcWiIXXyUkhEsFNkoFt7vBFMqxHs2zEcmzG8/hiWYJ5DaFSR1QbiGqDtNFG0jskynXU9rM0bnyLG6//mJfe+pCX3vqQZ7/9Pocv/5DBC29z/fUfcvTqu3S/8XeYgxfI20OESoNE2UWouERlk3DRIJBT2JFkfPEMK2GRxUCCJX+coFhkMySSzKsUNJdkXqVstehff57m8CZ5xSJXqpIqVIiIWfaiEntRkUSqSDpfJpGRiUpZopkcKblMQbMoGg7pskY0L7MRFVmPCKOoJRBndjPExaVNHr+6zJnLc5y6PMvpq0sTsDx+dZmHnrjCQ49eRDObGLpLVa9hGzZutUrTqtJ2RlDpuaOx8Z5tjE4tH5/zGdijKGVcUzkZqYzBsu8YDB2TlmtT92o0XffE1aXpetRdj0G3x4ZvE8/2sE0Hp+qQkbL80e/9If/uD/498VCSUkZh2DokLxT5r/+rf8aDdz/Eg3c9xMqMDzGcoWF2qJYc2s6Qg/YN6tUuh51nKEol6oZN33W52R8w8Gp07BFYWqbBzUGbuqHQtlX6nk7P1fD0IuVMjETAx55vnp3VOXxz0+QSYRJ7Wxhylsi2D1crcdj2aNs6e75ldtcWWbhynu2VecJbPsxSHjG0S0GIcr3XRMmKRHfWJ9FOOhpga3kOMbRLPhkZFWq10uTrmqU8u2uLrM9d5epTj+FfXURJC5NjAg1doSwlJ+3v8eHF8eFCu1SgJstUkhnMtEyrpNM3auxbdYZWjZ5h0VLVY7B8DJdRanS8rNzRaLsKDVemVSvTrB3PKdklmmaJhlmi7ag07QoNS8XSZAqZBNHQNpHgFslEkHBkh2hiD0GKkC0II6DIabJ5iUwuhZRJkc5KZHLp0X7cQp6CXKR4HJlU5Dzq8bVczJPPZRCEJJFoFH8oQlYuIxZKxDIyAaHAVjzHRjzPRqyAL15gKSJxYd3PXCDOfCDOYiDOViLDqj/E0tY2axvbrG348PmWWFubxbc6w/bGLJG9VVKxLRJ7GyT2trjDF5bwhdOjczWRDL5YFl8sy65UQVQbZKodRLWBUGmSqfaIyR7lxg32X3yHl9/+kFffucVz3/kZBy+9x+CFt9l/8R2OXn2Xo9fepfXMG1RaN5H0DjHZJV6qEZMdgnmNHanEppBnLSqxsBdndifCwk6U3XiWaLqEbNQpmU2i6RKZskWtfUCjf52CYiErJnlZIyHlCISThKICqXSBbKFMVEgTEiTCqTQpuYRs2MhVh3RJI5zOsxFOjsASFlgNJpjfjnBldZsnri3z0MUZTl2a4ZHZFR48P8OpCzM8fnWZJ64scf/D50gXDHSjgapaVA2LmmniWQYt57gOYmu0dIVuVaNb1divWRzVaxx6DtebHoeew9Ae1VX2nSoDx2C/ZrHvmQwsg77r0HRdWs0WrlPHq7kopQolWaHV6NBstJm9Nsfv/Kt/zfzcAkqpQrPRotcd8Lk//xxf/fKd/PEf/TFFqUDX66Lky0ydm+LFZ77JUe8ITdYYtobosk61bND1OriGS8tp0qv3aNeaNKtVbvS6k9TnRq+Dp1ewygUa1QquJmOWsmgFAVmKUM7E8PvmCGzMs7E4RTmToCrnGDYcDDmLIWeRInvkkxHkVJyOYxDdWSe6s05sd2NSVzlouWTjIeRUHDG0S02V8c1fZWd1gdDmGptLs9hKEaci07I0PL2MmpcQgjsYcpa4f5Ol6YsUEhFysRD7dYe6Vr5tMnac+pzcVzOezk0Fd4n4fGxMzxFd3kAOJ6kXFQZVlyO3wWGtPnJztO2RT5JlfmybYh8P/7n6BCyeLeOYBRwjR1XLYFWyGGqGhq3gWmU8q0LD0ahWCiQiu4R215GEMIHgJqHoDnEhRCobJ1NIkcmnSGdFpKyImBZJZVKks2ky+Qz5YpGCPPIPKpVktFIRrVSglM+QkwQS8Sibm5ssLq2wtLaOlC+RzJeJZspsJ3L4IhnWohl80Ty+eIEZf5yprTA72RJ7eYWNuMR2QmIrEmMjuIdvawPfxio+3zy+1WtsrF1jxzdDYHOW8PYScf86cf8md6wFBdaCAmshibWQxGokzVo0w0ZCZielEMjqRIoW8ZJHUmkgVFpIehej+02uv/YjXvnBhzz/3V9w/bWfHHeHvkfrmW9z+Mo7tJ/9Dvb+S8jeEeGCTaRokVQ8NgWZ5VBqArGloMhySGArmWd2I0jvxkscvfAt7PYhybyKJFfJlU2uP/8aptumrFrIJQ0xkycSFcjlZZSKgZTOE4onCQkp4pkcklwaWb5qBtF0gbW9ML69GCt7UZZ2wyzthlnYDjO9tsOj0wvc+8RFHjg/xenpOR6ZWeLhK/N8/emrPPTUNZ6aXuXq8g5Vp4tcMtA1C892sHWFljPKrV01z8DRGdhV6oo8iVbaeoWjhounyPStKk1V4Zlua3SexXO53m3SNnT6rotRUbHtGrpm4boNTn39Yb7y5bto1DvsD484d+4Cn//8X/OZz/wOKytrNBot9vcP+fzn/5q77rybC089RXB7G7dqcvPggKPBkF6zQcerM2i1GbTamBUVR9fwrCpH/R62ruKZVQYtj17N5oWjA7qORcfRGdZd9GKGo26DPd8iwY1ltpZn2F65xu7aLActi7XZizTNEk4lR90o4VRkimKM9YVrrM5cIbqzzvrCNVJhP3VDoVGtcNByqamj1rGrldAKabaW55i79DSRbR/7zRor1y7TrVVR8xJ1Q8EqF4jurJMK+9lZXWBx6gJx/yZWuTCpu4zH/McDeJ5auq22ctTyaJsaNUVGy0mIgR18s9OsTF/Cv7SIsL5FwR/FlPJ0KvpkyrpXtWnrOgeuS69m0bZGYwNNU6Xl6PQ8k0HTol1X8ZwiWkUknw0ixDcIBVcI+pfx7y7hOWW6LQPXKtPydI4GDeRcgl3fEpIQJhzxE4ztEU4EiYkRkukEYlYglROR8iliYpx4KkFSSiHlsmSLMoVSGbmioqgVSnKWipwnLwlIQpxQKMClS5c4e/YJri2scnXRx3ZEJJops5PMs7wnsBQUWQ1nWAqlWTu+J32JLL6YhC+cYNkfZGFjg7m1ZXxbPnybK6yvz7Phm2F3fZbQ1iIx/wrJoI9k4DgV+k1gWY8X2RbL7GU0QvkqUblGTHYR1TZJpUm2uo+z/ypHr7zHc9/5GTde/ykHL73H4Svv0nnu7+i/MAJM0T1Cdo+IFGuECzb+tI4vmmcllGE7VWIvW8EXz7EYSLCwl6BotejdfInejRex20cUdQ9RNihUbA6e+Sat/iG66VJWdEplDVmukC/IZDI5BDFFKJ4gkc0j5osksnnSskLZdMiUdfxxEZ8/yqo/wurxeP/FxXVOPXWZr55+jC+eeoR7n7zIAxeneHh6nsfmVnl81sdj0ys8fGGe009dQyoaaNU6mmpSd2pUKzINS6FXU2kYRZ4ftunbVVqaQlNTqJWKdE2do3qNfs1Gy2XoWFX26/Xj7oNKw9B5ZjhATqW5eP4SX7v7fna2AxwdPcPv/qt/w3/33/6PPHzmUSzL4aFTZ/jsZ/+Ez//lX/H7v/cHFAsyrVYLXa9SzBdoOCa9potjVOg3XaoVmW7DwbM0es0abdfErSrcOOjgmgq9ps2gbdGs6XQ9HVeTsco5CkKUbDxAPhkhuLHEoG6yvTKLb34KvZiiZZVxKjkMOUVNzVPJJbCVLH7fErHdDa6dfwIxtIvft0TdUEiF/TSqFbRCmr5noRXSRLZ9E0AoWZGr5x4n7t/EqcjE/ZvIqTjl/5ey9+qRdb/O/PQpPIBtwMYAgm0NwIE8smVZskbiWLAszZHEIUVSJA/JE3hi79y9O1fOb37fyjmHt3LO1bn37n0yqcMgKlCmJUgaQiP4C/x8UbuLPKLCzMUDFOqiG+iLX6//s9Z6VjFDt1YkKHhRfU70gJt0SCUXNTBzSc4mfW5O55xN+iz6rQ1UToddxo0aZ6MeN6vZxl9p5NOkdBnZZcN7tIdrf4eA9ZBcWGfebPBkMOK6P+ayO+Ck3WHV6rLqdDjpdTkZ9jgbDTid9Dib9jmZ9lmNu8xGTUZ9k0G3QtNMY1ajFHI6qYRILOInGPYSDPsIhX2YZobFrMVi1mExaXG5HDJsVcjFDNIxg0Q6QiIbI5VPkC2lyZWzZEtZ0sU0qXyKTDFLppglWyySKxXJlyvkK1UKlRrlaoVMOk4iFsSslGi1GoTDEaw2Jw+2D3j1zXv8xr//LFs7FqRIDilewKXG8IQyCIkSYrJMIL62JnzBFG49gksz8KgqPlUkoAaQVD+i5EYW7SiCHUNyEFHcpIwAmZDw46fQLViESJZAJIsvuoaLkKgip9dVyxouQ6LVEenmkmR9Trw2J9+5YHT1HW6++ze8+/3/xNW3/ooP//z/4+Jbf8Hq/R+wePdP0Qs9ItUxh0KCrWOBfP+MSG2Ikmsgpk0CiTLucBZXKIM/VqDcX5CpD6gOljQnZzRGJ4RzNdKVJo3BlHc/+piPPv4u10+f0en1qdVMCoUC6XSKZDpFIpOlaJrPb9TmyVRqtEYT2uMZObOBnsgihONI0SRKPI1V0Hhj+4BX7u1w58jOy48e8/axnW2vwAOXwJsHLr6xbeetPTcPLQECWpLR7IJme8BsMqXbqDHr1TmftFgNTC6nQ2btJtfPlw/nnRanwz7vnp9xc3rC6XjEk5MV43aHajbH9eqEna275JJpfue3XuCN17ZIxXP8y//+Z8lnS/zSL/4KiViaf/Pzv4Cm6Hzx83+AJIh8/K1vMR6OuLq4YLWcMxmPGQ/7rCYDLhYjVuMuN+dzTqddLhYDRu0q/UaJk0mL1bjJ2azDatLg6fmI2aDMuFsiHRXpVDMIjn0Ur43Dh2/hPtohaQjcnI55shoyqBfIx1TGrTKjZgnb7l3imh/P8TZJQyAs+SkmwhTiIU7H64XKvlmmlIxQTITZ3nqdYaOKmU/hPtrdtJAv5yNq2QTDRpVpp47Xss/u3bfwWvZxHT5G87sQHMc0ihn6Zplho8py0N5M7nZrRUbNGs1Chuv5mFm7zsVkwM1qRrOQoZKMUk5EcB88RnRayQRVOuU8k6bJrF3nfNzn3ZMFV8Mh14Mh1/0Bl4PnGg25mI64mA3XcyyzLqt5l9mkxaBXo1HPkC+ESaYVEnGBWNRLOORCNxxohhM95CYU9RGJB4gnZdqdAst5m/m4wWLY5HTcoWcWSEY0UtkYqWKKXDVHwSxQNMtky3mS+TSxTIJ8tUyuUiJbLpMuFknm88SzWaKpLLHUOm/FNMuk00nMRp3JdMmh1cWnf+MFXvgPL/KpX/hVvvj1t9l3ihz6VI58Kv5wGjlZxB9O4zWSuLQodlHHJkjYBQGPFEDQBdSwgKx6kGXnc7DYMEQnEdVL0hDIhKWf8FhCPwaLEMniD+fwRfMEYmXEZA05baJmG+j5DkahS8KckW4uSZgLopUp5cETlu/8KTff/RFPv/03PPv+j7j6+K84/fCH9C8/ZutIYscb5rXHHl5+5GD2zvfoXnxIrrdCSNU4lGIcimGEZJlEY0SiPkSI5ck012sAzfkFqVqLxnhJazLj4z/5AX/9t/+Jb//R9+kO+jQaDYbDPt1um0arTrFaoVirkS1VSWTzZEtVzG6f7nRBb7YknC0iBGNI0SSRfBkxkuL+sZPXH+5x79iBXQ/yOCBwx+Ziy+LmnkPgoUvhnk1k69DHtlWgN72g3uoznUxpmxWmHZPzSZPTUYN3z1ecDHpczaZczmZcLxeMW03eu7yia5pcLk7wO92ko0l+/lM/z972Hr/2y7/G5fkTfu1X/x1+j8jV+Q3/9v/4NNsPd/mF//kXOT+9oFysIIsSq8WSs9UJ11cXXJ6fMpuOeOfZE6aTAfPxuj19Nh1wuZxwMumwGrWZdKosBnUWA5Npr8b16YB+M0+/mWXaL2MWgixHVUTPPoZgp5YNU04FWQ7qXC/7dGtZZt0a1UyYVjmF4DxAdB3isz5G8VpJBUXCkpvL+YCL2ZDL+WjjrSQNGevjByR0iaQhE5b8NIoZbs4WG89k1m1QiIeQ3DaOHt1F9thJGjL797cwc0kK8RBPVlNm3cZmpH/aqW8gNGxUGdQrnI57myCneaeBmUlQz6VIahKWR/coRIMUYyHapRwng84mZvI2q+V80OW83+F80OHi+azR2aDDstdk1msw6ZosRk0mQ5N+r4xZT5MrhogmJJSgG1G1Egy5CAYdqJoVSbUga3bUoAsj6iMUD6CGvGQLIUYjk+W0xaxf53LW52TQpJAMk0hFSOQTZCtZimaRklkhXy2SLuZI5FIUahVylTVUErkckVQKIxZHDUVRQiEcLieSKmNEIijBEJIaxivqfP3Vu/zcv/5lfvcLL/PK2zts7Vh5e/uYPUcAKZZBjmc5DsjYAgq2gIjNJ2ILBHAJPvyyD1HzoRp+FM2NLDtRJDuq6CAouYiofpIhiUxYJRVUbsGSRgilEZ/DxR/O4Y3k8EdLCPEKYrKGlDKR0w2UTJNQaUC2fUKufU6sOiNpLmktP+D0/R/y9Dt/w9lHf8GT7/5Hrr/zN5iL9/iDrSPu2jWO5BR6qU/n4kMmz77L4Mkfkukt8SXKuCJ5gtUelekFEbOPmKqQbo9JPo9eSJltxhc3DE/PmV9cc3nzDrPVCe1+l8GoR7ffot2pM56OaHTa5MsVUrk82VKZfMWkWKvTHI5ZXT8lX28SL5aptAec3LzH1Qcf05mfbTJ3vZEYrnAEux5mT9C4Yw/w1pGPLYvAQ4fM64+sFOoDmt0Ro9GIXtNk2qlyOjI5G69nI3q1Kt1aldVozMl4QlTXycZTvPTVr+F3+fkffvZ/pFIycTl9/Iv/6r/l07/+m4iijt8n8al/9fN86n/6FC995WVW0xWVfJlCOs+TsysGnQ4n8wXdZoPL0yXL6YiT+YROs8ao12Q66rAc9riYTjgbD7leTp/v63Se7+GYnI5bNMvrLs7ho9dxHNyhkFC4XnUZNvP06zmenKzbyLNelVmvSqeW5vDhW2h+G8WEjiE4aJaSzHtrI/dyPuDJakw6JNMsZRk1a8Q1kaDgxbG/jepzbgbkbkf5sxGdmCpQyyZIGjI7W2+QDqkEBS/lVJTL+YhBvbLZNxrUK4xbJj2ztNkr6ptlZt3Gus38fP/otnXstxxg23lAWPARV4TN/tBtq/l6PuZ02N3EMGy8mV6bVa/Oom0yaVaZNKuMWiVGnQrDbhmzmqBYCpHKygRjPuSQC9FwIAQdiEEbkaiXSNiJHrSh6BZkw4YcdqBFvRhxP3LIgxHxU29kWM1aLIZ1zsYtriYdOtUciWSYWDZGupQmW8mSrxbJVQpkSgXSxTypQoFUoUA8myWcTGJEE6ihKJIeQlANXAEBLRollEgjh+PIoRReKcKdbRuf/+rb7FoFDhwS20de7u3ZsXgllHgaIRzlwOVm3+7E6vTg8gn4RAFBDSCpPkTFhSg7UDUXiupEkRwokgNd9hDWBOIhhUxUJ2nIa/P2k2DJ4Atl12ZquIAvUiQQK68d44SJkDDRch2S9TmF7iXpxgmx6oxc+5zOybdYvPsDbr73I975k7/j6fd+RH35IftCEq04IGJOyQ8uUPIdzMUNqw//lOk736MyuyLdXZDpLSmMzhDSFaRMjURzQKjaQsqUCRZrFDpDktUaejLF+9/5Nn/2Fz9kspzSHbT54KN3+eib79EbtGn3e+RKZVK5PMVqjVy5RjJXoNrqcPLkhvObd6l2+gRTeaK5MqX2kMHJFc8+/iP++K9/xP/zd3/HD/72b/ne3/xHelfvYA+meOPQwz27jF3P8o2HVgJGks5wTrfbZdxrMevWWA2qnI2bTNtNrhYrziYz0tEYv/Fvf51f+cVfwuf0Ytaa/G//6y/zsz/7r7i+ekarNeJf/Iv/DlGJ8r/80qeJRrMMe1Ma1SYX83MW4zmDZpfz1Qnjbp/r8zNWkwmzUZ/z5ZTFdMDJbMRk2GL2vH057ba5nC2Ytls8OzujWy3TN2sEBR+Kx8H1cszRozsEBRc+22MSRoBZr0rPzHIx79KupvjwZoXkOcR9/BDZe4TXuk0+pjKo56mkQ9ycTeiZOaadKqNmhUG9REIXcB/tYAgeclFjA4Jho0rPLDHt1CmnomQjOt1akb17byM4LfisB+RjQVbDDuOWuTFrb5cRe2Zp8/nW8L1dYBzUKwwbVaqZOHrAjeA4xrp9n6gUoFctUk3FWHSbfOvmagOQRj7NrF3/xM2g283r02GHWcdk1qkybVcYt8r063naZhqzHKdcCqEZThTdhqAe4VMP8WlHCBEratJLOOsnEvcQjrrQgjaUoBUxaEMKO1CiHrS4Dy3qR9ZdFIphpiOTxcBkNahzNWqz6DfIF1KkimkS+QSxbIxoOk4skyCWSRHLpjFiMYx4DD0WQ4tE15VKMIIcjCAGw8RyBVKVKlI0jp7IEs7WePP+IZ/7yls4hShuIYZPSeJT4nikEH4thBAM45NVrF4Px3Y7TpcHX8CPpAiouoCieRFlO4JkRdPdKKoTVXaiSm50xU9Il0iEdVLRIHFDIqFLPw2WW5fYE8rjDRc2gPFHy/ijFZRMC6PQJVabkWmebJ5E6cYZlfEzrr/91zz9ox9x9e2/pjp9F6M8Ij+4JGrOUQtdfPEauf4545vvMH/v+wxvvkXn8n0qsyuS7Rly3iRY7RAxuyQaA5R8lUitSahYQ06mqXS6pCsVhosZ3/ret3nvm+8xnA0YTntcXp9Rb7co1qrky2XylSrJfJ5YJkPZbDJanvKnf/lXfP+Hf8l3fvAXfPfP/5KPf/D/8uH3/4wPvvcnfPDHf8bg4pLyeIpeqmHVojxwS2zZBO7YJO7ZZd547OT+oYv+ZEWz1WIxGbDomyz6pfVT6Oqci+UJ0/6AUibHv/65T/HSV77O/vY+g+6I6WTJf/Nf/0tms3MmswsOjz20+0sq5oDF6gmL0ZJqrsK7l0+5Prlg0R9zOp1zPp1zPp/TNSs8OVuyGvW5WE0YtmpcnIxYjlqsxl0upjOWvTHjRodcOE5UVgjY7MhuF6rXw2rQQ/G46NaKXC1GPFmN6Zl5clGVqOLFZ9uhkJAx8yGyUYF+PYeZj3Ax7zBsFqhmwpSSBqLrkLDkQXAeUYgb9MwCPbNAt1akWcpytRiz6LeopGMkdAnN7yJgP8JvO+RqMaYQXxvDo2ZtPf8z7tE3yzw7W6yrkF5z3VoetOmZpc2O0aRt0q7kKcRDFBNhzHyKpCETsB8RsB+RDWlMWyaThsmq19rMqZyP+0xbJr1qcRPXMG2ZDMwyk6b5PPelxNm4xXxgMmwWaJTj5FMqkZAHVbYhCAf4xX0C8j4B7RAhZEGI2JASDtS0Bz3tRQvaUHULknqEoB4i6BbEkB0l6kKLezDifvSwh3RWp9PKM+lUWPRMrkZtLmd9Wp06xXqFRCGNHg8hhlQEQ0EMGcjRED5Vwa+pBDQDwQghhSLI4ShqNIEaS5IxGwQzOeIlk0ihhlMM45JiBBMmwYRJQM0gGBn0aIFgIo9ohLF5/VhdDlwBL/6An0AggCD4EUUvkuRBUVyoqhNVc6DpTlTNtfZZZDeq6idoyMTDIVKxMHFdWYNFDKUQQimkUBoxlMYXTOENZvAGc/hCa/lD+ecqoiRNhHgNNdsmYU5J1eeEin2MfJ9YdUrn7JucfvOHXH3nr0i1TxFSTbRiF63QRyv2iJgTiqMrmifv0jx9j87mcscNAAAgAElEQVTF+/SuP8Rc3ZDpLkk0p8TqY8R0DaPYQkiViNW6GHmTYL5KvtkhmMmSKJXoziacPbvho+9+zLOP3qM17FFt1qk0TcpmjUypRDSTJpbNrJ9D/SHJYoVivUW1PSBntjCSeTxqiGOPwK7Dy5EgsS+I7AYUdnwyj7wKD9wK95wKd+0ybx94eeXeHp3xkkazzWo2YjVsMOuUOBnWmXZbTHpdbs7OOJvN+Def+hR33niTL372c+SSGZ5e3SAKMuPhjNXijPPza9qtIa32kNXyjFGnz83pObNun2fnl4yaTaadLuezCZeLGcOmycV8zMmkx3K03rQ9m/VZDJtUs3EyoTAhQWbc6CDYXFRSaQSHk0Wvw8V0wmrQ5+lqzrRTp5SM4Dl+zM7Wa1TSUQL2A8Kim3Y1zeW8y+mkyc3JmKQh8IfvXKB4LQTse2TDMpmwQjokM+2YnI46zHt1emaRRjGDmUuSiwVZDtscPbpLNqIjOI5pV/Kcz4ZczIbcnM45nw5Y9Fushh2mnTo3p3MGZpnL6fqMx9V0SL9aZFAr0SxkSBsKSU0kYD/CtvsQI+CmWcrSf14RvXt5wvm4T6eQZVAuctZ/3vrvNBjVq5wOuwzNyvNAqeHaO2mbrPpNlv0W43aVfitPrRIhEQugylb8vj38wj6KakULOZH0Y0TtCCPuxkh6MJIelLgLKepAMI4R5ENE+QBvYAe75z4ecR+3sIcSdWEkfBgxH6GYj0RaolKO0m/lWQ7N9WrEssdk2qPVaxBLx5EMBafgxSn48SgyDlFg1+7ELoh4FB0hFEWJJQilsgQTGdRECj1bQIinOfBLWKUgRq6GGMniN9JUWjP0RBElmkWPZQkn0gQUmf3jQ/aO9/D4HOiajCILyAEvQsCF6LcjSQ501YVheNFVF6rqQpWdKIoHQwkQNGRiIZ1kJEjcEEnoAj8j6HEEI46gxwnoCfx6Er+e/il59TRePYs/mCcQKSLGK6hpk1ChRazSI24OSdanpFoLlu/9CRff+iGF/gVKtk24OiRcHeGLVcj1TimPr6gvn9E6fW+jzvkH9C4/ojp6Qrq5JFTso+XahEpdErUh8WqfSKlJpFgnmKuQa/apjWfkWl3M4Zj59VNWN09pDPuYvSYls0KqXCBeyBIv5EkWy6RKFSqtLqVGm0y5TjRTQo1k8GtR3IKBPaBiFRXsehBHMM6RHOK+S+RNi5+3bSIPXBr3rAJbe3Zi2TLD0ZRht8XJpMPIzDFvrfdZJp0mT5brnNPde1u8/KUvIHmcjJp1rpYz5sMeF8sZi3GfUadJo1JmNRkzaNe5mE95spzx8Ts3LHodJq0603aTZ2cnTNvrGZBho8rZpE+3VkT1OcnHglzOR9h2H5KLhEhoCqejAU+WM1aDHmfjIaOGybTdpFMpbhYAPcd7G0+jmokz7dS5mg0YNyq0SxkKUYO4IuDce8i3bi5IaiL5iMay19zMhZwMOnTKeS4mA1wHO4guK27LHoLbyum0T69e5mTSY9Csshx1mPYaXC7HrMZdxh2TVjVPr15mNe6up3p7DYblHNejLs1MnJQqEJd8HN9/G8/+IyT7EWHBQzkRYmiWWPQbLAdNJu0ao3qFVbvNSbvNqtXaaNlusWjVWbTqnI06LHp15h2TVb/ByajFtFOlXkiQiolImoWAfkRA2UcyjhG0IwT1GD3qRgnaCSd8OLyPSGRFFMOJEfYiKja0kBtvYB9BOkTRbewdvsmrr3+O/eO3+crXXyAgHxKMegjFveunlHxEOOKj3kxxsmpxsmwxGlQZdE2mkz5W6wFOr4sjh40jjwd/MMjWwSH/7jOf46HdixBNk2uuL4qa/QmxbBmXrOM2ojhDCZzBOE4jjsuI4A3FEKIJlHgKLZEini+QLhYIxUO4/E6ObXvYXYcIggtNDqBKfjTRjyJ6UAQ3kuBACtgRA3ZEvw1JWHsrIV0goouEdIGQKmLIfqJagJjqew4WPY6gxRC0BAEtSUBL/5Q2kAlmEcJ5xHgJJVXFyNWJlNpEqz1iZh8126AyuaZ58i6p1oJguUeqtSDTWREs9dALHdLtBc3VOwyf/CHDJ39I5+x9mifv0Fg8ozl7Rm14Tb51Qqw8JJjrEMy3CBc7RMsdlFQZOVki3ehjTk4oD6ZUhjMqwykps06t16XSNsmbZdKVPMlSgWSpSKZSI1s1KZhNcrU6qaJJNFNCi2YRjQR+JYZbCmITdex6GIce41AO8cAt8ZY1wJZd4r5T5a5N4M6hC49sMJjM6XXbnM+HTBslTnomT5fjjb/wZDXl5mzBu5cnPDtfMus21ket+i3OJv1NB+V03ONyPmI5aHMxGzLt1DefrxZj6oU0T1bTzRi74DgmHVLxWQ8QnBZEl5WnJzMmbZPL+Yhurbj5mfVCGtfhYxz726RD6mYWJKFLm2rhNn6gUcygeZ1oXicP33gVwX6M5LRSjIU2G8K32bMDs4z3aA/v0R6VZJSTQQfVsx65z8YMGuUsF4sRi2Gbaa+xBspizKRTZ9Kp8+R0RqOc5cnJjPmgtYZPvUI9FSXqdZISfYhHu8i2A7KaiOa0kFIFGtkY7VKGUb3EvGuyGjZZDhrMuibTVo2zbpezXpfTboezbofTToeTbotVp8miV+f9yxXn0w7d2tovysdVUhGBiOxBFi341QO8xgF+/QAxbEGO2lHjTkIpP6GUH790gKhZCEa8SKoNv3CMy7PHvfuvsLv3Jl968QW27r2IxX6XXFEjmvDjcD9k9+ANInEfeshJKOpBCzpQDTvZgspkXmN52mQwLDMbNTmdDzFUAbfLgWrovLp1h898+UXitTq/9/Jr/NaXXsKuhDGyZeIlE68WIW+2kaJpnEYcZySJO5LCGYrh0IO4g0GkRIJwPkumViWciRNQBGxuCxb7wRoqogNN86HJPjTRiyZ6UYU1WOSAC8nvRPI7EX0O5IALXfIR1tZgCWsCIVXAULxEFf9PgEWLbcAiqEkENb3RPwSWQCiHECmgJCpoGZNgvkG42CJcbiMma4TLPeLmiEilT6w2JNOak27OCJd7KJk6ctokVOpSGpwxvPqI6c3H9M7fpzq+Znj+TYbn36Q5e0a8MsRr5HFpafRsnUJnfV4kVKgTLJgkzA7F3pjm4gxzsiRSqlButyg1TQr1GtlamXSlTKZaIVczydVM0uUaqVKVRL5KJF3EiOdRwmmkYBrBiOOQg9j1MHYtyoEU5KFHZssusGWXuOdQuGsXuHPk5t7eMe3+iOGgx/l8zLK3zrq9fL6MeDLqbpLRLucjnqymm32i6+WE8+mA5aDNvNdkNeywHLS5OZ1vtnRvzcx6IY3osjKoV/BZD54PrPlJGjLTTh0zn9qMuE87dQb1CmHJT1DwEhS8tMo5jrfvYQge8rHgpuJ552LFyahLwH7E0aO7OA926JtlCtEg40aNfq3EexcnmyS2ei5FI5/mbNRD8zoJBjwErIeIDguleJihWaFdyjFumSz6LS5mQ05GXa7mI4aNKn2zzKS9Hse/BeYtgKed+tojsR6gOo4I7D8kJriIC25qcYOTrsnYLHAxbnMxep59MmqyGjZY9E1m3RqTbpVxu8qiXWfZbrBoN1i2Gyw7DRbdOvOuybxvMmwWMUsxUmERXbKjClYUyYIm2pAlCz5lH69xgBA6RopY0RIugmkvRsJLJCPglw7WnR7NjiBbePFrn8Hm2EbT3QxHFR7vv8mRdYtgxE08JeAX9glFPdx7+HVkzYqi24glA4RjXkTlmGDETaOdYrowGY+rDFsl+o0Kw3adb7zyNax2G5//0ov89md/HzmWQknk+OLrW/yfv/d5tvatiJEUuXqbaG49OuE04rjDSbyRFN5IAm84ij8aRUmlCOezpCplhKDCge2QnYNHWB2HBEQXiuZdeybSPw2V/xywRBUvP/NjqMQIqFECSoKAktrIr67l09YKGJkfVy3Ps2W1TG19dTBXJ1TqouWaKJk6wWKHWG1ItDpAyzWfd5equIwsdjVFIFYmYY4xZ0/onL5L5/RdqoNL2otnDM4+pH/2HtXhOdFyDyFWxK2nCBXqhAp1jHwNLVshUjYp9yeY0xWVwZhar0e126LcalCo18nWamSqFVLlKslShUShTDxfIpopEU4VCCYK6LEcaiSHHEnj0oI4tSBWJcyBaLDtU7nrktlyKGw5ZO67ZN4+dPLKnUekC2WmkwmLcZ/r+ZCLSY/3rk5552K1qUSuFmOuFuMNKG6/u4XP5XzE1WJMu5Jn0jZZDtqkggqa34V97xG23Yc49rcZ1CsUE2HyseAaQmcLJm2TccvcfH/06C6K14Hqc272cb734Tv0zTI3p3P6z3NhG8UMftsho2aNbETHa9knHwuS0NfZr+NGjSeLCf1aiU45j+iwELAeItiOOBv1EB0WEqr4iQNgt+3aVX8dzjSuV2mVc1yM15XZ2ej532I6XHd0aiW8ln1Uj52kLnH04A6Gz0EpomImgpx2Tc77DS4GTZ7Mepz0TK7mPVaD+iYOczmoM++bTLpVRu0yg2aR1bDFstdg0qkxqBdpV7KY+RjlbIhSxkDyHyEKh0jC0Rooqh1ds6GqFkTlGL96gC94iBy1ETAOUWIO1LgTj7SPFLITzwg4vI84tt3jN3/7f6fZzpPKaOTyQSJRP6Ji5aVXP0Mw4iZf0okm/Bzb7vC7/+HXEKRDtKCDcMxLKOp5PudiJZWVaHUzzKdrSJ70m7xzvsSy/5j7d+6SSmfxCgqf/cpLWHwSDkHjM199hd/9ytew+EXM4QQxFCdequHSwziMMO5wDDGeQsvl0LNZ5HgcIagT0BXsXicH1n2Ob6GiBxBlFx7PEaq0hsrfB8stVP4LwBIhoIaf6xYsP5Zf/bF82tqDCRgp/KE0QiSLGMsjJ4rIyRJKqkK0OkDJ1BESVbRck0ilj1FoE4iVcRlZnHoGX6SIL1LErqY4FmO4gzni5ojG4obO6hnN6RPa8xvmT/6Qi/f/mMnlBySrfRxyjHtHboRIlnilhZGtIidyBHMV0maHUndAYzSmPhxQ63Uptzvk6w1SlSqxQolIrkAsXyGaKxPJlghnigRTRYxkAT2RR4vn8AYjOLUgFjnEgWjwOKDzwKux5VTZsks88mq8vmvnG3d38Usa8/mcYbfFOxcrLmZ9LucjFv0Wo2aNea+5Acfts+fmbLHJgL39D943y4guKz7rAdfLCZad+9j3HhEUvJj51KaKuZgNsezcZ9I2qWbiCI5jHPvbuA4fk48FEZwWMmGNi+cG6e3vNvMp8rHgxo9Jh1QOHmwxbFQ31c43b65YDTtUklH27ryF7nNh3b6P5nXiO94nHzHWJzFWs01I0vuXp5sQ6puTOa1illG9zNmow7xVY9Gtcz5ss+o1qGdimJkYSSWA6rExa1Z59OYrdIppUrpIPRNj0a6x7NRYtKtcjFosOzWmjRKLdpVZs8zpqEmvlmXYKDLvmazGTU4m61mQSbdKv11iMWow7dXo1nPUChFSMQlDdSH6j/F5dnHaH+L17SArFvSQHT1oQ9aOCEh7+MRdAsYhgfAxatyBR9lFCFnw64c8PHgNi+cBr775+3zlpRewOR/yYPtVRNlOKqMxGpvUGykyeY39o7cQpENee/PzfP4P/i8ebL/M6299ASPsIhT1oBp2FN2GFnRsqph8SWc+NZm3ytzMR8ybJvNOC+fREdeXT4jG0vz6b/zf3N0+YM/u4dGxg0+/8HtsPT5gx+Zg22rHLkg4dR27ouPSQ6jpDIlajViphM/Q2HNa2LNbOHJYcHhteAU3ouJFkr0EBDs+nwVF/MehInjt/yxYIrKPiOzhZ26h4ldCzxXDL8c/IZ/yY/nVT8JlM7UbzSHE8uhZEyFRRYiVUTJ1QqUOwWIHKVnDGy6s52ISVYR4Baee4TAQ5sAfwq6mEGJlGpNrmtMrussbRmfvMrl4n9H5e7Tn15jjU+xSGD1TRU2VcGsxhGiaSNEkXm4QL9Wo9vvUen1qvQHVbo9Sq0PObJAsr+ESL1Q3cPlJsGjxHGoihz8cW4NF1NgXdPaEINuBIHdcGm9ZRba9Qd7Yd3Jn18bjYyfd3oBut83N2YqrxZjr5YSL2ZCnJ7PNtOioWdtMjN4mpM17TVSfk4D9CMf+Nu6jXeKayNmkTy2bYNZtcLUYczkf8c2bK+KaiOJ18PbLLxJThY1nEpEDn/Bkho0qp+MeqaBCJR3DtvsQyW3Dc7xHXBPpVAv0zTJnkz5PT2a0yrnNhGwqqOA73ufw/ha5sE63UqBfK23atb1qkWnL5GzUW3dtZiMW3fVJjFvfZdWts+qY9MpZGtk4aVUg6HMg2Q+JCh4Cx7tEBQ9Ppn3MdJQPL5acDVqc9BqcDRqc9Ewm9SK9cppuKcXQzDPtVJh1qkzaFbq1LP1mgUmvynxoshjWGfdr9FpFWmaGTEollRRJxEQiYR+G7kRWLQjiIQFhH6//MYK8j6JbkIwjBHWfgLqLoB8ih60IwSOEqBUj5cYpbhMwjvCq+7x+90s8tryFErSjhZ1E4gG+8cYXiCUkgmE/maxOvmCQLejcffA17j74GlrQgcu7jdu3wzfe+H3cvp3NE0iQjwhG3GhBB4J0SDThp9/JMzZzrOplJpUCZ/0e1VSaw+3HPHqww527j9g/svPCZ/+AxxYn8WIZOZbgocXCV996i3uHB3gMA7eu4wuF0FMpIoUCWiKGNeDh/v4jDmxH2DxWPIILv+DE57fj89sRJCea5tsYtn8fLILX/l8IFi2IXzXWUkIIcmwjv/JJ+dQYfi2OT4vj1xP49QS+YBJ/KIU/lMIXSm9MXTVdQ03XNv6LnjURogX0rIkYL63nZYz0eiDPSGMRwjx2yTikGOGsSWN0zuj0hv7yCa3JOa3JOd35FYPVUzqzC8Rwhq3HVvYcAkosTyhTxUgXSVVNsmaDYqtDpdun2htS6Q4ptnrkGx2SFZNE2SRWNAnnKhjpImoihxzLIEXTCNEETi3IsaCyJ2jsiyEeC2HuunXetAg8dOtsWQI8svm5u3NIplBhNBpxMhtzvVoHRt/usVzMhqyGHea9JuVUlMOHdwiJPgTHMeOWieA4RnLbEF1WurUiH91cUs3EuTldt4NzUQOvZZ9J20Ry27Ds3CcXNYgq63yTSdvk3cuTzVDZyahLLZtActtwH+3itx2i+V00ihkmbZPr5YST0TrmUvE6ULwO/LZDHt95k0I8hG33IUlNolPOb272nI16m3Oj40aNgVmmU84zqle5OZlzPu6z6DappeNcz8esunVyukDYZydwuI1wtEPgcJt6KszFoMmwkuVy2GLeKHPaNRlVc9zMB5x0TM4GDU77dRa9GqNGgUmrxLRdZtgs0DOzmKUYs0GNYbdMt5mnUUtRLUbJ54w1UBIyXv8ePv8uAeEQQT5C1qxoIRtG2IERdeCXdxGMQ6SQhYCxh1vexq08RAgdYqSca38laiWc9eGSdpCjdsSwlTfufZlD511CcS9qyIGiO5A1Ow8evUYqoxGOBPAHDji23ePYdge76wGxZIBYMkAk7sMb2OX1t76AHnIiyEcI8hF6yIkWdCCpFoIRN+VCkJtJhxOzzHW/zUmzzsVwyFc/9/u8+uJLuBxe3nrjDq+9sUWl3uY7f/rnpCs1hFCYO/v7CJEQgZCBFAujJmPI0SBeTcLidbBnO2TXsovNa8Pld+AX3PgEBz6/Db9gQ1E8BIMC8j8BFcFj+2fBEpa8hCX3PwSWyCfg8lOA0eIbuNwCxmus5QsmkeIFgvk64WILLWM+h0sdNV3FF8o+v6dcwB/OPVcWXzCDW0/iVKJYfBp2wcCvJwmmK+TrQ8zBkub4jNbkjNXTDzm5+YhIzuSNBwd89Y373N2zY/VryLEMwUyBaKFCutak3BlgDqeYgynmcIY5mG6CtuMlk0i++gmwiJEEQiyO6yfAciCF2RVja7BYRe65dR44ZR67RLZ2jpCNCLPFismgz9Xpkqeny01H5mzSZ9Zt8Ox8yeV8REwV1mBxWvjw6QWrYYcPnpyz6Lc2J1X37r1NvZDGc7yH4DjGtvuQ8+lgY4BeLcY0iplNaJLqc5IJa1h27nM26VPNxAnYjzgd96ikY3zw5JzloM2oWSOqCMRUAa9lHz3gxm87pBAPMWxUN5mxo3qVd86WrPrtjYF7G0B9214empVNbmynnKeaimHdvk+zkKIY0RCOdigEJRrpCBeDJs1MlNOuyaxe4rRrctqrMyhn6JfSDKs5TjrrAbGRmaddTjJsFhg3i0y7FUatIt16lnGvzLhfZTGp0+8UqZViJOIihuZGkKwIgWP8gQME+YiAeIAgHRJQ9tdDatoBkn6EoB8iBA9QYla0hB0heoBTeYhVuItTeYAvuItH392AxavuoSfd6Ek393Zfwep9iFfYwy8doOgO7j18mS995Xd49bUvcufuS9y7/xKCbEGQDglFPeu2snTIF770m+zsvcarr38On7CHatgR5CMU3YZq2NFDToIRN7Gwhw9Oh9wMWwwLKT5YzThpt0nrGq9+6UW+/gcvosoG/e6Is8sbXn/7Dr//4tfYthxhFwJ4NQkxrGMkY4TScQK6xIHtkAd7D3h8/Bib24LLZ8cbsOMXnAiSG1F2ISluFMWz1j8DFsnvRBHc/zxYxGAEQQ/hU3S8krEGixRDlOMIShxRTSCqiXXHSEvgU2Mbef+e3FoMlxrDF0whxvKoqTJauoKaKiPFC5tFx/V1wvUmpVuL41SiOOQIdimMR4nilAxsAR27oCGG06SqTdrTc2ZX71JorEHTmV1QbI6wCwbfuLvL1o4FpxgimCltYJGutSm1h6SqTUrt4XqRcXpCpTsmXWsQyZeJFipE8mXCuRLBTAEhFMEbjODSIxwrIfaEII/8Ie55DO64NLYcCvedKg+dIluPrWwf2umOpoyHY85XS66Ws42ncjbpb9rLt12b2wDoWbfBzemcciqKz3qA33bI+XTA2y+/SDUTJx8Lcr2cMO3UWfRbXC8n6+GzfIrtrdcJS36mnTqe4z2OHt2lWytyMRtuIPTh0wtuzhZkwhrPzpc8evs1RJeVbERH8To2qfmzbmNjIo+atU9cH3yymNAu5TbRA7V0fLPgdz7uE1cEZu36JnogJvupZ2J0ikkm9SKrnrl53izaVaaNEvNW5ROaNcufVK/KtF9m0ikybOfpt3J0mhnajTSteopUXEBXHSiSFUE8RlHtqIYTr38Ph3ubWCpAQN7HL+/jEnYIaIe4xR20mAO7cB8pcowQOcIf2sNt7ODUHmGT72IRtzgW7iBEjlBTLvz6ujMkhq0YKQ/BpI9vbH0Rm/sBX33ld/nil38bb2AfzfBghHwIgoVoLEAyIyNrVh5sv8xXvvYC27vfQAs6uPvga9hdD3jh936VfEnHYr+LqBwjKseEoh70kBMxsE85KvBs2qabifJ03OGji1NOe112traw7OyRjiXxun04nF5kTccjiTw42mPXYUFLhtAiBoImYPfZ2bPusXu0w4F1F6vrCI/PSkB0IQguBNGNIDkRZdcaLpILWV4D4+93hX4SMrcQuVVQCRBUAhiyH0PxEhI9hEQXPyMY4Q1YfKK6Acs/BpfbJ9E/BhiPEsNrJBGiOZRkCTVVRkmWEGP5/wywhPAbMVyyjsUvc+QVsfhlPGoYJZ4lnC1T683pL65YPvmA2eW7VLszjFQZKZxFjRfwKDF8WpxgukKsUCdZblHpjqn2ppTaQyrdMZXumGKrR7JiYqTzqIl1pRMrVhHCUXyhMG4jjEUNsy+GeCSEue8NsuUJsuVUeejWeeRU2Nqz8+DATq5sMpstOF8tuVxMuZyPfgos816TWbdBWPJTL6SRPXb8tkOcBzvrwbbnIUg3p3PMfIpZt8GkbW4qDb/tENfhY4qJMJrfheiybvybdy9PNhVPRA5QyyaIKgLOgx12tt7gvatTurUi1Ux8YxpfLyebMx3n08GmAlp014HUt2FIt+lrl9MhAeshituObecBzr1tjh/eZdoy6VYKXM1GvHex5OlqyMWsw7JvMm6WGDYKjJsl5t0aJ8MGi5650bxbY96tMetUn+/nlDmdNViMagw7ecxajEJWIxb2oSt2ZNGCLFrw+vbweHfx+PcQZAuK7kCQjvEGdjGibgTlADFoIaAd4pF2cQqPEIJHOIQHCNE1WHzhT4LlWNriSLyDGLMgJxy4pB0CxvOx/eAxSsTJvn2LB49f4YXP/CqK7sAb2EdSHBghH5JsRzdcvPTqZ5FUC//+d36FdE4mlgwga1a8gV0ebL/Mzt5rbN17kUY7RTTh38yzaEEHkbCbiGJj1SlyNW6w6lSZt2o8nY0pRKPsbN3h5S+/yDe+/ir37j3A7rDj8vuwep04BS9SRMEreHD77Nhdx1hsu1gdBzjcR/j99jVQbiU6ECTnBi6StNZtxfKTuu0SqYLnH4fKT4MlREAz8CnaGixSGFEMI0jh58+iCIISRVCiBNQofiWykU/9pLxaBI8Sxa8n1one0RxKLI8SyyNHc0iRLGI4s95LCqbWHo0Wx6NEcUlhXFIYnxrELavY/BKHbj8HTh/7Di8HTh9H7gChdIm82aUzPWd6/ozF5fuMT24wuwvixSb7TpEX33qITQwRK7eIV9rkmkPSZo/W/IJ8a0ChPSTb6JGoNtGzBdR0Dj1bIFysIEZiBCJRPMEIdi3KoRxhW4jwwBfiri/MXXeQh74QO94gWwdu7u7Z8UoGi+UZJ8sVF/PJpnK4vQh4O88y7zV58+tfZtFvEddEVJ+Tdy9PNkt1006d965O6Zkltrdex7G/jeA4JiT6eHznTcYtk/37WzxZTTmfDrg5nZON6HSqBVJBhZvT+SZoyb73iMLzGy9XizFPT2bcnC24Xk64nI82W8G3+ze3xvLpsMv1fMzVbESnnCdtKLj2d6imYszadQT7MbLLRjkRoV8r8ex0sbnVPO+YnIyaLIcms16VSfLjt08AACAASURBVKfMtFthOapzNm1xuewxbpcYt0tMOmUm3QrTW/WqTHoV6uUolaJBPiMTj/kwdDuSeIjPu4PL/Qiv7zFu3w4Oz0M8wi6CcoSoWRA1C37pAEm34vRt4wjs4JF2cQQeIRhHKFE7QvCIQPgQf+gAb2h/Axa78gCrch+LfA9fcB8hYsEuPMSr7iGELLjlXQTdghx2EEsLhBM+vvHGF9BDbmyObXZ23+LzX/gtvvyVFziy3uWNt7/IW1tfYv/oLSTVwltbX+Izn/s0v/QrP4cRdvHVl35nMzin6DZCUQ+ickxA2EcV9imlBJ6dj1j2Ter5BFezEU+WC2yPd7Hs7OE8tuJyOPF4PAiSiBbWEQwZh9/BkXUHi3UXm30fp/sAr9dKQLCvoaF4EATHRqLo3OgWLD/ZUlYEN5roxZD9BJXAPwiVfxwsepCAZuCVVXyiQkA0EIQQATG0hstPAua5/km4qOuKIWAkN8uNUiT7CYnhDEIoTcBIbsDiliO45CBOUcYhSDj+//bOq8mx/LzPvvG1L/wFpCpXWWW7KJGSKIoipeUybRouN+fZnbAzuzs9oSOARk4n/U8+iA2gc0QnAA2g0bl78gy5XNFS2bLL30Ef4fHF6cbM7FJy2eYlL37V1YODmamuwtNv+L3vKwySQiepGiQUnZgkiGQ14rKBnq9SmqkzU2+x0T1h/+5v6B0/pt7cp7bSZiCQJmtXkb0q47LV715Nr7WZb/SYrDcoLdQpzK1QWvSVm13Aqk1iTkxglCb87pA3QdQuM2aUGRRFbmklBpUiw1qRMbXA9ZjC9UCCoVCSTu+A/f1Djna3+zeAzsDi32r2TXCulu2fvDib3F2dm2R1bpL42GB/8/zZyYuD9iZr81N9Q10yOMyj4z1W5ybxhMTg55dx1AyWnOLe/jbd9RV+c/+Ew06DL+8dc9Lb6hvyWvUFtuqLHG+36G3W+ynbUbfJUbfpTxEvzdGuL2JmEhjpONGhG2THx6i5Jnd6/gzPzkadR4e7PD7e7w/yHW5tctjxW7+73Tr7XX/v6257hW5riW5jgdbGHLvtFba3luk2FthcnWZ9ucrSXJHF6RyzUzaWHsE0nsjQw4gzGb50J4YsgggniuHGEXYUu5BC2FGS0hApaRg7n8IpZQinbxBODzAYusT1wCdoXhglF0L2gmS9AGlnlJQ9RNIaJGkNMy5fR8mFUZwQihPCKCaQrCCyOU5hUsP0EuhOjJfO/QCvIHHu1ecZGfucUlngehmW6xN8fPFVZC3AD5/7Fm+9+zOufP425y/8ghuDH/PG2z9hNHiF8eg1nFyKXDGL5SYwnThuLoHrRDH1IN2tOe4cNmjWZ9hrr/Ho6ICZYgFTkhHZLHI6gyylsV2LQiWPcATj8QDB8ZvEooNk0wFUNYop0hhGCl1PIUTyKX0TLrqeRkgJhJzEUNPYQsIzVfK2X0sp58xngPI0VFxD8W3+TyIWF9WxkS0TWZiowkX05fmgMXIII4dm5hBWHtFvTedR7KdVfCYtOivuilztG4A5A4vqVvz6jFkka+WJq4KUJsgIA8mwkE0HybDJCJuUaiLpOcx8Dbc8h12coTxVp97Yp7v/kPb+Aw4e/SO1+jYzG3vciql88PkwojSDN1PHmV6ittqivOyfci0s1Ckv1ykuruDOzmJWazi1GtZEFVGqkM1XibsVglaFEaPKoKhyS5tgREwwpha5mdS5Pp7ms1sBFutNtnv7HPROt4yd6uxDe6Z7+9t9o1oyOIwl+1vtlfg485UC00WX//UPv6G36Y8E3D/o0dusMzeR56sHtwndGsATEmoijEhFKZpafzXB9kadL+8d85v7Jzw62efOboeD9iZ397p9sN3eafPgcKdfXO5t1lmoFikYKiIdo6ir7G6uMp13qLkmqzM1vrxzxOPjffab6zw+3uegtUF3dZnttRVWJifY2fA35+1vrbHTqbPdWWK7vUhna4FOa57O1gLb7UW67UV2usu0W/NsrE2yMJejUtJwrCRCCSFlRtHFeF/iKWkihCr8WRy3mEGzIljFNGYhhWKF8SoyRj6J5aXJqkF0O8HNkYv84o3nOPfWj3jn45f5YvhDFGccyQ0huSGyTpCsEyTtjPZ1I3yRjB3ALCUQuQhmKYnIx5CMEHYpgyQCFCoKXkHiw49/wdDIVVKZMcbD1/n8i/cJjH+BIoJcv3WeodFLvPDy95DUMcpVjalZiy8G3ierjHLh8mt9oFhugkLZn4w2czFUM0hlSmPvYJVet06nuUKvuc5BZws1GScdC5NNJtCFguMaqCJLJDlOYHyQeGyITGoUIYcx9QS2nkIXMVQ5jJQJoos4uogj+kogRAJdT/pgeaql7OgyOUvrQ2Uib/1uoJzpabBoroPq2EimgSxMFGGhaQ6a5iCEiypcNN3r618Hiw+Xswgka34zNXo6JTpLh/zaTAnJ9EiqgpTQSAv9VAYpTSepGCRkHac0fWrDn0a1ysh6Cbswy+R8g8X1XXbu/VdWd+7TPPoV7vQaSbNCZWWL8tImZtU/s1paWqda36RS3yA/v4Q9NYs9PU1udg5vagqnOok+UUMuTpLM1Rh3aoxZkwwbk32wDCl5hjIWgzGZayNRdK9Cs9Vlr+vXVc5AcgaYsyjmV3cOGbh0nujITdREGCU+zmKtRHt1qb+sKK8rfHnvGCkapGQJQrcGWJmu8Pj2AZnwGJ6Q+pHHw6Nd7h/0eHC40zfRrS9M94+vPzjc6Z/H6K6v9OeHNhZnfKilY0jRYL+AXBAK3dVl9hprLFVL7DXW2F5b4U6v3Z8M3tnw1wzsNdbYWlngoLXBXmON5akSays11tYn2WrO0e4ust1ZYqu9QKsxy/rGFJNVg4mqoFxU8XJZHyp6FKGF0ZQQhh7uRym6EfF1WuQUdpSMOoqdT5EWowg3hmQECSUHUJ0oGREglhrk/Y/O8cml1/nRT/+Cl879kI8vv8ZY+DMyIoBihZHtELL9BCxnyrhj3IpeJiYGcSppjGIcvRDHLCXJ6kGEG8Nw44zHB8iXFG4MXiA4PsBY8BqGmeTFl77PtesfUa5qnL/wCyw3wUefnMPNp5mcMZHUMUoVlY8vvsqHH5/rF3CLEwqlikpSuoXihDArCcxSkoV6kW6vzs72Kpv1BW7vbjNfnaBg6hiqhCkUMukYI6M3GQncIi2FkbNBhBLC0GJYIoEp4gg5jJwOkEoMI7SYr98BFyES/bqKo8u4hkLO0vrdn5JnPEl7vgYVR5dxjOyzYFFsC8k0kISBqploqo2q2t8AjCrcb4BF/RpkVKeEbBXI6B5p4ZLRPRS7iJ6vYpWm+jIKNUSuguaW+++RrRxpoZMSCimh+epHL7bftXLKp2mYP9ukGGUyooBqVrFLC6cnXU/YOv6K/Uf/ja2TL5nd3MWsLpJ1K/5RtPk6lfoGlfoGhYVlnOl57OlpvJlZctPTeFNTmNUplNIU6cIUEW+KgD3FqDXNTa3KoKhwK5tnRPIYTRsMR2XGolnqG0122qeb20/hcgaV2zvt0xmZXj8y6awt8+Bwp99C/s39k/4HfKu+yEzJo1VfoD5TpWCofVPb8baf3pz0tnhwuMPxdosHhzv9A+x3djv8w+P7bNUX+/+PpckykeEbfT/NfKVAIjB0Ot1cZKexyt29Lr862ef29lbfr3J3p0NreZ69xhqd+hK900uDJ90WnfoSWyvz9Nbr3Om12WnUaTXm2WzNstmYob5eY34hT6kiMK0EshYikx0lI4+hqCE0PYJhxrHcFK6XIZfPIitjKNoomgigm+MYdgTbi/su2WKKrDaCXUoRzd4gJt3kZugi7158mau33uP8ldd48+0X+e73/jOXPn2HDz56FVVEcfJZ3IJERgSQjBBZM+CnN6eAkVx/Pkj2xkmZowQy1xD56KmtP4LmRUiLMfRcAkkEWKgXkNQgshbi4uW3+eTim6QzY0xOWUhqkLQ0zBcD7zMWuspI4FPGQlcx7BhZZZTPrr3LW+/+jIw84hdsJ5RTL0scM59AzUcxJ1OY1QxGPkWzs0CnU6fTrNPZXKW7sUbZNomFxgiODDI2eovhkRtE4mMYVhYhhzGUIKYaxtIimGoYoYRQsyHkdAChRU8VeypyeQKWr6c6/1Lq8zRYzoYWnwGLsD0000HRrW+A5Wm49MFi5vtw+V3S7AKy4ZEVLhnNIiNcFDOH7lWwi1XswiR2sYaZr2HkJtDdiVPnbxHFdE+jlCdRi2zaCC+PU66Sq8yQ0mzikoGkF/CqCxQnV9BzU8hmBc2ZJKLkKc03WWye0Dh8TO/ub2kdP2alc4w3Uyc3W8edWcadWaawsEalvsHEyjruzDyiXMWbWcCdnseszaKWp8nmp0jmpojYk4TMKoNKkRG1xK20w5iSZ0z2CGQtLg+OM1dv0G132NtqsN/2Ixbfldri7k7n1O7f5NHtIw46bQ46W5RMnVRwDFfJ8Phoj9W5KTYX59lcnOew3aKzWue42+be3g77rQYn2x0eHu7z8HCfOzvbPDzc52CryW5jg8N2i4dHTwYZz1rVrpbF1TJ4IsNUwWHs+lVOek1mSg67zTpHXf+64WFnnVZ9jrt7/uqEk16D9toCB+11tjeWWV+cZHNpmu76Ese9Blv1ef/cR2OFvdYq9aUKa+uTzC8VKFUEuhUnI4+RzIyRygZIS0FkNYyiRVBFFFWEEUbUlxntG8d0K4puRE6/H3+yNMkaR3PCeJUsoeQ1hsYv88lnb/DDn32bl1/7W37w429zbeBj3nnvHF5eYXDkCm5ORhg+XAzHjzwkI4RsBpGsoD8b5PjTzJoXxq1mGIldIaOPYpYS/nN6gJQ2ilPOEk3dIKuNMTPvUK4K3v/oHBl5jCufv0MyM8x751/m5sgFxsKfUagomF6CF899n6sD73H587dJKyMsrJSwcxkS6SEsN3X6cwpQqgncmoyWi5GrKihinGZrgcb6LIfbm2wszvCr28fMlYvExoYIDN0gnQghSTESyRCx2AiaNI6QguhyuC9DiSCUKLoaQ6jRJ1GLFkPXkggRxxApTJGi6AmKnqDkCPKOSsHS8CyZ3Fmqc1qkPfveOwWKp8u4IkNe9/VvVGGj6Q6a7iAMF9PKIXQHRTXISoKsJFBUA6E7mFYO08qhWzmE6SEMF013UIWNKmwUYWHY+VMVMew8ulU4fT6PMD0U4aBbOdx8lUJ5knxpCsstogqXtCSQNB1JGH4h2XTRnTymV8TMV7AKVTS37O+P8ap+7aZfIJ7BKM6RFAUkq4JdXmZisclSY5+13l2aB4/YOnpMZWULd3oFbWIWUZ0nt7BGcXkTd86/ylhYalBcbuLN1DEq81i1RdzpOmphhpDsEFLzDKcthtMWI5LHQExwaTTDtaggIso0uvu0W1vstP1i6GFzlTvtdR7udfjq3h3u7h9w5+gYJS2TjqXI6xbx4WHsVJxpW+fB/i5b9RVu97a5v7/HbmOTr+7f42S7y3G3w8PDAx4dHbLfarLfarI+P8fd3R3u7PQ46rQpmTqHnUbfretqaVr1OfRMlMVajqPupt+5aa+y16qz01xie3OB7sY8nfU52mvTdDZn2WkusNteYq/j+0q2m/N0GrPsbq/Q6yyx1ZxjY32S+nKZufkcs9MOk1MWaWmYtDKCJALIYhxFRFH1OJqRQDOSxFKj6HaGXEkgzATFiiCrjZFWRhBWhIwSolyzkJRxxmPXCScGKFZVYunrXLn2FuPxLzj32g94/ud/zt/95M9wCxLnL7+FMJMkswGiySE0I05lyubf/ft/y6tv/JiR4GcEwtdISkOoxvipgihWCM0MotqhpzSO7kX5YvADnHIaRQ9g5xOYXgynkMQr+X+mmSEKFQVhR7kx/AnnL73Kpc/eRC/EcSdlknqAjz5/gw8uv0oodR2rJGEWs5SnTfJVHbuoYDhphJnwZaUw7Qy6kUAXMXQliiMSVD3B6myZvY0l7vVaHDZX2V1fZipnoMSDSKkQmWSQeHwUTUugSdG+hBzzpcT7UrMR/zUljilSfspjyX6B1hPkDImckSGv/99/PYNK3kjzbzRhIYSNEB5CeBim1weLJAsk+QlYDNPrSzdcdMNF6M7p+200YWHZ+b7OQPT0+zRhYVo5vFyZYqlGsVTDcYsI3UFWdBRhoggT1XAQlvcNsPhQmUDkar6eWgQuSjMY+Vk0Z5KMUSZjlNELs1QWGtQ7J3ROfk3v/t+z0j3Bm19HVBcxJpdxZldx5tYwp+u4803SuWnSdg2zuoQzuUT2tHNllWdJGgWiwiOiFQioBW6mbK5EBFfCFtcTJvNrHXZ29+lsbrLbXOtb1++0N7m/t8POVofGxhbB0QiOmed4e59Hh4f848kx//3+bW632+y3tnhwcMiv79zlwcEhh+0OJ9s9NheXOOp0ubOzy5d373Gy3eP+/gELlSply8aWJaSIXwTe3qgz4ei06nM8PPJ31N7b33oyGdzx963ut5fZ21pit7Xoq73AdnOWrfVJmqtVmhuTdFqz7PaWONivs9NbotOeY229yty8P71re0lUEUJSx1CNIIYb9W3vnv/ByaphkpkQiXQQVSRJZcdR9TiKiCJpIVRjHGGNMxb+DMuTiMRHmJi0mZrLEYoOkJKHiSQH+LO//CNujX7CL996jqHAZcLxG8giQiw1wvVbVxgJXuM/feuPGBy9im6neOGVH/L++XMEIwMoeginkH4GLJrpg0VYob4MN0paGSKtDBFLXydXziCJUfITWXQnglNI9l83vRjCDhNNDRBOXCOrj3Er8imvvPcj3jj/IhlrnNy0IKIMEZGHqc67pMQ4kh5Fs1JYnoSdkzHdLMLMIEQKU4mRE2kmHY2lCZfWfI399SXudzZ4vLvF/voSh806a9MljGyETHSYbDqAnA2RzYbQsnG0bNzv7px2eJ6e8zl77ekC7Vnnp+BqzwLi/0VG+neD5QwWqmaiqAaK6qdHQneegORpnULlTGcweRooZxDSDRdNWBimh+uVKBSr5AsVXK/Uf82/DWsjLA9h5zDcAqZXxMhNYOYriNypTnf1nunsPlJWL5MWRZKiQEoUke0qVnmB/MwalaUWrePHbJ38ivrePYrLTdJejYheQCrO4M6vY06vY82sYdXqyLkpss4EWmEKr7ZIfmqZpFEgYRSIiiKjco5hKcegUmQgVeCzcRWrNMPB4TEbKyt+AXV1gdtba9zrNjnptnlwcodHD35FbWKGjdUWB+0djra2uNds8KjX5m63y+3eDnvNFifbPR4eHrHbaPJPv/mK+/sHdNfWUeMJlienWKzWiAwNc+PTK7iqRvDGdVZnp2nVF/r3j096Te7sbtHbXOJ4e4OT3qZ/uLx7eg6kucD25hyd9Rnaa9P0WnP0WnNsN2fpNmZobU6xuVZlbXWCer1EtaJRnlDJF7K4XspfNXAKlYw8gpWLI4lRIsnrhOM3yCghdDvtn45wFRSRwLAlhJVCFhGS2RGEHcXK+W1jy5P44PwbDNy8yFvvvczf/fg7vP/xK7jFFJ9+8SaqESSSHEBYESwvzQ+e+zY/eeH7vHTueWQR5QfPfYfB0atcH7xEMjtGLDWIqkew8ylUYxxFD/XB4sMl+AxcdCdCLH0dO59gJHQZO59AFmN4pTTCGsctptCdCHY+wcSUhp1PMBa+wuXP3+DiF28wErtK1g5hl7NobgzViWIW06hOnFDiBik1hCwiaEYCw0pjWGmEkUTR4mhyjAlPY27CoTFfZW9jibudDe5vN3jQ3eRee529tUVO2mvsrC0w4aikwn5rWWgxksnRJ0B5CipPrzx4up38DZ+Ko/5+weLD5bTF/LUI5Al47D5wVM38na/9q1HNqTRhoRsutlPAy5XJ5SdwvRKWnfeftz1fTh7dyT8DFiM3gVGoYRRqfS/MWeSinu7rjWRsEkqOrDmB5k0h8jOI3DSSUyNtTuDNrDK7uUt97x6zrX1EZYGwyBMxikjFGbKFeYypOlpxnpGUzkAwSSCj9ztccZEjrucJZB2ux3WGsh5hZ4agMcuNpEVUMtnZ3Wd92R9EPNhY5uFOi8f729zpdWmtbXB8eIft9h6He7c56u6xt7nJbw8P+J+P7vFof59HR8ccdbo8PDzi/v4BndU16jOzOIqKmZUI3rjJXHmCX9+5i6tqrM7O8fjkNp3VOo+ODvr7WnYaqxx2/PrJUXedB4cddpsr7DZXnhjTmgv0GvNPdAqWbnOWzbUqK4t5pmo6hXwG24qRSN4kmbpFOjNEVhlFEUE0fRzdimLYMVQjiCzGnkmFFBFDUmOkpTDh2DCqSBJJDCGLCJOzDqWaxuDYBa7d/JAPPn6Nc7/8Ged++WP+y5/+MRc+fZPh4Kf9yMH0YgSjn/GTF/+SWGqQjy68zgcfv8b5C28zOPoZsohSqhqk5SAZJcTnAx9yc/hS3++i6KFTBU7hEujDRTN92EhiFN2JEM/cIJIcoFCRkMUYwg6T1UaIZ26QkgcxvRhuMYXh+mAs1RQSyiB2KeXXSKwwSXUE2RxHWHGyahBhJNBEDE3zJUQCx5EoFg2qZZuN5Uk6a/P+/plegwe9Jnfa6xxtLLNbn+NgY5nDZp3bnXXqs2VEZpxMagyhxUinA9+IUHQl1V/U9LRMLYMtpH73xzNVcrby+wPLGSSeeFeegOJ3pTuSLJAVHVnRefLeZ5//BlCeimg0YfXrNY5bxPVKuF4Jxy1iOwUsz5fpFZ+R7pXRvfKTrtKpF0bkamieb4aT3ArCm0ZzJsmaE6T1Emm9RNacQHJqKJ5/hUCU5rBn6pTrW9TW/SP1cmmWsF5AKi4QEgVGUibDSX+/7eVbIYajEiJXQ8n5h+QDWYfPxxUG4gZjepUxMc3NlE0wqdHa6rDdbPq2/tYqD3daPNrtcLjVpNtosdXs0uvs093a5Xh7n73NTb7a3+Pe1iZfHh+z12yxWK2xOjvHVL7AxsIi6dA4sZFRYiOj1GdmaddXubu7x93dPR4dn7Cz2eDR8VEfLGeDjb3NFe7utTnqrnP/oE1nbZ7uuu983W0tc9BZ4bi3yu3dde7sbbC1Pslavcz8jM1EUcazExh6uO8tyUojZKWR/jqArDJKVht7SiMYbhSv5BdLU1KAeHoUVSTxCgJFJEhmQsTTowTCA3xy+Q3Ovfa3vHDur3jx3Pd56dxzfPrZR9wcvsJHF15nYtLAzqeIJAe49NnrxDM3+Pz6u/zpX/wx758/R1oOYudknJyGW1AZDnzBh5+8xpvvvsR3vvsn/M3ffYur195Hd2JEUzeQRRBZ+LtXfLg8kWb6UBHWeB+QQ4GLFKsyiexNhB2mUJFwCklML4aVi2O4USQxSlYbQTWCZLURQrHPGY8PYLhxilUVp5DGsBM4uQySHEJRw+gijudI1CoWK0sVthrL7HbX2d2qs79V56h1qkad/fUl9lcX2K3Pcdz010qctNfYa9Wp5ARSJoimRBAi/g2YnM36nDlpv27RPwPL130o/99gOUt1+t0fzUQIG/20kGtaOR8SwkbVTNIZlUxWIyuJPlzOnj+rz3wdKGfRTT/KOY1sLDvfh0s/eimUcfIl7HwZK1fCypX6YBFuyd+bUp7GLM0844XJOhNk7DL5Wh27tIDi1EiKAgktT8Yoo3hT6CV/C13WrSEXZ7Bn6kzU21TXuuQWNzGmVhgXZUYkh1sxwfWwxPXxNENxhaTwMIrT2LVFRGmGuF7mZtLki4jgalTncsjgwnCKYFKjWpvi9v6+vymutepP9DbX6NRXOOztst3Z5fjgLge7J3TWmuxtbvJ4u8vO8jx3Oh3qM7Po6QyuqqGnM9zu7TBbKrPf2mJns8FX9x/w24ePaK3Uub9/wM5mg71mi7u7O9zd7fWnqh8e7bLbrHPSa9JYnmJjscbdvRa3dxoc99bZb9fpNeZpr03Tqk+yWa9SzGXIuyk8O4Fjxvru16cNa5o+jipCKCKIJAJ9qGTUpz+UQVQ9grCSftqjxcnIEX76wg/51rf/Ix9deIOPL73J3/34O/zijecwvRhZbQxhJnFyGhOTNvH0CO9++Ao/f+V7vHDur/jeD/+EDy+8wuj4pxQqCpIWIpYaJpkNcPnqhwwHviCZDfD8z/6Kt99/hY8uvE48PURhQsMppPtQ8TV2CpexZ+ByBhzdiZCSB4mmBshqI2TUYTQzRDhxjXjmBrIYw8rFcQpJdCeCLHyomk4Ur+DP/2gihKoFMcwoQkTIpIZxrDRFT2Gm5lJfrLC1Nkevuczu1ip77TV2GstsbyzSW52nW5+lV5/z059GnTutVY4adbr1WQ6bde7sNllfqmEZKYQaxbaz3wDK12d+vuE9eVpPtYt/72BRVAMhbAzTw3YK2E7BB4awUVSDZEomlVbIZDUkWXwTLF+LTjRh9dOnr0c4Z/+GlyuTL1QolmrkShW84gRusdKHi+kVEW4J4Zb6m96s8ix6Yao/FpCxy6StElZxHiM/i8hNozg1ZLuKbFfJ2lUkp0bKmvD3wJzeqPbvVC9gzdTJLW4yEBMMZ21uRFQ+uR7kylCYsGKTMQqMZ3S0whRyrobkTROzatxKO3w4lOL1zyK8eXWUz26FGBkNcLy7y0F7s/8b56ixSm99lYe37/Lw/mNuH91nd/uQ4M0RMsEgiYEBglcv0V1Z4bDdYXV2jv3WFp3VNX595y7dtXUeHBzSWV1jdXaOOzu7HLY7HGy16W1s8uj4hN7GOt01/2Rpe3WJncYqR91Nbu+06G0u0Vie4rDj/6Zrr82ytjDBfNWimlPIG0kcESObGkSRRzH0MI4dx3OTOHYcoYdRtSCyMoakjiFrgX69QjPDqHYEzYki7PDph2wMzYii6jGCkRu8+8Ev+dsffZeXzj3P8z/9PlevfcTFK++QzI6QkoeRxCg/f+V7vP3+OV4+92MufPoOaTnIz176az745Byh2Odk1GFML0ZKHkQzw8RSg/zkhb/m40tv8eY757h09T0siJVAawAAAy1JREFUT+LWyBU0I878cplA+BoDtz7hzfd+xnDw09MUzQeLD5exr8El2C/sppUhJDHKSOgysvAL07lyBjufQDNDZNRhstoIwhrHKSQplLO4uQSqGEOSRxFakEx6kEj4CzQlxNy0w9pKjUZ9ivb6PNuNpT5I2qsLNFdmnwHLdn2Onfr8M2Dp1efYWVvgoLHCSW+TvXad6UkXy0jhONL/MUL5umv26cXZtp75/YPlzLNyBpazVMVxi34L+hQsiaREMiWTzqjPgMUwvf5z/xJUngHLKYwsO4+XK1MoVimVJ8mXq+TLVdxiBacwgZ0vPwGLU+yvkfw6WM4mpM3CHHpuBtWdRLIqfhpkVfpgkXNTpKwJInqBqFEk5VZ9r4pbJWqWUMpLBNQcN6MaIyn/cPa4bBGRTJLCIySZRDQXyZtGnVgmKMq8fyvBuYtjvHZ5iNc/uMwvXn2NbqNBe3WJo0adg41l7nWb3Ol1Od7d59GDX3G0f4d//O0/IcfSdOp11solNicnOGw0+B9f/T23ezt8efced3f32Gu2+jWXw3aH270dGkvLHHe3Oer4xd6tep0HB/scdXyHb3d9haXJcv80xkF7lVZ9hoqrMeGoFK0sOT2Fo0Ux5XFEJoCWGcM2or7zVYTQ1ABCC6KLcQwzimXHUUTQV79W4cNFNn0ZbhRFDxCIfM75i6/xwis/5LmffJcXX/kRb717jpfOPY8wM+TLgtfffgG3IDESusL5S+d49c0fEUuN8PpbL/PTF/+GXEkjEL6GV8qSVoZQ9ACj45/yzoc/5/mf/zmWl+a5n/wlF6+8S1aJImkRJC2CW1AIRq4TTQ7xZ3/xH7h45S1e+eUPee/8y0gicAqXZ8FyBhdFD2C4URLZm+hOhLQyxODYBTLqMMIaJ6uN9Osziv7k75HEKBl5CMuJ4joxdDGOqoxR8NKsrpTotObZasyy16nTay3RXV9gqz7LVn2Wzto8u5t19purHJ0uCT9q1f01netL7J6mQTsrs7Tmaxw0Tld4btU52W2wVp8i58pY1u+OUs5SHkeX+wOET4PlyY7b9O8PLP/8z//MH/QH/UF/0O9T/xud1P2dOfRDeAAAAABJRU5ErkJggg==" width="400" /></p></div><p>Διάθεση self-test για τους μαθητές από τα φαρμακεία<br />
<br />
Το Γραφείο Τύπου του Υπουργείου Παιδείας και Θρησκευμάτων ανακοινώνει:<br />
<br />
Οι μαθητές όλων των βαθμίδων θα προμηθεύονται από τη Δευτέρα, 1 ως και
το Σάββατο 6 Νοεμβρίου, μία συσκευασία με πέντε (5) δωρεάν
αυτοδιαγνωστικά (self) τεστ από τα φαρμακεία, προκειμένου να καλύψουν
τις ανάγκες ελέγχου των ημερών από 5 έως 22 Νοεμβρίου και να
προσέρχονται στο σχολείο σύμφωνα με τις οδηγίες των ειδικών.<br />
<br />
Υπενθυμίζεται ότι:<br />
<br />
* το self-test πραγματοποιείται έως και 24 ώρες πριν από την προσέλευση κάθε Τρίτη και Παρασκευή στο σχολείο,<br />
<br />
* ο προσυμπτωματικός διαγνωστικός έλεγχος για τον νέο κορωνοϊό μέσω
αυτοδιαγνωστικής δοκιμασίας (self test) είναι υποχρεωτικός για τους
μαθητές και τις μαθήτριες,<br />
<br />
* βεβαίωση αρνητικού self test οφείλουν να φέρουν οι μαθητές που δεν
έχουν πιστοποιητικό εμβολιασμού (για τους μαθητές 12 ετών και άνω) ούτε
βεβαίωση παρελθούσας νόσησης (τελευταίου εξαμήνου),<br />
<br />
* οι εμβολιασμένοι μαθητές δεν δικαιούνται δωρεάν self test, καθώς δεν
οφείλουν να τα διενεργούν εφόσον δεν προκύψει ειδικός λόγος (δηλ.
κρούσμα σε συμμαθητή),<br />
<br />
* η δωρεάν διάθεση self test από τα φαρμακεία γίνεται μόνο κατά τις
εργάσιμες μέρες και ώρες, ώστε κατά τις διημερεύσεις και διανυκτερεύσεις
να μπορούν να εξυπηρετούν έκτακτες ανάγκες.<br />
<br />
<br />
Υπενθυμίζεται, επίσης, ότι από την 1η Νοεμβρίου και εφεξής, η δήλωση και
το αποτέλεσμα για τις δημόσιες σχολικές μονάδες θα δηλώνεται στη νέα
πλατφόρμα edupass.gov.gr (και όχι στην πλατφόρμα του
self-testing.gov.gr), από την οποία νέα πλατφόρμα θα εκδίδεται και η
Σχολική Κάρτα για COVID-19.<br />
<br />
H πλατφόρμα αφορά επί του παρόντος μόνο τις δημόσιες σχολικές μονάδες.
Οι γονείς/κηδεμόνες των μαθητών/τριών που φοιτούν σε ιδιωτικές σχολικές
μονάδες θα εξακολουθήσουν να δηλώνουν το αποτέλεσμα των self-test στην
πλατφόρμα self-testing.gov.gr και να εκδίδουν την Σχολική Κάρτα για
COVID-19, ακολουθώντας την ιδία ακριβώς διαδικασία που ακολουθούν μέχρι
και σήμερα.<br />
<br />
<br />
Συνεχίζουμε να παροτρύνουμε τους γονείς μαθητών 12 ετών και άνω που δεν
έχουν ακόμα εμβολιάσει τα παιδιά τους, να σπεύσουν να το κάνουν,
αξιοποιώντας κατ’ αυτό τον τρόπο το ισχυρό αυτό όπλο απέναντι στην
COVID-19 και συμβάλλοντας στην οικοδόμηση τείχους ανοσίας.</p><p>Πηγή: <a href="https://www.minedu.gov.gr/news/50534-29-10-21-diathesi-self-test-gia-tous-mathites-apo-ta-farmakeia-2">https://www.minedu.gov.gr/news/50534-29-10-21-diathesi-self-test-gia-tous-mathites-apo-ta-farmakeia-2</a><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-41194434708871404582021-10-30T14:23:00.003+03:002021-10-30T14:23:15.973+03:00Ενημέρωση για τη νέα πλατφόρμα edupass.gov.gr<p style="text-align: center;"> <img alt="" height="127" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoYAAADOCAYAAACjHsNRAAAgAElEQVR4nO3d328UZ57vcV/kD+BPaKnVF0ZYx8TgRIqtgMciOYwhbIIHCbDSWQmbzRE5WEHxOcIzNhctBmkx1nFGgzmRgwUYLRYbAkKIgGTG1iowgIcgEy0REMurwSOBkvREPZHq5rsX3U9TXV3PU1Xt6q6yeSO9NJq4u+rpquqqTz8/6+rWfSIAAABAXeQFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXgAAAADEQ+QFAAAAQDxEXoAYa9w5HHkZAAAAaibyAsRE485h2XZgXLYdGJf04DmpW/eJ7D96UTb0HJf04DnZ0HNc9h+9KIkthyMvKwAAQFVEXoAINe4clg09x4uBcNuBcdnQc1wSWw7Lqo0Dsv/oRWncOSzpwXOy/+hFWbVxoBgQoy47AABA6CIvQERUwNvQc1wGT1yT4bMzkthyWLYdGJfElsOy/+hF2XZgvPiabQfGZfDENRk8cU3Sg+dKahYBAABWhMgLUEOJLYdl8MS1YrPx/qMXZfDENdl2YFwadw4X+xSqpmMVCPcfvVgMg+r/22sYN/Qcj/yzAQAALFnkBagRVeOnagPtwU/VEnptQwVK1e8wPXhOBk9ck1UbByQ9eE5WbRyI/HMCAABULPICVJkKbarpN7HlcChNwGo7G3qOF/shbjswTjgEAADLV+QFqDIV3lRNX926T0IPb4MnrsnJS3eqMjBl24Fx+fzSbZm687hoYPSrkhrOwRPXZGD0qyKv2s/GncMyMPpVyTa/mJqT9wf/Tfte5z78NJ9vOzBe8h7tsdn1mdQN/knqjn3zQu9Fqfv10Rev6b2U/2/KrzKl29D9/VcZqfs/X73Y7uCfpO69TyO/LgEAiKXIC1BFqu+gvU9gtfajBrGkB8+FMv/hhp7j8v3TH8T07/NLt2XVxoGy/64LbY07h2XqzmPjNu3btb/3wo0HJa/5y8O/en6Gn37+peQ9Jy/dKX3Ne59K3efzUvfvP+oN/knqWn5X/t+d4c7t778+KnUTiy7bnI782gQAIJYiL0AV2fsBqqlnElsOy5vdx0OjQqAayKJqJ5dabr//Pr9021cwTA+ekx///g/f2/3+6Q8lAXdDz/Gy15gCsNtnKKmN/OC0ORDa/fE/gwfDXZ+5h8J//1Hq/mUy8msTAIBYirwAVbTtwLh8MTVXrDlU082ogSdO+49edA1JqpnYzfDZGalb90lxjkP7KOVKRiu7BbCg/5z7rXSbP/79HyU1h/OOGsyyGkAbZw3jjbuPX/z9vU/9h0Idr2A4/I3+vfYmagAA8ELkBaiCVRsHinMS2puQVTDU0dXU3bj7WPv6wRPXSvZtr6VUg12ClN0ZvkRE5p/+UDKFTnrwnNy4q28StgfDVRsHXJukb9x9XAzMaptu+/5iaq64LWdwdgZHJbHlcNl2SmpRx1yaj8fm87WI732a98Fpc7jzCob2gLjrs/zrd31GMzIAACaRFyBkqq+ffaSw+psKdDfuPnalqzGcf/qD6+uHz86UBcNVGweKcyOqqXH8lt0tmJpq5U5euuMZDN0+k6rldFq1cUDuffe07PWqyXjVxoGyfoNuI7yd+5x/+sOLv+/6rDy8/f7P+X6Ebp9zcLryYDj8TeTXIwAAy0rkBQiZmj5GhTN7cFHB0D4a104XDL9/+oPr692CoX2gi1pKz2/ZnUFv/ukPniOo3WoO7cHQGfRKmnRduIU/e5B0lnHqTvn2nDWPJcfIGfQmFvWhUHGrOfQTDJ0jlwEAgFnkBQjRqo0DxRHCboGsFsGwbl2+KVX1P1TNtX7K7wx5btt2cqtltAdD5z8/czgOn53RhsnGncNl27Q3l7v1ZywJt86Q93+/8j42brWMXsHw93+O/HoEAGDZibwAIbJPG6PCkXO+v2oHQ/vI5As3HhRDop/ymwKejltQMwVDPyHVeRyctYzOAGuqUSxrCneOFN71mfex+VUmeDDsvRT59QgAwLITeQFCpJqR1drGivq7Cob2SZftdINP1KTSbq+3B0M1Hc7+oxdLVkaJUzD0s02vYOg8Tt8X+hCu2jhQNiVOWRCtJBhWOo9hDK5JAACWlcgLECI1V6EadKL6Gqq/ewVDtzkBTcFwYPSrkhoxFQjVmspqEIzfYOjsD1iNpmQ/cyyampIVZz9E1afS/u/ed0/Lt1+rpmSCIQAAwUVegBBtOzAu+49elBt3H5cshaf+roJhmP/soWlDz/HiqGQVToNMdu1shv2+CoNP3AaL2LnV+rmNYnYexws3HpTty7U/Y60GnxAMAQAILvIChGjVxoFi866qsatlMFQ1hfa+hUEmuXar/fv80m3t6yudrsY0Uto5MbWIe79Et7kK7f9++vkX93241f4N/kl/XHovVTZdDcEQAIDgIi9AiFQNoZoyZv/RiyUhqdrB0FkGex9Dr5o/xW2S6b88/Ku8P/hvkthyWBJbDss7H580rnnsnOBaN3H1m93Hi6955+OT8peHfy173YUbD7RldQuR6p9ursS6dZ+4T3D9x/+Uun8+lR9o0vI7qdv5/6Xu2BImuCYYAgAQXOQFCJEKYaq20BnIvCa41q0mopvg+sbdx2XBaUPPcUlsOSzDZ2eK0+YEqTncdmBcG7b8/nPuq9Jt/vTzL8ZAa1pqz7jiSy2WxCMYAgAQXOQFCJEaAKE4A5LX4BNd86jfUcmKGh198tKdYi3fUpuUdf/cVipx21eQbYrkQ6GfqW3caiNNtYxFH5z2HwKPPyQYAgBQC5EXIESqZk4N/nD+3WseQ7epX0SCT3Bdt+7FmsmqWdtvU7Ky7cC4a+iy/zt56Y6s2jhQ9t9122zcOWxcY9m5XT/ldOvD6DsEv/epe7Oyc6Jqt+lqnKuaEAwBAFi6yAsQIhUMnWskK7UIhioUqelyTl6642u1EZ304Dm5cOOB3Lj7WO5997S4RrOqzXMrs5/jNHx2Rm7cfVzSTD544pq5CdiFGoVtF/hzfnA6P1p5+Jt87eDwN/lpbH59NP93twmundvovVSK5fAAAAgu8gKEyL7ySXrwnCS2HHYdlayja0pWocnJrSnZ3r/xwo0HZZNsh83ZRDxfmGx6RXGOZB6bj75MAACsRJEXIESrNg6UBMPBE9eKk07Xrcs3e5oGn+hqDHWDT5w1hvaVV+w1l0H6FyqNO4d99fFzNg2XLUEXZ78++qJW0OT3fy5vXo667AAArESRFyBkKpx9fum2bDswXlJrqJpQVZPsUoOhqjlU/fHUgBc1n6EaDBO0/Goqmr88/Kuxr5/bgJJq1k6G5r1PX0xF8/m8eYJrtxHMH5yO/jMAALASRV6AkK3aOFCyNJ6quUsPniv+TddnMEgfQ/tciXXryqepUaHUT62fkthyuGypue+f/iDvfHyy7LVugz6WRTNyy+/K10v+fD4/b6Hztf8yWf7aicXoPwMAACtV5AWoglUbB4pNuCq8qSZfNbeg+m92ugmbv3/6Q7HZWNl/9GLJIBBVQ6iasdOD5wKFQsUt8ImI/Pj3fxRDqe5fkOX3IuW2+okKfce+MU9sveuz6MsPAMBKFXkBqkT19Rs+OyMXbjwoNu/WrXuxdJ4axWyf5mbwxDU5eemO/PTzL3LhxoNiCLRPVK1qIVXfxcadw5LYcrg4gEX9rZK+hXXrPpHhszPa8Kf7Z1xpJI50S92ZDE5HX24AAFayyAtQJY07h+XN7uNybGKmpFnZz3vTg+dk+OyM7D960dd8fiosqublwRPXKqotdJbB2azs9u+nn39ZHv0K3XxwurypWFeTSL9CAACqL/ICVJEKg2oQSJB5+kyTUtu3obatRhGrEBpG+VWfyBt3H5eFxBt3H/sOrrHW8rt86Bv+pjwkDn+T72doGpwCAADCE3kBqkxNGXPy0p1iv0P7Gsr7j16U9OA5ebP7uLzZ7V6jaH+f2p4KbarpWNUWqkEuUX9uAACAwCIvQJWp6WrSg+fk2MRMsc+gWpnEPr2M/W/2EGiffkbV0qk+h+q/qf0QCgEAwLIVeQFqwD4QpHHncEkAVKFRBcOpO49L+gvaA6MKkWrU8cDoV8VmZGoKAQDAshd5AWpE1ehtOzAu//tfL8o7H5+U9OC54v/uP3qxpLlZNT8fm5gphr/hszMyfHZG3vn4pLzZXTqiOerPBwAAsGSRFyBi9hpD1SysagTtK6eo8LdsRwADAAB4ibwAMWDvh2gfaKLmQVShkdpBAACwokVegBg4eelO2WhlOzX4RPUxjLq8AAAAVRF5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPkRcAAAAA8RB5AQAAABAPr3z0HwIAAAAQDAEAACCvfEQwBAAAQAHBEAAAAPLKRwRDAAAAFBAMAQAAIK98RDAEAABAAcEQAAAA8spH/yF1lmUJAAAAQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEAAAAAUEQwAAAIhlEQwBAABQQDAEAACAWBbBEPAtN7FbEolEmeT2MVmMQfkAAFgqgmEg83Lmn1ukaU2qJBik1jRJS0ePZM7PSTbyMqJaZvpedQmGq+XDy7nIy4YVbjLt+qMkkUhIa+Z+9OUDsGIQDAOaTLvfnIshcdMRmc1FX06EbV5GNruc8+Z+uRl52bDiEQwB1MgyCIb3JdNqDmPhSsukoTxewTCRSEjDngvyLPLjhnBdlX2ry8/1W0OPYlA2rHgEQwA1QjCsQjBMJJql/2bUxw2h+vaItDnPc3KHjD+LQdmw8hEMAdQIwTBgMLz5h27p7u6Wro71kjJsZ/WHlyUX+bFDaFwezJxj1AzBEECNEAwDBkO7xcm0NOi2s/pDuUxfwxVj9tAb1AojOgRDADWyzINhStY0NUlTYGsMtX3+g6FlPZPxHUnNdpKyY/xZDI4fwpCvKe6U9qam/Kj0t4bkUQzKhZcEwRBAjSzzYBgkxNlNSjqUYGhJ7vKHslq3LcIDgDAQDAHUCMFwydu8Kf3Num3R3AggBARDADVCMAxhm4+G3tLetF/tm4nBMQSwrBEMAdQIwTCMbeYuy4cuc9xVYxBK9sm0jB7slPaSfpJJqW9skY6ejJz+eqE4UvZ+ptXng8R0PJbK+3hm50Zl1/pW2Xd50ePz52Th61Hp7WiRxnpb385kvTQ2NUl7Z69kTk/Ld89DWokk+0SmT2ekp6NFmhrrJWn7XMn6Rmlq6ZCu3oycnn4S3oo3uedy73xGejvbXVfYaWrvlN7MaZn+7nnAEdGGc5ye9Hy/7lpKJFolcz/45+txnsPUGmlq75SDx67IXNarzJV+7/3LPb8n5zO90tneJGtS9n3n+zWHc61l5cn0qBwsO9cpWdOU/z6fv1c4zxUEQ/3UWj6On2F/6Un39+j2Vyxfdk7OZ3qko6W0j/eL6/q83Fvidzf3/DuZPl34/ji+s/n7RIt0dOXP3ZNs5fvJn7vTkuntlPamRqlP2j9zUuob1Wc6IVfuBf2uRrEf4AWCYSjbzMnEbt32QhqEknsoE3tbjVPkqP2t3TUmD3NuI2njFgxz8nBsl6wt3uwaZOvIrPvNLfdQxnatLb3Ra6Wkde8pW8AIeqwX5HrmXVu5vCXrN8je0T8vYc3krMyd2iutKf/7TLXulVNz2aVf8zUKhotTGXl3rW6wlk1qk/RPLYqVm5DdoX7vfcjOySlf37MXYWNDBddabuFL6W1N+dhHUtbumZCFibT2NcshGC5e7vV5bVf43c3Oyam9GxzBqTrnbnEqI79Z7+fc2b6r638jmesLgYJbrfYDOBEMw9jms3HZYbohLXUQSm5WMm0+Hqg2DelJGTXcqP0fj6XSHc+cPBzb4TLdT1La+qYcAWtRJtMNwfetAkaAY51bmJA9fsKL7sbc2iuXF4Oe3yCh1yklmzK3fNRYRhsMjVM7uUm2SWbikLSG+r03y97KyKYAwbxEw1YZmfVX25WbPRJ4P83Nzdq/xT4Y7tghzQGPZ3LtHpn0+T1anOqv/LwF2ldOZke2BruOSyTl9X2Xffx4rNV+AHcEwxC2+Wxsu8cX9S0ZelTp568wFCUapKHB74Ok9sEwN6t76CckkUhJx6ffvXj9zf7ADxb7cUhP+gyHi5OS1hyzQBrSvh9qlZ/f0gdBW0ZT0+rnHFc5GOZmM9IWpCanINnQoBnxH34wrLSMgc97WNeYTdyDYaWSbRnPdedDOW8+93X/SFuFP96CfVdrtR9Ah2C45G3Oy8hm7y9qc//Nij7/4th2800i1Sqd3d3S3d0lHa/V+7qhlD9IbsofuvMrurjauVE/JU/zFv37urulu/sPcjPQOc3Xdtp/7V7dt1rz2mbZ0t0tne2meSkT+donr9ocz1rZlKzv6Mp/pq4Oea3eXKvo50FjWV4PgaSsfbvL10o7iUSz9M2YPmNEwTA3I33aUfuln7G7s93Rny/s772GV1hLrZeOLn/fseTmEUPrwCMZ2exx3dS/Jh1d3dLl7IMZ6PucF8tgmFoj7Z35c+3sQ+umuW9GH25yV2Wf8by1yt5jZ+TMmTNy5kRGejy+Q8ZBPI9GZLM2gCZl7bv9cnr6gczfviJnjvXK28ZWB8N3tVb7AQwIhkvd5qMhecvHzbuiQSgeN77UpozccvSPyd4akq0eNRKBRzHez+hr93yECifj3I8Ne+RCyfrD38qRNs1rX+2TGbXNheuS2WqoeWvukxnD8dcHn4QkUpskc8vZly8rc6O7DP0Qk9J2xOM4L47Jdu37G2TH2MOSh2Ju4br0mcKrsctCNMHw0chmfZBKrpU9E47+ULkF+XLf6x4/cMIMhs9kMq374ZGQZFufTDlqAbNzo7JL+0BeLelJ9z7Fxus+kZS2vuuyUHKNZuXJlUzF3+d4BUO3z5eT5/dMxzIhieRmGdG0tsyPbDact0Nl90bLysnChGm1qn1yVXM8bvbrmvJXy/bRh+XhNbcgE4aWgGR60jXw1mo/gAnBcInbNAYKx40x6CCUZ+M79A/Ihn1yVRN0cgunZLdulLThQaIVajA0rxazeeSR//PfmpH7Ja81N8u+NeTcdoGpj6hHbaN5WcS0TD7THwv9QyAhDfuuagbhmGrgVsuHl3VljSIYmub4dDvXSlZu/db0vQoxGJq6KZiahk2hfvOIzLtc92Pb9d9JZy156b7MNZrLIRgaa/4q+nym47lNRrVN+jm5/KHuh8Cr0jfj9h7Dj1PTjzHjbBVuIbRW+wHMCIZL2qbpwedi+5g8871tU4DS10oopiboSINhblLSugeqa61qkGBoibU4oQ/FmlpbU82D8YFmWWJZObm6Tx9Gt4/pztNV2acrZ3KHjBsC5bPJtLbmafWHlzXljSAYmkKX27kruU5MATisYGgKCaaQnacP9ptlZN7x+vkR2aw7Fh4/ICzLksXRbdprLP7BcLdMeLSWmK5p92tlXr74rab7ym+/cAnmS/lshnuQx3cn2Dmo1X4AM4LhUrY50yevarfjJsgglAuyRxugfPwKNIS5SIPh1X3aB4B7s0fAYGiZm2PKH/amPqLbZczjgW1Zlrk7ge7HgOHa0Yc7ZUb6Xg16bdQ+GH57pE37Xdg8Mu+5z+o/7AzhvLnfpW+s/+/F7onS6yw3sVt7LHxNgr+M5zH0d75MP7J9fg/9CnwsDTV5oc5TW6v9AGYEwyVsUzcoIrl9h7aZyfcgFMNDJ7nnwpLeH2UwNNXOudeuBQ+GpvKWP4QNAdy1SdCNIVxqgpppJLszVAS59hKJNjnybcBrvkrBUB8UdGX0+/6QguHsIXnD93US7Ji+cWi25LW6OUUTidWy76qPsq74YGjJTN+rmvfrmngrVMGx1JctIcnX98hoSJPc12o/gAnBsNJtavt1JGXH+KJMpjXNwH5/+RluXm1HvvV+f0yDoT5g6G7+FQRDU02QM+wFCpF6+qDm0qxomYKCv3kBTQHb/cFd62BoOG/JPXLBxzGtdjA01eL5CedBmv70n8X9+ghyP1gpwdB0PnT7LJWT5/euyIlMr3R1tEhTk8dsBUHujcbRwnn5EeUH5dgX0/Lgb34nno9oP4ABwbDSm9hkWtOHL9/sof+7d98lyzLXKPm6ScY0GOoDVAUBQxsMDe9545DM2l97YY+2L6avAF4QNDgtpT+WZVnGB7d7zWutg6Ghudurf6HnMQonGPofOFaB3RO27gCm7go+P8tLEAxN3SvM38WszJ3qlY6Aq4QEOZaWFXyS9mR9o7R3HpTR6e/keYBm4FrtB9AhGFa0TcPAENWnzDBSLLlj3HMQiv6h5bPpKabBMNSaJ23AMI1YdJzfCh6AYXyuaj5E3c9vrYOhYX8+m+iXdTAsuTYN17BtyiWjlyEYVnLPys3KiGmaqoDM98acLHzpd2k/h1SrvD/knK4n6v0A7giGlWzz2Zhs17z/Rad604hH70EoS16b9qUOhgGaMaseDJOy50L562v/EI1RMPR5zbwUwdBn7SnB0O0z3pcjHkuF5mvT/E/Y7+vemJ2TU70dsr6C4JZ8fZ98ueBz0ula7QdwIBhWsE19/67S/kKmCW29BqHoH1pvyKFZH58xpsHQ1DfOvV9XJQ/VAM2YhqZk/VQzQc5XlWoMDeWOfTAsaWbVWznBMCcTuzWv89nf8qUIhoYZC9w+o3Hy9NQm6b+iGagR1r0x91zuXTkmB7s6pMXHKi5FgZbMrOF+gAKCYeBtPpKht/w8DCzzxKMeTUhL7ogd02Bouvm7D/aoIBia5oxzTh9j+GzOkaUmF/boai7cR+Au+SFqeHC7TwVT62A4K4feCHjewj5GHvTT6fwP+V9fzMv8/BL81/OS8FvNPqUrJRgGu+cZprdJbpdRU21ZmPdGe/mf/5fcvnJCMj3etXzeU1JFvx+8vAiGQbcZ8KaiH2zhMQjFUCPkZw642AbDak9wbVnyaOitAA9Rw7Xge0JyQxk109Us9SGqH9Ucl1HJpjnZ/K3GUPXpakKqLfYj+Gh8h5cgGAaarmYpUw1VKRiWyC3I9cxW/SCSZFomw+gHWKv94KVCMAy4Tf3kyc3Sf9PlPaYJnU2DUILUermJazCs6pJ4lsf60m7nyDBi1GMFkqIKJrhe2kPUNLimgnkM247Itx77rKTPq/5Hkb8wVPVgaPiO+RkgFoghhPqa23TFB0PTfd5lguul9A0OeG98/KczcuaMi4uzHteIqZ95+femVvsBvBAMA23T0HdN2zRsmFPPOAjFsC/DwvKKaYmpaIOhue9l+drE4a2VrFvNIlgNo1NOZvr0ax7rap6W1LRoCqKVrHziY2WJSuZdNE25pF0LuqrfeyfTNDLN0jfjv/P+4uVT5s7+pvW4fcxtWsmSeMEnQff3najGkni5q/v0tV5uo9gDT9dkuy4D3hu1n8tPzbe2nM1y8GY0+wG8EAyDbDNw/7g802z2ptoC0/sa0pOyqCtnRYvSG+QmZLfuePkcSOA8p8bRhA1pmSg+ZP0Gw0W5vO91fWd00/rSpod2WVAtlZs9pA/NhjVw9Q/RpLRlZg3HdFEmduse+BWulZxIyFtDzppa+/VkWH/aVCNhGL1vPq45mc20Gc5leOu/Phvfod9PyXWok5VbQ4WmvNQm6Z9a1LzOVFNuDsq5h6OyXXv89d9n00Av0/nOzWakzTDJcvBgmJDWQ4ZrOjcrh7T3eE1ZDTWwye1j2ntjbmEi8L1Rfxy916zXB+zy702t9gN4IRj63qaput5jbkHTmsqmB6Sppi6RlLa+qbIbYHZuVHatNU/hEDzMmdZt3i0T9pFv2ayvJZu8Hj6JVKvsPTUnWR/BMDt3Sva2mkfrrd49oQ/SHrV+idQm6b++4DhmOVm43mf4DElpO6IP4KaHaCLRIFuHbpUfx+ycjO5aawhMmu4Mntd8/jo8dMu5ikJOFq5nZKvhQWp+8DyTybQ+xCYadsjYQ8e1n1uQ6/2bPFas8Dkyf8n3F925t8SysvJketTlumuQrSPuIchYK+b6fc7Kkytex9/wQ+9mvzRrj71L6M09l3un9sjrHitvVBIMddd0buG69G8yfHd13TlMXW0SSWk75NhX7rncO7XXc25A12NpqqFv2CpDZd+bwmd7OCY7dOfOrRawVvsBPBAM/W7TOGjC68tnWiA+IYlkvTQ2Nck//T/n7P7P5MIe8+StybVvS1d3t3R3d0nHa/WG0GCXkjVNTdL4P4/4m0PN2KctIcnX/0k625ukaU1K/K6Da1n+ZvhP1q+XtbraktUb5e0N3p85uXaP97QNHrUWiURS6l/r8H2sk20ZmTU0n5kfonmpNe3SWZh7ravjNan3eGCbw69HMCxcF+s7uvJzvXW2S2O9x1gHvswAAAXLSURBVA+MREI8ayTuHzH/AEikpFXNM9fZLmt8ztmWrG+UpqY1sjfAXJM6nj9SEglJrVfn3sexSW6SIdfvgLm2N/+5Nkhnd7d0dbT4PP6mFgDv+86GzsL13NLoeX0plQXD8mu6s917yTr9ZzPXwCYSCUm1dga+rtz35/HDMZGS1vczcnr6gczP35YrZ05IpudtWWs4nu4tRbXaD2BGMPS5TVOTUzI96VkDZ5xzy3RT8mgWNm6vzdQcF+z4zf9xq8/Q6XedWUssKyezI4YRdSFIvr5PLvucy8v4yzsIH/OH+XmIhrtPP8GwEl5NVV7Nwgar26TNFGwS4Y0iXZzcY3zA+tcg6Uldc/LSvs+VHANTf7pKLSUYBuH148r7R0dw2i5BuVnJeEymHcrnqtV+AAOCoa9tmmrMkpKe9BGEPGuk9Df4SgJLsi0js1nTCN2EBKnds3Iz0ufxkPa8uWosTmXkXa/m78BS0rp3Qh4GvDHmHo55N8WbjrvPFQf0D9FmafZ5nItSm+SIoR+k9zXvQzKpCXd++jAtylRf0HCYD1heP6iSey6Edq9ZnOqXTZUsQ1Y8Rq/Lvi/dmp0d19jsiGfzsFND+pDs18wLaQ7HHgOyXCWlLb1bOx1M4GD4apu0Bb1/+fxBt3h5n2fTd9m227bKZl0rhGnGh+wtGVri8nup1l7vz1Wr/QAaBEM/2zT1Z/E7pYnl/UAw3uAXpyTzrql/me2msKlfpgo3BXNNiM91l1X5/YYmn2vhlsgtyNeje2WDz+YzrWS9bHg/I+fn3Pvj+CvLQ5noNTfRlEmtl99k/K9RapraY8J3OE3K2nczct3X0lf6az6Z9NhXapMcmZ3QvN9v5/acPJzw7uOVP4drZdfYw3zAys3KEVMftEquNZPsnJza2+rZxFkqJa3vD/k8D4XvklffupJzPCKzOf190LvWdFGmPPttvvgsm/qnZNHQvzlwMGzNyKzvMBz8B1321pDPH5ZJWfvukNzKGubY9Jz3Lytzpyq4TwVew7hW+wHKEQx9bNM0dYP/SZALsnNy6mCntDc6+qil1rj0MXTKyfN75yXT0yEtJe9PSn1ji3R0HZTRr8trLLJzp6S3pI9aUuobm6S986BMPg547LJP5MpQj3S0lPYPStY3SlNLh3QdHJXpJ0sIZVZW/nb7ihw72C2d7U3efYOS9dLY1C6d3Qfl2JXb8rdsiNde9olMjx6Uro6WQv/J0vPVVNzvPXke8EbsOedbbkG+Hu0t6/uljnNP5nTA46y/5lsPXZfrQ++XXpOF4/p+5rzMZU3vDzjqsXBMy85tao00tXdKb3F/NrmFfPns5yC1Jn8cRmbCnW+wIPf8nlw5Vjj3zu9qoU9we2evZE5Py3fPK12TNicLX4/Kwc52x/WVkjVNLdLRk5Hz99QKKvqpdfw2p2efTMvowU5pb3L/7pZcU98ekTbN9VJJMLxvWWJl5+R8pqfsmk6taZKm9k45eOyK3Kv4WGZl7sox47E8bbs36md8cF/b3G1/T6ZPS6a3U9qbyvtnptY05e+HvRk5Pf1d4PtD7fcDvLAMgiFebpWslRx/VZ+8uYwhGIa12gNeap7BEMCyQDBEzBEMw0EwRHURDIGVgWCImCMYhoNgiOoiGAIrA8EQMUcwDAfBENWlvaaTe+RCDMoHwB+CIWKOYBgOgiGqq/bXNIBqIBgi5giG4SAYoroIhsDKQDBEzBEMw0EwRHURDIGVgWCImCMYhoNgiOoiGAIrA8EQMUcwDIdh5ZMQl5XDy4tgCKwMBEPEHMEwHIbVftKTkR8PLH8EQ2BlIBgi5lZmMAQAII4IhgAAABDLIhgCAACggGAIAAAAsSyCIQAAAAoIhgAAABDLIhgCAACggGAIAAAAsSyCIQAAAAoIhgAAABDLIhgCAACggGAIAAAAsSyCIQAAAAoIhgAAABDLIhgCAACggGAIAAAAsSyCIQAAAAoIhgAAABDLsuS/AdwvwLKb4f4qAAAAAElFTkSuQmCC" width="400" /></p><p><br />
<br />
Σας ενημερώνουμε σχετικά με τη νέα πλατφόρμα
edupass (edupass.gov.gr), στην οποία από τη Δευτέρα 1 Νοεμβρίου 2021 θα
πρέπει να δηλώνετε το αποτέλεσμα του αυτοδιαγνωστικού ελέγχου (self
test) για την covid19.<br />
<br />
Οι ενημερώσεις αφορούν:<br />
- στην ανακοίνωση που δημοσιεύτηκε στη σελίδα του ΥΠΑΙΘ (<a href="https://www.minedu.gov.gr/news/50530-26-10-21-i-leitourgia-tou-edupass-gov-gr-epekteinetai-stis-sxolikes-monades-tis-dimosias-protovathmias-defterovathmias-ekpaidefsis-kai-eidikis-agogis" target="_blank">https://www.minedu.gov.gr/news/50530-26-10-21-i-leitourgia-tou-edupass-gov-gr-epekteinetai-stis-sxolikes-monades-tis-dimosias-protovathmias-defterovathmias-ekpaidefsis-kai-eidikis-agogis</a>)<br />- στο σχετικό Φεκ 4960_2021 (δείτε <a href="https://drive.google.com/file/d/1C6sheq79nM42kPSqcYAGP7u9zx7urtAz/view?usp=sharing" target="_blank">εδώ</a>)<br />- σε διευκρίνιση που μας στάλθηκε από το Τμήμα Αγωγής Υγείας της ΔΙΠΕ Πειριαιά<br />
<br />
Όσον αφορά στα παιδιά που δεν έχουν ΑΜΚΑ και ως εκ τουτου δεν είναι
δυνατή η καταχώρηση του αποτελέσματος στην πλατφόρμα, για την έκδοση της
Σχολικής Κάρτας, έχουμε αποστείλει σχετική ερώτηση και περιμένουμε την
απάντηση για να σας ενημερώσουμε.<br />
<br />
<br />
Υπενθυμίζουμε ότι δεν έχουν αλλάξει οι ημέρες ελέγχου, εξακολουθούν να είναι η Τρίτη και η Παρασκευή.<br />
<br /><br />
<br />
<br />
<b>Η λειτουργία του «edupass.gov.gr» επεκτείνεται στις σχολικές
μονάδες της δημόσιας πρωτοβάθμιας, δευτεροβάθμιας εκπαίδευσης και
ειδικής αγωγής</b><br />
<br />
Από τη Δευτέρα 1 Νοεμβρίου 2021 τίθεται σε λειτουργία για τις δημόσιες
σχολικές μονάδες η πλατφόρμα edupass.gov.gr, η οποία αποτελεί ένα
επιπλέον εργαλείο για την υγειονομική θωράκιση της δια ζώσης λειτουργίας
των δημόσιων εκπαιδευτικών δομών.<br />
<br />
Χάρη στο edupass.gov.gr o Διευθυντής της σχολικής μονάδας θα μπορεί ανά
πάσα στιγμή να επιβεβαιώνει ότι εντός της σχολικής μονάδας βρίσκονται
μόνο πρόσωπα (μαθητές/τριες, εκπαιδευτικοί/μέλη Ε.Ε.Π.-Ε.Β.Π.,
επισκέπτες), τα οποία πληρούν τις προϋποθέσεις φυσικής παρουσίας στη δια
ζώσης εκπαιδευτική διαδικασία.<br />
<br />
H πλατφόρμα αφορά επί του παρόντος μόνο τις σχολικές μονάδες της
δημόσιας πρωτοβάθμιας, δευτεροβάθμιας εκπαίδευσης και ειδικής αγωγής.
Στην πλατφόρμα ενσωματώνονται όλες οι λειτουργίες του
self-testing.gov.gr και η διαδικασία έκδοσης της Σχολικής Κάρτας για
COVID-19.<br />
<br />
Οι γονείς/κηδεμόνες των μαθητών/τριών που φοιτούν σε ιδιωτικές σχολικές
μονάδες θα εξακολουθήσουν να δηλώνουν το αποτέλεσμα των self-test στην
πλατφόρμα self-testing.gov.gr και να εκδίδουν την Σχολική Κάρτα για
COVID-19, ακολουθώντας την ιδία ακριβώς διαδικασία που ακολουθούν μέχρι
και σήμερα.<br />
<br />
Επισημαίνεται ότι το self-test που πρέπει να δηλωθεί στις 28-29/10/2021
από τους γονείς/κηδεμόνες μαθητών που φοιτούν σε δημόσιες σχολικές
μονάδες θα δηλωθεί -για τελευταία φορά- στην πλατφόρμα
self-testing.gov.gr.<br />
<br />
Υπόχρεοι υποβολής στην πλατφόρμα edupass.gov.gr δήλωσης συμμετοχής με
φυσική παρουσία στη δια ζώσης εκπαιδευτική διαδικασία στις δημόσιες
σχολικές μονάδες είναι:<br />
(α) οι μαθητές/τριες,<br />
(β) το εκπαιδευτικό προσωπικό και μέλη Ειδικού Εκπαιδευτικού Προσωπικού (Ε.Ε.Π.) και Ειδικού Βοηθητικού Προσωπικού (Ε.Β.Π.),<br />
(γ) κάθε άλλο φυσικό πρόσωπο, που συμμετέχει με φυσική παρουσία σε κάθε
είδους εκπαιδευτική διαδικασία που διενεργείται εντός των χώρων της
δημόσιας εκπαιδευτικής δομής («επισκέπτες»), όπως για παράδειγμα
φοιτητές/τριες που πραγματοποιούν πρακτική άσκηση στη σχολική μονάδα.<br />
<br />
Οι υπόχρεοι ή οι γονείς/κηδεμόνες τους εισέρχονται στην πλατφόρμα και
δηλώνουν την πρόθεση φυσικής παρουσίας τους στους χώρους της σχολικής
μονάδας, ζητώντας να αποστέλλεται στη θυρίδα της σχολικής μονάδας τους η
κατάστασή τους.<br />
<br />
Α) Σε περίπτωση που έχουν εμβολιασθεί ή που έχουν νοσήσει εντός του
τελευταίου εξαμήνου η δήλωση αυτή πρέπει να γίνει μία μόνο φορά και<br />
<br />
Β) σε περίπτωση υποβολής σε διαγνωστικό (rapid/PCR) ή αυτοδιαγνωστικό
έλεγχο (self test), όσες φορές απαιτείται από το εκάστοτε ισχύον
πλαίσιο, π.χ. για τους μαθητές που δεν έχουν εμβολιασθεί/νοσήσει εντός
του τελευταίου εξαμήνου η αντίστοιχη δήλωση στο edupass.gov.gr πρέπει να
υποβάλλεται δύο φορές την εβδομάδα.<br />
<br />
Υπενθυμίζεται ότι το edupass.gov.gr σε πρώτη φάση ενεργοποιήθηκε πριν
από λίγες εβδομάδες για τα Ανώτατα Εκπαιδευτικά Ιδρύματα (ΑΕΙ) και
στόχος του είναι να συμβάλει στην προστασία της δημόσιας υγείας, αλλά
και στην απλούστευση των διαδικασιών ελέγχου για την τήρηση των
υγειονομικών πρωτοκόλλων.<br />
<br />
Η νέα πλατφόρμα συνιστά αποτέλεσμα της συνεργασίας των Υπουργείων
Παιδείας και Θρησκευμάτων και Ψηφιακής Διακυβέρνησης και είναι
προσβάσιμη από το gov.gr. Υλοποιήθηκε από το Εθνικό Δίκτυο Υποδομών
Τεχνολογίας και Έρευνας (ΕΔΥΤΕ ΑΕ – GRNET), εποπτευόμενο φορέα του
Υπουργείου Ψηφιακής Διακυβέρνησης, ενώ η άντληση των στοιχείων
πραγματοποιείται από το Κέντρο Διαλειτουργικότητας της Γενικής
Γραμματείας Πληροφοριακών Συστημάτων Δημόσιας Διοίκησης και την ΗΔΙΚΑ.<br />
<br />
<br />
<br />
<br />
Από το Τμήμα Αγωγής Υγείας ΔΙΠΕ ΠΕΙΡΑΙΑ τονίζεται το εξής που αναφέρεται στο σχετικό ΦΕΚ:<br />
<br />
"Οι γονείς/κηδεμόνες των ανηλίκων μαθητών/τριών και οι ενήλικοι
μαθητές/τριες που φοιτούν σε ιδιωτικές εκπαιδευτικές δομές πρωτοβάθμιας
δευτεροβάθμιας εκπαίδευσης και ειδικής αγωγής επισκέπτονται την
ηλεκτρονική πλατφόρμα self-testing.gov.gr, η οποία είναι προσβάσιμη μέσω
της Ενιαίας Ψηφιακής Πύλης της Δημόσιας Διοίκησης (gov.gr - ΕΨΠ) και,
αφού επιλέξουν την κατηγορία «Σχολική Κάρτα για COVID-19», στη συνέχεια
αυθεντικοποιούνται με τη χρήση των κωδικών - διαπιστευτηρίων της
Γ.Γ.Π.Σ.Δ.Δ. (taxisnet), σύμφωνα με το άρθρο 24 του ν. 4727/2020 (Α’
184), και ακολουθούν τη διαδικασία υποβολής του αποτελέσματος.<br />
Εάν το αποτέλεσμα του αυτοδιαγνωστικού ελέγχου είναι αρνητικό, εκδίδεται
από την αντίστοιχη πλατφόρμα σχολική κάρτα αρνητικού αποτελέσματος, την
οποία εκτυπώνουν τα ανωτέρω πρόσωπα. Ο/Η μαθητής/τρια επιδεικνύει,
χωρίς να παραδίδει, τη σχολική κάρτα εντός της τάξης, στον εκπαιδευτικό
της πρώτης ώρας και τη φέρει μαζί του/της μέχρι τη διενέργεια του
επόμενου διαγνωστικού ελέγχου σε περίπτωση που ζητηθεί επίδειξή της από
εκπαιδευτικό ή από τον/τη Διευθυντή/ τρια/Υποδιευθυντή/τρια, ή
Προϊστάμενο/νη".<br /></p><p>Διευκρινίζεται επίσης το εξής:<br />
<br />
Κατόπιν ερωτημάτων που έχει δεχθεί η Υπηρεσία μας σχετικά με την
χειρόγραφη κάρτα, επισημαίνουμε πως μπορεί να γίνει δεκτή, εφόσον το
αποτέλεσμα έχει δηλωθεί στην πλατφόρμα, γεγονός το οποίο θα επαληθεύεται
από τη σχολική μονάδα.<br />
<br />
<br />
Από το Τμήμα Αγωγής Υγείας<br />
ΔΙΠΕ ΠΕΙΡΑΙΑ</p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-6368502746411751362021-10-27T12:19:00.000+03:002021-10-27T12:19:37.342+03:00Ειρήνη<h3 style="font-family: Arial, sans-serif; text-align: center;">Γιάννη Ρίτσου, «Ειρήνη»</h3><p><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">Τ' όνειρο του παιδιού είναι η ειρήνη.</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">Τ' όνειρο της μάνας είναι η ειρήνη.</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">Τα λόγια της αγάπης κάτω απ' τα δέντρα,</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">είναι η ειρήνη.</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">Ο πατέρας που γυρνάει τ' απόβραδο μ' ένα φαρδύ χαμόγελο στα μάτια</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">μ' ένα ζεμπίλι στα χέρια του γεμάτο φρούτα</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">κ' οι σταγόνες του ιδρώτα στο μέτωπό του</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">είναι όπως οι σταγόνες του σταμνιού που παγώνει το νερό στο παράθυρο,</span><br style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;" /><span style="background-color: white; font-family: Georgia, "Times New Roman", Times, serif; font-size: 16px; text-align: justify;">είναι η ειρήνη.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj-X0gAPy1bPF2P1CiMJWINiNMk7VxmgqDK6717qfFbeKqTh-o-0f2lUOy_FRnciM1V5hD5PN6oYTm_v0putNuwkcJiIOavPvoA4ZaFR2ukIrLkkK6qo0r4vRj4nBdDQ37OqpiaZabF8KUwpuCiEmUA_PhecgirRhMsik8sT9YqJdUjj-PUEDAQMSopOw=s206" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="206" data-original-width="201" height="206" src="https://blogger.googleusercontent.com/img/a/AVvXsEj-X0gAPy1bPF2P1CiMJWINiNMk7VxmgqDK6717qfFbeKqTh-o-0f2lUOy_FRnciM1V5hD5PN6oYTm_v0putNuwkcJiIOavPvoA4ZaFR2ukIrLkkK6qo0r4vRj4nBdDQ37OqpiaZabF8KUwpuCiEmUA_PhecgirRhMsik8sT9YqJdUjj-PUEDAQMSopOw" width="201" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhkUpR4erlsGVPOXxBwUwnlzP-U4xiB2Psx1d4pl0hkST9ChBEvkTwRkI3eY6F9-gQlxZpLCZndDw7bm4ZCEySLbkXtqQ6AQ01ocjixOTcyJnU8mgHTZmH31G4FtxqE738w1OhqZlhaGrp2cXU74lDVTTlrHUChOyFvPeAOihhapY-CasMZ62WJn7KuqA=s206" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="204" data-original-width="206" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEhkUpR4erlsGVPOXxBwUwnlzP-U4xiB2Psx1d4pl0hkST9ChBEvkTwRkI3eY6F9-gQlxZpLCZndDw7bm4ZCEySLbkXtqQ6AQ01ocjixOTcyJnU8mgHTZmH31G4FtxqE738w1OhqZlhaGrp2cXU74lDVTTlrHUChOyFvPeAOihhapY-CasMZ62WJn7KuqA" width="206" /></a></div><br /><br /><div style="text-align: justify;"><br /></div><p></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-46886635677626637792021-10-14T17:17:00.000+03:002021-10-14T17:17:03.775+03:00Κλειστά τα σχολεία στην Αττική, αύριο Παρασκευή 15 Οκτωβρίου<p> <img alt="" height="109" src="data:image/png;base64,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" width="541" /></p><p><strong>Με απόφαση του Περιφερειάρχη Αττικής Γ. Πατούλη, κλειστά θα
παραμείνουν αύριο, Παρασκευή 15 Οκτωβρίου σε όλη την Αττική, τα σχολεία </strong><strong>Πρωτοβάθμιας και Δευτεροβάθμιας Εκπαίδευσης </strong><strong>για προληπτικούς λόγους ασφάλειας καθώς αναμένεται έντονη κακοκαιρία</strong> </p>
<p><strong>Γ. Πατούλης: «Πρώτη μας προτεραιότητα η ασφάλεια και η προστασία της ζωής των μαθητών»</strong> </p>
<p>Με απόφαση του Περιφερειάρχη Αττικής Γ. Πατούλη, κατόπιν σχετικής
ενημέρωσης που είχε από την Εθνική Μετεωρολογική Υπηρεσία περί έντασης
των καιρικών φαινομένων το επόμενο 24ωρο, <strong>αύριο Παρασκευή 15 Οκτωβρίου, κλειστά θα παραμείνουν</strong> <strong>τα σχολεία </strong><strong>Πρωτοβάθμιας και Δευτεροβάθμιας Εκπαίδευσης σε όλη την Αττική.</strong></p>
<p>Η διακοπή της λειτουργίας τους αποφασίστηκε για προληπτικούς λόγους
ασφάλειας των μαθητών και εξαιτίας των δυσκολιών μετακίνησης που πιθανόν
προκύψουν εξαιτίας της κακοκαιρίας.</p>
<p><strong>Η Περιφέρεια Αττικής συνιστά σε όλους τους πολίτες να
αποφεύγουν άσκοπες μετακινήσεις τις ώρες που είναι έντονα τα καιρικά
φαινόμενα και να ακολουθούν τις οδηγίες προστασίας. </strong></p><p><strong>Πηγή: <a href="http://www.patt.gov.gr/site/index.php?option=com_content&view=article&id=41338:15&catid=3:2008-09-06-21-42-59&Itemid=709">http://www.patt.gov.gr/site/index.php?option=com_content&view=article&id=41338:15&catid=3:2008-09-06-21-42-59&Itemid=709</a><br /></strong></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-49402920945580579022021-10-08T22:36:00.004+03:002021-10-08T22:36:23.319+03:00Γιατί απεργούμε τη Δευτέρα<p> </p><div><div class="" dir="auto"><div class="ecm0bbzt hv4rvrfc e5nlhep0 dati1w0a" data-ad-comet-preview="message" data-ad-preview="message" id="jsc_c_43l"><div class="j83agx80 cbu4d94t ew0dbk1b irj2b8pg"><div class="qzhwtbm6 knvmm38d"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><div class="kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">ΣΥΛΛΟΓΟΣ ΕΚΠΑΙΔΕΥΤΙΚΩΝ ΚΕΡΑΤΣΙΝΙΟΥ-ΠΕΡΑΜΑΤΟΣ"ΝΙΚΟΣ ΠΛΟΥΜΠΙΔΗΣ"</div><div dir="auto" style="text-align: start;">ΓΙΑΤΙ ΑΠΕΡΓΩ;</div><div dir="auto" style="text-align: start;">ΑΝΟΙΧΤΗ ΕΠΙΣΤΟΛΗ ΠΡΟΣ ΤΟΥΣ ΓΟΝΕΙΣ</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Αγαπητοί γονείς, </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Επιλέγουμε να επικοινωνήσουμε μαζί σας μέσα από αυτή την επιστολή, συναισθανόμενοι την κοινή μας αγωνία για τη μόρφωση και την πρόοδο των παιδιών μας. Γιατί αυτός είναι ο κοινός μας στόχος: το καλύτερο για τα παιδιά σας, «για τα παιδιά μας»!<br /><br /></div><div dir="auto" style="text-align: start;">Όπως ίσως θα έχετε ακούσει, η κυβέρνηση το καλοκαίρι ψήφισε έναν νόμο, με τίτλο «Για την αναβάθμιση του εκπαιδευτικού έργου και τη στήριξη των εκπαιδευτικών». Και θα έλεγε κανείς ότι σαν τίτλος, μας βρίσκει όλους σύμφωνους. Και εμάς τους εκπαιδευτικούς και εσάς τους γονείς και φυσικά τους ίδιους τους μαθητές. </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Ποιος δε θέλει άλλωστε την αναβάθμιση του μορφωτικού επιπέδου;</div><div dir="auto" style="text-align: start;">Ποιος δε θέλει την πλήρη στήριξη των εκπαιδευτικών, ώστε να έχουν όλα τα μέσα για να δώσουν ό,τι καλύτερο στα παιδιά;</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Αν κοιτάξουμε όμως καλύτερα μέσα στην καθημερινότητα, μέσα στα σχολεία και τις τάξεις, θα δούμε ότι ο τίτλος είναι πραγματικά παραπλανητικός.</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Ας αναρωτηθούμε μαζί…</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση του εκπαιδευτικού έργου, σχεδόν ένα μήνα μετά το άνοιγμα των σχολείων, να υπάρχουν χιλιάδες κενά εκπαιδευτικών;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση να υπάρχουν χιλιάδες παιδιά με ειδικές μαθησιακές δυσκολίες και ανάγκες αστήριχτα από ειδικό παιδαγωγικό και βοηθητικό προσωπικό και να καλείστε και πάλι εσείς οι γονείς, αν μπορείτε, να βάλετε το χέρι στην τσέπη;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση, τον 21ο αιώνα, τα παιδιά μας να στοιβάζονται ανά 25 σε κοντέινερς ή σε κτίρια δεκαετιών, έρμαια στη φθορά του χρόνου ή στην πρώτη εμφάνιση σεισμού, πλημμύρας και άλλων καταστροφών;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση εδώ και 15 χρόνια να έχουμε αναλυτικά προγράμματα που μας καλούν να διδάξουμε τα μαθηματικά στο «περίπου» και τη γλώσσα μέσα από συνταγές μαγειρικής;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση να αλλάζουν οι μαθητές μας εκπαιδευτικό κάθε χρόνο ή πολλές φορές 2-3 φορές μέσα στο χρόνο, εξαιτίας της επιλογής των κυβερνήσεων να μη διορίζουν όλο το αναγκαίο μόνιμο προσωπικό, που είναι προϋπόθεση για την παιδαγωγική σχέση και συνέχεια;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση οι μαθητές μας απέναντι στη μάχη τους για τη μόρφωση, να συναντούν τον κόφτη της Ελάχιστης Βάσης Εισαγωγής που άφησε εκτός ΑΕΙ 40.000 μαθητές και της Τράπεζας Θεμάτων και να μετατρέπονται σε εμπόρευμα για τα ιδιωτικά κολλέγια;</div><div dir="auto" style="text-align: start;">• Είναι βελτίωση, μετά από 2 χρόνια τηλεκπαίδευσης, να μην παίρνεται κανένα ουσιαστικό μέτρο από κυβέρνηση και Υπουργείο Παιδείας για την αντιμετώπιση των τεράστιων μορφωτικών κενών, που έχουν δημιουργηθεί, εξαιτίας της δικής τους διαχείρισης; </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Θα μπορούσαμε να θέσουμε ακόμα πολλά ερωτήματα και σε όλα η απάντηση, που όλοι θα δίναμε, είναι ένα βροντερό ΟΧΙ! Η κυβέρνηση ακόμα ισχυρίζεται, με κάθε τρόπο και μέσο, ότι οι εκπαιδευτικοί δε θέλουν να αξιολογηθούν! Και απαντάμε ξεκάθαρα: λένε ψέματα!</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Η κυβέρνηση και το ΥΠΑΙΘ προωθούν μια βαθιά αντιεκπαιδευτική πολιτική. Αυτή είναι η πραγματικότητα. Ο αγώνας των εκπαιδευτικών τους δημιουργεί σοβαρές δυσκολίες, γι’ αυτό επιλέγουν τον δρόμο του αυταρχισμού, της καταστολής και της συκοφαντίας. Δε μας φοβίζουν όμως. Μένουμε όρθιοι. Αυτό το οφείλουμε στους μαθητές μας. </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Οι εκπαιδευτικοί και οι σύλλογοι διδασκόντων:</div><div dir="auto" style="text-align: start;"> Καθημερινά οργανώνουν, εκτιμούν και αναπροσαρμόζουν το μάθημά τους!</div><div dir="auto" style="text-align: start;"> Καθημερινά εξετάζουν κριτικά και αυτοκριτικά τη δουλειά τους, με πενιχρά μέσα και χωρίς καμία επιμόρφωση (μιας και τέτοια έχει να γίνει 12 χρόνια), προσπαθούν να δώσουν ό,τι καλύτερο στους μαθητές τους! </div><div dir="auto" style="text-align: start;"> Βιώνουν μαζί σας κοινά άγχη και αγωνίες για την πρόοδο των παιδιών. Για τις δυσκολίες που συναντάνε σε μια σειρά διδακτικά αντικείμενα. Για τις ανισότητες που οξύνονται χρόνο με τον χρόνο. </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Το άγχος για να προχωρήσει η ύλη, για να μη μείνει κανένα παιδί πίσω, προκειμένου τα παιδιά να κατακτήσουν βασικές γνώσεις, αναγκαίες για την εξέλιξη και την ολόπλευρη ανάπτυξη της προσωπικότητάς τους.</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Σε τίποτα από όλα τα παραπάνω, δυστυχώς, δε συμβάλουν οι ρυθμίσεις του Υπουργείου Παιδείας.</div><div dir="auto" style="text-align: start;">Αυτό όμως που πραγματικά επιδιώκουν μέσα από τον παραπλανητικό τίτλο «αξιολόγηση», είναι να διαμορφώσουν σχολεία πολλών ταχυτήτων. Να διαχωρίσουν δηλαδή τα σχολεία σε «καλά» και «κακά», με κριτήριο το κατά πόσο θα μπορούν από μόνα τους, «αυτόνομα» να καλύπτουν τις ανάγκες τους. </div><div dir="auto" style="text-align: start;">Σχολεία που θα μας μετατρέψουν και εμάς και εσάς τους γονείς σε επαίτες! Θα ζητιανεύουμε από χορηγούς και δωρεές τα αναγκαία, αν θέλουμε να αξιολογηθούμε καλά! Ή θα κληθείτε και πάλι να βάλετε το χέρι στην τσέπη, για να μην έρθουν τα χειρότερα! </div><div dir="auto" style="text-align: start;">Σχολεία δηλαδή που θα λειτουργούν με όρους επιχείρησης και για τις ανάγκες της αγοράς! Και ξέρουμε πολύ καλά τι θα σημαίνει αυτό για τα σχολεία των εργατογειτονιών, των περιοχών που συγκεντρώνονται μεταναστόπουλα, για τα σχολεία των κοντέινερς! Κακή αξιολόγηση…συγχώνευση…υποβάθμιση!</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Και το κυριότερο, επιδιώκουν να χτυπήσουν τα ίδια τα μορφωτικά δικαιώματα και τις ανάγκες των μαθητών μας. Κάθε χρόνο πετσοκόβουν και ένα αντικείμενο που αφορά στη γενική μόρφωση. </div><div dir="auto" style="text-align: start;">Έτσι λείπει ή έχει μειωθεί κατά πολύ από τα αναλυτικά προγράμματα η καλλιτεχνική παιδεία, οι κοινωνικές επιστήμες, η ποίηση και η λογοτεχνία, η διδασκαλία των φυσικών επιστημών σταθερά υποβαθμίζεται! Και μετά έχουν το θράσος να μας λένε ότι νοιάζονται για την καλλιέργεια κριτικής σκέψης στα παιδιά!</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Αγαπητοί γονείς,</div><div dir="auto" style="text-align: start;">Οι εκπαιδευτικοί, δώσαμε τα τελευταία δύο χρόνια της πανδημίας τη μάχη, χωρίς τεχνολογικά μέσα και επιστημονική καθοδήγηση, για να κρατήσουμε ανοιχτή την εκπαιδευτική διαδικασία και την παιδαγωγική σχέση με τους μαθητές μας! Μπροστά σε συστήματα που «έπεφταν», σε οθόνες και μικρόφωνα που έκλειναν, προσπαθώντας να μην αφήσουμε κανένα μαθητή - μαθήτριά μας «πίσω».</div><div dir="auto" style="text-align: start;">Δεν ισχυριζόμαστε από την πλευρά μας ότι δεν υπάρχουν προβλήματα και δυσκολίες, ότι τα κάνουμε όλα καλά. Άλλωστε, όπως κι εσείς είμαστε εργαζόμενοι, με όλα τα προβλήματα που κι εσείς βιώνετε από την εγκληματική πολιτική της τελευταίας περιόδου – και όχι μόνο! </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Ξέρουμε πολύ καλά τι θα πει ακρίβεια, πετσοκομμένοι μισθοί, απληρωσιά, ανεργία, υποστελεχωμένο σύστημα υγείας – πρόνοιας. Γι’ αυτό βρεθήκαμε μαζί στους αγώνες όλο το τελευταίο διάστημα. Δίπλα στους υγειονομικούς, τους εργαζόμενους του τουρισμού, τους διανομείς…… Με λίγα λόγια στους γονείς των μαθητών μας!</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Γι’ αυτό και τώρα υπάρχει η ανάγκη να βρεθούμε και πάλι μαζί. Σε κοινό αγώνα! Ενάντια στο σχολείο που θέλουν να φτιάξουν, του ανταγωνισμού, της ημιμάθειας και της ιδιωτικοοικονομικής λειτουργίας και όχι ενάντια στη λεγόμενη «αξιολόγηση», όπως παραπλανητικά ισχυρίζεται η κυβέρνηση. </div><div dir="auto" style="text-align: start;">Γιατί έχουμε κοινό συμφέρον να παλέψουμε για ένα σχολείο που δε θα διαχωρίζει τα παιδιά ανάλογα με τις οικονομικές-κοινωνικές δυνατότητες της οικογένειάς τους, το χρώμα ή τη φυλή! Θα παρέχει ολόπλευρη μόρφωση σε όλους και όχι σε λίγους και εκλεκτούς! Για ένα σχολείο πραγματικά ενιαίο, δημόσιο και δωρεάν, που θα αναπτύσσει το σύνολο των δυνατοτήτων του κάθε μαθητή. Για το σχολείο που θα καλύπτει τις σύγχρονες μορφωτικές ανάγκες των μαθητών μας, μακριά και έξω από την αντιδραστική αντίληψη ότι υπάρχουν παιδιά «που δεν παίρνουν τα γράμματα»! </div><div dir="auto" style="text-align: start;">Γιατί αντιθέτως, όλα τα παιδιά, μπορούν και πρέπει να γίνουν πρωταγωνιστές και δημιουργοί μιας καλύτερης κοινωνίας και σε αυτή την υπόθεση οφείλουμε όλοι, εκπαιδευτικοί και γονείς, να καταθέσουμε όλες μας τις δυνάμεις! </div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Έχε το νου σου στο παιδί, υπερασπίσου το παιδί, γιατί αν γλυτώσει το παιδί, υπάρχει ελπίδα!</div></div></span></div></div></div></div></div>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-5843406814003429752021-10-06T17:20:00.000+03:002021-10-06T17:20:01.825+03:00Ένας γλυκός Σεπτέμβρης<p style="text-align: justify;"> Ήρθε ο Σεπτέμβριος, άνοιξε το σχολείο μας και οι τάξεις μας γέμισαν ξανά με παιδικές φωνές, γέλια...αλλά και λίγα δάκρυα για τον αποχωρισμό από την αγκαλιά της μαμάς. Μια καινούρια αγκαλιά άνοιξε, αυτή του αγαπημένου μας σχολείου. Μια ολοκαίνουρια χρονιά ξεκίνησε με την ευχή όλων, μικρών και μεγάλων, να είναι καλύτερη, ομορφότερη, πιο χαρούμενη και ακόμα πιο δημιουργική από την προηγούμενη.</p><p style="text-align: justify;"><span> Οι πρώτες μέρες, μέρες προσαρμογής, κύλησαν ήσυχα. Αφού κάναμε τις απαραίτητες συστάσεις με παιχνίδια γνωριμίας, τα παιδιά με τη βοήθεια ενός καθρέφτη μας περιέγραψαν τον εαυτό τους και μας είπαν λίγα λόγια για αυτόν.</span><br /></p><p></p><div class="separator" style="clear: both; text-align: justify;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNDd4nGcGB34Ukjp5T5pWG1iGPSzh4twTnEVqG2jSfuSaPz_PpFAhowXzL7jGiXKyMaMey1MxSq0YtMWojun4zAEDcZkg9nn-RcnYL1uC9jcnNNGCFx3yuWdxD9n79S_-I7r2auTns3cuh/s909/13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="909" data-original-width="705" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNDd4nGcGB34Ukjp5T5pWG1iGPSzh4twTnEVqG2jSfuSaPz_PpFAhowXzL7jGiXKyMaMey1MxSq0YtMWojun4zAEDcZkg9nn-RcnYL1uC9jcnNNGCFx3yuWdxD9n79S_-I7r2auTns3cuh/s320/13.jpg" width="248" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo2Whrt-7MCMPlnME9TwRr7-5O6zh5ASjvqTI0IZvVZVPF58zfzUKgUBzpQLc5FDRSRGk7i7Ujo-mdUnQr6QkG-p3VetNmoHqsGLeQjSqSd1B9MfkDvxKmYYTE1JLUkZ-EiCO_si5FT4bQ/s960/14.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo2Whrt-7MCMPlnME9TwRr7-5O6zh5ASjvqTI0IZvVZVPF58zfzUKgUBzpQLc5FDRSRGk7i7Ujo-mdUnQr6QkG-p3VetNmoHqsGLeQjSqSd1B9MfkDvxKmYYTE1JLUkZ-EiCO_si5FT4bQ/s320/14.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyjuuopuRMr9hFhall1bP1hARLPl7IPZW_7a59dImm1fSitjtL97Li4iXt_L7M1h2CMB4B8405TJvCdSk6saHr0_vBDgdKFJHT-Y_FpFX3-0n_uarzZYh1saCIWvTNBbYBKStfcQRIvPCW/s870/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="870" data-original-width="662" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyjuuopuRMr9hFhall1bP1hARLPl7IPZW_7a59dImm1fSitjtL97Li4iXt_L7M1h2CMB4B8405TJvCdSk6saHr0_vBDgdKFJHT-Y_FpFX3-0n_uarzZYh1saCIWvTNBbYBKStfcQRIvPCW/s320/15.jpg" width="243" /></a></div><br />Στη συνέχεια ζωγράφισαν τον εαυτό τους και οι ζωγραφιές τους στόλισαν το πρώτο μας ομαδικό κολάζ.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimbYxCTOE1Sz59Gl7TXQzmaSxyyUdEcMa3Wl1TlSDzzLw2sPBYFebllTnXDvOWA4L0bfntNj1lKdcRA560I7G5EOcbUEflt5qWQX7VkFlhXiY_PWeZniJn7J6ReNjwop6q56HEWC05HBb3/s941/19.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="941" data-original-width="639" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimbYxCTOE1Sz59Gl7TXQzmaSxyyUdEcMa3Wl1TlSDzzLw2sPBYFebllTnXDvOWA4L0bfntNj1lKdcRA560I7G5EOcbUEflt5qWQX7VkFlhXiY_PWeZniJn7J6ReNjwop6q56HEWC05HBb3/s320/19.jpg" width="217" /></a></div><br /><p>Έπειτα συζητήσαμε για τους κανόνες τους σχολείου και αφού φωτογραφηθήκαμε, δημιουργήσαμε τον πίνακα με τους κανόνες για να θυμόμαστε να τους τηρούμε καθ'όλη τη διάρκεια της χρονιάς.</p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3SJQFUG4KNp8G2PDHoVdCvtMQa3-rSepqnpW-hYHoWuf_XmZA5hjB_14d0ERLrH_8YhS2bsgZvwxIHxTRn23Lc34E7TR0WD6V7wN2A02J-RMsCcDo4vlYyuNkPcn4wHuRgnh450KPuGKV/s960/21.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="387" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3SJQFUG4KNp8G2PDHoVdCvtMQa3-rSepqnpW-hYHoWuf_XmZA5hjB_14d0ERLrH_8YhS2bsgZvwxIHxTRn23Lc34E7TR0WD6V7wN2A02J-RMsCcDo4vlYyuNkPcn4wHuRgnh450KPuGKV/s320/21.jpg" width="129" /></a></div><div class="separator" style="clear: both; text-align: left;">Φτιάξαμε και δεύτερο πίνακα ενθάρρυνσης και τον στολίσαμε με έργα του Keith Harring.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjr4-XK9OJ1-uNAsaBkDAVsHMb_Y8XJo1kd2Bs-_MgmCWTIblrn_bbQUo1R_B2TopsaU_3WCGqZgCEQcZ2KOK3IHeH26sUQTr2F51h9Trxjz5Zx3qiF2z5QTaLCtKpnlp2nEsimoWJXXU/s811/20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="811" data-original-width="426" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjr4-XK9OJ1-uNAsaBkDAVsHMb_Y8XJo1kd2Bs-_MgmCWTIblrn_bbQUo1R_B2TopsaU_3WCGqZgCEQcZ2KOK3IHeH26sUQTr2F51h9Trxjz5Zx3qiF2z5QTaLCtKpnlp2nEsimoWJXXU/s320/20.jpg" width="168" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Έπειτα διαβάσαμε το βιβλίο <Οι λέξεις δεν είναι για να πληγώνουμε> .</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNRed_TNytzuXD7tJmbRozR1XRJhg9-byQKTkklJnSR-BDecm2cCZ1dS0pDN0m5g3IZNMhyphenhyphenIvOiNpNiPYY_2VQjTaPtvZt8nfBiZvSB_KnNC-U1nYvPey13sfnfyvi9bpa46p3TzADI2pv/s210/9789604551705-200-0262849.webp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="210" data-original-width="210" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNRed_TNytzuXD7tJmbRozR1XRJhg9-byQKTkklJnSR-BDecm2cCZ1dS0pDN0m5g3IZNMhyphenhyphenIvOiNpNiPYY_2VQjTaPtvZt8nfBiZvSB_KnNC-U1nYvPey13sfnfyvi9bpa46p3TzADI2pv/s0/9789604551705-200-0262849.webp" width="210" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">Ακολούθησε συζήτηση και χωρίσαμε τις κουβέντες που ανταλλάζουμε μεταξύ μας σε εκείνες που μας χωρίζουν και εκείνες που μας ενώνουν.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Say17i6atwUiOTVcjR_6FPtB49HjzpIozBHdDBTPkjE17NRE5fKrtFHJzxEYzkkOARBTdYx_T8W0MTh9yZz8xVOQhm2iS00_yn5xhKzrqZqd9kuSI00c9A00r7qbITVN4YqFM4WOfMAV/s960/17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="696" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Say17i6atwUiOTVcjR_6FPtB49HjzpIozBHdDBTPkjE17NRE5fKrtFHJzxEYzkkOARBTdYx_T8W0MTh9yZz8xVOQhm2iS00_yn5xhKzrqZqd9kuSI00c9A00r7qbITVN4YqFM4WOfMAV/s320/17.jpg" width="232" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDB3qovcEJfj5Oaz4-IGnp8dxbNcutg4R5dnkPp3T0FHD7wVVbpOn5v46jncIGUo5DCh4Tc3WxOVf19aiCp8RE1oAs5Mio2nr3xb_WIFlGTCJv4fRosa9gK0CoLDoH7DLW-ri3y4CzNCiG/s960/18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="668" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDB3qovcEJfj5Oaz4-IGnp8dxbNcutg4R5dnkPp3T0FHD7wVVbpOn5v46jncIGUo5DCh4Tc3WxOVf19aiCp8RE1oAs5Mio2nr3xb_WIFlGTCJv4fRosa9gK0CoLDoH7DLW-ri3y4CzNCiG/s320/18.jpg" width="223" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: left;">Αξιοποιήσαμε ξανά τα έργα του Keith Harring και με τη βοήθεια του google slides δημιουργήσαμε κόμικς με θετικούς διαλόγους.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUXEnY26VqW49vtSq9libZldy4qZP6LcJTswmOFhrg1ErVPxdBSy2Eub5NUqJPQhOvcw9I9QLow13EcAOfZk1sTdjpapFLHr0kr-2XmA845HptO5LWrf0p93o75r-5Y18qSv12xdVvwlc/s919/Screenshot_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="919" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUXEnY26VqW49vtSq9libZldy4qZP6LcJTswmOFhrg1ErVPxdBSy2Eub5NUqJPQhOvcw9I9QLow13EcAOfZk1sTdjpapFLHr0kr-2XmA845HptO5LWrf0p93o75r-5Y18qSv12xdVvwlc/s320/Screenshot_1.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBPhehKIYZ6EvOEBmgdl1LaalZGCUtHyT0lGbNGT2aMdTlPHXlOr6UC5tFXutQnh-2dfvmXOOEQumD2oLosQxm4mhfXYEp7pCUmdQA_pzdugO0iy0Hqf6EKySYz1bsA0EpxdVvzN36fqd/s917/Screenshot_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="513" data-original-width="917" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBPhehKIYZ6EvOEBmgdl1LaalZGCUtHyT0lGbNGT2aMdTlPHXlOr6UC5tFXutQnh-2dfvmXOOEQumD2oLosQxm4mhfXYEp7pCUmdQA_pzdugO0iy0Hqf6EKySYz1bsA0EpxdVvzN36fqd/s320/Screenshot_2.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9eZ-wDw1fDXtmxLxBsiEUUw5uuZ-vV5vhjPoaC9MQjFpGmgieyLDpt8T9KXcdgSMlYsm1X5qV9Afi0AOcZg99aXH2yfN1SKzCLAg5dScQN3ySvscaG3Gd5Rp5A2ndULnydwrfShB9XRz9/s916/Screenshot_3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="515" data-original-width="916" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9eZ-wDw1fDXtmxLxBsiEUUw5uuZ-vV5vhjPoaC9MQjFpGmgieyLDpt8T9KXcdgSMlYsm1X5qV9Afi0AOcZg99aXH2yfN1SKzCLAg5dScQN3ySvscaG3Gd5Rp5A2ndULnydwrfShB9XRz9/s320/Screenshot_3.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqt1g3w2tYEKGIJLWZPHf8PZ2PbGq7-9mL1dvYh3VracN_CO2p0jr9CmBRrT2bblsd2-V-46bviBr09r6mBt2tnBF3m_QDftE43yYcQTKeXNnD2mCu4mqo6JF_Xj-vZ6LxifqNoJuycva2/s915/Screenshot_4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="517" data-original-width="915" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqt1g3w2tYEKGIJLWZPHf8PZ2PbGq7-9mL1dvYh3VracN_CO2p0jr9CmBRrT2bblsd2-V-46bviBr09r6mBt2tnBF3m_QDftE43yYcQTKeXNnD2mCu4mqo6JF_Xj-vZ6LxifqNoJuycva2/s320/Screenshot_4.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">Μετά παίξαμε παιχνίδια συνεργασίας. Δημιουργήσαμε μια διαδρομή την οποία ο κάθε παίκτης έπρεπε να ακολουθήσει με κλειστά μάτια ακούγοντας τις οδηγίες του φίλου του.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6qDkruLfG5NxwTQF8F8bPsdynseCck5-JvItmiq0MJlFq5_7BSh738pk_hZNexPo9_V2L64rRTfc4RQiEqeSxl0unAwHJ44oV3u4aH617DMMJz5RVIm0w20sd10GdkkF_6Y72igBf1Xzw/s960/16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6qDkruLfG5NxwTQF8F8bPsdynseCck5-JvItmiq0MJlFq5_7BSh738pk_hZNexPo9_V2L64rRTfc4RQiEqeSxl0unAwHJ44oV3u4aH617DMMJz5RVIm0w20sd10GdkkF_6Y72igBf1Xzw/s320/16.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div>Στη συνέχεια ασχοληθήκαμε με τα ονόματά μας. Ετοιμάσαμε το παρουσιολόγιό μας και μάθαμε πως θα το χρησιμοποιούμε κάθε μέρα.<div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaZ83yDe6yGIdqvhIimnWcp5XNIcltsKXzEEjV7jY_uOfeiSLJOqRXfwFX4isCnjwH4cIDjiUukICHnCmFzUhg_-qsAx7ugUpMmK3nv-B4HqpRIDJZ5PMJx2Q69lEgCNzjsY6JdJu8WQxr/s874/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="874" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaZ83yDe6yGIdqvhIimnWcp5XNIcltsKXzEEjV7jY_uOfeiSLJOqRXfwFX4isCnjwH4cIDjiUukICHnCmFzUhg_-qsAx7ugUpMmK3nv-B4HqpRIDJZ5PMJx2Q69lEgCNzjsY6JdJu8WQxr/s320/12.jpg" width="320" /></a></div><br /><div>Τέλος φτιάξαμε την πρώτη μας ατομική κατασκευή, ένα πολύχρωμο γλυπτό με το αρχικό του ονόματός μας.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoMfq_5GIYizYGvZajfWL6wy2kOyJdd1P_dwBgY9zpHpPzDRWPF03akhzZKIiEC28xdN66ARUWymZTwEVxFcudtXQePAroH3CQcxovpNcnsHdT3zmBrf2jEO4DmG9zwKtQs_SVZap-1hB7/s960/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="777" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoMfq_5GIYizYGvZajfWL6wy2kOyJdd1P_dwBgY9zpHpPzDRWPF03akhzZKIiEC28xdN66ARUWymZTwEVxFcudtXQePAroH3CQcxovpNcnsHdT3zmBrf2jEO4DmG9zwKtQs_SVZap-1hB7/s320/1.jpg" width="259" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYaqiWl305iBV2GHmMVVdnzDWDRht29OctdJJgQvQeo6jrldA5elkdIrPuocUAd-FDanjiDOUnA3W6Li7NyfYPefDPcgJQafhRaqTG3Daepg9YpMA_7p51HojI57xP6zc31ZQkpAw5wBDS/s907/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" 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class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTiQZm1h2NBKSF-LXWWLO-2JiEH3ftztuuNpn0NGtmWyXRAy1WZA-g970K1d7IXMQPMvs4ruLLYCvk8_sMb5eJ4T7ymOpKxXKWbpB9RCG3gMFzKyFq94J-7fqSLl4CVBfM4w5iC8BIVt-G/s937/11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="595" data-original-width="937" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTiQZm1h2NBKSF-LXWWLO-2JiEH3ftztuuNpn0NGtmWyXRAy1WZA-g970K1d7IXMQPMvs4ruLLYCvk8_sMb5eJ4T7ymOpKxXKWbpB9RCG3gMFzKyFq94J-7fqSLl4CVBfM4w5iC8BIVt-G/s320/11.jpg" width="320" /></a></div><br /><div><br /><p><br /></p></div></div>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-79547794961752893002021-09-20T19:29:00.002+03:002021-09-20T19:29:18.968+03:00Ενημερωτική Διαδικτυακή Εκδήλωση για τον εμβολιασμό στη μαθητική κοινότητα<div class="separator"><p style="margin-left: 1em; margin-right: 1em;"> <img alt="" height="44" 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" width="400" /></p></div><p><br /></p><p>Από το γραφείο της υφυπουργού Ζωής Μ. Μακρή, μέσω της Διεύθυνσης Πρωτοβάθμιας Εκπαίδευσης Πειραιά, λάβαμε την παρακάτω πρόσκληση σε ενημερωτική διαδικτυακή εκδήλωση για τον εμβολιασμό στη μαθητική κοινότητα.</p><p>Δείτε την πρόσκληση [<a href="https://drive.google.com/file/d/11izwALCRK7_L5VBsmrqCxRi7BJg_A1xW/view?usp=sharing" target="_blank">εδώ</a>]<br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-33164431351615147942021-09-10T14:49:00.005+03:002021-09-10T14:51:06.549+03:00Διευκρινήσεις για τα self tests<p> <span dir="ltr" face="sans-serif" role="presentation" style="font-size: 11.8814px; left: 91.5948px; top: 491.182px;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span dir="ltr" face="sans-serif" role="presentation" style="font-size: 11.8814px; left: 91.5948px; top: 491.182px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJgilKThuF3d3Minu33mBF3LWPg239tOh99yBlGztc3deQ9BodVcal8TG3mvyTbSf4bm73gzeuUm3rgYKDCv7m4YzezCDcuCUA7XAA-A_aKXYexgCzBmVdGP-5_NEwQ6AhtTamy_xumzbv/s780/self-test.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="438" data-original-width="780" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJgilKThuF3d3Minu33mBF3LWPg239tOh99yBlGztc3deQ9BodVcal8TG3mvyTbSf4bm73gzeuUm3rgYKDCv7m4YzezCDcuCUA7XAA-A_aKXYexgCzBmVdGP-5_NEwQ6AhtTamy_xumzbv/s320/self-test.jpg" width="320" /></a></span></div><span dir="ltr" face="sans-serif" role="presentation" style="font-size: 11.8814px; left: 91.5948px; top: 491.182px;"><br /></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 91.5948px; top: 491.182px;">Η</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 98.9969px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 101.86px; top: 491.182px; transform: scaleX(1.00741);">διενέργεια</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 154.257px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 157.109px; top: 491.182px; transform: scaleX(0.933296);">αυτοδιαγνωστικού</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 248.56px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 251.423px; top: 491.182px; transform: scaleX(0.984968);">ελέγχου</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 290.81px; top: 491.182px; transform: scaleX(0.893359);"> (self-test) </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 342.803px; top: 491.182px; transform: scaleX(1.0435);">είναι</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 366.804px; top: 491.182px;"> </span><span style="color: red;"><b><span dir="ltr" face="sans-serif" role="presentation" style="left: 369.667px; top: 491.182px; transform: scaleX(0.897297);">υποχρεωτική</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 433.375px; top: 491.182px;"> </span></b></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 436.227px; top: 491.182px; transform: scaleX(1.02022);">για</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 451.53px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 454.394px; top: 491.182px; transform: scaleX(0.940611);">τους/τις</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 493.899px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 496.763px; top: 491.182px; transform: scaleX(0.954093);">μαθητές/τριες</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.411px; top: 491.182px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 505.686px; transform: scaleX(0.976103);">όλων</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 101.948px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 105.156px; top: 505.686px; transform: scaleX(0.958016);">των</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 123.358px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 126.566px; top: 505.686px; transform: scaleX(0.92675);">σχολικών</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 171.977px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 175.185px; top: 505.686px; transform: scaleX(0.951018);">μονάδων</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 219.883px; top: 505.686px; transform: scaleX(0.980216);"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 226.287px; top: 505.686px; transform: scaleX(0.90592);">Πρωτοβάθμιας</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 299.654px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 302.862px; top: 505.686px; transform: scaleX(0.885402);">Εκπαίδευσης.</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 369.279px; top: 505.686px;"></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 372.487px; top: 505.686px; transform: scaleX(0.920995);"> <br /></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="color: red;"><b><span dir="ltr" face="sans-serif" role="presentation" style="left: 372.487px; top: 505.686px; transform: scaleX(0.920995);">Εξαιρούνται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 431.431px; top: 505.686px;"> </span></b></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 434.639px; top: 505.686px; transform: scaleX(0.910491);">του</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 451.938px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 455.146px; top: 505.686px; transform: scaleX(0.933125);">μέτρου,</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 493.393px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 496.601px; top: 505.686px; transform: scaleX(0.944572);">τα</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 507.947px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 511.143px; top: 505.686px; transform: scaleX(0.936934);">παιδιά</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 543.936px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 547.144px; top: 505.686px; transform: scaleX(0.875984);">που</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.404px; top: 505.686px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 520.19px; transform: scaleX(0.950512);">έχουν</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 105.085px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 107.77px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 110.182px; top: 520.19px; transform: scaleX(0.900146);">ιστορικό</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 151.588px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 154.274px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 156.674px; top: 520.19px; transform: scaleX(0.910477);">νόσησης</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 198.556px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 201.241px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 203.641px; top: 520.19px; transform: scaleX(0.946269);">εντός</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 230.124px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 232.81px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 235.222px; top: 520.19px; transform: scaleX(0.910491);">του</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 252.521px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 255.206px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 257.606px; top: 520.19px; transform: scaleX(0.976185);">τελευταίου</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 312.261px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 314.946px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 317.346px; top: 520.19px; transform: scaleX(0.924373);">6μήνου</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 354.321px; top: 520.19px; transform: scaleX(0.946552);">. </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 360px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 362.4px; top: 520.19px;"> </span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 362.4px; top: 520.19px;">Η</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 369.802px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 372.487px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 374.887px; top: 520.19px; transform: scaleX(0.919677);">είσοδος</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 413.514px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 416.199px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 418.599px; top: 520.19px; transform: scaleX(0.958642);">των</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 436.801px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 439.487px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 441.887px; top: 520.19px; transform: scaleX(0.955731);">μαθητών/μαθητριών</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 544.138px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 546.823px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 549.223px; top: 520.19px; transform: scaleX(0.904237);">στο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.416px; top: 520.19px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 534.694px; transform: scaleX(0.951998);">σχολείο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 114.673px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 123.418px; top: 534.694px; transform: scaleX(1.02756);">γίνεται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 157.327px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 166.084px; top: 534.694px; transform: scaleX(0.995068);">με</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 178.024px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 186.781px; top: 534.694px; transform: scaleX(0.952999);">επίδειξη</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 227.76px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 236.505px; top: 534.694px; transform: scaleX(0.905782);">και</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 251.915px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 260.66px; top: 534.694px; transform: scaleX(0.911898);">όχι</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 275.25px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 284.007px; top: 534.694px; transform: scaleX(0.885785);">προσκόμιση</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 343.354px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 352.111px; top: 534.694px; transform: scaleX(0.929208);">βεβαίωσης</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 406.005px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 414.75px; top: 534.694px; transform: scaleX(0.917677);">αρνητικού</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 465.21px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 473.967px; top: 534.694px; transform: scaleX(0.936284);">αποτελέσματος.</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 549.806px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 558.55px; top: 534.694px;"> </span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 558.55px; top: 534.694px;">Ο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.416px; top: 534.694px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 549.198px; transform: scaleX(0.889254);">υποχρεωτικός</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 145.054px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 147.739px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 149.961px; top: 549.198px; transform: scaleX(0.926872);">αυτοδιαγνωστικός</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 239.855px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 242.541px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 244.774px; top: 549.198px; transform: scaleX(0.970315);">έλεγχος</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 282.617px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 285.302px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 287.524px; top: 549.198px; transform: scaleX(1.00437);">διενεργείται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 347.786px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 350.471px; top: 549.198px;"> </span><b><span dir="ltr" face="sans-serif" role="presentation" style="left: 352.705px; top: 549.198px; transform: scaleX(0.900724);">δύο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 371.62px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 374.305px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 376.539px; top: 549.198px; transform: scaleX(0.919549);">φορές</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 406.884px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 409.569px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 411.791px; top: 549.198px; transform: scaleX(0.960297);">την</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 428.104px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 430.79px; top: 549.198px;"> </span></b><span dir="ltr" face="sans-serif" role="presentation" style="left: 433.023px; top: 549.198px; transform: scaleX(0.937172);"><b>εβδομάδα</b>,</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 486.43px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 489.115px; top: 549.198px;"> </span><b><span style="color: red;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 491.349px; top: 549.198px; transform: scaleX(0.858161);">προ</span></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 510.229px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 512.914px; top: 549.198px;"> </span><span style="color: red;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 515.147px; top: 549.198px; transform: scaleX(0.884316);">Τρίτης</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 546.099px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 548.784px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 551.017px; top: 549.198px; transform: scaleX(0.905782);">και</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.416px; top: 549.198px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 563.702px; transform: scaleX(0.895066);">Παρασκευής</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 138.341px; top: 563.702px;"> </span></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 141.442px; top: 563.702px; transform: scaleX(0.905782);">και</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 156.852px; top: 563.702px;"> </span><u><span dir="ltr" face="sans-serif" role="presentation" style="left: 159.965px; top: 563.702px; transform: scaleX(0.927938);">έως</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 178.524px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 181.636px; top: 563.702px; transform: scaleX(0.934547);">είκοσι</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 211.554px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 214.667px; top: 563.702px; transform: scaleX(0.938895);">τέσσερις</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 256.905px; top: 563.702px; transform: scaleX(0.8945);"> (24) </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 282.379px; top: 563.702px; transform: scaleX(0.911348);">ώρες</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 306.985px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 310.098px; top: 563.702px; transform: scaleX(0.9221);">πριν</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 331.295px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 334.408px; top: 563.702px; transform: scaleX(0.889485);">από</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 353.988px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 357.089px; top: 563.702px; transform: scaleX(0.960297);">την</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 373.402px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 376.515px; top: 563.702px; transform: scaleX(0.933147);">προσέλευση</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 437.17px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 440.283px; top: 563.702px; transform: scaleX(0.910491);">στη</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 457.582px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 460.695px; top: 563.702px; transform: scaleX(0.90921);">σχολική</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 498.882px; top: 563.702px;"> </span></u></b><span dir="ltr" face="sans-serif" role="presentation" style="left: 501.995px; top: 563.702px; transform: scaleX(0.949407);"><u><b>μονάδα</b></u>.</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 542.819px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 545.932px; top: 563.702px; transform: scaleX(0.890589);"> </span></span></p><p style="text-align: justify;"><b><u><span style="font-size: medium;"><span style="color: red;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 545.932px; top: 563.702px; transform: scaleX(0.890589);">Κατ’</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.416px; top: 563.702px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 578.206px; transform: scaleX(0.959484);">εξαίρεση,</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 123.584px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 126.269px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 127.992px; top: 578.206px; transform: scaleX(0.959598);">την</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 144.305px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 146.99px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 148.713px; top: 578.206px; transform: scaleX(0.885165);">πρώτη</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 180.579px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 183.264px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 184.987px; top: 578.206px; transform: scaleX(0.93401);">εβδομάδα</span></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 235.424px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 238.109px; top: 578.206px;"> </span><span style="color: red;"><span dir="ltr" face="sans-serif" role="presentation" style="left: 239.832px; top: 578.206px; transform: scaleX(0.9618);">λειτουργίας</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 297.54px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 300.225px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 301.936px; top: 578.206px; transform: scaleX(0.918524);">κάθε</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 325.817px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 328.502px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 330.225px; top: 578.206px; transform: scaleX(0.897294);">σχολικής</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 373.295px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 375.981px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 377.692px; top: 578.206px; transform: scaleX(0.928558);">μονάδας</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 420.405px; top: 578.206px;"> (13/09/2021 - </span></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 423.09px; top: 578.206px;"><span style="color: red;">17/09/2021)</span> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 424.813px; top: 578.206px;">ο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 431.075px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 433.76px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 435.483px; top: 578.206px; transform: scaleX(0.872152);">πρώτος</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 472.113px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 474.798px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 476.521px; top: 578.206px; transform: scaleX(0.92675);">αυτοδιαγνωστικός</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.416px; top: 578.206px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 592.71px; transform: scaleX(0.970315);">έλεγχος</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 114.423px; top: 592.71px; transform: scaleX(0.908823);"> (self test) </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 166.785px; top: 592.71px; transform: scaleX(1.00437);">διενεργείται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 227.047px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 230.291px; top: 592.71px; transform: scaleX(0.928532);">έως</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 248.861px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 252.105px; top: 592.71px; transform: scaleX(0.905782);">και</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 267.515px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 270.759px; top: 592.71px; transform: scaleX(0.934547);">είκοσι</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 300.676px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 303.92px; top: 592.71px; transform: scaleX(0.938895);">τέσσερις</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 346.17px; top: 592.71px; transform: scaleX(0.899168);"> (24) </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 371.905px; top: 592.71px; transform: scaleX(0.911788);">ώρες</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 396.512px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 399.767px; top: 592.71px; transform: scaleX(0.921584);">πριν</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 420.964px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 424.207px; top: 592.71px; transform: scaleX(0.960297);">την</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 440.52px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 443.776px; top: 592.71px; transform: scaleX(0.933147);">προσέλευση</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 504.43px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 507.674px; top: 592.71px; transform: scaleX(0.910491);">στη</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 524.973px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 528.217px; top: 592.71px; transform: scaleX(0.90921);">σχολική</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 566.404px; top: 592.71px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 76.5811px; top: 607.213px; transform: scaleX(0.949407);">μονάδα, η οποία προσέλευση θα είναι τη Δευτέρα 13 Σεπτεμβρίου 2021. </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 117.417px; top: 607.213px;"></span><span dir="ltr" face="sans-serif" role="presentation" style="left: 121.065px; top: 607.213px;"> </span></span></u></b><span style="font-size: medium;"><b><u><span dir="ltr" face="sans-serif" role="presentation" style="left: 121.065px; top: 607.213px;">Ο</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 128.942px; top: 607.213px; transform: scaleX(0.703643);"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 135.275px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 136.249px; top: 607.213px; transform: scaleX(0.924082);">δεύτερος</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 181.518px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 184.203px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 185.177px; top: 607.213px; transform: scaleX(0.971729);">έλεγχος,</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 225.978px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 228.663px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 229.637px; top: 607.213px; transform: scaleX(0.955224);">συστήνεται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 285.04px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 287.726px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 288.7px; top: 607.213px; transform: scaleX(1.00596);">να</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 300.771px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 303.456px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 304.431px; top: 607.213px; transform: scaleX(1.00418);">διενεργείται</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 364.693px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 367.378px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 368.353px; top: 607.213px; transform: scaleX(0.959598);">την</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 384.666px; top: 607.213px; transform: scaleX(0.744873);"> 3</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 394.343px; top: 606.891px;">η</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 398.404px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 401.089px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 402.064px; top: 607.213px; transform: scaleX(0.942591);">ημέρα</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 433.181px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 435.866px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 436.829px; top: 607.213px; transform: scaleX(0.970315);">μετά</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 460.116px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 462.801px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 463.776px; top: 607.213px; transform: scaleX(0.953308);">τον</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 479.982px; top: 607.213px;"> </span><span dir="ltr" face="sans-serif" role="presentation" style="left: 482.667px; top: 607.213px;"> </span></u></b></span><span dir="ltr" face="sans-serif" role="presentation" style="font-size: 11.8814px; left: 483.641px; top: 607.213px; transform: scaleX(0.881864);"><span style="font-size: medium;"><b><u>πρώτο (δηλαδή την Τετάρτη 15/09, για να επιδείξετε τη βεβαίωση αρνητικού αποτελέσματος στις νηπιαγωγούς, την Πέμπτη 16/09)</u></b></span><br /></span></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-64579330473806048742021-09-08T17:14:00.001+03:002021-09-10T14:39:46.838+03:00Ενημέρωση για τον αγιασμό<p style="text-align: justify;"><span style="font-size: large;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqTJ5XBp9PSL6UC5zMr3G_9pR0m27GmiuzyJ-SHMyWr32bFMsS3hy3yAYJjGmLe0VHjJfBkDwJGfjT_VESNrGmZ4a_DLsq7ln2835AsxWhzv0fWH00YxCfRvwO-XKGMPEcJnui2nt7Kbu8/s425/vasilikos-basil.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="284" data-original-width="425" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqTJ5XBp9PSL6UC5zMr3G_9pR0m27GmiuzyJ-SHMyWr32bFMsS3hy3yAYJjGmLe0VHjJfBkDwJGfjT_VESNrGmZ4a_DLsq7ln2835AsxWhzv0fWH00YxCfRvwO-XKGMPEcJnui2nt7Kbu8/s320/vasilikos-basil.jpg" width="320" /></a></span></div><span style="font-size: large;"><br /></span><p></p><p style="text-align: justify;"><span style="font-size: large;"> </span></p><p style="text-align: center;"><span style="font-size: large;">Ο αγιασμός για την έναρξη της σχολικής χρονιάς, <br />θα πραγματοποιηθεί <br />τη Δευτέρα 13 Σεπτεμβρίου 2021 <br />και ώρα 09:30 <br />στον αύλειο χώρο του σχολείου</span></p><p> </p><p>Σύμφωνα με τις οδηγές του Υπουργείου Παιδείας, ο αγιασμός θα διεξαχθεί χωρίς την παρουσία γονέων.</p><p>Τα νήπια θα πρέπει να έρθουν στο νηπιαγωγείο στις 9.15 για να διεξαχθεί έλεγχος των βεβαιώσεων αρνητικού αυτοδιαγνωστικού ελέγχου (self tests). To self test θα πρέπει να έχει διαξαχθεί έως και 24 ώρες πριν την έλευση του παιδιού στο σχολείου και να προσκομιστεί για έλεγχο είτε σε έντυπη, είτε σε ηλεκτρονική μορφή. </p><p>Στη συνέχεια και ώρα 9.30 θα πραγματοποιηθεί ο αγιασμός και στη συνέχεια θα αποχωρήσουν τα νήπια.<br /></p><p>Παρακαλούνται οι γονείς οι οποίοι δεν ήταν παρόντες κατά τη συνάντηση γονέων την Παρασκευή 10 Σεπτεμβρίου, να παραμείνουν στο σχολείο, τη Δευτέρα, μετά το πέρας του αγιασμού, για να ενημερωθούν. <br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-14771066076244548032021-09-07T20:33:00.005+03:002021-09-07T20:33:58.366+03:00Ενημέρωση από τον Πανελλήνιο Φαρμακευτικό Σύλλογο για τη διάθεση δωρεάν self tests στους μαθητές <p>Ενημέρωση από τον Πανελλήνιο Φαρμακευτικό Σύλλογο για τη διάθεση δωρεάν self tests σε μαθητές και μαθήτριες 4 ετών και πάνω </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmweqKw_1IjH8HHiKQe6j78JWPCoQ50xjOUwPC7uYpBDuV73JRzXu1NUZ3IKU27lWzT_fK2PlpbdjK8QdVW4Gw6xgVUXMa1hGaRlBLZ9UEx1gzfotE_qhM4HAf3G_Z_flugfyFY6Byi0XY/s680/241632808_4458080554251102_190664607269280326_n.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="474" data-original-width="680" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmweqKw_1IjH8HHiKQe6j78JWPCoQ50xjOUwPC7uYpBDuV73JRzXu1NUZ3IKU27lWzT_fK2PlpbdjK8QdVW4Gw6xgVUXMa1hGaRlBLZ9UEx1gzfotE_qhM4HAf3G_Z_flugfyFY6Byi0XY/w378-h264/241632808_4458080554251102_190664607269280326_n.png" width="378" /></a></div><br /><p><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-79450966172961667292021-09-07T18:48:00.003+03:002021-09-07T18:48:20.712+03:00Καλή σχολική χρονιά<p style="text-align: justify;"> </p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRl9fxFSGJS4PXFk9mo1e0havGS4SpKCFCvmhq_sdJU49h0gb843WBpaSnxENAviTUg96JK9PspAyhGxmKyJ7Yb1aLrDWV8fgvws0ctQYnSgq44iwG7wyEs4gpAF2_sG5U1FoMwgzI3Uar/s358/free-school-children-illustration-vector_f.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="274" data-original-width="358" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRl9fxFSGJS4PXFk9mo1e0havGS4SpKCFCvmhq_sdJU49h0gb843WBpaSnxENAviTUg96JK9PspAyhGxmKyJ7Yb1aLrDWV8fgvws0ctQYnSgq44iwG7wyEs4gpAF2_sG5U1FoMwgzI3Uar/s320/free-school-children-illustration-vector_f.jpg" width="320" /></a></div><br />Αγαπητοί γονείς<p></p><p style="text-align: justify;">Το καλοκαίρι έφυγε, το φθινόπωρο κάνει τα πρώτα του βήματα και ήρθε η στιγμή να επιστρέψουμε στο σχολείο μας. </p><p style="text-align: justify;"> </p><p style="text-align: justify;"><a href="https://www.youtube.com/watch?v=VlveLtS7OvQ" target="_blank">Το τραγούδι του φθινοπώρου</a> </p><p style="text-align: justify;"> </p><p style="text-align: justify;">Σας καλωσορίζουμε στη νέα σχολική χρονιά και ελπίζουμε να έχουμε μια ειλικρινή και επικοδομητική συνεργασία, με σεβασμό και αγάπη για τα παιδιά μας, τους μαθητές μας.<br /><br />Ευχόμαστε στους μικρούς μας μαθητές μια υγιή, ασφαλή, διασκεδαστική χρονιά, γεμάτη παιχνίδι, μουσική, χαρά και γνώση.</p><p style="text-align: justify;">Την Παρασκευή 10 Σεπτεμβρίου 2021, όπως ήδη έχετε ενημερωθεί τηλεφωνικά, έχουν προγραμματιστεί ενημερωτικές συναντήσεις για εσάς που αφορούν στην έναρξη, τον αγιασμό, τον προγραμματισμό της νέας σχολικής χρονιάς και τα μέτρα προστασίας από τον κοροναϊό που θα ισχύσουν. </p><p>Τα στοιχεία επικοινωνίας του σχολείου μας είναι:</p><p> <!--[if gte mso 9]><xml>
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</p><p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;">1ο ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥ</b></p>
<p align="center" class="MsoNormal" style="text-align: center;"> </p>
<p align="center" class="MsoNormal" style="text-align: center;">Τηλέφωνο: 2104014096</p>
<p align="center" class="MsoNormal" style="text-align: center;"> </p>
<p align="center" class="MsoNormal" style="text-align: center;">Ηλεκτρονική
Διεύθυνση: <span style="mso-spacerun: yes;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">mail</span>@1<span lang="EN-US" style="mso-ansi-language: EN-US;">nip</span>-<span lang="EN-US" style="mso-ansi-language: EN-US;">kerats</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">att</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">sch</span>.<span lang="EN-US" style="mso-ansi-language: EN-US;">gr</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"> </p>
<p align="center" class="MsoNormal" style="text-align: center;">Ιστότοπος: https://1nipkerats.blogspot.com/</p><p align="center" class="MsoNormal" style="text-align: center;"> </p>
<p> Με εκτίμηση </p><p>Το εκπαιδευτικό προσωπικό του 1ου Νηπιαγωγείου Κερατσινίου<br /></p><p><br /></p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-18484867436348833272021-05-30T10:43:00.000+03:002021-05-30T10:43:24.925+03:00Στην φάρμα του παππού<p>Με αφορμή το τραγούδι <στην φάρμα του παππού> που αγαπούν πολύ τα παιδιά της τάξης μας</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1wBRP15m_Zc8WrandI2PBI5o5sUUAa3HpZ9asuEUea7mb65khadvrx4dbZhp10FrjDGVAGMBmebDij2QjGZy0HpZ2V89dSlIBgUlBl0-PybujLVaE21WALZf6z5mOonGxyTWvcCIe89SW/s892/34.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="441" data-original-width="892" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1wBRP15m_Zc8WrandI2PBI5o5sUUAa3HpZ9asuEUea7mb65khadvrx4dbZhp10FrjDGVAGMBmebDij2QjGZy0HpZ2V89dSlIBgUlBl0-PybujLVaE21WALZf6z5mOonGxyTWvcCIe89SW/s320/34.jpg" width="320" /></a></div><br /><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/S6vWNuVKvV8" width="320" youtube-src-id="S6vWNuVKvV8"></iframe></div><br /><p>ξεκίνησε μια όμορφη συζήτηση για την θεματική ενότητα <φάρμα> και τα ζωάκια της.</p><p>Αρχικά γνωρίσαμε τα ζωάκια που ζουν στη φάρμα και τα αντιστοιχίσαμε με τα σπιτάκια τους.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8fCPaAh-at1GcZkJkDNpsxQXrIeKKjSK4QY_ln0sOraL9CXv7-DgrNcDbSVME1VhsiEZgarIufR-UF1t9PzuVCIO1GIqPI8ucw8l0HldVGxiKGcmsIt58wYeL5TsB4EklZ4MiwdiihKpI/s940/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="416" data-original-width="940" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8fCPaAh-at1GcZkJkDNpsxQXrIeKKjSK4QY_ln0sOraL9CXv7-DgrNcDbSVME1VhsiEZgarIufR-UF1t9PzuVCIO1GIqPI8ucw8l0HldVGxiKGcmsIt58wYeL5TsB4EklZ4MiwdiihKpI/s320/3.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-3eVxSLwRbYkPCnj9Gro_c32rgSHn8W8VcwBYBmFHcYctg9lhwSVZ_IUHa8o8s-SiGeObm45O3nUxEV2dWbtvY3JQTUvAv4z63hEvVM4hFRemgnzYGr-PsypjmwUSYotdonKQ0e3FHRya/s960/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="689" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-3eVxSLwRbYkPCnj9Gro_c32rgSHn8W8VcwBYBmFHcYctg9lhwSVZ_IUHa8o8s-SiGeObm45O3nUxEV2dWbtvY3JQTUvAv4z63hEvVM4hFRemgnzYGr-PsypjmwUSYotdonKQ0e3FHRya/s320/7.jpg" width="320" /></a></div><br /><p>Μετά μάθαμε τι μας προσφέρει το κάθε ζωάκι.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-C0wvD1vJ6mji0wZraYG8aCWuUl7xdxPyVpOTFEg7Q50_6FDlQYxa0kEr0F5xUiY9PMhLUa9EOWlx67iPnEuXK4YKw7rJYMCcahqyW8PLGU2CvDHSCu_DZp0NCagtPSONa65WnWrcC3a/s923/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="448" data-original-width="923" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-C0wvD1vJ6mji0wZraYG8aCWuUl7xdxPyVpOTFEg7Q50_6FDlQYxa0kEr0F5xUiY9PMhLUa9EOWlx67iPnEuXK4YKw7rJYMCcahqyW8PLGU2CvDHSCu_DZp0NCagtPSONa65WnWrcC3a/s320/4.jpg" width="320" /></a></div><br /><p>Μάθαμε τον κύκλο ζωής της κοτούλας.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0PN4Rr_w4w9ZDwr1nkZfzzt0p2IFmcsIquGhE4sR8PfpJIaBTsoFpgHQy8Er8gYKyRw46KVClGjdNPE8-wkk3CAyaphqIAq7MjBTUki0upwcUsKokmoJ7PbSj31KvwQc3dnVbd10ecPBn/s760/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="698" data-original-width="760" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0PN4Rr_w4w9ZDwr1nkZfzzt0p2IFmcsIquGhE4sR8PfpJIaBTsoFpgHQy8Er8gYKyRw46KVClGjdNPE8-wkk3CAyaphqIAq7MjBTUki0upwcUsKokmoJ7PbSj31KvwQc3dnVbd10ecPBn/s320/9.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwtfUaj_CQAy0ErjaIxBq2yQ7NLTpmDOCCec6QVzDnEuSrC747-Z3xCbhoUbg9bsDB0qSWq1W_miNACTV6bcEwRsB1OI36yAqn3pDHY3E2jp3bjwDGbQyBqZnxA7kuISITZw5dc7gHpoAb/s854/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="854" data-original-width="656" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwtfUaj_CQAy0ErjaIxBq2yQ7NLTpmDOCCec6QVzDnEuSrC747-Z3xCbhoUbg9bsDB0qSWq1W_miNACTV6bcEwRsB1OI36yAqn3pDHY3E2jp3bjwDGbQyBqZnxA7kuISITZw5dc7gHpoAb/s320/10.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcr5hCHi50WvNTCiF1xRg0cp-OXeGN6GEsidN5s1MuD82p0N2nZb_3fV2wWtXzRLJhxG7ctpA6Bnp0o3UE6GU3pBSOxu7cYK7DPEmYhsUUkrZuJtb1tKd1cUsiyVvOY4PuwSWbUW27BmcC/s960/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="419" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcr5hCHi50WvNTCiF1xRg0cp-OXeGN6GEsidN5s1MuD82p0N2nZb_3fV2wWtXzRLJhxG7ctpA6Bnp0o3UE6GU3pBSOxu7cYK7DPEmYhsUUkrZuJtb1tKd1cUsiyVvOY4PuwSWbUW27BmcC/s320/12.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;">και εκφραστήκαμε εικαστικά φτιάχνοντας την μαμά κότα με τα κοτοπουλάκια της...</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ-Sso-KcVf22xHpBpeVMIYDVMrstOKTB4ZP3AvxnuzJR_7jKJayDoXChc8w8SWeeKshVme00t0GsDVbCm850DAOagHaFSBHnN1hhsGOewV1f0zoSNs1VnIXBfsBrngq5t5ehGaaKEdN5L/s960/17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="599" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ-Sso-KcVf22xHpBpeVMIYDVMrstOKTB4ZP3AvxnuzJR_7jKJayDoXChc8w8SWeeKshVme00t0GsDVbCm850DAOagHaFSBHnN1hhsGOewV1f0zoSNs1VnIXBfsBrngq5t5ehGaaKEdN5L/s320/17.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGNu31kuj67zNWNIJUu7-dRK6N_yEW8sB-5u3o5C8jIGRPlxtq_YZD0TOIuol-0Ygp4B6PYP9oPhgj8AvsRyoXSzqsWPXE1Dv56LfptEiHy4GxUYhp1mneAcdwO1w6xW5q32BuZn6zgGoX/s759/13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="525" data-original-width="759" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGNu31kuj67zNWNIJUu7-dRK6N_yEW8sB-5u3o5C8jIGRPlxtq_YZD0TOIuol-0Ygp4B6PYP9oPhgj8AvsRyoXSzqsWPXE1Dv56LfptEiHy4GxUYhp1mneAcdwO1w6xW5q32BuZn6zgGoX/s320/13.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD227H7xFnNgf5u14R51gJfN_1xnSBIB68VzqHFfZhqkZdCYUL6UbDc5boASuCkgCaUiTFhNvYxBGdZw51E5LzIm58XBAosNlYdZPxfrVY9S5inCruCDQDa2FcjOdwqPJx1xS6wd7RFyfX/s761/14.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="564" data-original-width="761" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD227H7xFnNgf5u14R51gJfN_1xnSBIB68VzqHFfZhqkZdCYUL6UbDc5boASuCkgCaUiTFhNvYxBGdZw51E5LzIm58XBAosNlYdZPxfrVY9S5inCruCDQDa2FcjOdwqPJx1xS6wd7RFyfX/s320/14.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsEtwpbqIAlcyVbN-BtYoInThReY5fUjCpsH4nwQtnHBgZfqlTkyZfJnFFPZajHTdeK0YplxxmbKnkEaNPiEpjfABNdNJyx9ESzSuKu8Y34cfPeNbpl7RfQ2UxSAEivWR7dBDLs2KobWIE/s845/18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="845" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsEtwpbqIAlcyVbN-BtYoInThReY5fUjCpsH4nwQtnHBgZfqlTkyZfJnFFPZajHTdeK0YplxxmbKnkEaNPiEpjfABNdNJyx9ESzSuKu8Y34cfPeNbpl7RfQ2UxSAEivWR7dBDLs2KobWIE/s320/18.jpg" width="320" /></a></div><p>Επίσης, δουλέψαμε ομαδικά και δημιουργήσαμε μια ομαδική εργασία, την δική μας φάρμα...</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmMhObaNKJIDvn1EdjWiRqh9uJ2AYJhH6RguMtekDmATYDja4PrYm428C-jSUoI7tOI5VkcDYykh_sbG61i_01WRTv42dO-Yvw8tAPnvyiCglSF0Ig1fEk3Qmbr7fWstwqKY9XFhPcsnjc/s885/11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="885" data-original-width="664" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmMhObaNKJIDvn1EdjWiRqh9uJ2AYJhH6RguMtekDmATYDja4PrYm428C-jSUoI7tOI5VkcDYykh_sbG61i_01WRTv42dO-Yvw8tAPnvyiCglSF0Ig1fEk3Qmbr7fWstwqKY9XFhPcsnjc/s320/11.jpg" /></a></div><br /><p>Στη συνέχεια παίξαμε γλωσσικά παιχνίδια φωνολογικής ενημερότητας και αντιστοίχισης λέξεων.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghzOJwP3Pmh6utq0o832QFi6PjLwBPIF7O94dQirXTqaxsPo5-0OGIPFMX9YJYzR8w2-YWS41JKocs9xLyrERiDT38-heYBGWgkOmPOWRrdDxpc8bNbedPYOCx9mle94xM-82UGz8C1CHL/s822/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="822" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghzOJwP3Pmh6utq0o832QFi6PjLwBPIF7O94dQirXTqaxsPo5-0OGIPFMX9YJYzR8w2-YWS41JKocs9xLyrERiDT38-heYBGWgkOmPOWRrdDxpc8bNbedPYOCx9mle94xM-82UGz8C1CHL/s320/2.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0gz_y2uPwgGw3up-3fE4sBDQI-SqYFb1CQ-AJgQHy5QAYM8TWyFp856qRoVF_-FLSYpXAoNUfgreFEu42_H4pRTKidui-Fc2m0BTwa1H_oS-sK9Yg7u8VQp8EYOvJ3Kw9R-YmP8_NU86j/s830/35.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="593" data-original-width="830" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0gz_y2uPwgGw3up-3fE4sBDQI-SqYFb1CQ-AJgQHy5QAYM8TWyFp856qRoVF_-FLSYpXAoNUfgreFEu42_H4pRTKidui-Fc2m0BTwa1H_oS-sK9Yg7u8VQp8EYOvJ3Kw9R-YmP8_NU86j/s320/35.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj53DgPZNMqXbIPPZvWaYpaUnpLsI08wVlesnq-Br2_tjSY-evTGqC-BMvRBO3WlTTTcjJ79XPgMoQ_ALarr5hPSERRFOidz3FyOFuActmLeysNAXokkr5USLFu34o6oXtGrO7ue1qwRApz/s960/19.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj53DgPZNMqXbIPPZvWaYpaUnpLsI08wVlesnq-Br2_tjSY-evTGqC-BMvRBO3WlTTTcjJ79XPgMoQ_ALarr5hPSERRFOidz3FyOFuActmLeysNAXokkr5USLFu34o6oXtGrO7ue1qwRApz/s320/19.jpg" width="320" /></a></div><br /><p>Παίξαμε το <ποιός γαβγίζει τόσο δυνατά>. Ένα παιδί κάθεται με γυρισμένη πλάτη και καλείται να αναγνωρίσει ποιος από τους συμμαθητές του γάβγισε.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgej_aOKGb-BdBTi6_ToImcZt_kWgH702IETEL6XWorlyT1qtUUR5ETifWoTubP51kO03WMxTEGUdVv6rzSTWL6WH0eG0TUiaBN4Zh5uW_uYJTjjM8LNUPANSnYVEN4TREet8E7bkzxdQUz/s960/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgej_aOKGb-BdBTi6_ToImcZt_kWgH702IETEL6XWorlyT1qtUUR5ETifWoTubP51kO03WMxTEGUdVv6rzSTWL6WH0eG0TUiaBN4Zh5uW_uYJTjjM8LNUPANSnYVEN4TREet8E7bkzxdQUz/s320/5.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;">Επίσης παίξαμε τον <κλέφτη κούνελο>, όπου ένα παιδί γίνεται ο φύλακας του καρότου κι ένα άλλο με προσεκτικές κινήσεις καλείται να κλέψει το καρότο χωρίς να τον αντιληφθεί και να τον πιάσει ο φύλακας.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj36R7T-WaFBLFWYkApmcW0n7tLW8BUAQyoNljtfrePK2IluVj1P6ZBC75f3lAJjBNBupKGbjuvOKkKOXDK7oWSraWfm8PGqhwJCYxOwI2BE7O4GrzzWlY93l9SWoWmbPGo8wMliGnfj3NG/s960/20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj36R7T-WaFBLFWYkApmcW0n7tLW8BUAQyoNljtfrePK2IluVj1P6ZBC75f3lAJjBNBupKGbjuvOKkKOXDK7oWSraWfm8PGqhwJCYxOwI2BE7O4GrzzWlY93l9SWoWmbPGo8wMliGnfj3NG/s320/20.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBLlaPAE3eHx41xlKo2gnZdJO5raVpw-VeSY70AqShIew9BwZfRFTYlARWhVRlhpSdxfVVBhfMjEQZyMrawP4lwGYK1_0967tMHkjCD083UvOmevabG-5zHLCPAn2ha2TWQ_PKzuIDSd-T/s960/21.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBLlaPAE3eHx41xlKo2gnZdJO5raVpw-VeSY70AqShIew9BwZfRFTYlARWhVRlhpSdxfVVBhfMjEQZyMrawP4lwGYK1_0967tMHkjCD083UvOmevabG-5zHLCPAn2ha2TWQ_PKzuIDSd-T/s320/21.jpg" width="320" /></a></div><br /><p>Τέλος, γίναμε κι εμείς σωστοί αγρότες και κάναμε διάφορες δουλειές της φάρμας.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjffxAnt074ABIcOmCxqGMkaG6glzItLF33-3jtqCVtvBgQtlWtxSt_ptT5hamcEw6xfXsELt24FYcmHwrhF4ZZjGdcq5nh140kY6B9FSplxQki8tMbM4VOL0kc6mGjl7sgqe2iQNbB8aZu/s892/34.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="441" data-original-width="892" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjffxAnt074ABIcOmCxqGMkaG6glzItLF33-3jtqCVtvBgQtlWtxSt_ptT5hamcEw6xfXsELt24FYcmHwrhF4ZZjGdcq5nh140kY6B9FSplxQki8tMbM4VOL0kc6mGjl7sgqe2iQNbB8aZu/s320/34.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN2chvV_VFuOqkmFv3MPcngyvXhstPEQnMvLxtCjBk9_2-TEi9D3W-t-DE0lyLPItmjtBGbOsR3XH4ZbPXxA4ESB05dOwJvh70TrDi-hsCYAdgrTitgGjU23HmsdIlqtwenxI12Xtt97wx/s1000/33.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN2chvV_VFuOqkmFv3MPcngyvXhstPEQnMvLxtCjBk9_2-TEi9D3W-t-DE0lyLPItmjtBGbOsR3XH4ZbPXxA4ESB05dOwJvh70TrDi-hsCYAdgrTitgGjU23HmsdIlqtwenxI12Xtt97wx/s320/33.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaa7VLcXpsChPBKPTrS05iY6NsmSygoPzAIPBxpk49V7MVEO_B0A5gCRlNDRflaaPy30d7jJZIcKnJ7u4c-_TVGfHgHaJ0p9_f9bczC8MASiPZpUwcQaSIWX1Tdjpq5ktdkNtfKl3JJPVB/s1000/32.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaa7VLcXpsChPBKPTrS05iY6NsmSygoPzAIPBxpk49V7MVEO_B0A5gCRlNDRflaaPy30d7jJZIcKnJ7u4c-_TVGfHgHaJ0p9_f9bczC8MASiPZpUwcQaSIWX1Tdjpq5ktdkNtfKl3JJPVB/s320/32.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihLFVRFNGej60W9RrNCWXUs8y_7L4t195-edvA_5MGymlP78uIdgO8Q4mtEuQAWFc7rLYyoSBv2Ltgg4WTLI5geTHSMpxD6VgoCTB2R8yyZuP9ecoDBBPEFu31NAaezGsIyFDwbdXqRL-8/s728/31.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="561" data-original-width="728" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihLFVRFNGej60W9RrNCWXUs8y_7L4t195-edvA_5MGymlP78uIdgO8Q4mtEuQAWFc7rLYyoSBv2Ltgg4WTLI5geTHSMpxD6VgoCTB2R8yyZuP9ecoDBBPEFu31NAaezGsIyFDwbdXqRL-8/s320/31.jpg" width="320" /></a></div><div><br /></div><div><br /></div>Μαζέψαμε τα καρότα από τον κήπο μας και ταϊσαμε τα ζωάκια.<br /><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqmSwa_LitNCFoq7QKReHZqVT_km0ehGHCBxXN4tgJQVJer6vNxzVhlfjguf_HwGkwmohlRhuC-lVeYm3iqEzscIT5URfsRCX83y9Ahha-W3_AV2_yFOEuBUH8pdKRk75Q2JZlbIyaMKuU/s1000/30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqmSwa_LitNCFoq7QKReHZqVT_km0ehGHCBxXN4tgJQVJer6vNxzVhlfjguf_HwGkwmohlRhuC-lVeYm3iqEzscIT5URfsRCX83y9Ahha-W3_AV2_yFOEuBUH8pdKRk75Q2JZlbIyaMKuU/s320/30.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPlrny2pRONVH6-72J6lzcRbTk4-hrCaNnXroXetQOk8E-EmILxKGY6lE4LjYyRm7Kbmiq4kjtjiZpceBdeMho-Gpbg8NQ2Zp2wut7-LJXja-S8Oo-y5hPJdy0G4fdoDM_-6XJogtxewcH/s1000/29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPlrny2pRONVH6-72J6lzcRbTk4-hrCaNnXroXetQOk8E-EmILxKGY6lE4LjYyRm7Kbmiq4kjtjiZpceBdeMho-Gpbg8NQ2Zp2wut7-LJXja-S8Oo-y5hPJdy0G4fdoDM_-6XJogtxewcH/s320/29.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ3ovhK6ujpKUVjtsEYlFeJPyPuMAwQ23IFjq_iDfzBqrGUnTuovRrl0DaesSVPGGIruQ0DrxLIu8VmDifVRDEblzwNB_nIZkd5TINpjjLY9QhTesjh_LAdLXiKzi6SyX2E5CTN3PsUL76/s1000/28.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ3ovhK6ujpKUVjtsEYlFeJPyPuMAwQ23IFjq_iDfzBqrGUnTuovRrl0DaesSVPGGIruQ0DrxLIu8VmDifVRDEblzwNB_nIZkd5TINpjjLY9QhTesjh_LAdLXiKzi6SyX2E5CTN3PsUL76/s320/28.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT9HmaHglAVsIdYZF4wOQ3-NeakuR841rkZmiV-mb2nBZr5FUzkQI0cZHEFUuV6S0ehXVEOta5m7WmSKeuvP5Oq7zfMAi_WQ2VBMlUFZluLHCls2H7MAQMeJaiiHn1eXBD37_jYO_2Xc6r/s1000/27.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT9HmaHglAVsIdYZF4wOQ3-NeakuR841rkZmiV-mb2nBZr5FUzkQI0cZHEFUuV6S0ehXVEOta5m7WmSKeuvP5Oq7zfMAi_WQ2VBMlUFZluLHCls2H7MAQMeJaiiHn1eXBD37_jYO_2Xc6r/s320/27.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaf0qOF6xfCQH1SG267YgIgaiZw7y9hFrUhPHCLh0TXIAxI-Q-BTkUAfEhGmMdGVqxn1ae5XzDTE6kGFcxL62XrVXyNOTf0DpeqKPZfmZXnCz7s515UKJz0XEvUjcEUWfoQ3hY63P9Vjs9/s766/22.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="766" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaf0qOF6xfCQH1SG267YgIgaiZw7y9hFrUhPHCLh0TXIAxI-Q-BTkUAfEhGmMdGVqxn1ae5XzDTE6kGFcxL62XrVXyNOTf0DpeqKPZfmZXnCz7s515UKJz0XEvUjcEUWfoQ3hY63P9Vjs9/s320/22.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Μαζέψαμε τα αυγά, κουρέψαμε το πρόβατο...</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gxU7afKk95thgDlL3S-qiR00xElBPc9Bm7Adx1uJgQmELHhXcF7WptsqXIuPSdcc0f8DmBnRIh9nYM8Gq9Zxs3qR84gGtp8DT3zZQSpNRPXDletoLpd4L_k71LL7dTFG6tD9pGBBK5px/s855/26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="710" data-original-width="855" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gxU7afKk95thgDlL3S-qiR00xElBPc9Bm7Adx1uJgQmELHhXcF7WptsqXIuPSdcc0f8DmBnRIh9nYM8Gq9Zxs3qR84gGtp8DT3zZQSpNRPXDletoLpd4L_k71LL7dTFG6tD9pGBBK5px/s320/26.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD_STvSHHRW406viyMRCK5Hxlw9EPhU5Z2DMA_1KPoATlQptTMJIfMLGQaGvM2rwTKHm_QxTsTv2GIBdix0CgdU25p0OIQJBb64kBbD-HPgX5OWNpI8Z4RTovB14OVr3jlBUgSXB2QBqx7/s1000/25.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD_STvSHHRW406viyMRCK5Hxlw9EPhU5Z2DMA_1KPoATlQptTMJIfMLGQaGvM2rwTKHm_QxTsTv2GIBdix0CgdU25p0OIQJBb64kBbD-HPgX5OWNpI8Z4RTovB14OVr3jlBUgSXB2QBqx7/s320/25.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6FdN4xoIzLGRwFFbo9VVjM3mUziJ8u_CVd4kBrkzLWXmKzlsqRkzHo44oO7ppmdo0En7KDzp6kLkEyoepPxN15p231HSwp3MteHLAp7GTG4-Kt5WOJ4KtzL7wQESLXeTYYSnI0WSQ45uZ/s1000/24.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6FdN4xoIzLGRwFFbo9VVjM3mUziJ8u_CVd4kBrkzLWXmKzlsqRkzHo44oO7ppmdo0En7KDzp6kLkEyoepPxN15p231HSwp3MteHLAp7GTG4-Kt5WOJ4KtzL7wQESLXeTYYSnI0WSQ45uZ/s320/24.jpg" width="320" /></a></div><div><br /></div>και τέλος αρμέξαμε την αγελάδα...<div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigi5zyWIQN51f9F5DCEBA0_gPFxks-r3X12ymHMJThXRk44Us12UebLgxhnPSghBYX0VOKpMM7kERFf6v-YRZS-PWN8bdHHNwGvWi_IXKfnloyEBv0OVUB75e1lAuqzl0VRMNJl4ce4cl8/s925/23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="710" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigi5zyWIQN51f9F5DCEBA0_gPFxks-r3X12ymHMJThXRk44Us12UebLgxhnPSghBYX0VOKpMM7kERFf6v-YRZS-PWN8bdHHNwGvWi_IXKfnloyEBv0OVUB75e1lAuqzl0VRMNJl4ce4cl8/s320/23.jpg" /></a></div><br /></div><div>Η ζωή στη φάρμα μας άρεσε πολύ!!!</div><div><br /></div>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0tag:blogger.com,1999:blog-1886276167222413203.post-37080367021092691342021-05-07T14:45:00.001+03:002021-05-08T15:04:32.128+03:00Άνοιγμα σχολείου -Ενημέρωση για αυτοδιαγνωστικό έλεγχο<p>Χρόνια σας πολλά<br />Χριστός Ανέστη<br /></p><p>Τα σχολεία ξεκινούν τη Δευτέρα 10 Μαϊου και περιμένουμε με χαρά τους μικρούς μας μαθητές.</p><p> <img alt="" height="50" 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" width="400" /></p><p>Όπως ήδη έχετε ενημερωθεί στο ηλεκτρονικό σας ταχυδρομείο θα πρέπει εκπαιδευτικοί και μαθητές να έχουν διενεργήσει αυτοδαγνωστικό έλεγχο νόσησης από την Covid-19. Ο αυτοδιαγνωστικός έλεγχος είναι υποχρεωτικός και κανένας μαθητής δε θα γίνει δεκτός, χωρίς την επίδειξη της σχολικής κάρτας που θα βρείτε εδώ: <a href="https://self-testing.gov.gr/">https://self-testing.gov.gr/</a> , μαζί με όλες τις πληροφορίες που χρειάζεστε για τη διαδικασία. </p><p>Ο αυτοδιαγνωστικός έλεγχος θα διεργείται δυο φορές την εβδομάδα με self tests που θα παραλαμβάνεται από το φαρμακείο, δωρεάν, με την επίδειξη του ΑΜΚΑ του παιδιού και η σχολική κάρτα θα πρέπει να ανανεώνεται από εσάς κάθε Δευτέρα και Πέμπτη. Καλό θα είναι να βρισκεται τις υπόλοιπες ημέρες στην τσάντα των παιδιών.<br /></p><p>Να υπενθυμίσουμε ότι εξακολουθεί να είναι υποχρεωτική και η χρήση μάσκας σε όλους του χώρους του σχολείου. Μη ξεχάσετε να έχετε στην τσάντα των παιδιών σας τουλάχιστον μία ακόμα μάσκα σε περίπτωση που χρειαστεί.<br /></p><p>Όλες τις λεπτομέριες μπορείτε να μελετήσετε στη σχετική ΚΥΑ για την υποχρεωτικότητα του αυτοδιαγνστικού ελέγχου <a href="http://dipe-peiraia.att.sch.gr/images/files/dimosieuseis/grpyspe/202105/%CE%9A%CE%A5%CE%91_%CE%A6%CE%95%CE%9A_1825_05-05-2021.pdf " target="_blank">εδώ</a><br /></p><p>...και στη σχετική εγκύκλιο, <a href="http://dipe-peiraia.att.sch.gr/images/files/dimosieuseis/grpyspe/202105/%CE%A5%CE%A0%CE%91%CE%99%CE%98%CE%99_%CE%95%CE%9E%CE%95_-_50209_-_05-05-2021_-_%CE%95%CE%9D%CE%97%CE%9C%CE%95%CE%A1%CE%A9%CE%A3%CE%97_%CE%93%CE%99%CE%91_%CE%94%CE%99%CE%91%CE%93%CE%9D%CE%A9%CE%A3%CE%A4%CE%99%CE%9A%CE%9F_%CE%95%CE%9B%CE%95%CE%93%CE%A7%CE%9F.pdf" target="_blank">εδώ</a></p><p>Σας ευχαριστούμε γα τη συνεργασία σας!</p>1ο ΟΛΟΗΜΕΡΟ ΝΗΠΙΑΓΩΓΕΙΟ ΚΕΡΑΤΣΙΝΙΟΥhttp://www.blogger.com/profile/03010809539374131755noreply@blogger.com0