tag:blogger.com,1999:blog-79304979867718584052024-02-18T22:28:09.603-08:00Digitális témahét a SzikszaibanA Digitális Témahét fő célja a digitális pedagógia módszertanának népszerűsítése és elterjesztése a köznevelésben. A program fontos törekvése, hogy a digitáliskompetencia-fejlesztés az informatikaórán túl kiterjedjen más tantárgyakra is. A részt vevő pedagógusok és diákok változatos és kreatív iskolai projektek keretében fejleszthetik képességeiket technológiával támogatott tanulás során.Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-7930497986771858405.post-15758568396622433412020-03-24T13:59:00.000-07:002020-03-24T13:59:45.047-07:00Digitális témahét projektekA digitális témahétre a 8. osztály tanulói is készültek. A diákok 4-5 fős csapatokban több feladatból álló projekteket valósítottak meg.<br />
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<span style="background-color: #6aa84f;">1. feladat:</span> A csapatok a témahetet népszerűsítő, figyelemfelkeltő plakátokat készítettek.<br />
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<b>Hajdú Dóra és Rácz Vivien </b>8. osztályos tanulók <b><br /></b></div>
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<b>Erdei Csaba </b>8. osztályos tanuló </div>
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<b>Kovács Kristóf </b>8. osztályos tanuló </div>
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<b>Palkovics Krisztofer </b>8. osztályos tanuló </div>
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<b>Dósa Dániel </b>8. osztályos tanuló</div>
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<span style="background-color: #6aa84f;">2. feladat:</span> Az eredeti terv szerint iskolánkban 2020.03.26-án a témahéthez kapcsolódó kiállítást terveztünk. A diákoknak volt egy olyan feladata is, hogy készítsenek tájékoztató plakátot erről az eseményről a faliújságra.<br />
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<b>Horváth Gergő Zoltán és Kuczora Martin</b> 8. osztályos tanulók,</div>
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használt program: <i>Microsoft Word</i></div>
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<span style="background-color: #6aa84f;">3. feladat:</span> A diákok "akkor és most" filmszalagot készítettek a technológia fejlődéséről.</div>
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<b>Horváth Gergő Zoltán és Kuczora Martin</b> 8. osztályos tanulók,</div>
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használt program: <i>Paint</i></div>
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<span style="background-color: #6aa84f;">4. feladat:</span> Csapatonként 1-1 diák bemutatót készített a leggyakrabban használt programokról, applikációkról. </div>
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<b>Katona Szilárd</b> 8. osztályos tanuló,</div>
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használt program: <i>Microsoft PowerPoint</i></div>
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<b>Kuczora Martin</b> 8. osztályos tanuló,</div>
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használt program: <i>Microsoft PowerPoint</i></div>
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<span style="background-color: #6aa84f;">5. feladat:</span> A témához kötődő statisztikai adatokból szemléltető ábrákat készítettek. </div>
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<b>Kuczora Martin</b> 8. osztályos tanuló,</div>
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használt program: <i>Microsoft Excel</i></div>
<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-11724430333525283372020-03-24T13:54:00.002-07:002020-03-24T13:59:45.040-07:00Ismerkedés a Google Drive dokumentumaivalA 8. osztály első felhő alapú technológiához kötődő feladata egy ház alaprajzának megrajzolása volt a Google Drive Rajzoló programjának a segítségével. A diákok amellett, hogy szép munkákat készítettek, megismerték ennek a technológiának az alapjait is: a műveket nem az iskolai számítógépeken, nem is pendrive-okon mentettük el, hanem egy "távoli helyen", amit akár otthon is elérhetnek később.<br />
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<b>Rácz Anasztázia</b> 8. osztályos tanuló, használt program: <i>Google Drive rajzoló</i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg62KmhXP1aXi84NbCGVR2id3iKeXuMZUFBQccoq-S53saTE4aix50-m79hIAaLQW9aF4RYTGhI7Wk05dKcOnUUihJ9wqWSbnR2nhMmfGzVnkcxbrBbevDCwPVhOM-cGyr7t2T0WsiyZAa0/s1600/JuhaszMark.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="443" data-original-width="660" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg62KmhXP1aXi84NbCGVR2id3iKeXuMZUFBQccoq-S53saTE4aix50-m79hIAaLQW9aF4RYTGhI7Wk05dKcOnUUihJ9wqWSbnR2nhMmfGzVnkcxbrBbevDCwPVhOM-cGyr7t2T0WsiyZAa0/s200/JuhaszMark.png" width="200" /></a><br />
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<b>Juhász Márk Mihály</b> 8. osztályos tanuló, használt program: <i>Google Drive rajzoló</i><br />
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<b>Hajdú Zsanett és Jani Rebeka</b> 8. osztályos tanuló, használt program: <i>Google Drive rajzoló</i><br />
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<b>Kuczora Martin</b> 8. osztályos tanuló, használt program: <i>Google Drive rajzoló</i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJuVQdlyCWbbXhOFYUTtpFytfi9n3-LZtauYuNTb3ndCS9JbNRseLraMFsDKKTDZsKwGs93xe7yIeCVMWt_vSj7Uye8VVRBNBDRD4zOGVsOyeUm8sQt0oMLDOOxFbepw2OFUShZsRDaY4_/s1600/MartonosiBalazs.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="360" data-original-width="445" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJuVQdlyCWbbXhOFYUTtpFytfi9n3-LZtauYuNTb3ndCS9JbNRseLraMFsDKKTDZsKwGs93xe7yIeCVMWt_vSj7Uye8VVRBNBDRD4zOGVsOyeUm8sQt0oMLDOOxFbepw2OFUShZsRDaY4_/s200/MartonosiBalazs.png" width="200" /></a><br />
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<b>Martonosi Balázs</b> 8. osztályos tanuló, használt program: <i>Google Drive rajzoló</i><br />
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<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-85052772322739613172020-03-24T13:52:00.001-07:002020-03-24T13:59:45.086-07:00Receptkönyvek<div class="separator" style="clear: both; text-align: center;">
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Hatodikos munkák. A cél a hiperhivatkozások gyakorlása, áttűnések és animációk használata volt.<br />
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<div style="text-align: center;">
<b>Barta Bianka</b> 6.b osztályos tanuló, </div>
<div style="text-align: center;">
használt program: <i>Microsoft PowerPoint</i></div>
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<div style="text-align: center;">
<b>Bothy Tünde és Szalai Kitti</b> 6.a osztályos tanulók,</div>
<div style="text-align: center;">
használt program:<i> Microsoft PowerPoint </i></div>
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<div style="text-align: center;">
<b>Domonkos Barbara</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i> Microsoft PowerPoint</i></div>
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<div style="text-align: center;">
<b>Fekete Krisztin<i>a</i></b><i> </i>6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i> Microsoft PowerPoint </i></div>
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<div style="text-align: center;">
<b>Kovács Róbert</b> 6.b osztályos tanuló,<br />
használt program:<i><i> Microsoft PowerPoint</i></i></div>
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<div style="text-align: center;">
<b>Punca Szandra Gabriella</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint </i></i></div>
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<i><i><br /></i></i></div>
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<b>Ratkai Alexa</b> 6.b osztályos tanuló,<br />
használt program:<i><i> Microsoft PowerPoint</i></i></div>
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<b>Tóth Alex</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint </i></i></div>
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<i><i><br /></i></i></div>
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<div style="text-align: center;">
<b>Trivapetrovics Gábor</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint </i></i></div>
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<i><i><br /></i></i></div>
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</div>
<div style="text-align: center;">
<b>Dégi Zille</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint </i></i></div>
<div style="text-align: center;">
<i><i><br /></i></i></div>
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<div style="text-align: center;">
<b>Papp Keve</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint </i></i></div>
<div style="text-align: center;">
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Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-40781150607505003642020-03-24T13:51:00.001-07:002020-03-24T13:59:45.067-07:00Órarend másképpPaint bevezető óra a két 6. évfolyamon: a diákok órarendet készítettek. A tantárgyakat rajzokkal kellett szemléltetniük.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcRAOLIKmsCgabaM3r9lLB7HyQs797MqeMr-NEVc0hTjgESgR9nSvcdgZm0KYNcTuMvpqPdoP20WDz2fkdHVnQ7C1Krj5laDHFy21K8Sm0kOWtjv5f6LXRKCOPACMd4EanwmK-U8-D693Y/s1600/%25C3%25B3rarend_BartaBianka.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="753" data-original-width="1600" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcRAOLIKmsCgabaM3r9lLB7HyQs797MqeMr-NEVc0hTjgESgR9nSvcdgZm0KYNcTuMvpqPdoP20WDz2fkdHVnQ7C1Krj5laDHFy21K8Sm0kOWtjv5f6LXRKCOPACMd4EanwmK-U8-D693Y/s320/%25C3%25B3rarend_BartaBianka.png" width="320" /></a></div>
<div style="text-align: center;">
<b>Barta Bianka</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program: <i>Paint</i></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkpbGb-cbAxp_hHL5qhtuzPVOuXixLsE8Y1SSnhAAMSPHzrQD9wqBvKfIKzw3yi0Ub8FD7QnZuNYVStD6_RfVHwAvGdT_XRrVnd3TmqIW5TCS_TYCWVNAu8rMvUwZ3HpfjS6h58OSv1MVX/s1600/%25C3%25B3rarend_PappKeve.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="981" data-original-width="1600" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkpbGb-cbAxp_hHL5qhtuzPVOuXixLsE8Y1SSnhAAMSPHzrQD9wqBvKfIKzw3yi0Ub8FD7QnZuNYVStD6_RfVHwAvGdT_XRrVnd3TmqIW5TCS_TYCWVNAu8rMvUwZ3HpfjS6h58OSv1MVX/s320/%25C3%25B3rarend_PappKeve.png" width="320" /></a></div>
<div style="text-align: center;">
<b>Papp Keve</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program: <i>Paint</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ7Pc6MzoT_pqtBz7HjR9L4eXKuuJOAkJ5KyWkDx662htP7Ej4VnYN-EIEqP0X2JD7pMCqZ6X39JdTC0jfKbF00urK4MazU_ReJmuuYuNLEO3Tb2fTbLU6_gZm_D-zUAl6VtVlUgrOJdVV/s1600/%25C3%2593rarend_RatkaiAlexa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="814" data-original-width="1563" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ7Pc6MzoT_pqtBz7HjR9L4eXKuuJOAkJ5KyWkDx662htP7Ej4VnYN-EIEqP0X2JD7pMCqZ6X39JdTC0jfKbF00urK4MazU_ReJmuuYuNLEO3Tb2fTbLU6_gZm_D-zUAl6VtVlUgrOJdVV/s320/%25C3%2593rarend_RatkaiAlexa.png" width="320" /></a></div>
<div style="text-align: center;">
<b>Ratkai Alexa</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program: <i>Paint</i></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWJ4pd4z6Mn6BrepM8wphfmLLIlD41m_ghUmfO8jvw8DbmXoZEr2E-HH5wzNexqp6fnk_qcpgrKDy0cDAkNEcirg0c1TkejhqmWcIF67b5nEoYE2SPqsB4vS8eTvGabgTB2BgtJT72I6vV/s1600/%25C3%2593rarend_T%25C3%25B6r%25C3%25B6kBogi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="553" data-original-width="1102" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWJ4pd4z6Mn6BrepM8wphfmLLIlD41m_ghUmfO8jvw8DbmXoZEr2E-HH5wzNexqp6fnk_qcpgrKDy0cDAkNEcirg0c1TkejhqmWcIF67b5nEoYE2SPqsB4vS8eTvGabgTB2BgtJT72I6vV/s320/%25C3%2593rarend_T%25C3%25B6r%25C3%25B6kBogi.png" width="320" /> </a></div>
<div style="text-align: center;">
<b>Török Boglárka</b> 6.b osztályos tanuló,</div>
<div class="separator" style="clear: both; text-align: center;">
használt program: <i>Paint</i> </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYxN8J-0fcq6xR20V2jd5w0q6MAtmFgblI2Vq-31rN6BXGOWzluiwm34XhQW65p7KtRE7_plPOKVG_zAPGHFiYvfepMbi-sibYPJZuV6zZcImXpfii0cT_NY_DdiVp1n3-yydUsWBB5TX2/s1600/%25C3%25B3rarend_PuncaSzandra.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="429" data-original-width="768" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYxN8J-0fcq6xR20V2jd5w0q6MAtmFgblI2Vq-31rN6BXGOWzluiwm34XhQW65p7KtRE7_plPOKVG_zAPGHFiYvfepMbi-sibYPJZuV6zZcImXpfii0cT_NY_DdiVp1n3-yydUsWBB5TX2/s320/%25C3%25B3rarend_PuncaSzandra.png" width="320" /></a></div>
<div style="text-align: center;">
<b>Punca Szandra Gabriella</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program: <i>Paint</i></div>
Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-16628985727668534502020-03-24T13:51:00.000-07:002020-04-03T00:53:40.446-07:00OrszágbemutatóA 6. osztályos diákok Paint és PowerPoint segítségével országbemutatókat készítettek.<br />
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<div style="text-align: center;">
<b>Őze Milán Levente</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<i><i><br /></i></i></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
</div>
<div style="text-align: center;">
<b>Barta Bianka</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
<b>Csonka Noémi</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<i><i><br /></i></i></div>
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<b>Kovács Vivien Dóra</b> 6.a osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<div style="text-align: center;">
<b>Nikodémusz Róbert</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
<b>Polgár László</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i><br />
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<i><i><img alt="" 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" /> </i></i></div>
<div style="text-align: center;">
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<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=AD6v5dw5TQoeBMcKUSTwISmjdBsv1XxLdgSxZjRpo8qz7_kmcTIfjIV8-c4CjsOhq_HsSI7Ww8VvqLODqHnqeD_G4g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<b>Punca Szandra Gabriella</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<br /></div>
<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=AD6v5dz8qO7Ewf-oNDfjO55r6noF8B6oSFAPq5vy_YcZfS65lpl3K9YW9m1Gd2IGVB0b_ZdvgMKn5CeoeLADTV1QUA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<b>Szabó Tímea</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<br /></div>
<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=AD6v5dxrYhSf7fPRaorqxAY360yHk5dyWm_gbz4Ch_Ks4m71MsR_CUgXpYYcgYN8q0XmE39xY79_ZO_-jDf2jo8tpg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<b>Török Boglárka</b> 6.b osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
<div style="text-align: center;">
<br /></div>
<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=AD6v5dy6calcX-QcQOh9TmFRVd16bTxthXDMTJFpEh2W_OtCGz3ZpQ5VcNb7XEH0TbAp-sLEYw8QxxtbThgNZxnLbA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<b>Trivapetrovics Gábor</b> 6.a osztályos tanuló,</div>
<div style="text-align: center;">
használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-21760769627029003792020-03-24T13:45:00.001-07:002020-03-24T13:59:45.055-07:00Első rajzainkA 4. osztály tanulói az utóbbi hetekben a Paint rajzolóprogrammal ismerkedtek meg. A feladatát minden kisdiák nagyon lelkiismeretesen végezte az órákon.<br />
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<span style="background-color: #6aa84f;"><u><b>Zászlókat készítettünk:</b></u></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGx-3GAqbVjdV3P-WdxKd4dRetn3eWs4wDxJKfDwcgohgqmewOxKox2NE7j2NGmNGIdx6qGDegUwOs7ND5X6lU4VnkcjcshedtphZBKe1z6TfJSj64ACs8kGDFJe3UjKdubbenmagqkZDe/s1600/z%25C3%25A1szl%25C3%25B3k_Alm%25C3%25A1siNoel.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="795" data-original-width="1600" height="99" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGx-3GAqbVjdV3P-WdxKd4dRetn3eWs4wDxJKfDwcgohgqmewOxKox2NE7j2NGmNGIdx6qGDegUwOs7ND5X6lU4VnkcjcshedtphZBKe1z6TfJSj64ACs8kGDFJe3UjKdubbenmagqkZDe/s200/z%25C3%25A1szl%25C3%25B3k_Alm%25C3%25A1siNoel.png" width="200" /></a></div>
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<b>Almási Noel</b> 4. osztályos tanuló,<br />
használt program: <i>Paint</i> <br />
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<i></i><i> </i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVT2o2UnA8fT5GjL6kArZsPpnTj1bNCmAbb3aUWRXYZMVB_yWMSV4TqA0P1fYmzWPWcWCTh7GdxX5bgm3odWsB-bwrAnLqIlBjVA5GILFRwLap4IEtf6OMSOn3Sgxmv7SgKCeac-lNgANk/s1600/z%25C3%25A1szl%25C3%25B3k_T%25C3%25B3thTiborB%25C3%25A1tor2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="829" data-original-width="1600" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVT2o2UnA8fT5GjL6kArZsPpnTj1bNCmAbb3aUWRXYZMVB_yWMSV4TqA0P1fYmzWPWcWCTh7GdxX5bgm3odWsB-bwrAnLqIlBjVA5GILFRwLap4IEtf6OMSOn3Sgxmv7SgKCeac-lNgANk/s200/z%25C3%25A1szl%25C3%25B3k_T%25C3%25B3thTiborB%25C3%25A1tor2.png" width="200" /></a><br />
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<b> Tóth Tibor Bátor</b> 4. osztályos tanuló,<br />
használt program: <i>Paint </i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7uYszMmHmAeeRxYxHIi5i3lINdDQL0aGn2cI_-5SQslfz7Rm7zFaZmseTjplpVL4ETSy4qVMGeA45BLvYtuMLoZcyMCxB40c157JAGmbcTCQSQWpff1bYGxppt59dhW69HwzlO6f1eR-w/s1600/z%25C3%25A1szl%25C3%25B3k_PappCsenge.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="815" data-original-width="1600" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7uYszMmHmAeeRxYxHIi5i3lINdDQL0aGn2cI_-5SQslfz7Rm7zFaZmseTjplpVL4ETSy4qVMGeA45BLvYtuMLoZcyMCxB40c157JAGmbcTCQSQWpff1bYGxppt59dhW69HwzlO6f1eR-w/s200/z%25C3%25A1szl%25C3%25B3k_PappCsenge.png" width="200" /></a><b> </b><br />
<b>Papp Csenge</b> 4. osztályos tanuló,<br />
használt program: <i>Paint </i> <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnG-Nb6_34n1Vidqh9a6S3Psgan5fcf2R3Y_N9BeMT1b8uwx-VC17NdeFny3mDHa4mniztsQyCIjalEoHUpSUNuv2Tylcj8u06If5suRe-XuLIkFcFWxut-ahO9tMDslgACNHhXDznxp0m/s1600/z%25C3%25A1szl%25C3%25B3k_HevesiBence.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="814" data-original-width="1600" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnG-Nb6_34n1Vidqh9a6S3Psgan5fcf2R3Y_N9BeMT1b8uwx-VC17NdeFny3mDHa4mniztsQyCIjalEoHUpSUNuv2Tylcj8u06If5suRe-XuLIkFcFWxut-ahO9tMDslgACNHhXDznxp0m/s200/z%25C3%25A1szl%25C3%25B3k_HevesiBence.png" width="200" /></a><i> </i> <br />
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<b>Hevesi Bence Ferenc</b> 4. osztályos tanuló,<br />
használt program: <i>Paint </i><br />
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<i> </i><br />
<span style="background-color: #6aa84f;"><u><b>Farsangi készülődés:</b></u></span> jelmezek és kellékek<br />
<i><i><br /></i></i>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilC3h8Bh2Fg6ecjOkDnhAqVpgX5rU2L9M2ZFR_9V-tia-DYoYM1lOQ7CyZhLWlKCDgKYIFsjHgddmyQRP1xISku4Gzve8BFeusq-t4lByiUhT3OwE_Z_AtH08_6dtZSQbtjOMUKM_NMw3_/s1600/farsang_So%25C3%25B3s+Erik.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="657" data-original-width="1360" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilC3h8Bh2Fg6ecjOkDnhAqVpgX5rU2L9M2ZFR_9V-tia-DYoYM1lOQ7CyZhLWlKCDgKYIFsjHgddmyQRP1xISku4Gzve8BFeusq-t4lByiUhT3OwE_Z_AtH08_6dtZSQbtjOMUKM_NMw3_/s200/farsang_So%25C3%25B3s+Erik.png" width="200" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXkfBzCPNJeY3u2Leu8yYLGn3LFQE_Dy_7AZ8-Jc6LmO8GwBtPmBpjJa0-XaGeP64UqlIoGFP0Oq9DJs7M6UbvgHSaJAetiv_vj8XLBWkHF-d5IuQvfvBT-xlzhgGQukl_gHXgGaBu53JF/s1600/farsang_Czibak+Laura.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="595" data-original-width="1274" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXkfBzCPNJeY3u2Leu8yYLGn3LFQE_Dy_7AZ8-Jc6LmO8GwBtPmBpjJa0-XaGeP64UqlIoGFP0Oq9DJs7M6UbvgHSaJAetiv_vj8XLBWkHF-d5IuQvfvBT-xlzhgGQukl_gHXgGaBu53JF/s200/farsang_Czibak+Laura.png" width="200" /></a><br />
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<b>Soós Erik</b> 4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
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<b>Czibak Laura</b><i><i> </i></i><b>Tamara</b> 4. osztályos tanuló,<br />
használt program: <i>Paint</i><br />
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<span style="background-color: #6aa84f;"><b><u>Képeslapok</u> nőnapra és március 15-ére:</b></span><br />
<i><i><br /></i></i>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGDTbyIBeYvenc9F6GNka3jPB9bZYjB9q35OPWJb1XdDU9eQvPJ_KaSArBcuIrJi03MN5oAsqfzguLCkpjCdsF5AI3pReU4UAsBE3CEd5flU5sQlzSjTIAD8xdWlV_nrGIocT00qhXcgBM/s1600/marcius15_AlmasiNoel.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="784" data-original-width="1600" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGDTbyIBeYvenc9F6GNka3jPB9bZYjB9q35OPWJb1XdDU9eQvPJ_KaSArBcuIrJi03MN5oAsqfzguLCkpjCdsF5AI3pReU4UAsBE3CEd5flU5sQlzSjTIAD8xdWlV_nrGIocT00qhXcgBM/s200/marcius15_AlmasiNoel.png" width="200" /></a><i><i><br /></i></i><br />
<i><i><br /></i></i>
<b>Almási Noel</b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
<i><i><br /></i></i>
<i><i></i></i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCgAXuCCKtR8S7juM0Q6VeDq1Tx7npXGMGkrakGpyr2BS-_NxTHwmL6jPVaRiDogfIV1Iqyrqq1v-sqQgoxRugTEawd4CJG-w5OcqOudgGy5RLQAU2_TBBa296d5upr26CCbJLWqW_-_7K/s1600/marcius15_TothJancsi_TothGergo.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="861" data-original-width="1600" height="107" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCgAXuCCKtR8S7juM0Q6VeDq1Tx7npXGMGkrakGpyr2BS-_NxTHwmL6jPVaRiDogfIV1Iqyrqq1v-sqQgoxRugTEawd4CJG-w5OcqOudgGy5RLQAU2_TBBa296d5upr26CCbJLWqW_-_7K/s200/marcius15_TothJancsi_TothGergo.png" width="200" /></a><i><i><br /></i></i><br />
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<b>Tóth János Imre és Tóth Gergő</b><i><i> </i></i>4. osztályos tanulók,<br />
használt program:<i><i> Paint</i></i><i><i><br /></i></i>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1N68vSeEX-10gC94Q_BLh8bfZSiaUB2eDU2HjG_7PDbeohN7iXjc54MTO7gy7UV22GLhldQPB_REpAaphs2O2f5tTA6YH57KxWOVzTgsmo06rX0em8vhhUT8AmYakxX_fzKdGyd5skoR6/s1600/nonap_AlmasiNoel.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="901" data-original-width="1600" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1N68vSeEX-10gC94Q_BLh8bfZSiaUB2eDU2HjG_7PDbeohN7iXjc54MTO7gy7UV22GLhldQPB_REpAaphs2O2f5tTA6YH57KxWOVzTgsmo06rX0em8vhhUT8AmYakxX_fzKdGyd5skoR6/s200/nonap_AlmasiNoel.png" width="200" /></a></div>
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<b>Almási Noel</b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
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<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYqLeD_fm1lhLjhgN1hS13nnmsO9U2k2ler2a9Rmb9A-1dpV2sfarirMKxPraV4_17ZlUp6SGD99NdLTAM22LVLrde3cJeeceOt0f95Vo9csFrEuGH-OckrKBQFrOd3PZ5YFcLk4pcwRYC/s1600/nonap_HevesiBence.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="797" data-original-width="1600" height="99" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYqLeD_fm1lhLjhgN1hS13nnmsO9U2k2ler2a9Rmb9A-1dpV2sfarirMKxPraV4_17ZlUp6SGD99NdLTAM22LVLrde3cJeeceOt0f95Vo9csFrEuGH-OckrKBQFrOd3PZ5YFcLk4pcwRYC/s200/nonap_HevesiBence.png" width="200" /></a><i><i> </i></i><br />
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<b>Hevesi Bence</b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyJv5LtyMYwhh6mcATWWHYtrFwuWuwpcz8vTKWNigaAS7sKmr13kQgQWO0Z3iCDAXxWu4BIkt3J-AKt4gCJMkSa4ejqnlhDmQ2SdsIc0tyXRxwvvZoINV0LatvLUGTGh0TcNQyP6NokxnM/s1600/nonap_MonaSzamira.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="732" data-original-width="1294" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyJv5LtyMYwhh6mcATWWHYtrFwuWuwpcz8vTKWNigaAS7sKmr13kQgQWO0Z3iCDAXxWu4BIkt3J-AKt4gCJMkSa4ejqnlhDmQ2SdsIc0tyXRxwvvZoINV0LatvLUGTGh0TcNQyP6NokxnM/s200/nonap_MonaSzamira.png" width="200" /></a><br />
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<b>Móna Szamira Viktória</b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkMl2ycVEqPVtBqx4Y7EOZBWGybO04F2h3veCzvo9qpyIh1oElSitqvt8EMo0OGbDeAP7EuKfIu2-4Rv3pEg9HrMbJ-Q6euit4kdvh0a58AbznEBGnrLnJyIkfJg4jmUsUzka2PHMZYkaH/s1600/nonap_SoosErik.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="657" data-original-width="1360" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkMl2ycVEqPVtBqx4Y7EOZBWGybO04F2h3veCzvo9qpyIh1oElSitqvt8EMo0OGbDeAP7EuKfIu2-4Rv3pEg9HrMbJ-Q6euit4kdvh0a58AbznEBGnrLnJyIkfJg4jmUsUzka2PHMZYkaH/s200/nonap_SoosErik.png" width="200" /></a></div>
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<b>Soós Erik</b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAWZefLC6OoCaWm_GHwNiNONj7kll-b4XZa_aIFFf75fXDOEC9Kkhb7yr576THMIrNDLWjYnIPHpatBmLzORqLKCal7XIfmNW5WqxrRJ8bUXRSmzT80cuXxD5hZ0NZ8kjzqdUm2tESzlCL/s1600/nonap_SzaboBence.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="777" data-original-width="1360" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAWZefLC6OoCaWm_GHwNiNONj7kll-b4XZa_aIFFf75fXDOEC9Kkhb7yr576THMIrNDLWjYnIPHpatBmLzORqLKCal7XIfmNW5WqxrRJ8bUXRSmzT80cuXxD5hZ0NZ8kjzqdUm2tESzlCL/s200/nonap_SzaboBence.png" width="200" /></a></div>
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<b><i>Szabó Bence</i></b><i><i> </i></i>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq_dGt73H7SRnr99Xs4G0MH6g0fp5kBJW-KZUS0CpbmygrZi4ASzIHpfN8Zdv_Q4o2gDyl28BpnMe9cWpDWAKpXI1c0jpHsEfrPVJTz-YtF7WeW8LqFze7Fe64ytZKiXsylwtvUnQyrczu/s1600/nonap_Toth+J%25C3%25A1nos+Imre+%25C3%25A9s+T%25C3%25B3th+Gerg%25C5%2591.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1147" data-original-width="1600" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq_dGt73H7SRnr99Xs4G0MH6g0fp5kBJW-KZUS0CpbmygrZi4ASzIHpfN8Zdv_Q4o2gDyl28BpnMe9cWpDWAKpXI1c0jpHsEfrPVJTz-YtF7WeW8LqFze7Fe64ytZKiXsylwtvUnQyrczu/s200/nonap_Toth+J%25C3%25A1nos+Imre+%25C3%25A9s+T%25C3%25B3th+Gerg%25C5%2591.png" width="200" /></a></div>
<br />
<b>Tóth János Imre és Tóth Gergő</b><i><i> </i></i>4. osztályos tanulók,<br />
használt program:<i><i> Paint</i></i><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg55PVJntl27-8Ur8T1tGnWCTse3Hy08To5F55Oq76QCgSkLsh59eYKka70zKmh7NejV7II9X0PN3jKxoVhXw3XUSOkZH7fA_NcM4olXkodeekjbkZjrXgKMFlMDS2-SmkQOvQZMaShSCgl/s1600/nonap_TothBator.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="829" data-original-width="1600" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg55PVJntl27-8Ur8T1tGnWCTse3Hy08To5F55Oq76QCgSkLsh59eYKka70zKmh7NejV7II9X0PN3jKxoVhXw3XUSOkZH7fA_NcM4olXkodeekjbkZjrXgKMFlMDS2-SmkQOvQZMaShSCgl/s200/nonap_TothBator.png" width="200" /></a></div>
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<b>Tóth Tibor Bátor<i> </i></b>4. osztályos tanuló,<br />
használt program:<i><i> Paint</i></i>Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-2929227396943809862020-03-24T11:33:00.000-07:002020-03-24T13:59:45.059-07:00Első eszközök - versenyA kiállítás része egy Kahoot! verseny.<br />
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Három kategória van (a kérdések azonosak). <b>Kérem, csak egyszer játssza végig a kvízt,</b> mert a játékosok maximális létszáma 100 fő. <b>A gyerekek adják meg a nevüket és az osztályukat is a névnél</b>.<br />
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<u>A játékokat eddig lehet kipróbálni: 2020.04.15. 10:00</u> <br />
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Jó szórakozást!<br />
<br />
<a href="https://kahoot.it/challenge/0379197?challenge-id=793a172f-4b7d-41bf-b352-0fc01638709b_1585074356805" target="_blank">Alsósoknak</a> <a href="https://kahoot.it/challenge/096254?challenge-id=793a172f-4b7d-41bf-b352-0fc01638709b_1585074541773" target="_blank">Felsősöknek</a> <a href="https://kahoot.it/challenge/0607513?challenge-id=793a172f-4b7d-41bf-b352-0fc01638709b_1585074705772" target="_blank">Érdeklődőknek</a><br />
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<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-52400156994361380182020-03-23T12:07:00.000-07:002020-04-03T00:57:37.023-07:00Legyen Ön is milliomos!A 6. osztályosok a hiperhivatkozások (linkek) használatával ismerkedtek. Szemléltetésként egy félig kész Legyen Ön is milliomos! PowerPoint sablont kaptak, amit be kellett fejezniük. A játékot kérdésekkel és hiperhivatkozásokkal egészítették ki. Figyelniük kellett arra, hogy a játékuk helyes válasz esetén a következő kérdésre, hibás válasz esetén a "Sajnos vesztettél" diára ugorjon.<br />
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Az egyik alkotásból videó készült (a hiperhivatkozások így természetesen nem működnek, de ennek ellenére is ígéretes munka).<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwuDGywsUBlw739X8JwdjItMqignXJtWKQnUJcR1KfM4TKhlkxIYd6wmIfGHR5nLFBkdZB2wH1y-eNQhzMWYQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b> Fülöp Annamária</b>, 6.b osztályos tanuló munkája</div>
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<i>Használt program: Microsoft PowerPoint</i><br />
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<i><img alt="" 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" /> </i></div>
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<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-6535620451387504672020-03-23T11:15:00.003-07:002020-04-03T01:02:18.539-07:00LearningApps játékok - tanulóink készítettékInformatika órán teret kell adni a tanulóknak arra is, hogy meg tudják valósítani a saját ötleteiket. Még jobb, ha ezek az ötletek alkalmasak arra, hogy mások tanulását is támogassák.<br />
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Minden osztályban közkedvelt, és széleskörűen használt a Learningapps internetes oktatófelület, ahol a diákjaink közül néhányan már nem csak a kész anyagok felhasználói, hanem kreatív készítői is.<br />
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<b>Nikodémusz Róbert</b> (6.a osztályos tanuló) munkái: <a href="https://learningapps.org/display?v=pkgj1ieck20" target="_blank">1</a> <a href="https://learningapps.org/display?v=pwvjig7r519" target="_blank">2</a> <a href="https://learningapps.org/display?v=p2a7vy8oc19" target="_blank">3</a> <a href="https://learningapps.org/display?v=pssih7vmc19" target="_blank">4</a> <a href="https://learningapps.org/display?v=pkgndcidc19" target="_blank">5</a><br />
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<b>Kovács Vivien Dóra</b> (6.a osztályos tanuló) munkája: <a href="https://learningapps.org/display?v=pt89v955k20" target="_blank">1</a><br />
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<b>Őze Milán Levente</b> (6.a osztályos tanuló) munkái: <a href="https://learningapps.org/display?v=pu0pbhdm319" target="_blank">1</a> <a href="https://learningapps.org/display?v=pnys7z4zj19" target="_blank">2</a> <a href="https://learningapps.org/display?v=p1rw174k319" target="_blank">3</a><br />
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<b>Király Boldizsár</b> (6.a osztályos tanuló) munkája: <a href="https://learningapps.org/display?v=pgxxy2sxn19" target="_blank">1</a><br />
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<b>Barta Erik</b> (6.b osztályos tanuló) munkája: <a href="https://learningapps.org/display?v=pk79pseet19" target="_blank">1</a><br />
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<b>Restás István</b> (8. osztályos tanuló) munkái: <a href="https://learningapps.org/display?v=pzto6y6fj20" target="_blank">1</a> <a href="https://learningapps.org/display?v=p8arj5cgn20" target="_blank">2</a> <a href="https://learningapps.org/display?v=pnz81wkmn20" target="_blank">3</a><br />
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<b>Juhász Márk Mihály</b> (8. osztályos tanuló) munkái: <a href="https://learningapps.org/display?v=pqotfp72520" target="_blank">1</a> <a href="https://learningapps.org/display?v=pxr2eupit20" target="_blank">2</a> <a href="https://learningapps.org/display?v=p5drcmjut20" target="_blank">3</a><br />
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<b>Hajdú Zsanett és Jani Rebeka</b> (8. osztályos tanulók) munkái: <a href="https://learningapps.org/display?v=pht4oim7320" target="_blank">1</a> <a href="https://learningapps.org/display?v=p8n94e5ik20" target="_blank">2</a> <a href="https://learningapps.org/display?v=pysxbwyzj20" target="_blank">3</a> <a href="https://learningapps.org/display?v=p0czn7qe520" target="_blank">4</a><br />
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<b>Kuczora Martin és Terhes Sándor Richárd</b> (8. osztályos tanulók) munkái: <a href="https://learningapps.org/display?v=ptvk6emon20" target="_blank">1</a> <a href="https://learningapps.org/display?v=pgwa1h2qn20" target="_blank">2</a><br />
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<b>Martonosi Balázs</b> (8. osztályos tanuló) munkája: <a href="https://learningapps.org/display?v=pf8jm2j4k20" target="_blank">1</a><br />
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<b>Mádi Krisztián</b> (8. osztályos tanuló) munkája: <a href="https://learningapps.org/display?v=pbx9q44fc20" target="_blank">1</a><br />
<br />
<div style="text-align: center;">
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" 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Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-51128549578441622562020-03-23T10:43:00.002-07:002020-04-03T00:55:11.047-07:00Legek a nagyvilágból<br />
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A 6. és 8. osztályos diákoknak hasonló feladata volt nemrégiben informatika órán: szöveget kellett formázniuk a megadott szempontok szerint. Előbbiek Wordben, utóbbiak a Google Drive-ban található Dokumentumok (szövegszerkesztő) segítségével végezték el a munkájukat.A szöveg írása közben a jó hangulat is garantált volt, hiszen egy nagyon vicces és érdekes <a href="https://www.lira.hu/hu/konyv/ismeretterjeszto-1/tarsadalomtudomany/a-vilag-legjobb-konyve-2?kampany=aw-visual">könyv</a> idézeteit használták.</div>
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<b>Horváth Gergő Zoltán, 8. osztály</b>, használt program: <i>Google Drive Dokumentumok</i></div>
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unzTtevropeOoXVcz1xtjBATbWtBisQoCLDLdXV1cXc3BxXV1cmT54sHeDt6ekpdUcfFwifSACPHz/eAT4JgD23eioot2U2jfS0WOTnQtyKwP6s5mOu8CA/4lYE8rKfM0Z6d+LD1kTNnbYWCARoamoyfPhwHB0d8fb2ls4/9PLywtHRUTqONCgoiLq6un4Ae6rGxkbCwsK6wNfTUkN7d3OCixl7g/yI7Hc3nyhFhgYQHuTHZFdzdDSEMkfVSGLDYcOGYW1tzdixY6Uu6dixYztAGBYW1meJmScKQEmpQZJwuWf4lAUIVVRwNNeXDoru687Ur94retlUVs3xwNF8GKoqylIvqHO76+joSF3SSZMmMXnyZMaMGYOjoyOWlpYYGBgQGxvbJyWKJwbA5uZmoqKiemX5VFRUUFZWQktdlYkuZuwJ8mVf/+iVP4Ra29GXya7maGmoyi1ZSFxSBwcH6aJRo0ePxtHRESsrqz6rEz4xABYWFqKvry+31icPPmWBACVlZYbpaLDQ14m4FYF93mn69eAliQ2HDdFgcFvfkFWu0NfXx8LCglGjRjFu3DjGjBmDs7OzdCXvgoKCfgA7q6ysDDs7OwYNGiRzMq1c+JRbR1OYDdPmnTkeRPVnOP/QimrLlJobDEFZWRklGXGhqqoqQ4YMwdzcHDc3tw4QmpmZ4ebm9kgHcD/2ANbU1DBhwgS5tT5501kEAgFqqiq4WhtK56n1dQfp18OXZFUBdxtD1FQFMqc8qaiooKOjg5mZGSNHjsTb2xsPDw/s7OwwMTHB39//kc2uf6wBPHXqFG+88YbcWp88+JSUldHVVucFLxvi3+p3OZ86LfEj/q1AXhhng66WmlyXVFtbG1NTU5ydnaVrlFpbW2NsbExwcDAnTpx4egFsbm4mNjaWQYMGSV3P7uBTkcR7SsoY6moSNGMU0cv7Xc6nVXuC/IhZPoWQGe4Y6WnJhXDIkCGYmJjg5OSEl5cXo0aNwtLSEiMjI2JjY2lubn46ASwtLUVfX19q/e5m+QQCAQJlZYz0NHhnjgf7Q/vh65cf+0Nb40ITfW2UlZRQlpEhlQzodnR0xNPTU5qUsba2pqSk5OkDsKamBm9vb5mupyz4lJWVUVUR4GwxjHfmjGV//8yFfrXT/tAAVs/1wNlimHSaU+eRM1paWhgbG+Po6Chd/nDEiBH4+vpy+PDhpwfAhoYGgoKC7gk+FYEAN2tD9gb59c9O75dMRYT4Ex7si5u1kXTSrywIDQ0Nsba2xsXFBTs7O8zMzAgNDeXkyZN/fACbm5uJj49HIBB0mNF+N/hGWhmwN+jhL1zbrydbrf3DFzdrQwSCriNnJBN9DQ0NsbGxwcXFBXt7e4yNjUlISHgo8eBjBWBlZSW2trYdrF93MZ+GUBXXfvj6dQ9qXfi4FUJ1oUqXkTOSgdxGRkbY2tri4uKCjY0No0ePfij1wccGwPr6el544YUurqc8+LQ1hMzwtGbPmz798PXrnhQe7MeeJT7M8LJhiKYQZWWlLhBqaWlJZ9pLkjKzZ89+4NOXHgsAz5w5w8aNG3sU9ykrK6MmVGG6h3X/sLJ+9V7BrcPXnveyRl2ogpKSUpdRM5LlECXPvDcxMWHLli0P9GGhjwWANTU10pJDt/C1LffuZmXA7jd9+74Rnzp5MV1PAQWFNulZsabPj+n+tGeJL+42htLEjKyZFKamptKHh9rY2DzQrGifA9jU1NRhfp88+FQEKghVVKTZzsfB7Xzdpl1nVFBAQUGd6fP6/rh6rakG3Z7DGg/1tvO0JTSznvr6eupLdhDb4T2JDHi9r8+nBwoP9mvLjhpIH2Davt8JhUJ0dXUxMzPDycmJESNGPFAr2OcAVlRUMGzYsG6TLipty8A7WTwuCZeRjG4Dbk54PfX1uwhs1/ksJnv1ece6d0msmymhmYfIXtvp/XlWDFdQwDPkUCt49Z0/48VM0/YABrKrPpGUPj+vnkPoNGIYykrKXTKjkrVITUxMsLKywt7e/oElZPoUwMbGRmbNmtXB9ZQFn5KSMsOHavHObM/HYlD1HcsXyK62jtjRGtry5qaFfX6c9w6fxLrJAtCLNWt3UFVfT9H7d9vHkwXg3qDWOuGqOR6Y6GsxeHDXib1qamro6upKIVywYMEDqQ32KYClpaWoqqp2cD1lzeczHTaEVXM8H5O1OTt31tZO1sUdDVzftRPfq9qsTrcubpfPKKBgM1IOFB013MOrze3s+l5HKy5nP9Lv6Q5A2f87emrHYx/u0fdeQ2RogHTYmpJyV0uorq6Ovr4+I0aMwNzcnOLi4icXwIaGBmbMmNGt66ksUGaotjqr53o9JvDJArDVWnSJgWxDycx4u/ffIwXDmDcz66nPDMW2CxwSV1gBm9BMMkNt73T+jLfvvG8VSmZ9JqG2Ha10aGY9VXELeX1U19fr61vf6wh423vtjkVBwb4t1uvGAs5zxaLDzWkX9W2WdM1k47bPtn3f4wDhHE/0tNRa+6WM0TIGBgZYWloyd+7c+7aCfQKgZKZDd/U+gUCAmlCVF7xtH7+JtFNH3IGsvhsA2xIU97z/Dp1e4ubegU3q4ra3XrahpMQ93xaHtVnmtv1YhmZSnzAVE4XOgMh2n++4oLKg6nwsCtiGbpNh6dq7oB0/3/7m9LqNAgqmr5L5GLmrUcum8IKXjXT5w85e2ZAhQzA2NsbKyor4+Pj7GiHTJwAeO3YMGxsbqespa2qRQCBgpJUh8SsC2buk7xuli95P7D4LGLhL+t697rvjviQduVMnDlxPxOSO3xm4cQexbTeHwF2HyH7JQGpBq0JGdD2+elnu890AlHEsbfB3FwN2/I5AdpXsIFay/4m9v1YPS/FvB+JmbYCyUtfyhJqaGnp6epiZmeHh4cHRo0efHACbmprYsGFDt66nQCDAUFeTTa9OfGLW6uzaieup75UL2sNOrxDIrlX2Xaxu3Pt3bg5F0t8P8a5zxxjMNjRTenzyAez4XuCu+jZoZVi0kpXM7AbAzjeowF139mPxemYvr9XDU3iwH1sWT8RIT0P2mFENDYYbG2FhYcGmTZt6/fizRw5gbW0t+vr63ZYctDWELPJ3fozivrtIVpzUJU3fU8kATSaAtoTumo15p+RG4EZZlqQz1Hfiv7sBuDfIj5SMtppffT1F78hI+vQAwM7JHtvQTIpeMUBBYSiLMx+P+K+z9ocG8LKfM5rqrU9Y7mAkVFSwGWGMxQhT7Ozsem0FHymATU1NrF+/nkGDBskpOaiiIhAw2c2c2BVT+7wB7g0UBQJ21cupkfUW5u4AVCBw13omdYZBIZANncsEnffZLnbtCYB3y6b2CMDOxxC4i5RZQ1BQ8JLGon3fpl0Vu2IqPq7mCJS7uqIqKqrYWZliamrChg0bemUFHymAx44dY+jQoQwePFjuUDPTYdp9ftF7rrcpqu9aiL+vlPo9AVhPXODQLkC0JkXa7bNzqaFTfNotgDIsV+fz7RGAMtzW0IkKj10CRp7u1Ae7Ptbc0EAfayurXj2T/pEBeDfrJxAI0NNWJ+T5UU/kpNo1Hp1A8Jz0SAAsen8knjKs4JZ2Ll3nGmXgro7x6b0lYeqpipskIwZ8pdNxdC3Edx26p/BYJmA6KyLEn+Dn3dHVUutiBQUqKjhYm2BsbMTGjRvv2Qo+MgAl1k9W7KeiooqqioAZntZP7nLxXQratoSG9yKx0GMAW+O4ovdlwK8gSXLIgujO/90VwJ4eSw8B7DpetGMy6HFW9LKpPO9t08UVVVFRwcxYn6FD9bC2tr5nK/hIAGxubmbdunXdWj8jPS32LHkyZjhIO2z7kSAyRpQE7upFbHNPAEr239UK2oZmtkJ2l/ivWwC7nNP9ASj7Gj2eCRjZ8sVIV7NLgV6y9L3pcON7zog+EgBra2vR09OT+fAMFRUVNNVUWeDrREToE+B6ds54SqycnM7VEYKezJbwYvqwHnb69iBN7VSSCNzV2rFlxXCdXL5HBmCXm0tXa/w4KzLUnwU+jqgLBTIK9EJcbM2xuUcr+NABbG5ultb9ujxCSlUVFRUBDub67HrDp88vcK8AlNtZ73SuDh3c9lUi7mIVuxStZXR629BM6je6oaDQNq4yyIvpxh0BrM94W2b8J4nhJMmiRwagzBLL45sBlaXdS3ywM9WTOYt+hIkBBgYG9xQLPnQAjx492iH26xzAaqqrEvrCaPYFPwHWL6itow+T0YFkZRrrD5G9VkYi425Jh3lW7ep7sjp9WzJkk2vrzUBSgJ96Z7RLa2y1WGYSpbX+poBvm/snPwkjy+29M8Tt3gHsfDMKfSIyoO0VERxA6AvuaHSygq1P52odpmZtbd3jSbsPFcDm5mZ27NhxV+sXs/xxr/l1BkQyuFjObAjbUDLr62WPNOlpp3vJTW6nvzMi5c7NwPb1lcRKbwJthXYJoJ2+e4WNAq3z/iRJnM6jVOTVCOWoR2WIVrX/Llnu8JOg2OVTcTAbipJy17KEhoYGQ4cOZceOHT0aI/pQAWxoaMDb27vLehuSO4aOphrBz7sT/sRYv3Zau5I3bTt3xlYL036MaCuwEovWNkqmp53undntZh0ooKDgxhbJiJT35QPSCqhkLKg8cNpZ73lWnQZq27L4nTvHsWJi15vLnZkX3ShwWdcbTTtP4clKwNzRvuDWsoS2jBEyQqEQLS0tJk6c2KNnSzw0AJubm4mLi5M526G17KDCWPvhT27ZIciPvUELyS65M0yrVXKsW9tk1nseJSP9P/n7bz9UrL4ToNJB4zLVbl9dvkf+cDTJDSQ27lA3+25TxttSqzfcw6tdDP1kJWA6K2b5VCaPNEdZueszJ4RCITo6Oj1aS/ShAXj69GnGjx8v0/q1xn5Cgl9wfwyWl+jXw5YsK20Tmnl/Q/b6WOFBfmxZPIEhmqoy+7impia+vr53ffb8QwOwuLgYoVAoe8ynQICt6dAnL/brV+/UIakkGc72ZLqf7RW1dAqejiYyraC6ujp6enoUFxfT0tLyaAFsampi2rRpsjOfAhVUVVRY6Ov8BGU++3Xf6uTiPunw7Q3yIzzYn9VzPdEQCrrEgqqqqmhra/Piiy92awUfCoC1tbXSp9jKSr6YDBvCrv51Pfv1B1D0sik4muu31gVVumZEdXR0ui3MP3AAm5ubWbt2rXTGQ+e7gqqqCnMnOz2RA6771a/O2hfsz5LpbgiUlWRmRLW1tVm7dq3cZMwDB7ChoUFaeJdl/YZoqbPxlfF9fuH61a8HpV1v+mCkpymzz2toaGBqaip38aYHCmBLS4t0sSWZTzVSUWWy24j+B2j26w+liFB/5k1ykD7yrPP6MUOGDJH7uOsHCmBTUxO+vr4y7wSqqqpoaaqx+dWJ7A3y4/bt2x0k2WS91n6T91l5n5e1z7t9vrv99OR1WZ97L6mR95LPsDb5FGuTGlmbdIZ1KY2sP9jAhpTTbEg5w4a002xIqEdxwAAU71bklqOBAweyKbGczJrzFDd8SkxxIzvENVK9L6pmV1oNe0WH2Ss6TMTBKsLTasiqaiIyo5p9GdXsE1cRKaoiMfcIWeUNRGWUE5FWRoSohAhRCZHiMiJEpUSICokQFRMpLiJKVNxORU9d+256ZQLaGrKz/pqamkyZMkXmcvYPFMCTJ09iZGQk+7FiKirYmw2TWj9ZF03WScpqEHlb5/+510aQ1YjdvdZdg3d+b03KKd5LPtUKYHLr7+tSGglLPcmG1FNsSG1kybvbGDhgYBtMir0CUEFBgQEDBuDi4UNceSO7M460gVfJzrRqdh88zO60KimAe0VVhKdVkV52mnBRBeGiSvalVRApLiP10DGKaluIz6kiUiQBsLQdgIeIEBWxX1TM/jb4okXFxIgOPXXtG7U0AC9Hk7b5gl1X1TY3N5c5MuaBAdjS0kJycrLc5IuaUJWZ4+2lpQdZF68nF/9Rb/dzV2z/3trkhg7whaU2sj6lgfUpDWxKaeDZ55RQVOw9dLL0zLODeV9cw05RNXvSa9grqmKvqJrwtH/z/T0AACAASURBVMOEp1URnlYpVURaBeGicsJFZUSklREpLidSXEZMZjnR6aVt8BUTISoiQlREpLi4VWlF7BcVES0uIi69hNi0ImJF+U9d+4YH+7FmnhcqcpIxmpqaJCUldXFDHxiAzc3NzJo1S677KVRVZdVcT+kyg49iu337Nv/+97/517/+xccff8xbb71FQkKC9GLeunWr1+7KvW7rUk6yPuVUmxp4P/M0YQcbWJd6EsUBA1FQfHDgSaWogIaWDnvTqolMP0ykuIqE3ONEiKvYl1bJvrRyItIqiEgra/u9FbRIURmR6e0gE5ewX9QKW4SoiMi0NpdTXEiMuJAYUSFx6cXEiw4Rl1ZAvCj/oV9PeLzad29Q66z5YTrqcpMxc+bM6TJN6YEB2NTUxLBhw+Q+1dZoqHaHcZ/yzD30zBWQ5d60//yJEyeYMWMG77zzDr/++ivXr1/n4sWL1NTUUFFRwf/+9z9u3rzJhx9+SEtLC1evXu3WxekuHpHnxrR/X2LtJNqWcZr1BxtQUxuCouKAhwOgggKKis+wL62KSFEFKQV1HDnzCTFZlUSK2uK6tPbxXbE0xosSFxIpbnUr97e5llEHi4gSFZGYU0F6UQ0FVfXklB0lJbeMhPQiEg4WkJRRQHJ24VPXvnuDWteO8R9tgUDGyBg1NTXMzMy6FOUfGIDl5eVys59CVVWmjrXqMPJFViPcry5dusSf//xnfvjhB27dusXp06dxcHBg6dKlXL9+nX/+85/cvHmT//3vf1y/fp3Y2FhCQ0PR1tbm119/5T//+Q8ffPDBQzm29SnHpfBtSD5BWOop3ouvQWHAwwHvDoADiEwrJSKtjP3iChLzDxMpKmW/qKItlmsDTlRChLhMmkRpVSt4EsWKixEXHCavvJZjp8/ReO5jTjRfoOxoA+kFFSRnFFBcXUvFsZNPXfvuDfKTuqGSmmB7DiSzJEpKSjoMTXsgADY3NxMaGio3/hOqqvLuPK8Oq1w/6G3lypV8++23HD58mLVr15KZmcm///1v3nrrLQwNDQkKCiIsLIwTJ07w/fff89e//pVRo0bh6OjIDz/8wLlz57C0tOTGjRsUFBQ88OMLSz5OWPIJNqacbFMDTqP9UBjwYOO+rgAqsnT11jZrV0ZcdhUZZfUk5VYRmVZCZFqJNIHSXtGiwjbwCokWFRKblo+4oJLCqlpqGz/gwuUrfP7V3/jk86s0tFyguLqW7KIKKo8dp+7UmQd+/R739pX06+hlUzHQUZfpCaqrqxMaGkpTU9ODB9Da2lpu/NfZ/XzQAH711Vf8/e9/x8zMjNu3b+Pl5UVqaip//etfWbNmDXFxcbi6unLixAnS09PJzs7mzTffZMWKFaSnp3Py5EkGDx5MQ0MDGhoaHD16lL179z7QY9yYdJyNKcfZmHqcjSkn2ZxyAoWHFft1krJQg/1pJexPK0FUUkdt00fkVB4nKq2YqLTWmC5aXEK8uJRoUVtMl3aIBHEh8aJC4tIKOJBeSG7ZEarrGzlz/iOuff1Pvv3uB6799WvOfXSJw3UnySuuJL+4nPzisgd67Z6E9pXWBEP8mexm3uaGCroA6Ojo2MENfSAAlpaWyl3xTE0oxGeUZZcHa8rbOvvf3W23b9/mtddeo7q6mk8++QRnZ2daWlooLi5m1apVxMTEkJ2djbe3N6Wlpbz44ossX76cLVu2MG7cOKqrq/nxxx+ZOnUq+fn5rF+/nl27drFp0yYKCwupra3t8bHcbduYXM/mg/VsSqljU0o9W1JqUVBU7HW9717d0KiDh4gSFZOYU0l+5QnSDtUQLSohWlRElKiQ2LRC4sQFxIoOES8qJEFUQGJ6AQfE+cSl5ZKSfYhDlUepPdXEx59d4bsf/sNPP/+Pr7/5lg8vfUrdySaKy6tJy8gmMVXUbZv1dHuS2lfSr8OD/Xlzmlu3bmhRUdGDA1Cy5GB35YdlL47uMu9PcoElP+U1jKzXb9++zTfffINYLCYhIYG0tDTc3d3597//jYuLC7dv3+bq1avU1NTQ0tKCvr4+tra2vPrqq7zzzjuEhIQwc+ZMNmzYQH19PZ6enly7dg1VVVUOHjzI999/j4eHBwUFBffUYbrbNqfWsuVgPVtSW7VsSzKKigqPxAIqKiqipq5NlLiUGHExcemt4MWmFRGbdojYtAJiRfnEpeURL8ojQdyquLQcEsQ5JIpzEeUeoqT6CMcbm/jksyt8+/0P/O/XX/j7P/7JxUufcvzUGUrKqxBn5iDOyHrq2rd93979pg+6bc8XlJUNbT829IEA+PLLL8t1P3W01GXOer9btkneJvnMN998w9q1a7l+/TqqqqpUV1cTHR3NqVOnWLRoEfv376elpYW//e1vGBoa4uvrS1ZWFoWFhWzYsAFbW1suX75MWFgYR44cobq6moqKCpSUlFi9ejWHDx/GxcWF33//nd9//73b4+zJ71tSjrEttY6tqa0/tfSMuZ9ie28UJ2qt08WJDhEnLmz7mU+8KJ8EUQEJonwpfBIlifJJFuUhzimkuLyKYw2NnP/oEl98+RV/+/obrly9xvkPL1J3soGKyiryC/LIy81+6tq3fd+ODPXH03F4a1FexqOuX3nllQcLoIuLi0z3U6iqitXwoTJnPrS/O3bXOJ0/B/Dll18SFRVFc3MzY8aM4fbt24wbN47Vq1dz9uxZ7Ozs+OWXX1i2bBn/93//h4eHB1FRUTQ0NPD3v/+dBQsW4OjoSElJCZmZmSxatIjJkyfz9ddfExYWxjPPPMOBAwf4/vvvmT9//l0bRJY6f25byjF2pB5le+pR9olrW0sPjxA+BQVF4kSHiBcXEC9uA05cwIH0AhLF+SSIC0hKz20DL5cEcS6JomxSxNkki7MQZ+dxqKScI3UnON1yjgsffcLHlz7lwsWPaDzTxJFjRykqOoRIlEpaWupT177t+/a+YH8W+DrJfKCLmpoabm5u0nrgfQPY1NQknfne1f0UEuhhI3PirawTkfez84W4efMmI0aMIDc3l59//hkPDw+2bt3K559/jo6ODi0tLezfv5/AwEAOHjxIdHQ0Z86c4ebNm5w9e5bCwkIWLVrElStXWLhwIQcOHGDWrFl4eXnx7rvvIhKJ2LdvHxYWFvz222+4u7t36TTyOpa8BtuefITtqUd5P+UoMTlHHrn1U1BQQFtPjyRxLokZBRxIz+NAei4H0vNITM8lNaeQw3UN5BVXcECUQ6Iom+S0TFLFmeQVllBYWknlkaMcP3WappYPaDl3lsamJk40NHC0rpbyynIyc9JJPZhM6sHkp6592/ft8GA/Vs/1lI6K6RwHDhkyRDou9L4BLC4ulhv/qasJCf2T7HVf7nZnkfferVu3qK6u5qeffkJfXx8fHx8yMjJYtWoVmpqa1NbWkpmZibm5OVevXuXFF19k27Zt0kY6evQoZ86cYerUqXz44YcMHjyYL774AgMDAxwcHBgwYACKiopEREQQHh7OoEGDuHLlitxjlHW8st7fnnyE91OO8n5KDXauno8cPomEGkNITM8lKSOPRHEuB0Q5JKXlcjC7gCPHT1JQVEGSKIvktCyS0zIQZ+VSVlVD45kWmlrOcvb8eS5+8jHnLlygobGRqqoqSkpKyMnPRSROJfVgMmlpSU9d+3bu3zHLpqCppoqSknIXADU0NKSJmPsCsH0CRlb8p6YmJEzO3D95jdATVVdXs2jRIm7cuMGuXbsYOHAgQUFBtLS0oKSkxPLly2lsbMTd3Z2SkhL8/Pz44YcfuHDhAps2beLs2bMsWLAAJycnXn31VVJTU9HQ0GDw4MGEh4dTWFiIh4cH7u7urFmzhrKyMm7evNnjBpLVWNuTD/N+ajVTZr6MguLAPgNQQUEBDe0hJKfnkSTOIVGURbI4m2RxNqKMHNIyskkVZ5IqTidVnEF6dhZV1Yc5e/4cH1/6hM+/uMLVr67y8aWPONlQR35hPukZIkTiFEQHk0hLS0IkSnnq2rdz/44MDcDSSEduPXDdunU0NzffP4CLFi2Sm4AZpqsld+5fb7fY2Fhu3bqFpqYmPj4+0kHgioqK7Ny5k48//pgPP/wQOzs7goKCOH78OP7+/iQmJnL16lW2bdvGjz/+yKlTp5g/fz4mJibU1tayevVqAgMDmT17Ns888wzW1tYsWbKEBQsWYGdnx+3bt/nss896fdy7Dx5h4rR5D3zAdW+lqaVFqjijDTaJMtrAE3NQLCat7WfeoVxOnjzBRx99yN///ld++Pf3XP7sEvXHa8nJzUQkSkEkSkEsTkWUlozoYPJT175d5giG+OPjZi53doQkEXPfADo7O8tOwAhVcbEy7FL/6wygrHiguy0gIIC8vDzq6uoYNGgQxsbGnD17lpiYGAICAjAxMWHevHlkZ2fz008/YWBgQFJSEqampsydO5fjx48ze/ZsvLy8KCsr48KFCyxbtowpU6aQnJzMxIkTWbduHcnJyYwbN47nnnuOffv2kZub2+WY72XzHD+tT+K+LmoreygqKqKjq0t6ZjbijGwOpotJSxcjEosRiQ8iFh1ELEpFLEpFJDpIWXkxp8808Nnnl7l69QoXPzrPiRN15OVlIhalkC5OJSMjmXTRATLSEp669u3cv/cF+zPfx1FuIsbV1ZUzZ87cH4BNTU2oqqrKT8CMlZ2A6a0FvHXrFtu3b2fQoEH8/vvvpKSk8MILL+Do6Mjly5dJSkqirKyMhQsXMnr0aObPn8/MmTP585//jJeXF4mJiSxYsABbW1uysrIIDg7Gzc0NVVVVPDw8cHFxwcDAAB0dHXR1dXn22WfZsWMHOTk5iEQiTp482avjBlBQVHwkNT95ysxMJy5mP4tffQW3kSNRF6qiqKiIr68P6elppKenIRanki4+iFiUjFiUTLoohXRxMuniZHKzxRw5XMGpU8dpam7gg7OnOdN0krLSQ2SKkshMTyI7I4mczBQyxQl3vyB/sPbt3L/Dg/14tweJmPsCsKCgQG4CRkNdjaV/6lqAvx8AP//8c7777jueeeYZZs+ezRdffMFvv/3GnDlzCAsL49atW1hZWZGSksJHH33EiRMnGDBgAEKhkJiYGExMTFBVVSU3N5f58+czYcIEZs6cyeuvv05ISAi2trbo6upiamqKi4sLsbGxnDp1itWrV2NkZMSwYcN6ddxAn1s+cVoyGQeTyUhLJEuUSFZ6CjnpqeRkpFCQk0l+bhY5WWKyMlLJykwiJ+MAudkHyM2OJzvzAFmZyeTliikvzae6ooiTx4/wQXMDh6tLycpMJkucQH52CiUF6WT3EsAnuX1l9fHouyRi8vPzyczM7B2AqampbN68WWYCRigUoqmhxqaXJ8hdR6MnGTHJ+5Lt8uXLfPbZZ0yfPh01NTX+9Kc/8eGHH7J69Wp8fHzYvn07TU1NjBw5km3bthEbG8uOHTv4+eefWbp0KSoqKuzduxdra2siIiIIDg7m888/5/z58xQVFVFaWsrWrVt57733cHZ2RltbGzs7O7S0tDA3N2fXrl3cvHmzVw10B4ZHXf9T4I03XkN88ADpqXFkHowjR3SA7LR48jOTqCrNo+5IJfV1ldRUFVF8KJ28nAPk58RTdCieooJ4CnLjyctOJDszgUxxAlkZCZQUZVNTfYjSQ5nkpB8gJ/0AuRkJ5KbHkSOOe+raV+ZaMSH+WBvroiwjR6KmpsamTZvuD8Ddu3fLTMAIhUI01NW7XXypN5uRkRHTp0+npKSE5cuXo6GhQWhoKNevX0ddXZ1nnnmGt99+m8jISIRCId7e3mzZsoW0tDQyMzNJTU1l2bJl+Pj4EBISwrVr14iLi6O0tJRt27Yxa9Ysli1bxs6dO4mNjWXevHnMmTOH7777jpMnT/Lll1/yyy+/9OrYs/PKiE4QsSHs/UcKn4aGOkV56eTnpJKblUpN1SHyxAfIFyVwuCSHppNH+fCD03x8romzjUepPVJISUEyZYXxVJXEUFESS2lBHEV5seRnx5GfkUBBTgqFuQcpyE4iVxxLjjiWnPQ48kQx5IpiyE2LfuraVx6AY+yMECgrd/ES1dTU2Llz5/0BGBwcLBdAHW3Nbtf+7Elqt/1PgMjISMzMzLh58yZNTU2Ym5szduxYtm/fzuzZs1FUVKSxsZH//ve/TJ48mUWLFuHu7s4LL7zASy+9xNatW0lMTGTUqFHs3buXqqoqzpw5w7p167C1tWXhwoXY2NgwefJkFixYQG5uLmVlZQQEBJCdnY2xsTGrV6/ucnw9CdoPpuUQHZOC4gBFHmUyZuDAgeSnH6A4N5XCrBTKCsQUZqVSXZxJ84nDfPZRC3+/9jnfXLvC5x+30HKyimMV6dSUJVBXHc2ximgqS2IoL4ijMCeOwtwDlBamUV4ooignibz0GPJE+8lPi6JAHE2+OJqCjKinrn3lAejlMFwugMHBwWRkZPQewPHjx8vJgAqxNzeQmwFtPxi7szsi74Rv377N3LlzMTIy4h//+AfLly9n+vTpKCgoMHnyZDIyMlBUVCQ2NpbGxka2bt3Ka6+9hoeHh3RNjqFDh/Laa69x+PBhioqKOHfuHAkJCezfv5/x48fj5eWFn58fO3bsIDIykgULFjBu3DhsbGzw9PQkLCyMysrKLsd1twa6ffs2KakZZGUWtg7AfpQuqKICeekJ5IniyEmJ5FBaDMU5yVSXZNFy8ghXLp3jP9/9k5/++y/+dvUy5xsrOFmVSn1ZJI3Homio2c+x8miOVSZRmhdHcV4C5YeSqChMpjg7jkMZ0RSmR1GYHsUh8X4KM6Iozox86tpXVh/fF+zPrPG2CJS7PqJBKBQyceJE0tPTew+gj49PFwCFQiFqakK8ncy7BbC7O6O81z/77DNsbGy4cOECdXV1vPjiixgaGhIeHs61a9cICQnBz8+PkpISsrKyuHLlComJiWzbto2CggJcXV3R1dXl3XffJTc3lxMnTpCXl4e3tzeqqqo4Ozvz3HPP4ePjg5OTkzSoFwqFrFy5kt27d3dYZ6S74+/cgKkp6WRnHnrk8Z+iggKlBRkU5SSRm7afAlE0ZblJHCnJ5Oypo2zauJ4BAxVRF6oyUEERpeeeo64skRNl4bTURtBcF8mJyv0cK4uj+lAsFfkJVOQfoCI3gbLsWEpzYinOjKYkO4rSzP2UZkRSnhPx1LWvrD4eHuzHG4GuqAi6WkChUIi/v//9Aejl5SXz2WhqakLGOpjeM4B3C9bt7OwYNGgQYrGYL774gokTJ6Ktrc2f/vQnqqurefbZZ3nvvff46aefOHnyJDt37uS///0v586d48KFC/j4+CAQCJg+fTonT57k3LlzREREsHjxYoRCIaGhoSgqKmJra4uSkhIaGhqYmZnx3HPPUVNTw2+//cbOnTvldqjOjdL+99LSco5UH2PgIx+ErcDalaGU5ydSkhXP4cIUjlfmcOrIIXSGDCH09cXE79vB7BlTidgVhou9Nc8oKnK6ch8XToRzriGC0zUxnKiI4VhJLEcK4ynPjqYsaz/VuTFU5kZRmR1FefZ+KrIiqcwK53D+/qeufWUD6M/iABdUBF2fkyIUChk3btz9ATh06FCZZKupCfF3t+r26Uc9vTtKdP36dRoaGhg8eDDLly/n0qVLLFmyBHV1dezt7QkPD2fIkCHs27ePuro6Dh8+zJIlS/j88895++23MTIy4quvvmLevHlYW1tTUFDA5cuXOXbsGBMmTGDatGno6uoyevRoBAIBrq6uGBoa8vzzz+Pk5MRPP/3E9evX+fOf/9zjztVeiooDGdAH8CkoKOBgY0F1wQFqS9M4fbSA842V6A3RYf/2jehoarJt3UpykyMoFEezMmgxAxQVWb9qIZ+2RHPpTBRn66NprNjPybIY6oviyEraQ1b8Vqqzwzl2aD9H8iKpyNzD4dwIavLCqS2JeeraV54FfGvmGOkiTZ0BNDY2RiwW9x7AQYMGyQRQXU2NVwJcun34Zm9Ocvv27WhoaLBnzx5u3bpFSEgIDg4OFBUVcfHiRRQVFcnLy+Pjjz9m7ty5jB8/ngEDBnD+/HnU1dWZPn06//rXv/Dy8iI0NJSPP/6Yy5cvs2vXLjw9PVFUVGThwoW4urqydetWRo0axcyZM4mOjubcuXPU1tbyzDPP9OrY+wI8iQYNHMjRQwmcOZLDx03VrF0ZyuuvzEdHU4PSjHiKxFGUZsRQkhFDoXg/M6ZMRkNpMFfOxvHFBwe4eKoVwMaK/TSUxpGVvJ+StHAq03fSWBpLbd4+8g9s5GheOFXZO6kvjX7q2ldeP9/9pg+qciyguro6IpGo9wDKKsJLAPzzNLdeAdjdnbK6uhpdXV0SEhK4ceMGL7/8Mi4uLnzzzTfU1dWRktI6CDggIIAVK1Zw+fJlVq5ciYGBASEhIQiFQqZNm0ZiYiILFy5k7969fPjhhxw9epQJEyaQmZnJ3LlzmTp1KnPmzOHFF18kODiYgoICUlNTCQgIYObMmXKPs7tj70sAn1UcwPGSeM7V5/L5hTqee2YgQX+eT3FGDMXp0RSLoigSR3EoNZyitAiSwjeiqKDIF+cPcO1iKp+ejuVw3nZOlUZysjiajMR9HM0/QNGBDbRUxFEh3k78zrepyNhB/oH1HC0If+raV14/3780QOZoGEkmtNcA7tu3T24RXl1djbdeGtthFbTusqCdT7D91v7vOXPmoKWlxblz57h58yabN29m8eLFxMTEsGrVKiIiIqisrCQ+Pp4JEyYwaNAgzp07x9WrV7l48SJhYWHo6+szfPhwBAIBmzZtoqamhr/+9a9s3ryZ6upqvL29mTZtGsOHD2fnzp2EhYVx8eJFXn75ZQwNDXnzzTe7zKDuyfaooVNSGtz2uyIv+I6joSiW80czeMF/EhFbVrFn81uUivZTIt5PQeJucuK3kZuwlfwD2yhK3YeiwgC+uJDAtYupXDwRQVXWNk6VR9NQFk9a1EZKU7dQkrSBKvFW9m0MZuuq10kOf4f06NVU5+586tpXXj+PDA1AU01FLoBRUVG9A3DFihVyAdRQV2PPku4fwNm5IWQ1TuctIiICHx8fFi5cyEcffcR7772HSCTC0tKSFStWEBgYiIWFBdHR0XzzzTfU19ezevVqgoKCmDNnDvn5+cTGxjJx4kTMzMwIDAzkzJkzHDp0iMbGRurq6pg5cyY2NjYIBAK8vLzIz8+nvLwcgUCAoqIif/nLX+6tZSQX8hHCp6igwKHMSHLiN5MTt5GW0mg+KI/h4rFUnh0wgI0rl5AeuYG8uG0Up+yiXLyPMtFuykR7KEl9n+yYLQxUUOTrz9K59pGIproEjpdFc6o8gcbDqVRkhHOiMILipDCS9qzgvRUvs2Hlq2xfs5jE3SuoLYx46tpXXj+PCPHHznSo3NEw77zzTreLQ8kE8Ny5cwQFBXUzCkaNrYsndgtgb7ZLly4xduxYgoKCmDZtGmfOnMHKygpjY2MWLVpETk4OW7ZswdvbmxUrVuDt7c3ly5cRi8W8/fbbCAQCAgICOHXqFJqamqiqqmJlZcXWrVvZvn07f/nLX6ivr8fExISBAwcyYsQIxGIx27dvx9fXl/Hjx/Prr7/y9ddf3/OxP0oAByooUpSxk6yYtZSnbeaTo4lcPpZEVVYEvuM82LM2hMr0fVSlh1ORtpvSgzspT9tLhWgnlaL3eX9tEAMVFPnpn9V891U51y6V8NkHRVw8VUDL8Tzqy5I5XhpHQfImYrYvZ+/GUMK3LGXX+iWEbw6ipqB3S/49ye3bHYD23QAYEhLSOwC7GwWjoaFOiJyZ8PIAvNvdEWDbtm3Mnj2b48ePs3jxYubNm8eGDRuoq6tj2rRpDBgwgNzcXMaNG4eTkxP/93//x7PPPkthYSFffvklCxcuRF1dHTc3N1555RXGjBmDoaEh+vr62NnZYWNjg5OTEzY2Nmhra2NmZsa5c+f4/fff+fnnn/nll1/46aef7qFZ2l3IRwWgoiLHq2KoK9xHWdpmGgr38sXxFC7XJPKCjycp+96jSrSHqrTdVKXtRBS+geSda8mIXM8R8U5K4sOY4u3GEE11bvx0lv/773l+/Mdpvvuqgb992sAnLVU0VGVRnRdHXuJWEnYuI27nMhL3vMOBPStI2L2Mw20u6NPUvt26oEJVuS7o0qVLHwKA6up3TcK033rSOABJSUnMmjWLa9eusXv3bs6ePUtZWRmDBw/G19eXpqYm9PT0mDJlCosXL2bYsGFcuHCBFStW8MYbb/Drr7/y7bffEhcXR0JCAuvXr2fp0qVMnz6dMWPGsHLlSjw9PZk9ezYuLi4MHTqUpKQkNm3aRG5uLmfOnCE5+d4nmz7KJIyttRkaqgI2rnqdD6qiOVcZy2d1SZwpjODZgc9Qlfo+VUlbKTuwkaK4DSxdOJepE32J2/g2lUkbKYpcjdLAgezcsY7bv3/N7ZvfcON/f+HHf57j66stXLpQS211FvnpUeSmvk/8zpUk7l1FftIm8pPDKEhZz8my8KeufbsDUEVZSWa4dt8Ayo8B1Xljes8AlBcryHr9559/5vbt2/z++++88cYbBAYGUlFRwffff09LSwvz5s3D0tKS4uJi5s2bx3fffceOHTswNTVl3bp1TJgwAV9fX8LDw7l69Sr19fVkZWWxd+9ewsLC+O233zh+/Dj19fU4OzszatQo6Yj6ixcv8uOPP7J58+Yux9ldYkHy96MCMDZyMz9cq2H1svk4W5vScGgf9dl7qD64DcUBAyjZH8bR5K0cSd5M3t53eW3uHAKnTEX0/iqOpWwie88aBioO4Mb1L+H2T9y+/RO3fvuKH//1IX/9SwPnmyo5WpFBdloEmYnvE7XtLWJ3vU3OgQ2UZWyjtnAP5+vin7r27Q5AVYEygx+0BQwKCrovAOWdXHeNJvk5adIkFi1aRGNjI4mJidjb27No0SLS0tLw8fEhJyeHvLw85s+fz4wZM/jyyy+pqalh6tSp9CgUKwAAIABJREFU+Pj4oKOjg6amJpMmTaKuro7vv/+ew4cPU1VVxcWLF7l06RKzZs3Czs6OefPmERYWxpUrVzh16pS0gdofY+fz6CsAbawtuPHzZ/zwtzo+/SAbF0cr3lj0Akl71xCxdSUDFBWZPGEKnuOm4u4RyJhxAdg7+WDvOh4blwnYO/ugozscnSFa/P7LZbjxPdz6gRu/fsWP/zzHlYuHaakvoKY4hazkXcSHv8fOdUsI3xRMWtS7HErZyInSCD4/m/3UtW9vAexVDHj3LOi9WcDOKeru0teZmZk0Nzdz4cIF5s+fz5YtW7h+/TpOTk7ExsYyefJkPvjgA9avX8+4ceOIjIxES0uLxYsXs3v3bj7//HNiY2PZtWsXVVVVXLhwgWPHjpGYmMiOHTtYv349x44d49q1a2zbtg0nJyf8/PwoKysjJiYGX1/fLhdfVoN0Pv5HAWB1dRE3fv4L3/+9nktnsinL3oXigAG8v2kFG1YHoaiogJ3TGBxcJmLjPA7PCVOxcx2HrYsnjm7jcXL1ZMCAAXzcnMVP3zRw4+cr3PjtKv/77hzffH6ET5pyaahKojhjL8n717Nvcwjb1/yZ3evfJCVilRTALy7ky7w+f+T27S2AvcqC3q0OeC8WsHPDyDrB9p+9efMmLi4uzJw5k/Pnz/PSSy+xb98+fvnlF15//XVmz57NJ598QnBwMN999x2enp589dVXrFq1CjU1NTw8PMjMzOTYsWNUVlYSHByMu7s7pqameHt7M336dHx8fFi/fj1r1qzBwcGBkJAQbty4QU5ODuXl5d0eo7y75cOGT1FRkVu/f8Pv/7vEv7+q59OmbA7n7UJhwAD27VjNjo3LGWFqgo2NEx6ePri6e+M9zg9bh9E4Oo3GwWkMzw1SwmuUI//6NJuvPz3Ef76u5d//OM5Xn5Tw4ck0TpRFUZMfTn7KFuJ3vkXsjuXs2bCEfZuCEcesbQWwLIJrF/OfuvbtLYC9rgNKRsI8CBf0XlVaWkpjYyMjR47k008/ZenSpTQ3NxMQEMC1a9coKCjgnXfeoaKigiNHjrBu3ToaGhr49ttvWblyJTo6Otjb2zNz5kzefvttLCwsmDBhAhMmTEBLS4tnn32WmTNnYm9vj46ODiNHjqSmpobr168TE9N1nGNPdD9wDVBUZOxoZwJ8vfAY5cwQLXUGKCqiqNi6xqWLky2nT5Zy4+eP+eVfp/n2ShV/acniZGkkCgMUSYnZTEL0eraGvcUgJSWC33qbN5et5o2gFTg4uOPi7o3esOEMGvQspVlb+cdHIj5ujOOzc0lcPpvMmSORHD20k/zk9aTHrCE9+j1SwleRuPct9m8OISP6XcrTd1CesYMzhxO4dvHQU9e+vQXwvoeiPWgLKO8O0/7vrKws1qxZw40bN0hMTOTGjRvEx8dLnwNw48YNQkJC2Lt3L9HR0WRlZbFq1SpeffVVzpw5Q2VlJTk5OdKhSsnJybz22mvo6+szatQobG1tmT59Ou7u7igrK/P888+TlJTErVu3Olwsea6UrHO4HwAHPfcMe7YHkxC5EnHCGnKT3uPooZ181JjC3y8X8J9/HOG3/5zhp3/W8s2VYr64kEPLsRhOVUajqDiAg/Frif7/9t47LMpr3d8H9/7GRhmGNvQOwtBBinSU3rFh70hVY8SKXVFUqiVqxOxETWISu7HtRLEk6jjRnbJjknP27+wdUzTFE405xiDcvz9gJgO8gyioEGdd1+cCZob3XbPWut/nWc9q62ZQtiofPZ2+2Do5MHLiSDJGDiVxSAp9dPrw3F//ystb5rOzZgGH317Ge++U8MG7qzhzdCVH31rK0T2r2P/aSt56ZSV7d1Zy4PX1nHmnhl0b5yE/VsXVM9v54HgNX3y4n//556Fnrn67LYDqzLu6n8ovvG4dFy5coLy8nBdffJEXX3yRvLw8zp49y/79+zl16pTyyZaQkIC1tTULFy5k/PjxeHh48Oqrr7Jt2zby8/P5z3/+w40bN1i5ciV79+7lypUrvPHGGyxdupSgoCBMTU3R1tamvLyc27dvC+apZaW1fK2jLuboofFsqSqiprqIlyqeZ/8rC5GdWM/H5zbz73/u4Pv/7OXaF2/w2aVtXDmzgfePVjBn5ii0tbXYvb2Yl6pmUV6Sz8JZo9HX6c1ftLTp0aMHPbS1CQxwp3zdNCrXTWNTVSF/e2k2e3cv4OBbRRx+s4h9O+ex46VZbKqcQfW6aWxc9zwvVc/m1c1z2fniXN56aS7v7avgow/e5v+7epL//uzYM1e/XQ7AnLSABwKo+oWE/m7ryfPVV19x4MAB6uvrCQkJob6+npqaGioqKjh27BglJSUUFBSQkZHB3//+dz7++GPq6+s5fPgwlZWVBAcHY2trS2hoKKtXr+bAgQM0NDRQV1fHt99+y88//8zbb79NWVkZaWlp6Onpoaen91B57CwXVEurcXrZ0IxBlCzJoXTRFF6uLuLY7hIO7V7MB6fW8l+fbuefl7dw4VQF77y9jFc3z6J3r178VVuLZbPHsfiFUczOy6RgQhI5oxPJHpeCtrY2eVMzmffCWJYvy6FszTTK1+axpmQCG9bnsqMmj/2vFbFz6/NUluVSua6QynXTWVtSwNoVuZSvmErFsilsKc3njZeX8O6RrVw8t5fzp3c8c/Wrrp1XFyaqBVBPT69jAKpbjmQgEpE10Oux9AFVv3h9fT21tbX8/PPPyq3Fb926RVlZGUuXLmXbtm0kJydz7949Dh8+TFpaGh9++CGXLl3i999/58SJEyxYsICdO3eycuVK9uzZw7Zt27h//z67du0iJyeHmzdv8vPPP/PFF1/g6Oj4yPnulECLlhZRYUHMmzmaiuW5vLmtmLd2zOfcyTI+klfz3pGlvLJ5OquXjGXejCFo99DG2c6KSSMTmDIyjonDBzFuSDTDkgcQFuiBtrY2A0O9GBTuQ0pCKJPGpbBw4STWlOawpmQSG6snseOlQjZVF1BeNo1lS7IpzMlk/Ig4Jo+K4/nJqczKTmPmlFRm5WWyblkh2zcv4+DetveE+TPWr7p2vmR8FDp9hVdDdBhAc3Nz4eVIIn2i/JzbXJD7oCeKIrX8XVX19fXKJ+Pu3btZu3YtX3/9Nb/++itVVVXcuXOHn3/+mfr6ehITE/nqq6+oqKjA0tKS/v37K5eiXL16ldWrV3PhwgWuX7+OTCYjJSWFlJQU1q5di6urK1u2bOHGjRuC7omQW6KaOgtARUBmwph0FhWNZ0vldHa/togj+xdzdP8ctm2YyOpFoyialk6Ibz+0e/RgaGoUQxLDyEwIITUmgOSB/QkP9qSHtjZ/0eqB1MWOAX5SosP8iYsOIDUxmKKiLMrLC1hTOoaNFVPYvHEGc4tGkZ4cREK0DymxgQxPDaNmUymL5uYxMiOSkRmRjBkaxaQxcZStnv7M1a9QGy/LiyM3rb/gglxdXd2OL8hVtyWFSKRPuI9juwEUKnyhgmj5P1988QXXr1+noaGBmzdvMmvWLI4dO8b777/P6dOnuXbtGufPn+ff//43dXV1rFixgps3b/L9999z5coV9uzZw86dO9mxYwdvv/220v+/e/cuR44c4fbt29y+fZuXXnoJKysrJkyYINhwhP5uVZCdAF9QkB/2Drb093ZjyqhEVi2dyN9eKmJT9VRe3jqF8pJRzHk+g8njYhgxZCC9nvt/JAwKJibSj6gQb8KDPPmLtpYyeqqt3QN3qRMJMZGMykpnxPBUkuJCSE3wZd680axYPpJlC4Yxf/ZQ0pICiRogJTLYg+gQbwaFeTNqaCJpieHERvqRNCiItLhgMpODKZox8pmrX3UATknxUwtgh7ekiI6OVrMnjD6eTtYPtSeM6pcU+rLqKvPo0aOcP3+erVu3cufOHc6ePcvNmzcpKiriwoULnD59mps3b9LQ0MC5c+dYu3YtI0eO5J133uGXX37h1q1bXLhwge+//56QkBCCgoI4dOgQt27d4qOPPmL48OFkZ2fz+eefM336dMFKaauyFL93hvsZHelP1ph00lOimTo2jVVLsildPoXVK8azdf1UVi8bzQuF6cyfM5kBAd5I+zkyMMKfyBAvQgM8CPaXYm5s1OqAGD09HWbNnMELz+czanga8YP8GDk6iudnpDD3hUym56SSOCiAgaE+RAR5EhrkRXiwNxHBPkSG+hMV7kdMZBAJAweQlhTOhNGJz1z9CrXx8rx4hjTtiiYEYExMTMcAHD16tOC+9/r6+khMjNrcF7Sz0g8//MCmTZs4cOAA9+/f54cffuDIkSPs2LGDy5cvU1RUhFwuZ/78+Xz++eeYmJhw4MAB6urqWLZsmXKV9P79+7l//z6XL1/mlVdewc7OjoCAAE6ePElaWhqxsbFcvXr1kfPZGRYwONCXQfERJMVHkj85i5JF+cyaPpL5LwyluiybkiXjmFaQwfy5ufTQahycj4wIIHKAH6EBXgT6e+Jobyt4QtNftLSRurkyetRQEhPCGTo0hokTYijITWbK+EQGRfkSFexFkL+UAF8Pgnw9CfbzZECgD2HBfoSF+BMVGUxSfASjRyQ8c/Ur1MYr8uMJ9bSlT2/hPWFGjx7dsX1BFy9erBZAQ7EBlR0E8EFmH+Drr7/m9ddfZ//+/crPv/baa+Tk5DBjxgwWLlzIL7/8wptvvkldXR2DBg3i4MGDZGVlMWTIEP7xj39w//59PvjgA+7du0ddXR337t3jwoULnDp1irfeeqvVk/xh8widA6CBgYjQ8AFEhgUyYlgCM6eNpSBvKIU5qcydlUbe1DhGDg0nOT4ILe0eiEX6+Hq54OXujLurAyZG4gfew9BQTGiILzExgSQm+pCW7EfMQE/8vRxwc7TAwcYcJzsrnOwt6e/fCLWLow0uzra4uzkQ4NePmGjfZ65+1QEYJLWmT2/hfUEXLVrUsZ2xV6xYoRZAI0Mxpdkxj90CAvz++++cO3eOhobGMPM333xDVVUV+fn5lJeXU1lZKdgHqa+v55dffuHHH39k6NChXLlyhV9++YXPPvuMe/fusX//fnbu3Mmvv/7a7opQlzorCOPgYEewvyepSVGMzkoge2I62ZOSmDQ+nOGZASTEeOLiZIWWljbOTja4OFrhZGeBjZV5u+/h6GCFu6sV/f3sCOhvi6+fPd7ujjjZWmBraYa1hQQfTzfSUxJIjBuIh6szTg42SF3s8PFwJCTIrZNqtjF1h/pVB6CPsyW91QC4YsWKRwfw5ZdfVjsWqLCAzw8NUbsvjFB61EJQFLai4L/44gsuX75MXV2dsqMtk8m4evUqK1as4MaNG9TX15OamsoLL7zA/fv3+fjjjzl79iwNDQ2UlpYqw9OK616/fv2R8qZInQWgtrY2vl5uJAwMJDEmiBFD4xg9KoHBGf4kxnoREeqOdo/GaKmLkz0ujtY421s/1MGgbq4OODpYIXW1ws+3H37+Hvh4S3G2t8XBxgwHK3P8PaUkxQ8idlAkHm7OONlZ4+pki4erI37ejmrr6VFSd6hfoTZeVZCAxFBfLYDbt2/vGIBnzpxRC6BYbMC4eL9OPZ5MKCkqta6ujt9//x2ZTMb169d55513aGho4MKFC2zfvp358+ezcuVKGhoaOHHiBPX19dy5c4c9e/Zw7Ngx6uvr+fTTT7l79y4XLlygpKSEhoYGFi9ezLlz5x751BxF6iwAtbS0+Otf/kJUiA8xkf4MSY8hOSmCqHA3QgPdcLC3bDyLsClwYy4xwdjQgB7tOI/ir3/9CylJ8bg42mFraYGLvQ3+vp4EBvrh5+eDg60dEhMjTAzFmElMcXZ0wNHeDjNTYyzMTLG1tsDaSoKjw6Mf89UydZf6FWrjpVNj6KtmMa6enp5yveIjA3jx4kX09PQE6RYbGJA0wI3yxwygavr222959913m7kg9+7do6GhgTfffJMffviBr776it27dys/89lnn1FfX8+3337LvXv3uHXrFsePH6ehoYE7d+5QV1fHtWvXeP311zuUt84EUFtLG4mJIX5ergQH+uDp6YKb1Bqp1BF9fT0Va6eNtrZ2I3ztsICDM9MJ9PfF0twUczNTbKws8ff1ITQ0BH8/X+zsbBEbGCASiRCJDTAUG2JoYICR2BAziQkW5maYmZlgZWnaSTXaPHXl+hUagpg5NFjtanixWNzxAzplMhm+vr5qxgJFOFibqQ3EdHa6ffs2n3zyCStWrOCnn37i8OHD/Prrr8oKUuh///d/lZN1v/vuOz755BPu3r3LvXv3+Pnnn2loaODbb7/lyJEj7Nu3j7t37yoHhDuSOhNAhexsLEiKG4ibpwfWdnbY2tqio6P7SNfy9PTA1dUVY2NjjMQijA3FSCQmuLi44O3lg6eXD7a21pgYGWAqMcHU1AhTiRESiQlmpiaYS0yxMGuUrZ1VJ9XqH6mr169Q/y8+0Jk+fXq3OqBTV1e3c46olslkjB07to1IqJjVagIxLZPQmEtbg7Sqhf7bb7/x448/8l//9V8cPXqUNWvWUFxcTHp6OpcvX+Z//ud/+P3335Wf/+677/jll1/44YcfOHr0KK+99pqyg//dd9+Rn59PQ0MDN27cYPfu3cq+Q0fS4wBQW0sLd6mU0MiB2NrbY2lpib6+/iNdS19fHwMDA8RiMYYG4safhgZYWlrjKvXC0dkFS0tzLCzNsLW2xN7eFmdnJ5ycnXFyccG5nytSqTte3n4EBA145uq3ZfuuLEjAy9Gc3r17CY4Bjh07FplM1jEAL126JHhIp2okVF0gRl1htwwHt7eSPv30Uw4dOkROTg5vvPEGe/bs4e7duxQWFjJ37ly2bt3Kvn37uHPnDhcvXqShoXHvkStXrlBbW8u8efOUr926dYszZ87wxRdfcOHCBVJSUjpUOfD4FuQaGRkxZWoOQ4YNJzExnqCgoIcKuChh1tbCxFSMqbEhJkaGmBobIDERY2ZmjLWNFeYWpphLTJGYm2JlZYGdgy1evr54+wfi4ePHgPCBRMQkEpOcRmL60Geuflu27+rCREzF+srd41vysWbNmo4DKJfLOXHiRBuRUDHDooUnZQtVSkf1zTffcPLkSQ4cOIBMJuPHH3/k2rVr7Nixg9TUVLZs2UJdXR2lpaXExcWxa9cu6uvruXHjBgcOHGDRokXKyNj169d55ZVXuH79urJD/6D7t2w0qnpcAGprazNrdhErSlYyf/5cJkwYh66uzsODbCzGzNwYU2MjjE0MMTExwtTYEDNzYywsTTE3l2BqZoKppBFIRxdnklLTGD1uAt7+gQSHRRMSHk149CBiE1Keufpt2b6XjI+kT59eao9vOHbsGHK5vOMAXrx4EWtra8ETQA0MRIR4CZ8T2PILKX4X+pKqSV2B/P7779y/f59vvvmG3377jYaGBu7fv099fT1Xrlyhurqa1157jU8//ZSffvqJ5cuXY2lpybJly6irq6OhobFTX1VVRV1dHfX19Xz55Zd8/PHHgnl9UGr5uccFoALCPXveZNfrO1mxYhlZWUPo0ePhTmIKCg4lMiYeN08fnKQeOLhJcXaT4uouxd3DHS9vH3z6B+EbEExEdBxRCSlExiUTm5RBxvCRjBw/kQlTcsnOm07hzDnPXP22nII2IcFXbQTU1taW8+fPdw6AMpmMAQMGqA3EWJubCp4V39lPR0Xhnjhxgo8++oivv/6a//znP3z11Vc0NDRw+/Zt3n//fVasWMHVq1c5cuQIZWVlSKVS9uzZw+3bt6mrq1P2BxoaGvsSFy9eVFZgV7SACgUPCObCxQ/YsLGaocMGP/T/2zu5kJg5jMDIOPxDoxkwKJHQQYlExqcSn55F5sgpjJhUyJipzzMht4hJ0+aSP6uYmfOWMXtRCbMXrmLektXMW7KSlWuFD+j8M9dvywDMIH9HtQGY4OBgLly40HkAFhQUCPYDRSIRRoZiloxvvU19Z1fQhx9+yN27d7l27RoNDQ1cu3aNb775hlOnTvHRRx9x79496uvrlU/NO3fu8O6777Jo0SICAgLIzs5uVhH79u3j2rVrys+3tyKeFoBaWlrs2PEKxYsWPFIf0MHFldDoWEKjEggMj6F/eDQBoVEMiIojIj6NxMyRJA8ZRXrWGLLGTmLWgqWUlK2nvGoL6ze/TNH8pUzOm8HEqfksWVHyzNVvy/6fs7UJvXsJB2Byc3ORyWSdA+ClS5fYuXNnK1OrjIQaihkV60NZi6VJnV1Bly9fVm6uWlxczOeff87BgweZNGkSv/32G//617+UT9K6ujqOHTvG3bt3aWhoHENSzCc8f/688prtfTK252n5JADU7tGkRwBwUGI6mVkTSRk6luQhYxicNYnM0dkMG5fDqEmFTMwrYsyUaUzImc4LcxexrnIDm7Zs58Wt29n6t1dZU7mB5avKWLpyNbv37H3m6rdZ/29CFAZ6Omr7f3/729+4dOlS5wAol8s5e/as4M309fURGxjg7WJDZcGDAXyUJ4/if77//ntu3brFd999x+bNm4mKimLevHnU1NQoo16BgYH89NNPyjMAXn75Zf7973/zf//3fw+8h2re2sqn4r2WP58EgB3RhLzZjJ36AiOyZzCxcB7T5pcwZ1kl81ZU83xxGTmzV5AzaykllVvZ+fYhjp86x7unz3HkxHu8vf8w217ZSWnFBtaUb6C86sVnrn5V+39ZAz3o07sXvXq1noKmr6/PqVOnlOx0CoAymUx55FPLm4lEIiSmxqyZ2vy4ss5Ot27d4vr163z44Yds2rSJM2fO8Ntvv7F3715Wr17Nl19+yd27d7l16xZpaWl8+eWXyjVlDQ2NsyIOHz7M999/z5dffsm1a9c6NX9PG7C29Nf/15PxBXMZn1/ExILZ5M5czIx5JSxatZ6Syu0sXLWB2YvLKF5ZxZZX3uTwiVou/eMTPvvyv7n63//i/YtyDh09wRtv72P7K6+xfNXaTi076Pr1qxz/K0ygfz8revfqJRiAcXNz44MPPuh8AKdNm6b2GF4jI0Ny04OaDUd0ZlJ9it28eVP5mkK//vorMpmMO3fucOPGDbZt26bsM3zyySf88MMPfPfdd498Mk570tOGTK20tYiITSG3aCl5s5aSM3Mx2dOLKVq0lpXrXmTu4rVMm7uc5+ctZ3FpFS/t2s2JU2e48sln/Pvra3x34zoff3aV2nPn2XfoCDtf282+g4c6tey6Q/0q2vWaqTGYiPXo1dT/U4VPV1eXgoICLl682LkAyuVyjhw50ubE7Ag/JypU3NDHlVq6EKqvq/79pNNTB60N5cwsJmfWEgrmrqRw3kom5s9lyvSFFM5eTu7MxRQULWX24nVUvvgKO9/ax5Hj73Hpyj/411f/4dsb1/nn1S+oPXOW13e/RUVVNa+90bF5lW2lrlq/jfM/45ma2p++asb/dHV1OXjwYDNuOg1AmUyGq6urmvFAA2wsJZSquKEdSUIF/TQLvz3paUOmTn/5ay9GTHme8QXzmDpzMRMLixmXU8T43DnkvrCQ/KIlzFlayuJV61hXvYlXX9/N/neOcf7SZT7652d8evULPvzHx/z95Ele3fkaFVXVrFhV0qGy6o712zj9LJ5gd5sm97P1LmhSqbSZ+9npABYWFqp1Q02MDMlJ+8MNbauQ2/M0a9kR7urpaYOmTinDxjE+dzajs59nbM5MxmZPZ8zU6WTPmM/0eUspWrKahavKKa16kfL1L1Lzyk52vvEW+w8f5fh7tZw4eZrDx4/z6uu7eXHLSxw8fJjy8rJnrn4blx8NwthAt93uZ6cCKJfLOXz4sOBwRON4oCGJwdI294nRSKPuqsblRwOUy4/a4352OoAXLlzA3d1deDhCLMbBxrzNbSo00qi7qrIwgXAvO3r36iU4+8XDw6OV+9npACqWJwm5oQYGBhgbG5KXEdTmjtkaadQtlROLkUiXnj2F3c+xY8cqp589NgAvXbpETU2NejfUyJD+7vZUF7aeG6qRRt1V5fnxjI31pk/vXvTs2bOV9dPV1WXr1q3K6WePDUDFrBihLesVbqi5xJS5o8LVbtakkUbdTRtnJGEtMaBnz56CZ0BYWFhw5swZQV46HUCZTMa8efPacEONiQnoJ7hCQiONupvK8uIpzAykb59G6yfkfs6ePVvQ+j0WAOVyOadOnUJHR6eVFRSJRBgaGmJracZigRUSGmnU3VRdmIiHvZly6wkhz+/vf/+7WlYeC4AXL14kLS2tlRVUuKESExPGxPlR0cbhLRpp1NVVlhvHUpWVD0LWLy0tTTD6+VgBlMvl7Nu3T3CNoIGBAUZGRrg6WGmGJDTq1qoqTCDK16Fp6KH1ygddXV327t2rXHr0RAE8f/48ISEhgibZ0NAQM4kpeRlBavcN1UijLq+8WIxFujz3nHDwJTQ0tE3r91gBlMlkbNmyRa0VNDExJtDDQWMFNeqWqipIICPcrWndX+tFCLq6umzevFlt8OWxAyiXyzlz5gxmZmaCwRgjIyOsLCSMT/LX9AU16lZS9P3MjPTbHHo4ffr0Axl5rADKZDIWLlyoNhhjYmKCq4M1a3Nin3qhaqRRe7V+WiJRPg706tVT7bzP+fPnt5p4/cQBVAxJSKXSVplUBGPMzCQMH+TbassKjTTqiirLi2f2iBAMRbo899xzgtZPKpXy7rvvtouPxw6gTCZjw4YNrTKqCMaYmpri4mDDsgkDn3rhaqTRg7RxehLezhb06tlT7cB7dXX1A/t+TwxAuVzO+++/LxgRVcyMsTA3JzHUgyqNFdSoC6s8L5689ED0dfso4ROKfKqbdvbUAJTJZGzdulUwIqqwgs72NizXWEGNuqpy4tj0fBLu9mb06iUceGlv5POJAyiXyzl37hzJyclqraClhQUR/q5smJ749AtbI41aqKoggXHxPujp9BU8cEVHR4fU1FTOnj37UFw8MQDlcjkHDx5UZralFZRIJNjZWJOdFkRlfvebqD3ZrfV2D0FJHbs+MFAMAAATuElEQVTm3BCRyvVEpI5UvOdHkOq9JP1IFbi/ah6a5U/Sj7lt5d3N7+G/X5Jl6/u3uE93VVluHMsmRGFlaqB0PYU23D1w4MBDM/FEATx//jxDhgxp5TuLRCJMTEwwNzfHo58DyyYN7EYzZP6AIbyoltraWkqTVRqhzaM3wuYAaiEt2MDr8wQAlBZQECcMYHJpLftWtQBIWsCuAyVsVL1OdGnzvDtFtQ2plhbSgl3sWyWc1+b3edp11DG9+Hwyfi5W9OwpPOygo6NDZmbmA2e9PHUA5XI5hw4domfPnq2+hMIKWltZExUgZU1Od5ghE0aqRNHgpBTsamzsraxB3PhHboR5oaqNOpllm8Y0vZdJrKKR19ZSe6CEOdECANQ25Sk3jCynxmuUNn0+z605TLU7ZzYHqUW+Zwhcv2bTmBbl0Pzetd0cwOrCRDLDpej17cNzzz0nGHjp06cP+/bteyQenjiAMpmMtWvXClpBY2NjLCwscLS3Y0Rsfyq7+sr5kf2w1VIFcE+jhWr2etN7ZTMf6R6treAKalThV7UyrdzAZEoV7ynyFFdKbe1WalrkUVqwi6ObxrS4X/N8t7aCiuu3sMh/EutXnh/P7KxQTA311Fo/XV1d1q5d265B9y4BoFzeOEVNKpW2gtDAwACJRIKVlRUe/ZyYNyaya7uizRp8WwBqkVza9F4HAWxldfqpNvTWICSXbqVG5ToJpbXU7pzZCiZhALXQSi5W5lvIDU0u3UqNUP/vTwDgupzYxmOmewkvttXR0cHDw6NdU866FIAymYxNmzYJdmaNjIwwNzfH1taWAC9X1uV0gYpQp3ZbwD/6Yh0GUEuL5MUlbBQEUACS5FL2rVK4iDGU1tayb1VrUNUCqJVM6c6ZagGUFuxiYYBA/7ObA7hhehLRvo7KbQaFXE9dXV02btz4UMMOXQJAuVzOBx98wPz58wW3rjA1NcXS0hIHe3syov1YP63ruqKTfVT6ULVNALayCCr9w04AUEtawKZVwgAKuqFlUW26n20DKKVgV6MVFQJQS5pMgv2fC8CqggTy04MwFOkoJ1sLBV7mzJnzSIGXLgGgXC7n5MmThIWFtYJQLBZjZmaGra0tUlcXxiYGdumd1Gp2NkY/jzYFSITcxl21neSCKqDY/AJDhAAUgktq38z9FBoyUA/gH+6zIIBNcukn/VMAWJEfz+ysMKxMxW1GPUNDQ9s937PLAnjp0iUOHDgguIuakZERFhYW2Nnb4+3hyoxh4VTmP/0KerBaRwSTSx89GtgIhAtSaUvXcgJjLQQAzA0j1UIIEoX7GfcIAKoOZUhJTm4Bm1YyBQXdH8CyvEY5WBrznAp8QkuN9u7d2+H2/9QBVPQH169f32qAXl9fHxMTE6ytrXF0dCDAR8r8MVFdOyiT27pxN7qmj+Z+qgJYUBAjbH1aARjH3BDj1p9LbnI/BfL4sAAWlE7ApQVspQX23R7Atblx9He1olfvXmrh09fXp6qq6pGjnl0OQLm8cbJ2Tk5OM1dUR0cHAwMDpSvq7OJCWIAXZbmxXXhP0ebBjeTS5q5phwDctYGx7e1rjeyHnQBEtU3BlA4DuKuYgS3+d9dkm24L4NrcODbNSGaQnxM6ffu0GXTJzs7m3Llzndb2uwSAcrmcEydOEBER0SrUKxaLsbCwwMHBATc3NxLD/broIH3rQfmOWL7WAO7h9WFO7QawZT+wWRS2wwDuYY5P8/drhhp3WwDXT0skI0yKgX7bQZfw8HCOHz/eqe2+ywAol8vZu3ev4CwZIyMjrKyscHJ2xsvTnXFJwazvYkEZZcPt1zQD5BGDLm0COK+dA94PAvCho6CtAawYpPhc48yaTckCgaduAGBVQQJzRoZhZqzfFHQRhq9Pnz689dZbnd7muxSAMpmMiooKwSeQiYkJNjY2uLq60t/XiwkpIV0HwiaLYjd0A7Wtpl81QmMbEtYJAMYxN8Ss4wAKDNi3OQ5YqxoFbRrvzGlyc6UF7KrdSolQ5LeLA1hVkMDsEWHYWxjTq42tBXV0dCgrK+u0fl+XBVAub9zUt6qqqtV6K5FIhEQiwd7eHjeplAA/n64BYRN8QeO3Cvf3mt6PLW16TwmH6uqG9gO4LteP0A4D2HpIQf1MmD+CN80AbLLGbgW7qD1QwpJuBmBVQQJFWaHYmhs1g69lv09HR4eKigrBk43+lADK5Y1BmezsbMH5omZmZjg6OuLu4UFQgB8TU0Of3hihQEMXln0LN07RSCdQ8QA3tTWA6lY2PByAQtFawbmgu/4I3jQHMI51uTPZ1/TQERz77KIAPgx8EydOfOg1ft0eQLlczrvvvktmZmarghGLxVhaWuLs7IyXlxcDgvozOT2c6sInX5HCg+RCUrhxLccIVSZLPwSA60b2w7GjAObGMTngAQAmlzbry7YGUOVaLQfpuyiAjW7ng+HT1dUlPT2dEydOPNZ23mUBlMvlHDlyBA8PD8GZMpaWlri4uODt7U1ocCCTMyKoLnyye8q0G8CmflKr6Vwqrz/4+i6MVZkXq5gC16qht2GVY8e3vIcf4SqwHd2UrvKAaFq21GT9muclhjnz2lEOHViG9ThUWZBAUTvg09HRwd3dXfBI6WcKQLm8MTLaEkIdHR3EYjHW1tb069cPX19fwkOCmJIZQXVBFwQwufSPwIzSejW5d21YidbuoIrlUbiQDwGg8ITwmSxMbglO4+LcWpWHQ/O8JFOq9r0W33vnoy3D6mxVFSRSNCIUOwtjevXuTZ8m8ITg8/DwYM+ePU+kfXd5AFUhVH1aKSC0sbHBzc0NPz8/IsNDmJIZyZonuNHvxk17mhrrA6TaEOeVcLSdQxXNr9/i86u2CkRdVa/fWurGJRXzWQXzK5iX5pZbbTl0AQA3TE8kPz0AGzMjevfurXyYq7N8Twq+bgOgYs5oREREmxD279+fyPAwhiZEsK5pXt/TrnyNnq5efD6ZwRHumBkbPBC+iIiIB55m9EwCqNCJEycEp6wp3FGpVEr//v0JDw8nNTaChRMGUdEtJnBr1Nkqz2+MBwRIrRHp67YJn66uLlOmTOHYsWNPFL5uB6Bc3riEaerUqa0CM4aGhs0sYVhYOImxkcwYMYiqJ9gv1Ojpam1u4z4uRSNC8XG2QFenL71791F6TkLwTZo0iffee++ptOduB6AqhC0jWAYGBlhZWeHq6oq/vz/h4WHEx0YzcfBA1uZ05UncGnWWNk5PYly8L9YSQ+WOC+qGGRTwdca6vmcKwLYgFIlEWFhY4OLigq+vL2FhYcTGDGJEWgwrs2O7/nImjR5J5XnxrMmJJS1UisRIRJ8+fenTR73VU7idT8vydXsA24JQX18fU1NTnJyc8PHxITQ0jNjYWDKS45g5KpYqTb/wT6XqwkRmZ4Xh62KFgb4effr2pW8b4HUV+Lo9gHK5nNOnT1NcXCz4pDMyMsLe3h4vLy9CQkKIGTSI5MR4xmTGU5Idp7GG3VzlefGsmRpLepgUCxPDZu6mEHyK1+fOnUttbe1Tb7t/CgDl8sYdtzdu3IiVlVWrglcEZ6RSKYGBgURHR5OUmMjg1ERmjYnvJttcaNRSVU2zWnxcrDDQ11X29xSQCQ0zWFpasn79+g5vpKQBUECXLl1iz549rQbsW/YL/f39iYiMJD4hgYzUZHKy4lmbE6cJ0HQjbZyRxPgEP6zNjNDR0aFvXx214Cnk7u7+WNbzaQBsAeGxY8fU9gtNTExwdHRsnD8aGkpsbCwpqclkZSZRPCFOM2bYxVVVkMCyidEESm0QG+g3A09dX09XV5fJkydz5MiRJz7G98wBqNDp06dZtGiRoEsqFouxsrLCzc2NwMBABg4cSHJKCoPT05g4LIlVmkhpl1NFfjxrc2LJjHTHSmH1mqQOOh0dHaytrSkuLubUqVNPvU0+UwDK5Y2r6w8fPszgwYPbtIY+Pj6Eh4eTkJBAenoaQzPTyBmRSIkGxKeu8vx41kyNYUysD7bmRujp6TZZPfXWTgFfZmYmBw8e7NCu1RoAO0Hnzp2juroaS0vLVtsNtLSG0dHRJCcnk5GRzrDMVKaPSWCdZgD/iassL44N0xIpzAzGycYUkb4uujq67QLP0tKSysrKx7qIVgPgQ+rSpUscPHiQjIyMVlPYFNbQwcEBT09PBgwYQExMDKmpqWRmZjBySBqzxiWwRgPiEwQvCG8XK4zFonaBp4AvLS2NgwcPdsm+3jMNoELvv/8+69evF7SGij1n/hi8DyUuLo6MjAyGDs5g3LBUisYlsjYnlvI8DYydD14SBZlBeDtbYiTWb4KqfeBZWFhQWVnZqft1agB8TFKNlOrr67cK0ohEIszNzXFxccHPz4+IiAgSEhIYnJnJkMGZDMtMY+qIJJZOjqNCA+KjQ5cbR1VhAkvGRzEqxhsHS1MMRPro6+uhq9soPT29NuETiURkZ2dz9OjRbmX1nmkAFTpz5gyLFy/Gysqq1fImxRInS0tL5cTuiMhI4uLjSUtrdE2HZKYzZmgKs8bGszZXE7BpN3j5jUd/TcsMIszLHnNTQwxE+k2wNUKn0IP6egsWLOjQ2XxdQc8sgHJ5Y6T05MmTLF68WOmWtjwqzdDQULnCwsfHh+DgYKKiokhMTCQ9PY2MjAwGZ6SSnZXE0knxVGhAbK68OMry4qkqSGDx+ChGxnrjaC3BQCRCpN8cuLbAUzwYraysKC4u5uTJk10+wqkB8CFBVJxXKLR8RXF6r729Pe7u7k1rDsOIiYkhJTmZ9LQ00tNSGZKeTN6IBBZOjKM059ldlV+WF0/1tERmjwhjWJQn3s5WmBiJMTAQoa+vj76+frvAU8DXt29fioqK/jTgaQAUkCJampmZiZ6eniCIIpFIuVW+Yle2oKAgIiMjiYuLIykpiZSUZFKSk0hPTmD8kDjmjItlTU6jm/pn7TOW5TZOjl4/LZG5I8NJCZVib2WKodgAQ7EBItGjgaevr096ejr79+/vtv08DYAPCaFMJuP48ePk5+djbW0tCKKenp7SKtrZ2eHq6oq3tzcBAQGEhoYSFRVFbGwMiYnxJCTEkxgfy7CUWAqyYlg8MZaK/MZG2x2BVOS7LK9xetjicVFMTulPhK8TlmYmGBqKERsYoC8SqQXvQZFNa2trcnNzOXr0KDKZ7E8JnwbAB0gmk/Hee++xatUqIiMj1a6sVvQVJRIJ1tbWODk5IZVK8fHxITAwkLCwMKKioomJiSE2NoaYQQNJiIlmRGo0ucOiWTRhEJX5TQdE5nY9MBUHV5blNe6tuWR8FJOT+5M0wA1HG3MMDcUYGRliKBZjYNBo7R4WPIWbGR4ezqpVq3jvvff+1OBpAHxIEM+dO8f27dvbdE8fBGP//v0JDg4mLCyMiIgIoqIiiYqKJDIinJioMIYlhJMzOJKZI6KYMyaa0qmxVOQ1rltUhaCzIC1rcd3yvPhG5cdTkR9PdWECc0eFk50awMREf1JCpbjYWWJsZISxsVEjdIaN0CnAU0CnCt6DrJ1IJCIjI4Pt27dz9uzZP1UfTwNgJ4Mok8k4evQoOTk5gpFTdTDa2Njg4OCAi4sLbm5ueHh44OPjg7+/P0FBQQwYMIDQ0BBCQ0MIGRBMcFAgQYEBBPTvT1hwf1IHBpExKJAR8cHkDQ5j+rBwCoeGMzMrguWTBlFZ0AiNQuVN4JbnxTV7vTK/cRHrrBFhTE0PIjc9mPzMAQyJ9ibKvx8xQa64O9tgJpFgbibBTGKKxNQEUxMTTIyNMDIywtDQELFYjFjF4j0sdIqIZnZ2Nu+8846ybJ92HWsA7CZSWMWXX36ZrKwsbGxs2oRRX18fkUiEoaEhpqamWFhYYGNjg729Pc7Ozri6uuLh4YGXlxfe3t74+Pg0l7c3Pt7eeHt74e3lhZenBx7uUtylUtylbkilrri59qOfizPOTk74uPcjdoAngV6u2NnZ4WBvh729Lfa2NtjaWGNtbYW1lRVWlpZYWlhgYW6OubkZZmYSJBJTTExMMDExwdjYWC10CvAeBjpra2uGDx9OTU0N586deyah0wDYiVIEbRQualZWltrAjZCFNDAwwMjICIlEgqWlJba2ttja2mJnZ4ednR329vY4ODjg6OiIo6MjTk5OODs74+LigrOzs1JOTk7Kzzg4ODTJHnt7O2xtbbGxscHa2horKyssLS2xsLDA3NwciUSCqakppqamrYBTQPcowLW0dEOHDqWmpkbpYv7Z+3btlQbATpQCxrNnz1JTU8Pw4cObwfggIFUtpYGBAWKxGCMjI4yNjTE1NUUikWBubo6FhQWWlpZqZWFhoZS5uTlmZmZIJBIlbKqgdYZ1UwfdkCFD2LZtmwa6NqQB8DFJAaNcLufQoUMsWLCAiRMn4u/vj6Gh4UNBqWoxVQFVlQIghVShUoClGix52H5bW5FLQ0ND/Pz8mDBhAgsWLFCeKqSB7sHSAPiEpABSYSF37NjBrFmzyMjIwNPT84E7ej1tqe654uHhQWZmJrNmzeLVV19VWjgNcA8vDYBPUS2tZE5ODhEREcTHx+Pp6UmfPn1a7e78uOBUBaxv377Ke3t4eJCQkEBERARTp07lwIEDyOUa69ZZemQAN2/ezPHjxzXqRB07dqyVjh8/zhtvvMHy5cspLi5m+vTp+Pr60rt3b6UUsKhKAa0qTKpS/X8vLy8KCwspLi5m+fLlvP76623mR6POU01NzcMDeO3aNWpqajR6wtq2bdtj19P+js+irl69+nAAapImadKTSf8/dkn8Or7YFbAAAAAASUVORK5CYII=" 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<b>Restás István, 8. osztály</b>, használt program: <i>Google Drive Dokumentumok</i></div>
Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-34804168169712780402020-03-23T10:25:00.000-07:002020-03-24T13:59:45.063-07:00Neked mi a kedvenc app-od?<br />
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<img alt="Képtalálatok a következőre: post it png" class="n3VNCb" data-noaft="1" src="https://cdn.pixabay.com/photo/2019/04/29/13/20/post-it-4166054_960_720.png" style="height: 245.547px; margin: 0px; width: 525px;" /><br />
Az iskolai kiállításon lehetőséget szerettünk volna adni a diákoknak, hogy másoknak applikációkat, játékokat, programokat ajánljanak, amiket szívesen használnak. Egy öntapadós cetlire lehetett volna felírni egy ajánlást, és elvenni egy másikat a kiragasztottak közül.<br />
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Ezt most olyan formában tudjuk megvalósítani, hogy ehhez a bejegyzéshez várjuk hozzászólásban a kedvenc app-okat!<br />
Írd le a nevét és egy rövid ismertetést róla!<br />
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<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-41325441895826547472020-03-21T06:43:00.000-07:002020-03-24T13:59:45.071-07:00Naptárt készítettünk<div class="separator" style="clear: both; text-align: center;">
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A 6.-osokkal sikerült egyre összetettebb feladatokat megvalósítani. Ezt mutatják be a következő videók is. A tanulók minden hónaphoz alkottak egy rajzot Paintben, majd az elkészült művekből naptárt készítettek PowerPointban.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxPfCU1QDjUHT0S4gq2ilyNv6GIFtbqKjKbeTtE39nWW6xxXgn2kq10gHtdFDr_ELIRTfXHPS8aKM6-fubnlA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Barta Erik</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzxP5_4p8ZsfBOQ3kUO7uMZDCxjGom2NLmFOfZEYKtzUsWGMObpNclAemnEYq1B3713p5HaP1NJbum2-U5jVg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Barta Bianka</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyEzy8Mt7SNTEN4r3r3rlxuAnn4LOg9ll7Q0DH_Y41k0G6XlmAxLS4v9o1J1BvlbT-jBggZ2XpGvMZFA9BonA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Kovács Róbert</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzpQqduWeADRtLFsJ4VSQoaWL4wqQQarhqBhk0QGbOs8D9TFR3n87P1bDT9k9Qi8L7muPqUwaDaUNl_CDYIFA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Török Boglárka</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyfWFq6Ul7JxhMZgvr3WSF2fMKfsolBJcRPSkwJJ_R6ryvli_rMPR0DuTymw45fGc8fcOVt0gsREFh2E3MtjQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Csonka Noémi</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxTP3lVyKcVokmNQ__CkGdg1KDF0g0iT5izygRUvG1_zNX1P90hKXOdYqT5IiG_1WNVB3VsLb0eB76Eom7KrA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Király Boldizsár</b> 6.a osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dztW0-uE69IrhMqW5Pz-qFN929CVFpNc_Zdfb5yu5cp3m_CSdNdUypd4PTV761vSSMaJrKFth96rTz7LnXzRg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b>Papp Keve</b> 6.b osztályos tanuló,</div>
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használt program:<i><i> Microsoft PowerPoint, Paint</i></i></div>
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Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com0tag:blogger.com,1999:blog-7930497986771858405.post-37624806680511620082020-03-20T11:15:00.000-07:002020-03-21T12:52:06.417-07:00Informatika óra a legkisebbekkelIskolánkban az informatikaoktatás 3. osztálytól kezdődik.<br />
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A diákok egész tanévben nagy lelkesedéssel, érdeklődéssel vettek részt a tanórákon. A képek 2020. 03. 06-án készültek: ismerkedés a LearningApps-szel. Talán senki sem számított arra, hogy pár hét múlva már ezt a tudást is napi szinten kell majd használni.<br />
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<br />Pánczélné Harcsás Anitahttp://www.blogger.com/profile/18005455204890774925noreply@blogger.com1