tag:blogger.com,1999:blog-35790153014462496582024-03-13T05:26:07.212+02:00 omul-revoltat
UN BLOG DESPRE PROBLEMELE SCOLII ROMANESTI, DESPRE PROBLEMELE COPIILOR SI ALE PARINTILOR
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.comBlogger36125tag:blogger.com,1999:blog-3579015301446249658.post-36493312586749578062017-03-18T21:36:00.000+02:002017-03-18T21:41:16.258+02:00S-A DAT LIBER LA COPIAT!<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7A7OFvijt_kA__VnO3HLbzV57hECtvPZcQkslYcYUsPxDmEQuR0grFaetIshYQTig50h_qQQnczeSxuo8c966wqh998TFrR-ilWpUgJdJjfw1WeDC9ULPajw3lSoBESyxBtf85xms95I/s1600/congratulation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7A7OFvijt_kA__VnO3HLbzV57hECtvPZcQkslYcYUsPxDmEQuR0grFaetIshYQTig50h_qQQnczeSxuo8c966wqh998TFrR-ilWpUgJdJjfw1WeDC9ULPajw3lSoBESyxBtf85xms95I/s320/congratulation.jpg" width="320" /></a>Saptamana trecuta aproximativ 450.000 elevi au sustinut simularea examenelor de Evaluare Nationala si Bacalaureat. Chiar daca a fost o simulare a unui examen, elevii de la unele scoli si licee, au fost lasati cu buna stiinta sa se inspire din diverse surse. Am vorbit cu cativa elevi de la diverse licee si scoli generale si mi-au spus ca au copiat. Si a fost chiar foarte usor sa copieze. Administratorii site-ului "Dex Online" chiar au facut o gluma si au schimbat cateva definitii ale unor cuvinte. Ei stiau de anul trecut ca numarul de cautari pe acest site a crescut in timpul examenelor, dar n-au fost pe faza. Anul acesta insa, au fost si au schimbat cateva definitii. Bravo, lor!!!! O mica pedeapsa pentru cei care copiaza la examene. Ceea ce ma uimeste este atitudinea acestor profesori, "dascali," care ii lasa pe elevi sa copieze. Am ajuns o tara de plagiatori, de copy-paste, de oameni cu diplome. Nu mai stim sa gandim cu mintea noastra. Am ramas uimita cand mi s-a spus ca promovabilitatea la un anumit liceu din Bucuresti este de 100%. Chiar asa? Acum inteleg. <u><b>S-a dat liber la copiat! </b></u><br />
Degeaba avem camere de luat vederi in clase! Acesti profesori care se prefac ca nu vad, au distrus generatii de copii. Doamnelor si domnilor profesori, acesti copii pe care ii "instruiti" dumneavoastra acum, va vor da pensia peste cativa ani! Atunci, nu o sa aveti ce lua pentru ca acesti copii pe care ii "pregatiti" vor fi someri cu diplome, care nu platesc taxe si impozite. Cei cativa copii bine pregatiti tot de dumneavoastra, dar la meditatii si pe banii parintilor, vor pleca din aceasta tara. Asa ca, nu va bazati pe ei! <br />
Au fost si profesori care au dezaprobat farsa facuta de cei de la site-ul DEX ONLINE. "<b>Mi se pare un fals scandal şi o falsă problemă", </b>a fost de părere o profesoara de limba română. Din punctul meu de vedere nu este o falsa problema, este o problema grava, ce tine de viitorul acestei tari. Un scandal este faptul ca acesti elevi sunt lasati si chiar incurajati sa copieze.<br />
Doamnelor si domnilor profesori, faptul ca lasati elevii sa copieze cu buna stiinta, nu are legatura cu salariile din educatie. Distrugerea invatamantului romanesc porneste de la profesori si se termina cu ministrul, si nu invers. Cat timp profesorul nu-si face datoria in clasa, nu preda ceea ce trebuie sa predea, chiuleste de la ore, intarzie la ore, sta pe telefon in timpul orelor de curs, face "Dirigentie" in loc de materia din programa, ii lasa pe elevi sa copieze la teste si la examene, etc. invatamantul va suferi, iar elevii vor fi slab pregatiti si vor ajunge someri cu diplome.<br />
Daca mai este ceva de salvat, doamnelor si domnilor profesori nu-i mai lasati pe elevi sa copieze!! Haideti sa nu ne mai furam caciula singuri! Haideti sa ne facem fiecare treaba acolo unde muncim!<br />
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<b>ACEST ARTICOL NU SE ADRESEAZA PROFESORILOR CARE-SI FAC DATORIA IN SCOLI SI LICEE. DIN FERICIRE, MAI EXISTA CATIVA PE CARE II PUTEM NUMI DASCALI ADEVARATI. </b><br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-8187127552472262792017-01-02T20:01:00.000+02:002017-01-02T20:01:54.040+02:00REZULTATE PISA 2015- LOCUL 48 DIN 72<div dir="ltr" style="text-align: left;" trbidi="on">
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La aceasta testare au participat aproximativ 29 de milioane de copii in varsta de 15 ani din 72 de tari.<br />
Testarea s-a facut la stiinte, matematica si citire. Romania se afla pe locul 48 din 72 dupa Bulgaria si Uruguay. <br />
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<a href="http://www.oecd.org/pisa/pisa-2015-results-in-focus.pdf" target="_blank">Aici gasiti rezultatele PISA 2015</a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0SB6-Yi4iqmdU_lxzmKHie5qLbN-4Sq-8ao0BqGAc8_SUpSeX7sVgFD2kx4YegLixeXk4xVUr-Yb4AtyZYCdeMGmHgpBs7xLZy_M_OQOhwrRJif8yI_RfnAFfgZ3y_vZUOzf6TqMmVls/s1600/pisa-2015-results-in-focus_5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0SB6-Yi4iqmdU_lxzmKHie5qLbN-4Sq-8ao0BqGAc8_SUpSeX7sVgFD2kx4YegLixeXk4xVUr-Yb4AtyZYCdeMGmHgpBs7xLZy_M_OQOhwrRJif8yI_RfnAFfgZ3y_vZUOzf6TqMmVls/s320/pisa-2015-results-in-focus_5.jpg" width="226" /></a>Si, acum 2 concluzii, care mi s-au parut interesante, date de cei care au realizat acest raport:<br />
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<ol style="text-align: left;">
<li><i><b>"School systems where students spend more time learning after school, by doing homework, receiving additional instruction or in private study, tend to perform less well in science."- </b>adica, sistemele scolare in care elevii petrec mai mult timp facandu-si temele,invatand dupa scoala studiind singuri sau cu meditatii tind sa performeze mai putin la stiinte. In sistemul romanesc de educatie, exista tendinta unor profesori de a da teme multe pentru acasa pentru a obtine rezultate bune cu acei elevi, ei nefacand foarte multe in clasa. Ceea ce mi se pare uimitor este faptul ca aproape toti parintii cer teme multe pentru copiii lor, spunand ca asa se obtine performanta. Dupa parerea mea, un profesor bun este acela care reuseste sa-i invete ceva pe elevi din clasa, nu dandu-le teme pentru acasa, la care sa participe toata familia si meditatorul. Exista profesori care nu-si predau materia in orele de curs specifice deoarece gasesc alte lucruri de facut cum ar fi dirigentie, alte proiecte, etc. iar altii, chiar daca isi tin ora de curs, elevii nu sunt multumiti de prestatia lor si recurg la notitele colegilor lor de la alte clase ce au un profesor mai bine pregatit. Este trist pentru ca exista copii care vor sa invete si, din pacate, nu au de la cine. </i></li>
<li><u><b><i> </i>"About 20% of students in OECD countries, on average, do not attain the baseline level of proficiency in reading. This proportion has remained stable since 2009" -</b></u>adica aproximativ 20% din tarile care au aderat la OECD, in medie,nu ating nivelul de competenta de baza la citire. Acest procent a ramas stabil din 2009. Incepand cu clasa a I-a, copiii nu sunt stimulati sa puna intrebari, sa participe activ la lectie, ci sunt invatati sa stea cuminti in banci, sa nu vorbeasca. Profesorul dreseaza mintile copiilor pentru a primi multa informatie si, de aceea sistemul de predare se bazeaza foarte mult pe memorare. Profesorii/invatatorii le dau copiilor sa memoreze diverse poezii spunand ca acest lucru ii va ajuta sa memoreze mai tarziu alte lucruri. Memorarea poeziilor reprezinta pentru ei un "exercitiu de memorie" . Din pacate, uita sa le explice mesajul poeziei sau al textului. Pentru ei este importanta doar memorarea. De aceea, copiii ajung sa citeasca un text si sa nu inteleaga ce citesc. Modul de invatare nu trebuie sa se bazeze pe memorare pentru ca ajungem sa fim pe locul 48 (sau chiar mai jos) din 72 de tari dupa Bulgaria si Uruguay. </li>
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<table border="0" cellpadding="0" cellspacing="0" style="width: 396px;"><colgroup><col style="width: 48pt;" width="64"></col>
<col style="mso-width-alt: 5814; mso-width-source: userset; width: 119pt;" width="159"></col>
<col style="mso-width-alt: 1865; mso-width-source: userset; width: 38pt;" width="51"></col>
<col style="mso-width-alt: 1572; mso-width-source: userset; width: 32pt;" width="43"></col>
<col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="height: 15.0pt; width: 48pt;" width="64"><br /></td>
<td class="xl65" style="border-left: none; width: 119pt;" width="159"></td>
<td class="xl66" style="border-left: none; width: 38pt;" width="51">Stiinte</td>
<td class="xl66" style="border-left: none; width: 32pt;" width="43">Citire<span style="mso-spacerun: yes;"> </span></td>
<td class="xl66" style="border-left: none; width: 59pt;" width="79">Matematica</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;"></td>
<td class="xl66" style="border-left: none; border-top: none;"><u>media OECD</u></td>
<td class="xl66" style="border-left: none; border-top: none;"><u>493</u></td>
<td class="xl66" style="border-left: none; border-top: none;"><u>493</u></td>
<td class="xl66" style="border-left: none; border-top: none;"><u>490</u></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">1</td>
<td class="xl65" style="border-left: none; border-top: none;">Singapore<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">556</td>
<td class="xl65" style="border-left: none; border-top: none;">535</td>
<td class="xl65" style="border-left: none; border-top: none;">564</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">2</td>
<td class="xl65" style="border-left: none; border-top: none;">Japan</td>
<td class="xl65" style="border-left: none; border-top: none;">538</td>
<td class="xl65" style="border-left: none; border-top: none;">516</td>
<td class="xl65" style="border-left: none; border-top: none;">532</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">3</td>
<td class="xl65" style="border-left: none; border-top: none;">Estonia</td>
<td class="xl65" style="border-left: none; border-top: none;">534</td>
<td class="xl65" style="border-left: none; border-top: none;">519</td>
<td class="xl65" style="border-left: none; border-top: none;">520</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">4</td>
<td class="xl65" style="border-left: none; border-top: none;">Chinese Taipei<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">532</td>
<td class="xl65" style="border-left: none; border-top: none;">497</td>
<td class="xl65" style="border-left: none; border-top: none;">542</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">5</td>
<td class="xl65" style="border-left: none; border-top: none;">Finland</td>
<td class="xl65" style="border-left: none; border-top: none;">531</td>
<td class="xl65" style="border-left: none; border-top: none;">526</td>
<td class="xl65" style="border-left: none; border-top: none;">511</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">6</td>
<td class="xl65" style="border-left: none; border-top: none;">Macao (China)</td>
<td class="xl65" style="border-left: none; border-top: none;">529</td>
<td class="xl65" style="border-left: none; border-top: none;">509</td>
<td class="xl65" style="border-left: none; border-top: none;">544</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">7</td>
<td class="xl65" style="border-left: none; border-top: none;">Canada</td>
<td class="xl65" style="border-left: none; border-top: none;">528</td>
<td class="xl65" style="border-left: none; border-top: none;">527</td>
<td class="xl65" style="border-left: none; border-top: none;">516</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">8</td>
<td class="xl65" style="border-left: none; border-top: none;">Vietnam</td>
<td class="xl65" style="border-left: none; border-top: none;">525</td>
<td class="xl65" style="border-left: none; border-top: none;">487</td>
<td class="xl65" style="border-left: none; border-top: none;">495</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">9</td>
<td class="xl65" style="border-left: none; border-top: none;">Hong Kong</td>
<td class="xl65" style="border-left: none; border-top: none;">523</td>
<td class="xl65" style="border-left: none; border-top: none;">527</td>
<td class="xl65" style="border-left: none; border-top: none;">548</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">10</td>
<td class="xl65" style="border-left: none; border-top: none;">B-S-J-G (China)</td>
<td class="xl65" style="border-left: none; border-top: none;">518</td>
<td class="xl65" style="border-left: none; border-top: none;">494</td>
<td class="xl65" style="border-left: none; border-top: none;">531</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">11</td>
<td class="xl65" style="border-left: none; border-top: none;">Korea</td>
<td class="xl65" style="border-left: none; border-top: none;">516</td>
<td class="xl65" style="border-left: none; border-top: none;">517</td>
<td class="xl65" style="border-left: none; border-top: none;">524</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">12</td>
<td class="xl65" style="border-left: none; border-top: none;">New Zealand</td>
<td class="xl65" style="border-left: none; border-top: none;">513</td>
<td class="xl65" style="border-left: none; border-top: none;">505</td>
<td class="xl65" style="border-left: none; border-top: none;">510</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">13</td>
<td class="xl65" style="border-left: none; border-top: none;">Slovenia</td>
<td class="xl65" style="border-left: none; border-top: none;">513</td>
<td class="xl65" style="border-left: none; border-top: none;">505</td>
<td class="xl65" style="border-left: none; border-top: none;">510</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">14</td>
<td class="xl65" style="border-left: none; border-top: none;">Australia</td>
<td class="xl65" style="border-left: none; border-top: none;">510</td>
<td class="xl65" style="border-left: none; border-top: none;">503</td>
<td class="xl65" style="border-left: none; border-top: none;">494</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">15</td>
<td class="xl65" style="border-left: none; border-top: none;">United Kingdom</td>
<td class="xl65" style="border-left: none; border-top: none;">509</td>
<td class="xl65" style="border-left: none; border-top: none;">498</td>
<td class="xl65" style="border-left: none; border-top: none;">492</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">16</td>
<td class="xl65" style="border-left: none; border-top: none;">Germany</td>
<td class="xl65" style="border-left: none; border-top: none;">509</td>
<td class="xl65" style="border-left: none; border-top: none;">509</td>
<td class="xl65" style="border-left: none; border-top: none;">506</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">17</td>
<td class="xl65" style="border-left: none; border-top: none;">Netherlands</td>
<td class="xl65" style="border-left: none; border-top: none;">509</td>
<td class="xl65" style="border-left: none; border-top: none;">503</td>
<td class="xl65" style="border-left: none; border-top: none;">512</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">18</td>
<td class="xl65" style="border-left: none; border-top: none;">Switzerland</td>
<td class="xl65" style="border-left: none; border-top: none;">506</td>
<td class="xl65" style="border-left: none; border-top: none;">492</td>
<td class="xl65" style="border-left: none; border-top: none;">521</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">19</td>
<td class="xl65" style="border-left: none; border-top: none;">Ireland</td>
<td class="xl65" style="border-left: none; border-top: none;">503</td>
<td class="xl65" style="border-left: none; border-top: none;">521</td>
<td class="xl65" style="border-left: none; border-top: none;">504</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">20</td>
<td class="xl65" style="border-left: none; border-top: none;">Belgium<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">502</td>
<td class="xl65" style="border-left: none; border-top: none;">499</td>
<td class="xl65" style="border-left: none; border-top: none;">507</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">21</td>
<td class="xl65" style="border-left: none; border-top: none;">Denmark</td>
<td class="xl65" style="border-left: none; border-top: none;">502</td>
<td class="xl65" style="border-left: none; border-top: none;">500</td>
<td class="xl65" style="border-left: none; border-top: none;">511</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">22</td>
<td class="xl65" style="border-left: none; border-top: none;">Poland</td>
<td class="xl65" style="border-left: none; border-top: none;">501</td>
<td class="xl65" style="border-left: none; border-top: none;">506</td>
<td class="xl65" style="border-left: none; border-top: none;">504</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">23</td>
<td class="xl65" style="border-left: none; border-top: none;">Portugal</td>
<td class="xl65" style="border-left: none; border-top: none;">501</td>
<td class="xl65" style="border-left: none; border-top: none;">498</td>
<td class="xl65" style="border-left: none; border-top: none;">492</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">24</td>
<td class="xl65" style="border-left: none; border-top: none;">Norway</td>
<td class="xl65" style="border-left: none; border-top: none;">498</td>
<td class="xl65" style="border-left: none; border-top: none;">513</td>
<td class="xl65" style="border-left: none; border-top: none;">502</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">25</td>
<td class="xl65" style="border-left: none; border-top: none;">United States</td>
<td class="xl65" style="border-left: none; border-top: none;">496</td>
<td class="xl65" style="border-left: none; border-top: none;">497</td>
<td class="xl65" style="border-left: none; border-top: none;">470</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">26</td>
<td class="xl65" style="border-left: none; border-top: none;">Austria<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">495</td>
<td class="xl65" style="border-left: none; border-top: none;">485</td>
<td class="xl65" style="border-left: none; border-top: none;">497</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">27</td>
<td class="xl65" style="border-left: none; border-top: none;">France</td>
<td class="xl65" style="border-left: none; border-top: none;">495</td>
<td class="xl65" style="border-left: none; border-top: none;">499</td>
<td class="xl65" style="border-left: none; border-top: none;">493</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">28</td>
<td class="xl65" style="border-left: none; border-top: none;">Sweden</td>
<td class="xl65" style="border-left: none; border-top: none;">493</td>
<td class="xl65" style="border-left: none; border-top: none;">500</td>
<td class="xl65" style="border-left: none; border-top: none;">494</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">29</td>
<td class="xl65" style="border-left: none; border-top: none;">Czech Republic</td>
<td class="xl65" style="border-left: none; border-top: none;">493</td>
<td class="xl65" style="border-left: none; border-top: none;">487</td>
<td class="xl65" style="border-left: none; border-top: none;">492</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">30</td>
<td class="xl65" style="border-left: none; border-top: none;">Spain</td>
<td class="xl65" style="border-left: none; border-top: none;">493</td>
<td class="xl65" style="border-left: none; border-top: none;">496</td>
<td class="xl65" style="border-left: none; border-top: none;">486</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">31</td>
<td class="xl65" style="border-left: none; border-top: none;">Latvia</td>
<td class="xl65" style="border-left: none; border-top: none;">490</td>
<td class="xl65" style="border-left: none; border-top: none;">488</td>
<td class="xl65" style="border-left: none; border-top: none;">482</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">32</td>
<td class="xl65" style="border-left: none; border-top: none;">Russia</td>
<td class="xl65" style="border-left: none; border-top: none;">487</td>
<td class="xl65" style="border-left: none; border-top: none;">495</td>
<td class="xl65" style="border-left: none; border-top: none;">494</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">33</td>
<td class="xl65" style="border-left: none; border-top: none;">Luxembourg</td>
<td class="xl65" style="border-left: none; border-top: none;">483</td>
<td class="xl65" style="border-left: none; border-top: none;">481</td>
<td class="xl65" style="border-left: none; border-top: none;">486</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">34</td>
<td class="xl65" style="border-left: none; border-top: none;">Italy</td>
<td class="xl65" style="border-left: none; border-top: none;">481</td>
<td class="xl65" style="border-left: none; border-top: none;">485</td>
<td class="xl65" style="border-left: none; border-top: none;">490</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">35</td>
<td class="xl65" style="border-left: none; border-top: none;">Hungary</td>
<td class="xl65" style="border-left: none; border-top: none;">477</td>
<td class="xl65" style="border-left: none; border-top: none;">470</td>
<td class="xl65" style="border-left: none; border-top: none;">477</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">36</td>
<td class="xl65" style="border-left: none; border-top: none;">Lithuania</td>
<td class="xl65" style="border-left: none; border-top: none;">475</td>
<td class="xl65" style="border-left: none; border-top: none;">472</td>
<td class="xl65" style="border-left: none; border-top: none;">478</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">37</td>
<td class="xl65" style="border-left: none; border-top: none;">Croatia</td>
<td class="xl65" style="border-left: none; border-top: none;">475</td>
<td class="xl65" style="border-left: none; border-top: none;">487</td>
<td class="xl65" style="border-left: none; border-top: none;">464</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">38</td>
<td class="xl65" style="border-left: none; border-top: none;">Caba (Argentina)</td>
<td class="xl65" style="border-left: none; border-top: none;">475</td>
<td class="xl65" style="border-left: none; border-top: none;">475</td>
<td class="xl65" style="border-left: none; border-top: none;">456</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">39</td>
<td class="xl65" style="border-left: none; border-top: none;">Iceland<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">473</td>
<td class="xl65" style="border-left: none; border-top: none;">482</td>
<td class="xl65" style="border-left: none; border-top: none;">488</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">40</td>
<td class="xl65" style="border-left: none; border-top: none;">Israel</td>
<td class="xl65" style="border-left: none; border-top: none;">467</td>
<td class="xl65" style="border-left: none; border-top: none;">479</td>
<td class="xl65" style="border-left: none; border-top: none;">470</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">41</td>
<td class="xl65" style="border-left: none; border-top: none;">Malta</td>
<td class="xl65" style="border-left: none; border-top: none;">465</td>
<td class="xl65" style="border-left: none; border-top: none;">447</td>
<td class="xl65" style="border-left: none; border-top: none;">479</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">42</td>
<td class="xl65" style="border-left: none; border-top: none;">Slovak Republic</td>
<td class="xl65" style="border-left: none; border-top: none;">461</td>
<td class="xl65" style="border-left: none; border-top: none;">453</td>
<td class="xl65" style="border-left: none; border-top: none;">475</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">43</td>
<td class="xl65" style="border-left: none; border-top: none;">Greece</td>
<td class="xl65" style="border-left: none; border-top: none;">455</td>
<td class="xl65" style="border-left: none; border-top: none;">467</td>
<td class="xl65" style="border-left: none; border-top: none;">454</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">44</td>
<td class="xl65" style="border-left: none; border-top: none;">Chile</td>
<td class="xl65" style="border-left: none; border-top: none;">447</td>
<td class="xl65" style="border-left: none; border-top: none;">459</td>
<td class="xl65" style="border-left: none; border-top: none;">423</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">45</td>
<td class="xl65" style="border-left: none; border-top: none;">Bulgaria</td>
<td class="xl65" style="border-left: none; border-top: none;">446</td>
<td class="xl65" style="border-left: none; border-top: none;">432</td>
<td class="xl65" style="border-left: none; border-top: none;">441</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">46</td>
<td class="xl65" style="border-left: none; border-top: none;">United Arab Emirates</td>
<td class="xl65" style="border-left: none; border-top: none;">437</td>
<td class="xl65" style="border-left: none; border-top: none;">434</td>
<td class="xl65" style="border-left: none; border-top: none;">427</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">47</td>
<td class="xl65" style="border-left: none; border-top: none;">Uruguay</td>
<td class="xl65" style="border-left: none; border-top: none;">435</td>
<td class="xl65" style="border-left: none; border-top: none;">437</td>
<td class="xl65" style="border-left: none; border-top: none;">418</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl66" height="20" style="border-top: none; height: 15.0pt;"><span style="background-color: #8e7cc3;"><u><i><b>48</b></i></u></span></td>
<td class="xl66" style="border-left: none; border-top: none;"><span style="background-color: #8e7cc3;"><u><i><b>Romania</b></i></u></span></td>
<td class="xl65" style="border-left: none; border-top: none;"><span style="background-color: #8e7cc3;"><u><i><b>435</b></i></u></span></td>
<td class="xl65" style="border-left: none; border-top: none;"><span style="background-color: #8e7cc3;"><u><i><b>434</b></i></u></span></td>
<td class="xl65" style="border-left: none; border-top: none;"><span style="background-color: #8e7cc3;"><u><i><b>444</b></i></u></span></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;"></td>
<td class="xl65" style="border-left: none; border-top: none;">..</td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;"></td>
<td class="xl65" style="border-left: none; border-top: none;">…</td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
<td class="xl65" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">71</td>
<td class="xl65" style="border-left: none; border-top: none;">Algeria</td>
<td class="xl65" style="border-left: none; border-top: none;">376</td>
<td class="xl65" style="border-left: none; border-top: none;">350</td>
<td class="xl65" style="border-left: none; border-top: none;">360</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl65" height="20" style="border-top: none; height: 15.0pt;">72</td>
<td class="xl65" style="border-left: none; border-top: none;">Dominican
Republic<span style="mso-spacerun: yes;"> </span></td>
<td class="xl65" style="border-left: none; border-top: none;">332</td>
<td class="xl65" style="border-left: none; border-top: none;">358</td>
<td class="xl65" style="border-left: none; border-top: none;">328 </td>
</tr>
</tbody></table>
<br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 494px;"><tbody>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="height: 15.0pt; width: 48pt;" width="64"></td><td class="xl63" style="border-left: none; width: 119pt;" width="159"><br /></td><td class="xl63" style="border-left: none; width: 56pt;" width="75"><br /></td><td class="xl63" style="border-left: none; width: 68pt;" width="91"><br /></td><td class="xl63" style="border-left: none; width: 79pt;" width="105"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td><td class="xl63" style="border-left: none; border-top: none;"><br /></td></tr>
<tr height="20" style="height: 15.0pt;"><td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="border-top: none; height: 15.0pt;"><u><br /></u></td>
<td class="xl63" style="border-left: none; border-top: none;"><u><br /></u></td>
<td class="xl63" style="border-left: none; border-top: none;"><u><br /></u></td>
<td class="xl63" style="border-left: none; border-top: none;"><u><br /></u></td>
<td class="xl63" style="border-left: none; border-top: none;"><u><br /></u></td>
</tr>
<tr height="20" style="height: 15.0pt;">
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-79496882463497184992017-01-02T14:38:00.000+02:002017-01-02T14:38:17.011+02:00STAREA INVATATMANTULUI 2012-2013 -BUCURESTI -RAPORT ISMB<div dir="ltr" style="text-align: left;" trbidi="on">
STAREA INVATAMANTULUI IN BUCURESTI 2012-2013<br />
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<a href="http://ismb.edu.ro/documente/diverse/StareaInvatamantului_2012%20-%202013.pdf" target="_blank">AICI GASITI RAPORTUL OFICIAL</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhTpNurVWnhxLGCbA3yfd6gKQkvj_N25AR41Tw84cAvCnadWqWLS3nBu4gf9kZwZz-CqnuufawYQBe6Uc9FnDlsF8YOgozU276qP0ZcAMlLrjooQBr0jARNXMbyDdaKDJXsZF9EVMRNMY/s1600/cerc+vicios.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhTpNurVWnhxLGCbA3yfd6gKQkvj_N25AR41Tw84cAvCnadWqWLS3nBu4gf9kZwZz-CqnuufawYQBe6Uc9FnDlsF8YOgozU276qP0ZcAMlLrjooQBr0jARNXMbyDdaKDJXsZF9EVMRNMY/s320/cerc+vicios.png" width="320" /></a></div>
Pe site-ul ISMB.EDU.RO gasiti un raport al situatiei invatatmantului pentru orasul Bucuresti si pentrul anul scolar 2012-2013. Raportul contine 183 de pagini in format pdf. Acest raport l-am citit si va redau mai jos cateva probleme pe care le-am remarcat:<br />
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<b>1) <i><u>"Contextul informational si tehnologic" -"introducerea calculatoarelor si accesul la internet in unitatile de invatamant gimnazial si liceal reprezinta o oportunitate pentru sistemul educational din municipiul Bucuresti"</u></i></b> - da, exista calculatoare dar, din pacate, nu exista profesori care sa lucreze cu acesti copii. In concluzie, degeaba avem calculatoare si acces la internet daca nu exista profesori.<br />
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<b>2) <u><i>"Analiza S.W.O.T. a activitatii ISMB"</i></u></b><br />
<b><u><i>"Puncte tari: Nivelul profesional ridicat si de pregatire pedagogica a personalului din unitatile de invatamant" </i></u></b><br />
- oare mai este necesar sa va reamintesc ce note iau profesorii si mai nou directorii la examene? Si nu vreau sa amintesc de doctorate. Nu spun ca toti sunt asa, dar din pacate trebuie sa fii norocos ca sa nimeresti profesori buni pentru copilul tau.<b> </b><br />
<b>3)</b> <u><i><b>"Amenintari: Actuala criza financiara, diminuarea posibilitatilor financiare ale parintilor"</b></i></u><u><i>-</i></u>Am o intrebare domnilor: nu cumva invatamantul romanesc era gratuit? Nu vad amenintarea. Mai ales ca vorbim de orasul Bucuresti.<br />
<b>4)<u><i>"Amenintari: Existenta unor situatii potentiale pentru producerea actelor de violenta datorita neimplicarii conducerii unitatii de invatamant si a cadrelor didactice"</i></u> </b>-este un lucru bun ca macar isi dau seama de existenta acestui pericol. Violenta in scoli exista si nu trebuie ascunsa sub pres.<br />
<b>5)"<u><i>Starea de sanatate a populatiei scolare din municipiul Bucuresti"</i></u>: </b> Conform studiului lor pe lista bolilor de la copii, de la cei de la gradinita si pana la clasa a XII-a, predomina tulburarile de vedere, afectiunile endocrino-metabolice, afectiunile locomotorii, boli neuropsihice si afectiuni cardiocirculatorii. Raportul recunoaste ca factor determinant pentru afectiunile locomotorii mobilierul neadecvat din mediul scolar, pentru hipertensiunea arteriala juvenila stresul si oboseala scolara, iar afectiunile aparatului digestiv determinate de greselile de alimentatie si regimul de viata dezordonat.<br />
De remarcat este faptul ca in perioada 2012-2013 existau in Bucuresti 46 de scoli fara autorizatie sanitara de functionare, iar 21 de scoli nu aveau personal medical in cabinetele medicale. <br />
<b>6) <i><u>Resurse umane-Cadre didactice-</u></i> </b>In anul scolar 2012-2013 dintr-un total de 16.702 posturi didactice doar 74.63% au fost ocupate de titulari restul de 25.37% au fost ocupate de suplinitori, pensionari si "cadre didactice fara studii corespunzatoare". No comment!<br />
<b>7) <u><i>Inspectii pentru rezolvarea sesizarilor si reclamatiilor</i></u></b><br />
In anul scolar 2012-2013 s-au depus reclamatii de catre parinti, legate de activitatea si comportamentul diverselor cadre didactice de la gradinite, scoli si licee, legate de concursuri scolare, fondul clasei si auxiliare. La modul de solutionare a sesizarii, in majoritatea cazurilor, nu se precizeaza daca petentul a avut sau nu dreptate ori masurile care s-au luat. S-au scris doar propozitii de genul: "Intocmirea răspunsului către petent", "cercetarea celor sesizate", "ancheta", etc. Am sesizat faptul ca exista cazuri in care se spune clar ca faptele sesizate NU SE CONFIRMA. Ma indoiesc ca cele sesizate de parinti "nu se confirma" stiind din proprie experienta ca inspectorii incearca sa-i scoata "basma curata" pe colegii lor de la catedra. In loc sa incerce sa schimbe ceva, ei astupa gunoiul sub pres.<br />
La concluziile privind calitatea activitatii cadrelor didactice, in urma inspectiilor, apare insa o fraza adevarata prin care putem caracteriza, din pacate, majoritatea profesorilor din invatamantul romanesc:<br />
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<span style="font-size: large;"><i><b>"Profesorul este in centrul activitatii, preluand, deseori, si rolul elevului: el propune activitati, scrie pe tabla, el manipuleaza materialele, el pune intrebari, el raspunde. Nu da feedback."</b></i></span><br />
sau o alta concluzie a inspectorilor:<br />
<span style="font-size: large;"><i><b>" Aspecte negative</b></i></span><br />
<b><span style="font-size: large;"><i>In invatatmantul primar, de asemenea se manifesta temdinte de supraincarcare a elevilor (conform prejudecatii ca cel mai bun invatator este cel care da mai multe teme si sarcini de lucru elevilor). Drept consecinta, evaluarea este in aceste conditii nestimulativa, nemotivanta, inconsecventa;"</i></span></b><br />
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In urma inspectiilor efectuate, s-au scris cateva concluzii:<br />
-<b>"folosirea mijloacelor de invatamant moderne pentru asigurarea materialelor - suport (video-proiector, fise de lucru, cd-uri)</b> -Domnilor inspectori, aceste mijloace de lucru sunt asigurate din banii parintilor. O data la 4 ani parintii sunt obligati sa stranga bani pentru a cumpara video-proiector pentru ca cele din generatiile precedente sunt "uzate moral". Materialele consumabile sunt cumparate din banii parintilor, manualele si auxiliarele, tot din banii parintilor. S-a auzit in toate birourile??<br />
-intr-o concluzie se spune despre elevi ca nu au capacitatea de a pune intrebari. Nu elevii sunt de vina pentru asta, ci invatatorii si profesorii. Din clasa I ei au fost invatati sa stea cuminti in banci, sa nu vorbeasca si sa asculte. De aceea, elevii nu au capacitatea sa puna intrebari.<br />
-<b>"Sunt respectate Planurile-Cadru în vigoare, cuprinzând disciplinele de învătământ corespunzatoare fiecărui nivel, precum si a numărului de ore alocate acestora."</b><br />
Domnilor si doamnelor, pe hartie sunt respectate, ca hartia suporta orice. Dar sa stiti ca exista cazuri in care profesorul nu este atent la ce se intampla in clasa pentru ca este atent la propriul telefon (elevii nu au voie cu telefonul in timpul orelor de curs, dar profesorii au?), sau nu-si tine ora de curs pentru ca face dirigentie, desi nu are in planul cadru ora de dirigentie. In concluzie, sunt cazuri in care planurile cadru NU sunt respectate decat pe hartie. Cine ii controleaza pe profesori? Cine are curajul sa le spuna ceva? Oare va recunoaste ca in loc de materia sa, profesorul face dirigentie sau altceva, sau nu vine la ora ? Niciodata!!!<br />
Trebuie avut in vedere ca ora de curs la care participa un inspector scolar se desfasoara diferit fata de o ora normala a acelui profesor. Din pacate, profesorul/invatatorul se pregateste in mod special pentru aceasta ora spre deosebire de orele obisnuite.<br />
<u><b>8)Examenul de bacalaureat</b></u><br />
Procentele de promovare au fost urmatoarele:<br />
-<b>serie curenta: 64.83%</b><br />
<b>-serii anterioare: 24.46%</b><br />
<b>-serie curenta si serii anterioare: 51.91%</b><br />
Din nou, fara comentarii!<br />
<i><b>9<u>) Incidente de violenta in anul scolar 2012-2013</u></b></i><br />
In anul scolar 2012-2013 au avut loc 244 de incidente, fata de 142 in anul scolar 2011-2012. Din totalul de 244 incidente, 213 sunt infractiuni, din care 58 sunt furturi si 135 loviri. Dupa parerea mea, numarul de incidente este mai mare deoarece directorii de scoli se feresc sa le declare si prefera sa le "rezolve" in cabinetul directorului. Cele care ajung la nivel de inspectorate sunt cele reclamate de parinti curajosi, care nu s-au multumit cu rezolvarea sau nerezolvarea din cabinetul directorului. <br />
<b> <u><i>10) Integrarea pe piata muncii a absolventilor din invatamantul profesional si tehnic</i></u></b><br />
<b> </b>Dintr-un total de 15553 de absolventi, 2370 reprezinta numarul de someri. Adica, un procent de 15.24% din absolventi, sunt someri. <br />
<u><i><b>11) Activitatea extrascolara</b></i></u><br />
La "puncte slabe" gasim urmatoarea propozitie: "fonduri insuficiente pentru desfasurarea activitatilor educative scolare si extrascolare". Nu inteleg ce-i cu "fondurile insuficiente". Din experienta mea, pentru activitatile extrascolare platesc parintii, ei se organizeaza si tot ei platesc pentru aceste activitati extrascolare. Nu exista niciun "coordonator de programe si proiecte", exista doar o sedinta cu parintii in care acestia propun activitati extrascolare pe care tot ei le finanteaza.<br />
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In acest raport privind starea invatamantului 2012-2013 -Bucuresti, exista si lucruri interesante pe care inspectorii scolari le-au remarcat cu corectitudine, au recunoscut ca exista si "puncte slabe" in privinta procesului de educatie. Nu am remarcat masurile ce ar trebui luate pentru imbunatatirea sistemului romanesc de educatie. Raman la parerea ca : "Omul sfinteste locul". <br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-41016503081077143192016-12-24T19:44:00.001+02:002016-12-24T19:44:51.523+02:00TEMA PENTRU ACASA- Ordin de ministru 5893/28.11.2016<div dir="ltr" style="text-align: left;" trbidi="on">
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Din nou, tema pentru acasa- Ordin 5893/28.11.2016.<br />
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<a href="https://www.edu.ro/sites/default/files/OMENCS%205893%20teme.pdf" target="_blank">Aici gasiti ordinul 5893/28.11.2016</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiinjaNIXvnVHV_Hg_GsDW81380m6nrg-acAUKtJHmwm2NijLXNxHRIV_AnZBE4XqLp51JcJ3HOBZFYwZCKogpTWM3vfeexu9DB9xXOPQxQQ-yaY5MuK1BFFLy6_MFfX2QDdKELmwUt47A/s1600/homework+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiinjaNIXvnVHV_Hg_GsDW81380m6nrg-acAUKtJHmwm2NijLXNxHRIV_AnZBE4XqLp51JcJ3HOBZFYwZCKogpTWM3vfeexu9DB9xXOPQxQQ-yaY5MuK1BFFLy6_MFfX2QDdKELmwUt47A/s1600/homework+1.jpg" /></a></div>
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Desi exista un alt ordin de ministru, si anume Ordinul 3066/11.01.1999, emis de ministrul Andrei Marga, actualul ministru al invatamantului domnul Mircea Dumitru s-a simtit obligat sa mai dea unul, ca poate pe acesta il respecta cineva. Ordinul 3066/11.01.1999 limiteaza si el timpul de lucru al elevului pentru temele pentru acasa la cel mult 2-3 ore pe zi, insumand toate disciplinele astfel incat media zilnica a pregatirii elevului, la scoala si acasa, sa nu depaseasca 8 ore. Ordinul 3066 nu a fost popularizat, parintii nu au stiut nimic despre el, iar profesorii si-au vazut de treaba in continuare fara sa tina cont de el.<br />
Conform articolului 8 din acest ordin trebuia sa existe cu cadru didactic, responsabil cu tema pentru acasa, care trebuia sa urmareasca modul in erau indeplinite instructiunile acestui ordin. Eu n-am auzit ca in vreo scoala sa fii existat asa ceva. <br />
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" 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" 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Nu o sa mai discut in continuare despre Ordinul 3066 din cauza ca este deja abrogat prin emiterea noului Ordin 5893/28.11.2016. Iata cateva idei principale din acest ordin:<br />
1) Limitarea timpului de lucru pentru temele pentru acasa la maxim 2 ore, insumand toate disciplinele, astfel incat media zilnica sa fie 5-8 ore zilnic (la scoala si acasa).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzQIzrGSe40NzPAemBYrob11pcXEM8JDFayn7Dn-_JJ5TzHvT-XU6nCfh1SxvHUEoDLi6GTs1KN5iloTspTyIHruybIRWt01sgCdKHRpbt6gU7GoOmdFZqElyJVx-tY0NhnRD8eL787Ds/s1600/homework3.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzQIzrGSe40NzPAemBYrob11pcXEM8JDFayn7Dn-_JJ5TzHvT-XU6nCfh1SxvHUEoDLi6GTs1KN5iloTspTyIHruybIRWt01sgCdKHRpbt6gU7GoOmdFZqElyJVx-tY0NhnRD8eL787Ds/s1600/homework3.png" /></a></div>
2) La clasa pregatitoare <b>nu</b> se vor da teme pentru acasa<br />
3) Pentru invatamantul primar, timpul alocat temei pentru acasa este de maximum 1 ora<br />
4) Pentru celelalte niveluri, timpul alocat temei pentru acasa este de maximum 2 ore<br />
5) Diferentierea temelor pentru acasa (Art 2) : vor exista 3 tipuri de teme pentru acasa, una obligatorie, de nivel mediu, pentru toti elevii clasei, una suplimentara, diferentiata si fara caracter permanent si una ampla de genul proiectelor/referatelor ce va putea fi data o data pe semestru<br />
6) Pe perioada vacantelor, elevilor din invatatmantul primar si gimnazial <b>nu</b> li se vor da teme.<br />
7) Se interzice utilizarea temei pentru acasa ca instrument de pedeapsa (prin cantitate mare sau prin exercitii repetitive). Este interzisa si pedepsirea colectiva a copiilor. Aceste 2 lucruri se intampla foarte des in scoli. Profesorii nu tin cont de statutul elevului si dau in continuare pedepse colective, care din punctul meu de vedere nu sunt corecte deoarece copiii care n-au gresit cu nimic sunt pedepsiti si ei odata cu ceilalti. Trebuie pedepsiti doar cei care gresesc.<br />
8) Articolul 10 prevede ca directorii si dirigintii sa colaboreze cu parintii si elevii in vederea rationalizarii temelor pentru acasa.<br />
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<u><b>Concluzii: </b></u><br />
<br />
a) Din punctul meu de vedere, cata vreme acest ordin nu prevede sanctiuni pentru profesori, nimeni nu va tine cont de el. Profesorii isi vor vedea de treaba lor ca si cum acest ordin nu ar exista, cum s-a intamplat si cu raposatul ordin 3066/11.01.1999. Cine a auzit de el?<br />
b) Timpul de lucru pentru efectuarea unei teme pentru acasa este discutabil. Exista o parere generala a profesorilor/invatatorilor care vor spune intotdeauna ca tema pentru acasa data copiilor nu este lunga, ba din contra se face foarte repede, sunt exercitii usoare, s-au facut in clasa si trebuie doar sa scrie in caiete sau unele se scriu direct pe carti. Din proprie experienta stiu ca temele pentru acasa se dau cu paginile, iar cand am protestat mi s-a spus ca o pagina se face in 10 minute, avand in vedere dificultatea exercitiilor. <br />
c) Temele pentru acasa nu sunt verificate de catre profesori/invatatori de obicei, si in acest fel isi pierd valoarea. <br />
d) Exista unii parinti care considera ca tema pentru acasa trebuie sa fie una lunga. "Numai asa se obtine performanta! Si daca nu va convine, puteti pleca din scoala! Si, voi astia care spuneti ca sunt prea multe teme, voi trageti clasa in jos!" Acestia sunt niste parinti frustrati, care isi forteaza copiii sa faca tot ce n-au putut ei realiza. Uita ca educatia nu inseamna numai teme pentru acasa, educatia inseamna si o piesa de teatru, o carte, un film, sa practici un sport, sa te joci cu prietenii, sa-ti traiesti copilaria. In opinia mea scoala se face la scoala si nu acasa! <br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-61563187527976942152016-10-16T09:00:00.001+03:002016-10-16T09:00:10.634+03:00A SPALA PUTINA SI POLITICA PUMNULUI IN GURA<div dir="ltr" style="text-align: left;" trbidi="on">
<u><i><b>AU SPALAT PUTINA!</b></i></u><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEorN3pI2FTloDm8977G-jJPTKWcTz8bHhMKrF8Aqv-UFkMXcH_gjJ6rx4x5tU-ja6nmtsacmBiucMXi9x8klBth4oic5PcvLLTdZcGaSabTZvMgSVb6PrpAXgxi3-hDrxcxPIWHi4MUU/s1600/run+away.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEorN3pI2FTloDm8977G-jJPTKWcTz8bHhMKrF8Aqv-UFkMXcH_gjJ6rx4x5tU-ja6nmtsacmBiucMXi9x8klBth4oic5PcvLLTdZcGaSabTZvMgSVb6PrpAXgxi3-hDrxcxPIWHi4MUU/s1600/run+away.jpg" /></a></div>
Ce ghinion pot avea unii parinti carora le-a plecat invatatoarea! Curat ghinion sa se mute invatatoarea chiar in clasa a IV-a. Mai ales pentru aceia care s-au muncit mult pentru a intra in gratiile doamnei. Aceia care s-au zbatut din greu sa comande carti, sa comande uniforme de la croitoria X, sa fie purtatori de cuvant pentru doamna (pentru ca unele doamne nu comunica cu parintii pe e-mail pentru ca n-au timp), etc. Totul pentru cateva favoruri: copiii lor au fost mai protejati, iar ei au fost in gratiile doamnei si au reusit sa participe la serbarile copiilor spre deosebire de altii care nu au putut sa o faca si care primeau doar cate o fotografie pe e-mail cu copilul lor.<br />
Fosta doamna invatatoare si-a anuntat favoritii ca se muta la alta scoala, iar acestia si-au mutat copiii la alte clase. Au spalat putina! Ii inteleg, nu-i o problema, dar ma gandesc cat de greu o sa le fie pana vor intra in gratiile noii invatatoare. Banuiesc ca locul este ocupat deja. Cred ca exista deja persoane in acea clasa care se ocupa de comandarea manualelor, a uniformelor, etc. Dar, sunt sigura ca vor gasi o oportunitate!<br />
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<i><u><b>Politica pumnului in gura</b></u></i><br />
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Tovarasii si tovarasele care cred ca pot sa-mi astupe gura, ca pe vremea lu' Ceasca, se insala amarnic. <br />
Expresii de genul: "nu va convine, puteti pleca din scoala" sau "ar fi bine sa nu mai vorbiti" sau unii tovarasi nu sunt de acord cu acest blog pentru ca nu este un mod constructiv de a trata problemele si de a le rezolva, si, mai departe isi permit sa ne <u><b>CONVOACE</b></u> pentru a rezolva unele probleme, iar o alta tovarasa isi permite sa spuna ca aceste postari nu sunt adevarate. Imi cer scuze, dar am uitat sa-i intreb pe acesti tovarasi si tovarase daca sunt de acord cu acest blog.<br />
Cred ca intr-o tara in care batem campii ca suntem cetateni UE si ca avem drepturi, etc., am dreptul la opinie si am dreptul sa critic acest sistem. Daca acesti tovarasi si tovarase vor sa trateze problemele in "mod constructiv", sunt liberi sa o faca, nu-i opreste nimeni. Daca considerati ca "modul constructiv" este acela de a continua sa intretineti tarele sistemului, in mod sigur nu se va schimba nimic. <br />
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<span style="font-size: 12.8px;"></span>
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<div style="left: -99999px; position: absolute;">
Însă cred că într-o
ţară în care tot batem câmpii că suntem cetăţeni UE, că avem drepturi
etc, Sistemul ăsta încremenit în timp ar trebui să deschidă odată ochii,
<br />
<br />
Citeste mai mult: <a href="http://adev.ro/oevxd8" target="_blank" title="L-am descoperit pe dumnezeul Miliţiei Române. Mergeţi la Bistriţa şi închinaţi-vă la el, dar luaţi şi Facebookul cu voi! | Ramona Ursu | adevarul.ro">adev.ro/oevxd</a></div>
<div style="left: -99999px; position: absolute;">
Însă cred că într-o
ţară în care tot batem câmpii că suntem cetăţeni UE, că avem drepturi
etc, Sistemul ăsta încremenit în timp ar trebui să deschidă odată ochii,
de bunăvoie, <br />
<br />
Citeste mai mult: <a href="http://adev.ro/oevxd8" target="_blank" title="L-am descoperit pe dumnezeul Miliţiei Române. Mergeţi la Bistriţa şi închinaţi-vă la el, dar luaţi şi Facebookul cu voi! | Ramona Ursu | adevarul.ro">adev.ro/oevxd8</a></div>
<div style="left: -99999px; position: absolute;">
Însă cred că într-o
ţară în care tot batem câmpii că suntem cetăţeni UE, că avem drepturi
etc, Sistemul ăsta încremenit în timp ar trebui să deschidă odată ochii,
de bunăvoie, <br />
<br />
Citeste mai mult: <a href="http://adev.ro/oevxd8" target="_blank" title="L-am descoperit pe dumnezeul Miliţiei Române. Mergeţi la Bistriţa şi închinaţi-vă la el, dar luaţi şi Facebookul cu voi! | Ramona Ursu | adevarul.ro">adev.ro/oevxd8</a></div>
<div style="left: -99999px; position: absolute;">
Însă cred că într-o
ţară în care tot batem câmpii că suntem cetăţeni UE, că avem drepturi
etc, Sistemul ăsta încremenit în timp ar trebui să deschidă odată ochii,
<br />
<br />
Citeste mai mult: <a href="http://adev.ro/oevxd8" target="_blank" title="L-am descoperit pe dumnezeul Miliţiei Române. Mergeţi la Bistriţa şi închinaţi-vă la el, dar luaţi şi Facebookul cu voi! | Ramona Ursu | adevarul.ro">adev.ro/oevxd8</a></div>
</div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-13902715132818577162016-09-09T20:24:00.001+03:002016-09-09T20:24:35.134+03:00RASPUNS LA COMENTARIILE DOAMNEI FLORENTINA POPA MATEI<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 107%;">Stimata doamna Florentina Popa Matei,</span></b></div>
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<br /></div>
<div class="MsoNormal">
Ati venit de un an in aceasta clasa, nu stiti ce s-a
intamplat in trecut si indrazniti sa spuneti ca ceea<span style="mso-spacerun: yes;"> </span>ce am scris eu reprezinta lucruri
neadevarate.<span style="mso-spacerun: yes;"> </span>Nu stiti ce a patimit fiul
meu incepand din clasa pregatitoare, cand a fost batut de un coleg, de mai
multe ori, iar aceasta doamna “speciala” nu a facut nimic pentru ca fiul meu sa
nu mai fie agresat fizic de catre acest baiat. A avut multe nopti nedormite si
cosmaruri , iar dimineata se trezea si spunea ca nu mai doreste sa mearga la
scoala. Dar pe cine a interesat ? Pe aceasta doamna minunata? Pe directoarea
scolii? Nicidecum. </div>
<div class="MsoNormal">
Postarile mele au fost legate de cateva probleme, pe care vi
le reamintesc pe scurt sub forma unor intrebari la care nu trebuie sa
raspundeti:</div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca un semestru 30 de copii au
stat inchisi in clasa in timpul pauzelor? </div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca aceasta doamna invatatoare a predat
inecuatii in clasa a III-a ? </div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca aceasta doamna invatatoare nu
tine legatura pe mail cu parintii?</div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca aceasta invatatoare nu
reuseste sa faca liniste in clasa in timpul orelor de curs? </div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca lectia deschisa (cand de fata
a fost doamna director adjunct si o doamna inspectoare) a fost complet diferita
fata de orele de curs obisnuite? </div>
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Sunteti de acord cu faptul ca dadea teme din lucruri pe care
nu le preda in clasa?</div>
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Sunteti de acord <span style="mso-spacerun: yes;"> </span>cu
faptul ca aceasta doamna “speciala” ii pedepsea in mod colectiv pe copii, chiar
daca nu toti greseau?</div>
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Sunteti de acord cu faptul ca aceasta doamna “speciala” nu a
mai dorit sa organizeze serbari, ci numai niste petreceri la care nu puteau sa participe
decat o parte din parinti, <b style="mso-bidi-font-weight: normal;">cei agreati</b>,
din care faceti si dumneavoastra parte?</div>
<div class="MsoNormal">
Sunteti de acord cu faptul ca aceasta invatatoare “speciala”
se razbuna pe copiii parintilor cu care a avut discutii in contradictoriu? </div>
<div class="MsoNormal">
Aceasta minunata doamna invatatoare, “care face educație cu
iubire și răbdare” nu l-a lasat pe fiul meu sa participle la ora de educatie
fizica pentru faptul ca a coborat din clasa catre sala de sport in timpul
pauzei. Nu inteleg unde este iubirea si rabdarea. Si nu inteleg cu ce a gresit
fiul meu. Poate imi explicati dumneavoastra pentru ca o intelegeti foarte bine
pe aceasta doamna deosebita, speciala, “care face educatie cu iubire si rabdare”,
aceasta doamna “cu zambet cald”.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt; line-height: 107%;">Daca sunteti de acord cu cele de mai
sus, este dreptul dumneavoastra, dar asta nu inseamna ca am mintit in postarile
mele. Ceea ce am povestit s-a intamplat cu adevarat in decursul celor 4 ani.
Daca atitudinea doamnei invatatoare a fost corecta fata de copilul
dumneavoastra, nu inseamna ca a fost corecta si fata de copilul meu sau fata de
alti copii. </span></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14.0pt; line-height: 107%;">Inteleg ca prin aceste comentarii la
postarile mele legate de doamna invatatoare Rodica Voicu Vulcanean doriti sau
ati fost rugata sa schimbati imaginea acestei doamne invatatoare. Va respect
opinia, dar va rog sa-mi respectati si mie acest drept de a povesti ce s-a
intamplat in acesti 4 ani cu fiul meu. Este dreptul meu, suntem intr-o tara
libera si nu trebuie sa cer voie nimanui pentru a scrie in acest blog. Ceea ce am
povestit este doar ADEVARUL, chiar daca deranjeaza. Sa speram ca aceasta doamna
invatatoare a invatat ceva in decursul celor 4 ani, asta pentru binele
viitorilor sai elevi.</span></u></b></div>
</div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-13515635163932284672016-08-19T20:11:00.001+03:002016-08-19T20:11:05.786+03:00STATUTUL ELEVULUI - ORDIN 4742/10.08.2016<div dir="ltr" style="text-align: left;" trbidi="on">
Ministerul Educatiei Nationale a emis Ordinul OM 4742/10.08.2016 - Statutul Elevului.<br />
<br />
<a href="https://www.edu.ro/sites/default/files/OM_4742_10.08.2016-Statut_elevi_2016_1.pdf" target="_blank">Aici puteti citi STATUTUL ELEVILOR -2016 </a><br />
<br />
Am extras din acest ordin cateva articole care mi s-au parut mie interesante. <br />
<b>1) Calitatea de elevi o au si anteprescolarii si prescolarii.(art.2)</b><br />
<b>2) Elevii au dreptul sa-si desfasoare activitatea in spatii ce respecta normele de igiena, de protectie a muncii, de protectie civila si paza contra incendiilor (art. 6 alin 4) </b><br />
<b>3) Elevii au dreptul de a fi consultati si de a-si exprima optiunea in privinta materiilor optionale. (art. 7 lit c). </b>O sa fac o paranteza aici deoarece doresc sa va povestesc din experienta personala cum s-a facut alegerea materiei optionale in clasa fiicei mele. Desi era stipulat in lege ca parintii si copiii isi vor exprima opinia in privinta materiei optionale, noua parintilor ni s-a pus in fata la sedinta o hartie unde trebuia sa alegem una din doua variante posibile. Din cele doua variante nu era niciuna dorita de catre copii sau parinti. Ni s-a spus ca nu au resurse materiale si umane pentru ceea ce doream noi. Din pacate, alegerea optionalelor se face in functie de gradul de ocupare a normei fiecarui profesor. Daca parintii doresc de exemplu limba engleza, iar profesorul are norma orara plina, nu se poate realiza. Eu am fost singura care am refuzat ambele variante. Oare ce s-ar fi intamplat daca toti parintii ar fi refuzat cele 2 variante propuse? Din pacate, noi parintii nu suntem uniti. <br />
<b>4) Niciun elev nu este supus discriminarii sau hartuirii pe diverse criterii (rasa, etnie, religie, etc). </b>(art.7 lit f) . Nimic nou sub soare, dar din pacate se stie ca nu trebuie sa "superi" profesorul pentru ca se razbuna pe copil, iar conducerea scolii apara profesorul si niciodata copilul.<br />
<b>5) Dreptul de a beneficia de manuale şcolare gratuite pentru elevii din învăţământul de stat şi din învăţământul obligatoriu particular acreditat/autorizat (art.7 lit g) </b>Din nou nimic nou sub soare, dar din pacate realitatea contrazice aceste legi. Incepand din clasa pregatitoare (fiul meu a fost prima generatie care a prins aceasta modificare) si pana in clasa a III-a am platit toate manualele si auxiliarele. Banuiesc ca si in clasa a IV-a voi pati acelasi lucru. Dar suntem plini de drepturi!<br />
<b>6)Dreptul de a contesta rezultatele evaluării lucrărilor scrise (art.7 lit l) - </b>se face o cerere scrisa conducerii scolii, iar aceasta va desemna alti 2 profesori, ce nu predau la acea clasa, ce vor recorecta lucrarea. Media notelor celor 2 profesori se va trece in catalog.(diferenta trebuie sa fie de minim un punct). Nu se poate solicita reevaluarea probelor orale sau practice.<br />
7) <b>Dreptul de a i se asigura participarea la orele de curs pentru un număr maxim de 7 (şapte) ore pe zi (art. 7 lit q)-</b> orarul elevilor este realizat astfel incat profesorii sa nu aiba "ferestre" si nu conteaza daca elevul are intr-o zi 3 ore, iar in alta zi 7 ore de curs, cum i s-a intamplat fiicei mele<br />
<b>8) Dreptul de a primi rezultatele evaluărilor scrise în termen de maximum 15 zile lucratoare (art.7 lit s)</b><br />
<b> 9) Dreptul de a avea acces, la actele şcolare proprii ce stau la baza situaţiei şcolare (art.7 lit w)</b><br />
<b>10) Dreptul de a oferi feedback semestrial cadrelor didactice care predau la clasă, prin fişe anonime. (art.7 lit aa)</b><br />
<b>11) Dreptul de a fi informat in privinta notelor inainte de a fi trecute in catalog (art. 7 lit bb)</b><br />
<b>12) Dreptul de a le fi consemnată în catalog absenţa, doar în cazul în care nu sunt prezenţi la ora de curs. Este interzisa consemnarea absenţei ca mijloc de coerciţie. (art. 7 lit ff)</b><br />
<b>13) Tinuta vestimentara trebuie sa fie una decenta. Tinuta vestimentara nu poate fi un motiv pentru refuzarea accesului in incinta scolii (art.14 lit. c)</b><br />
<b>14) Elevul are indatorirea de a sesiza autorităţile competente orice ilegalităţi în desfăşurarea procesului de învăţământ şi a activităţilor conexe acestuia, în condiţiile legii (art.14 lit f)<br />15) Elevul are datoria de a sesiza reprezentanţii unităţii de învăţământ cu privire la orice situaţie care ar pune în pericol siguranţa elevilor şi a cadrelor didactice. (art.14 lit g)</b><br />
<b>16)Elevilor le este interzis sa utilizeze telefoanele mobile în timpul orelor de curs, al examenelor şi al concursurilor; prin excepţie de la această prevedere, este permisă utilizarea telefoanelor mobile în timpul orelor de curs, numai cu acordul cadrului didactic, în situaţia folosirii lor în procesul educativ sau în situaţii de urgenţă (art.15 lit g)</b><br />
<b>17) Elevii nu pot fi deposedaţi de bunurile personale care nu atentează la siguranţa personală sau a celorlalte persoane din unitatea de învăţământ, în conformitate cu prevederile legale-(art.15 lit e)-</b> prin bunuri personale se intelege si telefonul mobil<br />
<b>18) Dreptul de a participa, fără nicio discriminare şi doar din proprie iniţiativă, fără a fi obligaţi de cadre didactice sau de conducerea unităţii de învăţământ, la concursuri şcolare, olimpiade şi alte activităţi extraşcolare (art.7 lit u)</b><br />
<br />
SANCTIUNI:<br />
<br />
<b>19) Elevii din invatamantul primar si cel obligatoriu nu pot fi exmatriculati (art.16 alin 8 si 9 )</b><br />
<b>20) Elevii nu pot fi supusi sanctiunilor COLECTIVE. (art.17 alin 1) - </b>Dupa parerea mea este un articol important si corect. Multi profesori obisnuiesc sa dea sanctiuni colective de genul teme suplimentare pentru toata clasa, desi nu toti au gresit. Cei ce nu au gresit se simt nedreptatiti primind si ei o sanctiune. Sunt curioasa daca profesorii vor respecta acest articol.<br />
<b>21) Contestarea sanctiunilor se poate face in scris de catre elev sau parinte in termen de 5 zile. Contestatia se solutioneaza de catre Consiliul de Administratie al unitatii scolare in termen de 30 zile.(art.29 alin 1 si 2)</b><br />
<b><br /></b>
<b>Dupa parerea mea, scolile ar trebui sa-si adapteze regulamentele scolare cu modificarile aduse de acest Statut al Elevului. Vom vedea in toamna daca acest lucru s-a intamplat. Sper ca profesorii si directorii de scoala vor respecta aceste modificari. </b><br />
<b> </b><br />
<br /></div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-78262780379728787742016-06-04T15:15:00.002+03:002016-06-12T15:57:38.881+03:00SURPRIZA!!!<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal">
<span style="font-size: large;">Un grup de parinti de la scoala 10 mi-a descoperit blogul!
Ei spun ca prin postarile mele doamna invatatoare este defaimata. In toate
articolele mele legate de doamna invatatoare Rodica Voicu Vulcanean povestesc doar ce se intampla
in clasa fiului meu. Doar adevarul!</span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal">
<span style="font-size: large;">Acest grup de parinti nu a gasit in postarile mele “partea constructiva
si proactiva” si daca aceste probleme “au fost discutate sau nu mai intai cu
doamna invatatoare si cu ceilalti parinti inainte sa fie facute aceste acuze”.
Dragi parinti, aceste probleme au fost discutate cu doamna invatatoare si cu
doamnele directoare ale scolii Maria Rosetti incepand din clasa 0, de cand fiul
meu era batut zilnic de catre un coleg de clasa si pana acum in clasa a III-a
cand a fost privat de ora de educatie fizica de catre doamna invatatoare din
motive greu de inteles. Cel putin pe
mine ma depasesc. In urma batailor pe care le-a incasat fiul meu a aparut
site-ul <a href="http://www.faraviolentainscoli.ro/" target="_blank">http://www.faraviolentainscoli.ro/</a>
deoarece nu dorim ca alti copii sa mai pateasca ce a patit fiul meu. Este cert
ca directorii de scoli nu doresc sub nicio forma chemarea organelor de politie
in urma unui act de violenta. Trebuie sa fim constienti de actele de violenta
care se intampla in scoli, ele exista, chiar daca conducerea scolilor nu o
declara, sa vorbim despre ele si sa chemam organele de politie. Ascunderea lor
“sub pres” nu rezolva situatia. </span><br />
<span style="font-size: large;"><a href="http://www.cuvantul-ortodox.ro/recomandari/2014/09/11/violenta-in-scoala/" target="_blank">http://www.cuvantul-ortodox.ro/recomandari/2014/09/11/violenta-in-scoala/</a> </span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal">
<span style="font-size: large;">In ceea ce priveste discutia cu “ceilalti parinti” am o
experienta trista, de care nu mai vreau sa amintesc acum. Din pacate, noi
parintii nu suntem uniti si avem pareri diferite, desi avem acelasi interes: binele
copiilor nostri. Daca dumneavoastra considerati normal ca 30 de copii sa stea
inchisi in clasa 4 ore inclusiv in
timpul pauzelor,(fapt ce contravine regulamentului scolii Maria Rosetti-il
gasiti pe site) atunci nu mai am nimic
de spus. Si sa nu spuneti ca nu stiati. Sa nu spuneti ca nu v-ati intrebat
copilul cum a fost la scoala si ce s-a mai intamplat. Si acum sa va intreb eu
pe dumneavoastra : ce masuri ati luat ? Unde este “partea constructiva si
proactiva”? Eu am trimis adresa catre doamna invatatoare si doamna directoare
. Dumneavoastra ce ati facut? Eu am avut
10 propuneri de modificare a regulamentului scolii Maria Rosetti , trimis cu
cateva luni in urma doamnei dirigente a copilului meu din clasa a VIII-a.
Doamna diriginta mi-a spus ca o parte au fost acceptate si ca regulamentul va fi modificat.
Nici acum nu l-au modificat, dupa atatea luni. Nici macar o modificare de-a
mea. Schimbarea unui regulament scolar nu este chiar asa grea, cu conditia sa
existe vointa. Sunt una singura in lupta
cu sistemul, dumneavoastra ma sustineti cumva? Vorbiti de “ACUZE”, dar nu sunt
acuze la adresa doamnei invatatoare, eu povestesc doar ADEVARUL.</span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal">
<span style="font-size: large;"><br /></span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal">
<span style="font-size: large;">Stiti ca incepand cu clasa a VII-a elevii au in programa
materia “chimie” pe care nu o fac in laborator? Chimia, la aceasta scoala se
face pe tabla. Am intrebat-o pe doamna directoare de ce nu se fac experimente
la ora de chimie? Raspuns: pentru ca laboratorul de chimie nu mai este ca pe
vremea noastra, nu are dotarile necesare. Stiti ca in aceasta scoala nu se face
“Informatica”? S-ar parea ca din lipsa de cadre. In schimb, la materia
“Optional” ni se baga pe gat materii gen “Educatie civica”. Ni se spune ca nu
au profesori sau nu au baza materiala, etc.
Din pacate, nimic din ceea ce dorim noi, parintii, sau copiii nu se
poate face. </span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal">
<span style="font-size: large;">Desi se spune ca
invatamantul este gratuit, noi parintii suntem fortati de sistem sa cumparam
manuale si auxiliare la fiecare inceput de an. Toata lumea stie acest lucru,
dar cei de la Ministerul Educatiei continua cu ipocrizie sa faca schimbari in
sistem numai de dragul de a schimba ceva, fara sa fie pregatiti pentru schimbarea
pe care o doresc. Daca manuale si auxiliare cumparam, pentru ca nu avem
incotro, in privinta dotarii laboratoarelor este mai complicat, desi daca facem
un efort de memorie, inainte de “cazul Blandu” se strangeau 40 lei/semestru
/elev sub titlul “Fondul scolii” pentru care nu primeam chitanta, daca va mai
amintiti, erau doar niste tabele. Daca facem o mica operatie de aritmetica,
adica 40 lei x 2(semestre) x 1000 elevi (aproximativ)=80.000 lei/an. Eu cred ca
aceasta suma anuala ar fi ajutat foarte mult la dotarea laboratoarelor daca ar
fi fost folosita in acest scop. Familia Marculescu a avut nesimtirea crasa sa
intrebe conducerea scolii Maria Rosetti si Asociatia de Parinti a scolii Maria
Rosetti in ce mod s-au cheltuit acesti bani. Raspunsul primit in scris a fost
ca nici scoala si nici asociatia nu au strans fonduri. No comment!</span></div>
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<span style="font-family: "calibri" , sans-serif; line-height: 107%;">Grupul
de parinti imi spune ca “prin astfel de actiuni este anihilata componenta
proactiva a doamnei, iar implicarea dumneaei in procesul de educatie a copiilor
nostri este limitata / cenzurata”. Nu inteleg de ce limitez sau cenzurez eu
implicarea doamnei invatatoare in educatia copiilor nostri? Poate pentru ca am indraznit sa spun ca este prea mult pentru acesti copii, ce au deja o programa incarcata, sa le predea si inecuatiile (nu exista inecuatii in programa clasei a III-a), sau poate pentru ca i-am spus doamnei invatatoare sa nu mai dea teme din materia pe care n-a predat-o (a se vedea tema de la ortograme sau impartiri la matematica fara a se preda regula impartirii), sau pentru ca nu sunt de acord cu faptul ca in pauza copiii erau inchisi in clasa, sau nu sunt de acord cu faptul ca doamna invatatoare isi aducea propriii copii in clasa in timpul orelor, deranjand ora de curs a copiilor nostri, sau pentru ca am indraznit sa intreb pentru ce a fost pedepsit fiul meu privandu-l de ora de educatie fizica sau poate pentru ca am facut tot posibilul (desi nu e asa) ca fiul meu sa nu mai fie batut la scoala de colegul sau.</span></span><br />
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<span style="font-size: large;">Ce inseamna din punctul dumneavoastra de vedere “partea
constructiva si proactiva”? Este oare o solutie aceea de a strange bani si a
cumpara manuale si auxiliare, uniforme si diverse alte lucruri pentru dotarea
clasei? In asta se rezuma imbunatatirea sistemului ? Noi dam niste bani si ne-am salvat copiii.
Dar ce se intampla cu acei copii ai caror parinti nu au posibilitati financiare
ca noi? Au si ei dreptul la educatie. De ce sa nu gandim mai departe? Suntem cu
totii de acord ca sistemul nu este bun, dar nu facem altceva decat sa
intretinem tarele lui. </span><span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Dragi parinti, din pacate eu numai atat am reusit sa fac, sa
scriu pe un blog, dar va doresc dumneavoastra succes in “lupta " cu sistemul si
sper ca dumneavoastra sa faceti mai mult decat am facut eu.</span></div>
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-32688348229134943112016-05-28T16:51:00.000+03:002016-05-28T16:51:47.405+03:00"Puscaria" de la scoala Maria Rosetti nu s-a terminat<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">Dupa cum am mai povestit intr-un articol, mai demult, elevii de la clasa a II -a B de la scoala Maria Rosetti se duceau la scoala sa invete, dar se simteau ca la puscarie deoarece nu aveau voie sa iasa in timpul pauzei pe hol decat daca aveau nevoie la toaleta. </span><br />
<span style="font-size: small;"><a class="OJTUNIC-F-i" href="https://www.blogger.com/blogger.g?blogID=3579015301446249658#editor/target=post;postID=1799065560708116675;onPublishedMenu=posts;onClosedMenu=posts;postNum=22;src=postname">SCOALA -PUSCARIE PENTRU ELEVII CLASEI A II-A B DE LA SCOALA MARIA ROSETTI</a></span><br />
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<span style="font-size: small;">Acum, in clasa a III-a, au voie sa iasa pe hol, dar numai in dreptul clasei lor. Acum vreo doua saptamani doi baieti au avut "curajul" sa mearga din timpul pauzei in fata salii de sport pentru ca aveau ora de Educatie Fizica. Stateau de vorba in fata salii de sport, cand "i-a prins" doamna invatatoare Rodica Voicu Vulcanean. Dupa ce i-a certat, a vorbit cu profesorul de sport si, drept pedeapsa, nu i-a mai lasat sa participe la ora de Educatie Fizica. Pai, n-am inteles ce a facut. Am intrebat copilul cu ce a gresit si mi-a raspuns ca trebuia sa astepte in clasa pana se suna si apoi sa coboare cu totii catre sala de sport. Si daca era din timpul pauzei in fata salii de sport, care-i problema? Coborau impreuna cu doamna invatatoare catre sala de sport? Nu, doamna sta la cancelarie. Atunci, care-i problema? Problema este ca doamna invatatoare Rodica Voicu Vulcanean are vocatie, este un bun pedagog, este un om corect, ce trateaza in mod egal toti copiii pe care cu drag ii educa. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK38ZtlEQMBhsa356gsha40KTQ8MzvsuJxfucH7aFy1w6QwSp5t2XAOUYc3w-K6VlitXltzkki4fSaL3k1TaWWsHTi3VlnYwNnlrzOONGkrYADm0MeJ5naMu7u7AMFoIUfX8DIdrV0JEs/s1600/bad+boys.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK38ZtlEQMBhsa356gsha40KTQ8MzvsuJxfucH7aFy1w6QwSp5t2XAOUYc3w-K6VlitXltzkki4fSaL3k1TaWWsHTi3VlnYwNnlrzOONGkrYADm0MeJ5naMu7u7AMFoIUfX8DIdrV0JEs/s1600/bad+boys.jpg" /></a></div>
<span style="font-size: small;">Dupa ce ca orele de sport sunt atat de putine, doamna invatatoare ii pedepseste si ii priveaza de ora de sport. Ora de sport inseamna sanatate pentru acesti copii care sunt obisnuiti sa stea pe scaun aproape toata ziua ( la scoala, acasa la lectii, in masina, etc.). Nu m-am lamurit inca conform carui regulament a aplicat doamna invatatoare aceasta pedeapsa. Dar astept raspuns in scris de la directiunea scolii.</span><br />
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<span style="font-size: small;">Dupa acest mic incident, la vreo doua zile, patru baieti din clasa doamnei invatatoare Rodica Voicu Vulcanean au avut din nou "curajul" sa coboare pe holul de la etajul 1, ei avand clasa la etajul 2, in timpul pauzei. Din nou au avut ghinionul sa fie prinsi de catre doamna invatatoare care i-a dus la cabinetul directorului scolii, unde a intrat numai dansa. Bineinteles ca au fost certati pentru "infractiunea" comisa.</span></div>
<span style="font-size: small;">Conform ROFUIP 2015 art 31 <b>"</b><span style="font-family: "Times New Roman",serif; line-height: 107%;"><b>Personalul
din invatamantul
preuniversitar are obligatia de a veghea la siguranta elevilor, in
incinta
unitatii de invatamant..</b>..."deci doamna invatatoare Rodica Voicu
Vulcanean ar trebui sa se certe singura si sa se prezinte in fata
directorului scolii pentru a raspunde in legatura cu articolul citat mai
sus.</span> </span><br />
<span style="font-size: small;"> <span style="font-family: "Times New Roman",serif; line-height: 107%;">
I-as recomanda doamnei invatatoare Rodica Voicu Vulcanean sa inceapa
educatia cu propriii copii care umbla prin toata scoala nestingheriti
si, culmea, daca ii intalnesc pe copiii de la clasa mamei, ii ameninta ca
ii vor spune mamei ca nu sunt pe holul din dreptul clasei lor sau le
spun copiilor ca n-au voie in acea zona. Dar ei au voie? Ei da, pentru
ca sunt copiii "doamnei". Acesti copii veneau si in
timpul orelor de curs in clasa mamei lor, chiar daca nu erau elevii
acelei clase, dar ei aveau religie, ora la care nu participau, dar
deranjau clasa la care preda mama lor. In schimb, daca un copil din
clasa a III-a B intarzie la prima ora este lasat pe hol toata ora, ceea
ce contravine regulamentului scolar. </span></span><br />
<span style="font-size: small;"><span style="font-family: "Times New Roman",serif; line-height: 107%;">Acesti "invatatori" doresc ca elevii lor sa stea in banca nemiscati incepand cu prima ora de curs si pana la ultima, inclusiv pauzele. Ei bine, nu se poate. Sunt copii! Hai sa ne amintim cum eram noi la varsta lor! </span></span><br />
<span style="font-size: large;"><b><span style="font-family: "Times New Roman",serif; line-height: 107%;">Este scoala o puscarie pentru acesti copii?? Micii "infractori" trebuie pedepsiti??</span></b></span><br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-33589563186715078392016-05-24T21:44:00.001+03:002016-05-24T21:44:20.162+03:00"MULTUMIRI"<div dir="ltr" style="text-align: left;" trbidi="on">
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"MULTUMIM" din inima domnului ministru Curaj si echipei de la Ministerul Educatiei Nationale pentru curajul pe care l-au avut de a trimite in scoli manualele pentru clasa a III-a cu o luna inainte de terminarea anului scolar. </h3>
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Aceasta generatie este una sacrificata, este o generatie a schimbarii. Schimbarea a aparut din primul an de scoala, de la clasa 0, clasa ce a fost pentru prima data constituita, fara experienta din partea invatatorului si bineinteles fara manuale.<br />
Noi, parintii, am cumparat manuale si caiete auxiliare incepand cu clasa 0. Nu a fost de ajuns introducerea clasei 0, pentru aceasta generatie, capetele luminate de la MEN au schimbat si programa pentru limba romana si matematica si bineinteles manualele vechi nu se mai potriveau. Dupa cum se stie au fost probleme la licitatie si parintii au fost nevoiti sa cumpere din nou manuale si caiete auxiliare. Ajunsi cu greu in clasa a III-a am cumparat din nou manuale si auxiliare deoarece n-am primit manuale de la scoala, iar copiii au trebuit sa invete dupa ceva. In toamna intram in clasa a IV-a si sunt sigura ca nu vom avea manuale si va trebui sa cumparam. Dar, ne-am obisnuit ca in fiecare an, (de 4 ani facem acelasi lucru) la prima sedinta a clasei sa comandam manuale si caiete auxiliare, ce costa aproximativ 150 lei/copil.<b> </b><br />
<b>DAR INVATAMANTUL OBLIGATORIU IN ROMANIA ESTE GRATUIT, NU-I ASA DOMNILOR MINISTRI AI EDUCATIEI??</b><br />
<b>DOMNILOR MINISTRI AI EDUCATIEI DE CE NU ELABORATI <u>UN SINGUR MANUAL</u> SI LASATI LA MANA UNUI INVATATOR SAU PROFESOR SI A UNOR EDITURI SA FACA CE VOR CU EDUCATIA COPIILOR NOSTRI??</b><br />
O sa va raspund tot eu la aceasta intrebare. Aveti interese sa intretineti in scoli aceasta mafie a manualelor si a culegerilor auxiliare. Scolile au devenit adevarate librarii, iar profesorii si invatatorii agenti de vanzare pentru anumite edituri. Vreti sa pastrati aceasta situatie pentru ca profesorii si invatatorii sa-si rotunjeasca veniturile obligand practic parintii sa cumpere aceste carti.<br />
<b></b>In afara faptului ca la inceputul fiecarui an suntem obligati sa cumparam aceste carti, mai exista si <b>"Clubul de lectura". </b>Cand am auzit prima data aceste cuvinte m-am gandit la un club in care copiii citesc ceva si apoi discuta despre ceea ce au citit. Dar nu, este de fapt o alta forma de vanzare a cartilor prin intermediul invatatorilor.<br />
In concluzie, rog pe cei ce iau decizii in privinta educatiei sa puna in aplicare ceea ce gandesc atunci cand au si manuale si profesori sau invatatori pregatiti si sa nu uite ca <u><b>INVATATMANTUL OBLIGATORIU ESTE GRATUIT.</b></u><br />
<u><b>NU NE MAI OBLIGATI SA CUMPARAM MANUALE SI CULEGERI AUXILIARE!</b></u><br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-1981379224396030072016-03-05T16:34:00.000+02:002016-03-05T16:34:02.929+02:00INECUATII IN CLASA A III-A ????<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV-L0zxdN8b4xPiiB5tQA4IzdNTjURmeTCXVt8zflttHI9NEhk9W9TR64zHROdS4ZavUF14J1YUVPh5OLIuf84Bc7OPjYbViDGdkUGtr9DqTT2xIOPuhqrFWQh7JbdUKLMNVH0C8lR8JU/s1600/2016-03-04-080741.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV-L0zxdN8b4xPiiB5tQA4IzdNTjURmeTCXVt8zflttHI9NEhk9W9TR64zHROdS4ZavUF14J1YUVPh5OLIuf84Bc7OPjYbViDGdkUGtr9DqTT2xIOPuhqrFWQh7JbdUKLMNVH0C8lR8JU/s400/2016-03-04-080741.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">poza culegere cu inecuatii</td></tr>
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Am ramas uimita cand am vazut tema pentru acasa a fiului meu, elev in clasa a III-a la doamna invatatoare Rodica Voicu Vulcanean. M-am uitat si in caietul de clasa al copilului sa vad daca le-a aratat cum se fac aceste inecuatii, pentru ca de multe ori am constatat ca primesc ca tema pentru acasa exercitii pe care nu stiu sa le faca deoarece nu s-a predat in clasa. Dar DA, doamna are vocatie! Asa mi-a spus un parinte intr-un e-mail. Si, uite asa noi, parintii sau bunicii, ne apucam sa le explicam ceea ce nu s-a predat sau ceea ce nu s-a inteles in clasa. Dar oare e bine ce facem? Poate eu nu explic bine sau poate eu explic intr-un fel si doamna explica in alt fel si zapacim copiii. Dar avem alta varianta? Eu cred ca nu.<br />
Dar DA, doamna are vocatie! De aceea, dupa ce explica ceva ii intreaba pe copii daca au inteles, iar ei raspund in cor "DAAAAA"!. Cred ca le este rusine sa spuna ca n-au inteles. Daca cumva unul mai curajos spune ca n-a inteles doamna ii raspunde ca nu a fost atent si de aceea nu a inteles. Ati observat ca niciodata profesorul nu este de vina, ci doar elevul, pentru ca el nu este atent, nu invata, nu-si face temele, etc?(nu contest ca exista si astfel de cazuri ).<br />
Sa revenim la inecuatii. M-am uitat in caietul copilului si am vazut o inecuatie rezolvata in multimea numerelor naturale N. L-am intrebat daca a inteles si mi-a spus ca nu si am incercat sa-i explic si eu, dar mi-am dat seama ca nu intelege si am renuntat. M-am uitat in programa scolara de matematica pentru clasa a III-a sa vad daca exista. Dar nu, nu exista. Trebuie sa precizez ca fiul meu face parte din prima generatie de copii care a avut parte de schimbari de programa scolara si MEN nu a reusit nici pana acum sa editeze manuale scolare conforme cu programa modificata. In consecinta lucram dupa niste culegeri cumparate de catre noi, parintii.<br />
La consultatii, doamna invatatoare Rodica Voicu Vulcanean a evitat sa-mi raspunda la intrebarea daca aceste inecuatii sunt sau nu in programa scolara. La insistentele mele, mi-a spus ca invatatorul are dreptul sa depaseasca materia din programa scolara cu un procent de 20 %. Nu stiu daca este adevarat sau nu, dar consider ca aceste exercitii depasesc puterea de intelegere a unor <b><u>copii normali </u></b>in varsta de 9-10 ani. Ce-ar fi sa predam si ecuatia de gradul II? <br />
Daca doamna invatatoare considera ca a ridicat nivelul clasei facand aceste tipuri de exercitii se inseala. Cel putin din punctul meu de vedere. Sunt curioasa sa stiu cati din cei 30 de copii au inteles aceste exercitii.<br />
Eu cred ca programa scolara la matematica este deja foarte incarcata (inmultiri, impartiri, fractii, ecuatii, probleme care se rezolva prin metaoda grafica-unele exercitii se faceau in clasa a IV -a dupa programa veche) pentru a o mai incarca si cu alte elemente destul de complicate pentru niste copii normali. Este mai important sa invatam sa facem cateva inmultiri si impartiri, adunari si scaderi, ce nu depasesc materia din programa scolara decat sa incercam sa aratam ca suntem niste genii care rezolva inecuatii. Altfel, o sa-i pierdem.<br />
Dar, DA, doamna are vocatie nu-i asa??<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXSdqSxdMfkVYJ9jcoBBpOhy3PKyNphJ3slFtLJ3ZxL_vgfusKccL71s_cky6vw86VRs_UqmvH8kVqgHDfpsx47NfUYUAMwOKw4qpIAyQqvDhIAxJA_8sAOg32d3vVmWazWNoGbL9rIU/s1600/2016-03-04-080903.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXSdqSxdMfkVYJ9jcoBBpOhy3PKyNphJ3slFtLJ3ZxL_vgfusKccL71s_cky6vw86VRs_UqmvH8kVqgHDfpsx47NfUYUAMwOKw4qpIAyQqvDhIAxJA_8sAOg32d3vVmWazWNoGbL9rIU/s320/2016-03-04-080903.jpg" width="320" /></a>Am fotografiat 2 exercitii din culegerea de matematica dupa care se lucreaza in clasa. Prima poza contine niste inecuatii de gradul I cu rezolvare in multimea numerelor naturale. A doua poza contine un exercitiu greu, dupa parerea mea, care nu este potrivit unui copil de 9-10 ani. Va invit sa rezolvati acest exercitiu! Succes!!</div>
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-29225813534746694632016-01-03T12:37:00.002+02:002016-01-03T19:02:29.240+02:00UNIFORMA SCOLARA -NOUL PROIECT DE LEGE AL DEPUTATILOR<div dir="ltr" style="text-align: left;" trbidi="on">
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Noua propunere legislativa vizeaza elevii din invatatmantul prescolar si preuniversitar de stat si privat ce ar putea fi obligati sa poarte uniforme, vine din partea a 13 deputati. In expunerea lor de motive gasim si :<br />
-"prevenirea si combaterea violentei in scoli"<br />
-"impunerea unei anumite discipline, respect si bun gust"<br />
-"evitarea discriminarii dintre elevii saraci si cei care provin din familii instarite"<br />
- "menţinerea
decenţei, evitându-se situaţiile în care fetiţele care poartă fuste
scurte atrag privirile băieţilor din clasă sau din şcoală".<br />
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Dupa parerea mea acest proiect va legifera hotia deja existenta. Stim cu totii ca vanzarea de uniforme, manuale scolare, auxiliare si altele prin scoli, atrage dupa sine aparitia unor comisioane. Introducerea obligativitatii purtarii uniformelor scolare in invatamantul preuniversitar le va da cadrelor didactice si directorului scolii dreptul de a obliga parintii sa cumpere aceste uniforme care nu sunt ieftine (aprox 300-400 lei/uniforma). Odata cu votarea acestei legi directorii de scoli /gradinite vor incheia contracte cu diverse firme de croitorie, iar noi parintii vom fi obligati sa cumparam aceste uniforme la preturile pe care le impun ei. De multe ori aceste preturi sunt mai mari decat la marile magazine de haine. Va atasez o poza cu preturi pentru uniforme pe care le practica o firma de croitorie cu care lucreaza scoala in care invata copiii mei.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivH3YdvYckqEMEXMuOw8FAnkS1dNJCEQp5LWMtDdLECOkz9kQdT5FOWJXZp9BojME_zPcaLloN6ySdMtxPkOpcVacMfT2IaVMUaV3imrKMIlMeaZ12K9MmGXGRJG6gJoTP9UVoSUzKrHs/s1600/formular+uniforma.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivH3YdvYckqEMEXMuOw8FAnkS1dNJCEQp5LWMtDdLECOkz9kQdT5FOWJXZp9BojME_zPcaLloN6ySdMtxPkOpcVacMfT2IaVMUaV3imrKMIlMeaZ12K9MmGXGRJG6gJoTP9UVoSUzKrHs/s640/formular+uniforma.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">formular comanda uniforma la firma de croitorie</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Dupa cum se observa, pe acest formular apare si numele invatatorului. Oare de ce?<br />
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Dar hai sa ne gandim de cate ori vom cumpara uniforma pentru ca, din fericire, copiii nostri mai si cresc. Macar o data la 2 ani vom cumpara o alta uniforma. Deci, de cel putin de 6 ori vom cumpara uniforma pentru un copil in decursul a 12 ani de scoala. O adevarata afacere nu-i asa? Am uitat sa adaug si anii de gradinita. Ca sa nu mai vorbim ca acesti copii au aceleasi haine si pe perioada de vara si pe perioada de iarna. Pantalonii la baieti si fusta sau sarafanul le fete raman neschimbate indiferent de anotimp. As dori sa-i intreb pe domnii deputati daca ei poarta aceleasi haine si vara si iarna?<br />
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Un alt "beneficiu" invocat de parlamentari este "aspectul uniform al
clasei prin faptul că elevii poartă acelaşi model şi culoare indiferent
de sex".As dori sa le spun domnilor parlamentari ca oamenii sunt diferiti, nu toti suntem la fel, iar o uniforma scolara nu ne va "nivela" ca pe vremea fostului dictator Ceausescu. <br />
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Eu am invatat pe vremea lui Ceausescu si urasc acea uniforma pe care o purtam mereu si vara si iarna.<br />
Constrangerile care existau atunci in privinta uniformei si a altor lucruri nu ne-au facut pe noi nici mai destepti si nici mai decenti. <br />
Sa-i lasam pe copiii nostri sa-si exprime creativitatea si libertatea in privinta alegerii hainelor si a altor lucruri . Sunt alta generatie si trebuie sa-i intelegem asa cum sunt. Intr-adevar trebuie sa-i invatam sa fie decenti si sa-i facem sa inteleaga ca la scoala nu te imbraci ca la discoteca. Aici intervine rolul parintilor.<br />
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In privinta faptului ca "fetiţele care poartă fuste
scurte atrag privirile băieţilor" as dori sa le spun domnilor deputati ca si uniforma se poate scurta. Daca avem o uniforma nu este obligatoriu sa fie si decenta. <br />
Sunt uimita de cat de grijulii sunt deputatii nostri in legatura cu faptul ca unii cetateni sunt mai instariti decat altii, iar cei instariti isi permit sa le ofere conditii deosebite copiilor lor, iar uniforma va atenua aceasta discrepanta. Este o realitate faptul ca exista cetateni mai instariti decat altii, dar uniforma nu va atenua discrepanta dintre copii. Chiar daca vor avea aceeasi uniforma, unii copii au alte tipuri de telefoane, sunt adusi la scoala cu alt fel de masina, iar la scoala unii dintre ei au un regim special. Asta este! Este bine sa ne obisnuim cu aceasta realitate. Se intalneste mai ales la adulti si trebuie sa-i obisnuim pe copii de mici ca unii oameni au mai multe drepturi decat altii.<br />
<br />
In concluzie, eu nu sunt de acord cu introducerea obligativitatii purtarii uniformei de catre elevi. Cum am spus si mai sus, acest proiect va LEGIFERA HOTIA DEJA EXISTENTA IN SCOLI. Eu cred ca in sistemul de invatamant exista probleme mult mai mari si mai grave decat aceasta problema a uniformelor. Domnilor deputati , hai sa aruncam o privire peste programele scolare, hai sa imbunatatim rata de promovabilitate la bacalaureat, hai sa imbunatatim manualele scolare, etc.<br />
Copilul meu este in clasa a III-a si incepand cu grupa pregatitoare am cumparat in fiecare an manuale si auxiliare pentru ca Ministerul Educatiei nu a reusit nici pana acum sa termine licitatia si sa editeze acele manuale. La anul , in clasa a IV-a, vom avea aceeasi problema. Sunt milioane de parinti in aceasta situatie, in fiecare an cumparam pentru copiii nostri manuale si auxiliare. In fiecare an, platim pentru fondul clasei si o perioada lunga de timp am platit si fondul scolii. Oare va trebui sa platim si pentru uniforme?? Eu sper ca nu.<br />
Cat este de legal faptul ca eu, ca parinte, sunt <b>obligat </b>sa cumpar de la o anumita firma aceasta uniforma ?? Nu am posibilitatea de a alege. Si daca nu doresc sa fac acest lucru? Imi veti da afara copilul din scoala?<br />
<b>Mai are cineva tupeul sa spuna ca invatamantul de stat din Romania este gratuit?</b><br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-52965514215430058932015-12-06T14:41:00.001+02:002015-12-06T14:41:49.787+02:00OFERTA EDUCATIOANALA A SCOLII MARIA ROSETTI -BUCURESTI-<div dir="ltr" style="text-align: left;" trbidi="on">
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Inainte de a inscrie un copil la o scoala parintii se intereseaza pe diverse cai, de cat de "buna" este o scoala sau alta. Numai ca daca intrati, spre exemplu, pe pagina de internet a scolii Maria Rosetti veti gasi informatii eronate despre facilitatile si programele educationale pe care le ofera scoala. Haideti sa le luam pe rand:<br />
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<a href="http://www.sgmr.ro/scoala/facilitati/" target="_blank">http://www.sgmr.ro/scoala/facilitati/</a><br />
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<b>"Clase</b><br />
Cele 31 sali de clase sunt echipate corespunzator actului educational.
Clasele sunt dotate cu tabla de sticla si cu videoproiectoare."<br />
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Da, exista videoproiectoare, dar cumparate pe banii parintilor. Daca cumva se vor defecta sa stiti ca sunteti buni de plata.<br />
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<br />
<b>"Laboratoare</b><br />
Laboratorul de fizica si laboratorul de chimie-biologie sunt dotate
corespunzator, cu aparatura TIC, videoproiector, mulaje, etc."<br />
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Exista niste laboratoare de fizica si chimie, dar prost dotate, din pacate. Copilul meu, acum in clasa a VIII-a, a fost o singura data la laboratorul de chimie, ora la care s-au predat regulile de protectia muncii in laborator. Culmea ironiei ! Dupa aceea chimia s-a predat numai pe tabla. Daca am indraznit sa intreb de ce nu se face chimia in laborator doamna directoare mi-a raspuns ca laboratorul de chimie nu este ca cel in care noi am invatat. De aceea nu vedeti poze pe site-ul scolii cu laboaratoare, ci numai cu clase.<br />
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<b>"Cabinete</b><br />
Scoala dispune de 2 cabinete (de informatica si media) dotate cu
computere PC, TV si video. De asemenea, dispune de spatii adecvate
pentru AEL, religie si limbi straine."<br />
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Exista un cabinet dotat cu calculatoare, dar din pacate nu se foloseste. Nu stiu motivul.<br />
<br />
<b>"Cabinet medical</b><br />
In fiecare zi cabinetul medical ofera asistenta medicala celor care o
solicita. Asistenta medicala si medicul examineaza si dau ajutor medical
eficient. Ei ii incurajeaza pe elevi sa vorbeasca despre problemele lor
si ii sfatuiesc cu profesionalism. (<a class="to_modal" href="http://www.sgmr.ro/?schedule=program-cabinet-medical">vezi program</a>)"<br />
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<h3>
Program cabinet medical</h3>
<table class="table table-striped table-bordered"><tbody>
<tr>
<th>Luni</th>
<th>Marti</th>
<th>Miercuri</th>
<th>Joi</th>
<th>Vineri</th>
</tr>
<tr>
<td style="text-align: center;">-</td>
<td style="text-align: center;">-</td>
<td>08:00 – 15:00</td>
<td style="text-align: center;">11:00 – 19:00</td>
<td style="text-align: center;">-</td></tr>
</tbody></table>
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Pe site ni se spune ca asistenta medicala este in fiecare zi, apoi daca ne uitam la "vezi program" constatam ca avem asistenta medicala doar miercuri si joi intre anumite ore. Si, in completare va pot spune eu, din proprie experienta ca nu intodeauna se respecta acest program. Da, cateodata domnul doctor are o treaba foarte importanta, face inventar la aspirine si nu poate sa vina la program. Domnul doctor vine cand doreste dansul si vorbeste cum doreste dansul, ca doar este "doctor", iar noi parintii trebuie sa fim umili si plecati in fata lui. Daca nu, ne pedepseste cu faptul ca nu-si pune <b>importanta</b> viza pe scutirea medicala a copilului. Asa, pentru ca nu vrea el! <br />
<div class="modal-body">
<div class="post postPage" id="post-1190">
<div class="entry">
<table class="table table-striped table-bordered"><tbody>
<tr><th><br /></th><th><br /></th><th><br /></th><th><br /></th><th>Si, acum sa ne uitam si la oferta educationala</th></tr>
</tbody></table>
<table class="table table-striped table-bordered"><tbody>
<tr><th><h2 class="subTitle colapsingTrigger currentTrigger">
"Oferta educationala</h2>
• Comunicarea prompta, zilnica a rezultatelor evaluarilor, a absentelor
si a observatiilor profesorilor catre parintii fiecarui elev<br />
• Programe de pregatire intensive pentru elevii capabili de performante
inalte pentru Olimpiadele si Concursurile Nationale si Internationale<br />
• Programe de pregatire suplimentara pentru elevii cu progres scolar lent<br />
• Activitati extrascolare (excursii, proiecte educationale, vizite la muzee, tabere, etc)<br />
• Grija si siguranta"</th></tr>
<tr><td style="text-align: center;"><br /></td><td style="text-align: center;"><br /></td><td><br /></td><td style="text-align: center;"><br /></td><td style="text-align: center;"><br /></td>
</tr>
</tbody>
</table>
<br /></div>
</div>
</div>
In legatura cu comunicarea prompta, zilnica a rezultatelor evaluarilor sau a altor informatii, este doar pe hartie. Mult timp am rugat sa-mi trimita testele copilului pentru a le putea vedea si am reusit foarte tarziu, dupa ani de zile. Pentru a vedea un test al copilului trebuia sa ma duc la scoala, programandu-ma in prealabil la profesoara respectiva. Este imposibil sa vezi toate testele copilului in aceste conditii. Si sa nu mai vorbim ca unele profesoare nu vor sa discute sau sa trimita informatii prin e- mail, vor sa te prezinti la consultatii. <br />
In legatura cu programele de pregatire pentru olimpiade sau pentru pregatirea suplimentara pentru elevii cu progres scolar lent, eu n-am auzit. Sunt doar pe hartie, hartia suporta orice.<br />
Activitatile extrascolare se desfasoara cu greu, mai ales dupa scandalul cu invatatoarea spagara. Foarte greu reusim sa ducem copiii undeva in timpul programului "Scoala Altfel". <br />
In ce priveste "Grija si siguranta" cu care sunt inconjurati acesti copii, vreau sa va spun ca fiul meu a fost batut de un alt coleg in primul an de scoala, la clasa pregatitoare, iar doamna invatatoare n-a facut altceva decat sa cheme parintii acelui copil la scoala si sa mi se planga ca ea a facut tot ce a putut.<br />
<br />
Oferta educationala a scolilor trebuie sa fie una cinstita si corecta. Parintii trebuie sa fie corect informati asupra scolilor, pentru a putea alege in cunostinta de cauza pentru copilul lor. <br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-44941640039039360462015-11-14T17:13:00.001+02:002015-11-14T17:13:39.267+02:00APEL CATRE DOAMNA INVATATOARE RODICA VOICU VULCANEAN DE LA SCOALA MARIA ROSETTI BUCURESTI<div dir="ltr" style="text-align: left;" trbidi="on">
DE LA UN PARINTE REVOLTAT<br />
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Avand in vedere ca doamna invatatoare Rodica Voicu Vulcanean de la scoala Maria Rosetti din Bucuresti are niste metode ciudate de predare si educare a copiilor nostri, din punctul meu de vedere, doresc sa fac acest apel, pe aceasta cale, pentru remedierea unor probleme pe care le voi enumera mai jos:<br />
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1) CORELAREA TEMELOR CU MATERIA PREDATA - Nu de putine ori s-a intamplat ca doamna invatatoare sa dea teme care necesitau informatii pe care copiii nu le-au primit in clasa. De exemplu, la matematica au primit 72:3=? desi nu au invatat regula de impartire. Doamna invatatoare a spus ca trebuiau sa faca acest calcul prin scadere repetata, adica sa faca 72-3-3-3-3.....de 24 de ori. Un alt exemplu este la limba romana unde copiii au primit ca tema alegerea variantei corecte a ortogramelor va/v-a, la/l-a, i-au/iau, ia/i-a desi nu li se predase decat orograma ia/i-a. Intreband-o pe doamna invatatoare care a fost logica pentru o asemenea tema mi-a raspuns : <u><b>"asa am vrut eu", </b></u>un raspuns foarte logic, de altfel. <br />
2) GALAGIE IN CLASA- De multe ori copilul meu s-a plans de galagia din clasa si de faptul ca datorita acestui lucru nu aude ce spune doamna invatatoare. Aceasta doamna invatatoare nu este capabila sa faca liniste in clasa.<br />
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3) ORELE DE CURS CA LA INSPECTIE- Oare de ce orele de curs din fiecare zi difera foarte mult de cele in care avem inspectie. De ce modul de predare difera daca avem un inspector in clasa? Invatatoarea preda pentru inspector sau pentru copii? Grea intrebare.<br />
4) PRINCIPIUL EGALITATII- Toti copiii sunt egali in fata doamnei invatatoare. Desi nu recunoaste, exista simpatii si antipatii. Invatatorul ar trebui sa se comporte la fel fata de toti copiii. Chiar daca esti certat cu parintele sau nu a dat bani pentru fondul clasei pentru ca nu are, copilul nu are nicio vina. Copilul are dreptul la educatie.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHfwy4QVUmrx1AN_dHJ8UaaA1OQbge42rxT8ZAJOEFdZ0sv-M3HeSkZ0XnuQ27qHf3vma_GJMKO7KGLb2yDEJ1MlFTEJNiSOJSEggR0RTghIy0hDFJYIQXV14uO3T80TwTE8KPQQfvXSY/s1600/formular+uniforma.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHfwy4QVUmrx1AN_dHJ8UaaA1OQbge42rxT8ZAJOEFdZ0sv-M3HeSkZ0XnuQ27qHf3vma_GJMKO7KGLb2yDEJ1MlFTEJNiSOJSEggR0RTghIy0hDFJYIQXV14uO3T80TwTE8KPQQfvXSY/s400/formular+uniforma.png" width="400" /></a>5) ELIMINAREA UNIFORMELOR SCOLARE SAU IMPUNEREA UNEI UNIFORME NU SI A UNUI FURNIZOR DE UNIFORME-Desi scoala nu mai are contract cu croitoria cu pricina, doamna invatatoare tine foarte mult la uniforma scolara si chiar regulamentul scolar al scolii impune acest lucru. Nimeni nu se gandeste la faptul ca poate unii parinti nu au bani sau nu vor sa dea acesti bani pentru uniforma. In poza alaturata avem cateva preturi de la aceasta croitorie.<br />
Daca facem o mica socoteala pentru un baiat, o uniforma costa 270 lei (sacou+vesta+pantaloni+ecuson). Dupa cum vedeti n-am pus camasa si daca doriti si 2 camasi se ajunge la 400 lei. Pentru o fata se ajunge la 215 lei fara camasi. (sarafan+pantaloni+ecuson). Mai ieftine sunt la Mall.<br />
Nu inteleg insistenta doamnei invatatoare de a impune cu strictete aceasta uniforma. Desi avea pantaloni de uniforma de la aceasta croitorie, dar o alta nuanta (materialul difera putin de la an la an) copilul meu a primit observatie.<br />
Daca ne uitam atent pe aceasta oferta pe care trebuie sa o completeze parintii, apare si numele invatatorului care trebuie completat. <u><b>Oare de ce?</b></u><br />
6) RESPECTAREA PAUZELOR- Doamna invatatoare nu respecta pauzele elevilor. Desi este stipulat si in regulamentul scolar la articolul 23 litera o) la Obligatiile cadrelor didactice:<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<b><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">"o.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Să
nu întârzie la ore și nici să nu rețină elevii din pauza regulamentară."</span></b></div>
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<b><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> </span></b><span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Acest lucru s-a intamplat de multe ori si este o forma de pedeapsa pentru elevi. Se intampla si dupa ce se termina cursurile sa nu-i lase sa plece pe copii, stiind ca afara parintii si bunicii ii asteapta, chiar daca este soare, chiar daca este frig si ploaie. Consider acest lucru o lipsa de respect si la adresa parintilor si bunicilor care stau afara si asteapta ca o invatatoare sa lase copiii sa plece la terminarea orelor de curs conform unui program bine stabilit. </span></div>
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<span style="mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> Nu voi inceta sa spun aceste lucruri care ma deranjeaza si poate si pe alti parinti, desi sunt unii care spun ca doamna invatatoare Rodica Voicu Vulcanean este foarte buna si are si vocatie. Oare unde este vocatia si dragostea pentru copii, ca pana acum nu le-am observat ? </span></div>
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-11207826496332179832015-11-14T14:10:00.000+02:002015-11-14T18:17:28.454+02:00CONTRACTUL EDUCATIONAL<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjr8Kh7gKWY6BjqsYqWOzjcy98qi5-JHZtv5qf_lfzxc4s_yhnsHgNQbqIeqvEYTXUe06PY3yQU9E1aGscy3fSY4x4StzuWCyBwel8ihjWZAlIkOrHRLd3TtXuTcaRFhLR8g7chx3awJo/s1600/poza+contract.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjr8Kh7gKWY6BjqsYqWOzjcy98qi5-JHZtv5qf_lfzxc4s_yhnsHgNQbqIeqvEYTXUe06PY3yQU9E1aGscy3fSY4x4StzuWCyBwel8ihjWZAlIkOrHRLd3TtXuTcaRFhLR8g7chx3awJo/s1600/poza+contract.jpg" /></a>Conform ROFUIP 2014 scoala incheie un contract educational cu parintele/tutorele elevului in care sunt inscrise drepturile si obligatiile partilor. Modelul acestui contract se regaseste in anexa 2 a ROFUIP 2014 si articolele din regulament care vorbesc despre acest contract se gasesc la capitolul 6 art. 256-258.<a href="http://www.edu.ro/index.php/articles/22583" target="_blank">regulamentul ROFUIP 2014</a><br />
Scoala in care invata copiii mei a preluat in totalitate modelul propus de cei de la minister.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHAFnR6JDSwMZAzl9SoEYTV9XQ3RNkGFlS3fbCi36YtlSqsHZobH64KSyJdrh45ZmQZsfMCW07qH2ot_Tb0Ew-iEdaVDfPDIByJKJgbukmFlDwb8zVrKD8kxweB1teczmGXvMeDJFGy2g/s1600/extinctor.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHAFnR6JDSwMZAzl9SoEYTV9XQ3RNkGFlS3fbCi36YtlSqsHZobH64KSyJdrh45ZmQZsfMCW07qH2ot_Tb0Ew-iEdaVDfPDIByJKJgbukmFlDwb8zVrKD8kxweB1teczmGXvMeDJFGy2g/s320/extinctor.jpg" width="239" /></a>Ceea ce ma deranjeaza este faptul ca noi, parintii, n-am fost intrebati daca avem de adus modificari la acest contract, ci doar ni s-a pus in fata la semnat, desi este stipulat la articolul 257 din ROFUIP 2014 ca eventualele modificari se pot realiza printr-un act aditional. Nu stiu daca asociatia parintilor a fost consultata, oricum aceasta asociatie este subordonata directorului scolii si nu are nicio treaba cu interesul copiilor.<br />
Dupa cum am aflat cu stupoare de curand, in urma evenimentelor tragice de la clubul "Colectiv, ca 93% dintre scolile din Romania NU au aviz de la ISU -pompieri, in contractul educational unitatea de invatamant se obliga "<b><u>sa raspunda</u> de respectarea conditiilor si a exigentelor privind normele de igiena scolara, de protectie a muncii, <u>de protectie civila si de paza contra incendiilor in unitatea de invatamant."</u></b> Domnul actual prim-ministru Sorin Campeanu, venit de la fraiele Ministerului Educatiei, stiind ca aceste scoli NU au avizul pompierilor, cum de a gandit un asemenea contract educational <br />
<a name='more'></a>in care sa stipulezi acest lucru? Cata ipocrizie!! Hartia suporta orice!! Si, ca a venit vorba de incendii si de ISU, nu inteleg legislatia care spune ca acele scoli care sunt construite pana la o anumita data nu au nevoie de aviz de la ISU. Adica cum? Nu orice scoala trebuie sa aibe extinctoare si detectoare de fum ? Ne acoperim de legi si hartii, dar noi nu avem extinctoare in scoli si detectoare de fum. Ministrul si inspectorii se plang ca nu sunt bani sa autorizeze scolile, dar ii rog sa-si aduca aminte ca noi, parintii, am platit si fondul clasei si fondul scolii ani de zile in asa zisele scoli cu invatatmant gratuit si ce s-a intamplat cu acei bani? Nu se stie, dar e sigur ca nu s-au cumparat extinctoare si detectoare de fum pentru protectia copiilor nostri. Eu zic ca e mai bine sa ne rugam sa nu se intample ceva. <br />
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La obligatiile beneficiarului indirect, adica parintele sau tutorele, gasim un articol care spune ca parintele trebuie sa respecte prevederile regulamentului de organizare si functionare al scolii. Daca cumva exista vreun articol cu care nu esti de acord din regulamentul scolii e treaba ta, nu intereseaza pe nimeni. Tu, ca parinte trebuie doar sa semnezi ca primarul. Nu conteaza parerea ta, cu toate ca este vorba de <u><b>copilul tau</b></u>, cu toate ca aceste scoli sunt scoli de stat, iar copiii nostri au DREPTUL la educatie si, speram noi o educatie de calitate.<br />
In schimb, ei stiu totul despre noi. Ne pun sa completam diverse formulare cu informatii despre noi cum ar fi : nivelul de educatie, locul de munca, informatii despre locuinta, iar la unele scoli intreaba si ce salariu ai, informatie ce este de fapt confidentiala.<br />
Este bine sa ai informatii, sa stii cu cine stai de vorba, nu?<br />
Noi parintii, suntem doar niste vaci de muls pentru diverse, cum ar fi: fondul clasei, fondul scolii, bani pentru uniforme (diverse afaceri cu firmele de croitorie, oricum sunt mai scumpe decat la Mall), bani pentru auxiliare (bineinteles, toate cu "acordul" nostru, al parintilor. Pai, ce sa facem, suntem obligati sa le cumparam, daca majoritatea parintilor sunt de acord, iar doamna spune ca sunt foarte bune si da teme din ele ), bani pentru perdele, bani pentru videoproiector, bani pentru casetofon, etc. <br />
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Noi, parintii suntem buni doar pentru a da bani, in rest daca indraznesti sa spui ceva ti se inchide imediat gura cu raspunsuri de genul : nu se poate, nu sunt bani. In rest trebuie sa stam cuminti in banci la sedinte. ca si elevii desi nu mai suntem, sa dam bani, sa semnam tot ce ni se pune sub nas pentru ca totul este sub control, dar <u><b>sub controlul lor</b></u> .<br />
Din pacate, asta e Romania in care traim. <br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-1475136841390423652015-09-16T09:07:00.000+03:002015-11-14T18:17:46.009+02:00Asociatia de Parinti si Fondul Scolii - PROBE<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: magenta;"><span style="background-color: magenta;"></span></span>Dupa cum am mai scris intr-un articol precedent fondul scolii de la scoala Maria Rosetti, 80 lei/copil/an, a disparut intr-o "gaura neagra". Atasez aici probele care arata ca s-au strans acesti bani, iar Asociatia de Parinti nu recunoaste acest lucru.<br />
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<a href="https://youtu.be/WJC3oITWpM0">https://youtu.be/WJC3oITWpM0</a><br />
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In inregistrare se aude vocea unei doamne care era casiera clasei. Dansa strangea banii pentru fondul scolii si-i depunea intr-un cont in banca pe numele Asociatiei de Parinti. Doamna respectiva nu stia ce se intampla mai departe cu acesti bani.<br />
Desi Asociatia de Parinti a fost infiintata in vara anului 2013, fondul scolii a fost strans cel putin din anul 2008 de cand sunt eu in scoala. Daca intrebati conducerea scolii cine strangea acest fond al scolii o sa va raspunda, cum mi-a raspuns si mie, ca scoala si profesorii nu au strans niciodata bani pentru acest fond. Atunci, cine strangea banii si cum s-au cheltuit?<br />
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<a name='more'></a><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbeRg00AlF4k5AcYLH1sXZFgzjW1z0UQ9E4QhwlcCdxyslwblHFxWz-XRiEWBe4xWkq-QTgfL7jVCtdNUXQrWMRcCfdpi2UfyOXY1s96Hr4-bunTYCLDMgEX-spha6ScNEdtKA1SpJduo/s1600/adresa+as+par.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbeRg00AlF4k5AcYLH1sXZFgzjW1z0UQ9E4QhwlcCdxyslwblHFxWz-XRiEWBe4xWkq-QTgfL7jVCtdNUXQrWMRcCfdpi2UfyOXY1s96Hr4-bunTYCLDMgEX-spha6ScNEdtKA1SpJduo/s640/adresa+as+par.jpg" width="459" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Raspunsul Asociatiei de Parinti in legatura cu fondul scolii</td></tr>
</tbody></table>
In perioada scandalului de la scoala Maria Rosetti privind "invatatoarea spagara" si dupa aceea, o perioada de timp, s-a oprit orice strangere de fonduri. De ce ? Daca totul era legal si transp<span style="background-color: magenta;"></span>arent de ce s-au oprit?<br />
Dupa ce am aflat aceste lucruri n-am mai dorit sa contribui la acest fond al scolii care a inceput sa se ceara din nou incepand cu semestrul II al anului scolar precedent). O parte din parinti sunt suparati pe mine pentru ca nu sunt de acord cu strangerea acestor fonduri. Nu pot fi de acord pana nu va exista transparenta si corectitudine. Acesti bani sunt pentru <i><b><span style="font-size: small;"><u>copiii nostri </u></span></b></i> . Pana nu intelegem cu totii acest lucru eu nu voi mai plati nici macar un leu pentru asa zisul fond al scolii.<br />
Nu stiu nici acum ce s-a intamplat cu acesti bani, dar cert este ca s-au strans. In afara de aceasta inregistrare exista pe internet o multime de inregistrari ale parintilor si bunicilor care spun ca s-au strans acesti bani. (inregistrari date de diverse televiziuni in perioada scandalului cu "invatatoarea spagara").<br />
Prin acest articol nu spun ca exista o "gaura neagra" in fiecare scoala in privinta fondului scolii, dar trebuie sa fim atenti ca acesti bani sa se cheltuiasca in folosul copiilor nostri. Ca doar pentru ei strangem acesti bani, nu?</div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-78595638584828859192015-06-28T14:35:00.000+03:002015-11-14T18:18:08.461+02:00"COPIII DOAMNEI"<div dir="ltr" style="text-align: left;" trbidi="on">
Doamna invatatoare Rodica Voicu Vulcanean de la scoala gimnaziala Maria Rosetti din Bucuresti are 4 copii. Avand 4 copii ne gandim cu totii ca doamna are o experienta vasta in cresterea si educarea lor. Din pacate, nu are nici experienta si nici cunostinte pedagogice sau ceea ce este mai rau, are aceste cunostinte dar nu doreste sa le foloseasca pentru ca nu-i convin. Copiii doamnei Rodica Voicu Vulcanean sunt imprastiati in aceasta scoala incepand cu grupa 0, clasa a II-a si clasa a IV-a, iar unul la gradinita.<br />
Unul dintre copii a fost chiar in clasa la care preda dansa, pana cand noul cod de etica al profesorilor nu i-a mai permis acest lucru, mutandu-l la o clasa paralela. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAD9_h3pNpdGFa7JCTwREfmnVdrBDzOxNMfRlVjeATA62FuEhtsgyBb1oYfPPRKrO0UhWInY7YC84cXhvIBHS9ASZkucrgpyeDpcxmIzhVTcb9sfybVtKcy-bRAgdYyz8M_31GurQGJ8w/s1600/poze-haioase-soricei-la-scoala.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAD9_h3pNpdGFa7JCTwREfmnVdrBDzOxNMfRlVjeATA62FuEhtsgyBb1oYfPPRKrO0UhWInY7YC84cXhvIBHS9ASZkucrgpyeDpcxmIzhVTcb9sfybVtKcy-bRAgdYyz8M_31GurQGJ8w/s320/poze-haioase-soricei-la-scoala.jpg" width="320" /></a>Doamna prefera sa-i aiba sub aripa sa ocrotitoare si de aceea acesti copii vin in timpul unor ore sau in timpul pauzelor la mama in clasa.<br />
Avand in vedere ca familia nu este de religie crestin-ortodoxa si copiii doamnei nu participa la orele de religie din propriile clase, vin si participa la ora mamei deranjand orele de curs ale celorlalti copii. Si asta se intampla deoarece in timpul orei, isi intreaba mama ceva, stau 3 copii in banca pentru ca asa a dorit copilul doamnei sa stea cu cineva anume, fetita doamnei umbla prin lucrurile copiilor si se serveste cu ce doreste, ca doar e "fata doamnei" si niciun copil nu poate spune nimic.<br />
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In timpul pauzelor vin la mama pentru a-si lua pachetelul cu mancare. Oare de ce pachetelul cu mancare al copilului nu poate sta in ghiozdan, cum stau si alte pachete ale multor copii care se duc la scoala?<br />
Daca fiul meu doreste sa mearga pe hol sau in alta clasa, in timpul pauzei si daca fiul doamnei il vede ii spune ca nu are voie. Dar ei, copiii doamnei, in schimb, au voie sa intre in clasa mamei sau sa mearga pe hol. Nu stiam ca acesti copii au mai multe drepturi decat altii, eu credeam ca sunt la fel. Fiul meu nu are voie pe hol sau in alta clasa, in schimb copiii doamnei au voie pentru ca sunt <u><b>"copiii doamnei"</b></u>si ei au mai multe drepturi decat obligatii. Ce vor intelege copiii din clasa unde preda aceasta invatatoare? Vor intelege ca viata este nedreapta inca de la inceputul ei, ca alti copii sunt privilegiati pentru ca sunt copiii lui X sau ai lui Y. Asta e viata! Acesti copii, ai doamnei, vor crede ca lor li se cuvin mai multe lucruri si vor fi mereu "mangaiati" de o parte dintre colegele mamei. Dar, cred ca asta este problema doamnei nu a mea. Eu doresc ca fiul meu sa nu mai fie deranjat de "copiii doamnei". Sa nu i se mai interzica de catre copiii doamnei sa se duca intr-un anumit loc, sa nu-i mai umble fata doamnei prin lucrurile din ghiozdan, si chiar sa-i ia din ele, sa nu mai deranjeze orele la care preda mama lor.<br />
M-am prezentat la ora de consultatie cu doamna invatatoare si am indraznit sa-i spun despre aceste probleme pe care le creeaza copiii dansei. Doamna a fost foarte suparata ca am indraznit sa-i spun aceste lucruri si mi-a zis: " Daca erati dumneavoastra in locul meu...."<br />
In primul rand nu sunt, si in al doilea rand nu i-as fi protejat asa pentru ca le-as fi facut mai mult rau.<br />
Doamna ar face bine sa mai citeasca din cursurile de pedagogie si cele de etica ale profesorului, pe care ori nu le-a citit, ori le-a uitat, si sa aplice ce scrie acolo.<br />
Educatia pe care le-o da copiilor ei nu ma priveste prea mult, doar in masura in care afecteaza procesul de educatie al copilului meu. <br />
In aceasta scoala mai sunt si alti copii care nu participa la orele de religie. Acestia ce fac?, ca mama lor nu e invatatoare. <br />
Ministerul Educatiei nu duce lipsa de legi, regulamente, diverse ordine,coduri de etica, avem comisii si comitete, dar degeaba, fiecare face ce doreste.<br />
In clasa doamnei invatatoare Rodica Voicu Vulcanean, in schimb, daca un copil intarzie este tinut pe hol, daca are vreo abatere de la uniforma (un pulover care nu respecta culoarea ceruta, de exemplu) este atentionat, iar acesti copii au stat inchisi in clasa aproape un semestru in timpul pauzelor, desi regulamentul scolii prevede ca elevii trebuie sa iasa in holul scolii pe timpul pauzei, iar elevul de serviciu trebuie sa aeriseasca clasa. <br />
Dupa cum observam doamna invatatoare Rodica Voicu Vulcanean respecta regulamentele scolare si codul de etica al profesorului numai cand doreste, adica numai cand se aplica altor copii si nu cand trebuie sa se aplice copiilor ei.<br />
Bravo, doamna invatatoare, sunteti un exemplu pentru copiii pe care ii educati!!</div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-21615032565949470382015-05-24T18:10:00.000+03:002015-11-14T18:18:34.006+02:00EVALUAREA NATIONALA DE LA CLASA A II-A<div dir="ltr" style="text-align: left;" trbidi="on">
Saptamana trecuta in zilele 18.19 si 20 mai, micii scolari din clasa a II-a au sustinut testarile la limba romana (scris si citit) si matematica din cadrul Evaluarii Nationale. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP2uvgR5CeoorHW4DXaOI0QRNUEVp803NA68ZvpFGntqWQKJnK_tlzJ5hxhsmI8uJVQHEaKJ7dwOHCT4CWQgfOL0kK8KuES9sH7w7dJOuLKSRyXMjDUdpLuvit522c1gMZr3WTr__8bOs/s1600/testare.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP2uvgR5CeoorHW4DXaOI0QRNUEVp803NA68ZvpFGntqWQKJnK_tlzJ5hxhsmI8uJVQHEaKJ7dwOHCT4CWQgfOL0kK8KuES9sH7w7dJOuLKSRyXMjDUdpLuvit522c1gMZr3WTr__8bOs/s400/testare.jpg" width="400" /></a></div>
Cei de la Ministerul Educatiei, care au initiat acest program national au spus care este obiectivul principal al acestor evaluari.<br />
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<b>"Obiectivul acestor evaluari:</b><br />
<ul>
<li><b>evaluare la finalul clasei a II-a:</b> are rolul de a identifica si corecta eventualele deficiente pana la finalul clasei a IV-a (sfarsitul ciclului primar);</li>
<li><b>evaluare la finalul clasei a IV-a:</b> pentru a avea un diagnostic al sistemului de invatamant primar;</li>
<li><b>evaluare la finalul clasei a VI-a:</b> cu rol de preorientare, astfel incat in ultimii ani de gimnaziu elevii
sa poata sa se orienteze mai bine catre filiera potrivita: invatamant
profesional, liceu tehnologic sau liceu teoretic." </li>
</ul>
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<a name='more'></a>Ca de obicei, in tara aceasta minunata s-au gasit niste baieti destepti care sa tipareasca si sa scoata la vanzare niste carti ce contin subiecte de la E.N. Iar invatatoarele ni le recomanda cu drag si toti parintii se conformeaza, sau aproape toti. Aceste subiecte le gas iti si pe site-ul edu.ro si sunt gratis.<br />
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La scoala Maria Rosetti, doamna invatatoare Rodica Voicu Vulcanean a inceput pregatirile cu o saptamana inainte. Desi a avut destul timp sa pregateasca copiii, in ultima saptamana inainte de evaluare, a mai ramas inca o ora timp de 2 zile, impreuna cu copiii, pentru pregatirea suplimentara a acestor teste. <br />
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In cele trei zile de testare, doamna invatatoare Rodica Voicu Vulcanean a participat la supravegherea copiilor si mai mult pe unii dintre ei i-a ajutat. Nu stiu cat de corect este ca invatatorul ce preda la acea clasa sa fie si supraveghetor la testarea nationala, ca sa nu mai vorbesc de faptul ca pe unii copii i-a ajutat. Ce doreste sa ne demonstreze? Ca dansa este o invatatoare extraordinara si toti copiii au fost bine pregatiti? <br />
O sa citez din ordinul 6937/2014, ordin privind organizarea si desfasurarea Evaluarilor Nationale-<br />
Art. 16:<br />
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" width="640" /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidThOUrMd33x2Dd8Jg4y2Lf3n9wjoAjoxzI7K_h77IbxUbxwCwWPUkEuFc46SLOSm7NIRA0zhvtuooVrCJT9pfyFDB-HyZjBIAkc8tYLtpThHftcrDHuFN8R9MX9XxWqV_jvC7K7xsUu0/s1600/SCHOOL.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidThOUrMd33x2Dd8Jg4y2Lf3n9wjoAjoxzI7K_h77IbxUbxwCwWPUkEuFc46SLOSm7NIRA0zhvtuooVrCJT9pfyFDB-HyZjBIAkc8tYLtpThHftcrDHuFN8R9MX9XxWqV_jvC7K7xsUu0/s1600/SCHOOL.jpg" /></a>Chiar daca sistemul acesta de evaluare este bun, si nu pentru ca l-am inventat noi, este dupa model PISA, un sistem de evaluare a sistemelor de
educatie din 65 de tari, se gasesc oameni care, pentru un avantaj
meschin, acela de a aparea un invatator bun desi nu este, pune in
pericol rezultatul evaluarii prin obtinerea unei imagini eronate a unor
copii. Scopul acestei evaluari este de a obtine o imagine reala a
cunostintelor copiilor si de a incerca ameliorarea unor dificultati ale
lor. Ne vom trezi in clasa a VIII-a ca o sa avem din nou tineri nepregatiti si vom blama sistemul acesta de evaluare, dar nu este el vinovat, ci oamenii care trebuie sa-l aplice.<br />
Orice reforma pe care trebuie sa o facem in invatamant
trebuie sa porneasca de la mentalitatea educatorilor si invatatorilor,
primii care iau contact cu copiii. Altfel, putem avea multe legi si
regulamente, dar care nu se respecta. </div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-38344064320409809832015-05-13T21:24:00.000+03:002015-11-14T18:19:42.295+02:00O INVATATOARE ARE UN "PURTATOR DE CUVANT"<div dir="ltr" style="text-align: left;" trbidi="on">
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Invatatoarea Rodica Voicu Vulcanean de la scoala Maria Rosetti nu doreste sa foloseasca mesageria electronica pentru a comunica cu parintii. De fapt, doamna invatatoare nu comunica in niciun fel cu parintii. Desi avem si un "caiet de corespondenta" singurul lucru pe care il scrie doamna invatatoare pe acest caiet este o invitatie la consutatii. Nu inteleg de ce mai avem caiet de corespondenta daca nu face altceva decat sa ne invite la consultatii. Ora de consultatii este de la 12-13. Multi parinti sunt la serviciu in acest interval orar. Aceasta ora de consultatii a fost stabilita de catre dansa, bineinteles cat mai convenabil pentru doamna invatatoare, deoarece isi termina programul la ora 11.45 si mai sta o ora pentru consultatii. Cei 28 de parinti care doresc sa vina la consultatii trebuie sa se invoiasca de la serviciu. Asta este, sunt ghinionisti! Si bunici nu primeste pentru ca se pare ca sunt partinitori.<br />
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Desi sunt multe mesaje pe care doamna invatatoare Rodica Voicu Vulcanean ar trebui sa le transmita parintilor, nu doreste sa foloseasca email-ul. Desi a fost realizat un grup in care s-au trecut toate adresele parintilor, iar mesajele ar ajunge intr-un timp foarte scurt, insista sa nu foloseasca acest mod de comunicare. A reusit sa gaseasca o mamica care sa devina "purtator de cuvant" pentru doamna. Da, doamna are "PURTATOR DE CUVANT". Mamica respectiva ne transmite mesajele doamnei: "doamna a spus ca"......, "maine doamna..." , " copiii ies mai devreme de la scoala sau mai tarziu pentru ca....." , sedinte cu parintii, cumparare de carti, etc. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJgnHBOo_PghalbBUUav9Y83W8X_FWfL9ByogSo6_QkJXTpcR_HuTsYLjiTpAFuAe9ZGnouf_Pu9b4h0MvKL7IYM8HvIl1p8pbf2LZD-Ac4Yz5UzL5gX8kcu9bpY2fZrzJdWTUYGtRbfU/s1600/PORTAVOCE.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJgnHBOo_PghalbBUUav9Y83W8X_FWfL9ByogSo6_QkJXTpcR_HuTsYLjiTpAFuAe9ZGnouf_Pu9b4h0MvKL7IYM8HvIl1p8pbf2LZD-Ac4Yz5UzL5gX8kcu9bpY2fZrzJdWTUYGtRbfU/s1600/PORTAVOCE.jpg" /></a><br />
Tin sa precizez ca doamna invatatoare poseda calculator si adresa de mail, deoarece in primul an, in clasa pregatitoare, trimitea mesaje electronice, dar dupa aceea a considerat probabil ca nu este platita pentru acest lucru si a reusit sa gaseasca un "purtator de cuvant".<br />
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Sau poate doamna invatatoare Rodica Voicu Vulcanean a ajuns ca presedintele Iohannis si are nevoie de un purtator de cuvant. Este foarte greu sa tii legatura cu parintii, mai ales cand lucrezi atatea ore pe zi si esti obosita. <br />
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Ma intreb daca fiecare dintre noi am putea avea un purtator de cuvant, cum ar fi? O tara plina de purtatori de vorbe si de oameni care se cred importanti.<br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-1429890441295952732015-04-21T15:06:00.000+03:002015-11-14T18:27:30.386+02:00ORA DE MATEMATICA- CU DOAMNA SAU CU MAMA ACASA?<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuxFRAuCYo3cmJWSAtAOshvAfLGxNGJIuwY-cdbp1Ek_3WnzTr71-ENSA-d4Td_Q1TQSU2xxRMs3ldpyZJzg6XxVgBh6Mfc-Yyu5mQqqTbZEQQWNFpFvGihHjZqxiOWIszwpqJJUPIcgY/s1600/poza+invatatoare.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuxFRAuCYo3cmJWSAtAOshvAfLGxNGJIuwY-cdbp1Ek_3WnzTr71-ENSA-d4Td_Q1TQSU2xxRMs3ldpyZJzg6XxVgBh6Mfc-Yyu5mQqqTbZEQQWNFpFvGihHjZqxiOWIszwpqJJUPIcgY/s1600/poza+invatatoare.jpg" width="320" /></a></div>
Multe invatatoare se bazeaza pe munca parintilor sau a bunicilor cu propriii copii. Acea FISA-DECLARATIE pe care trebuie sa o completeze parintii la inceputul anului scolar are ca scop, printre altele, de a afla ce meserie au parintii copiilor. Invatatoarele "bune" isi vor alege copiii din clasa in functie de meseria parintilor. Astfel, munca lor in clasa va fi mai usoara, pentru ca parintii, acasa, se vor ocupa foarte mult de copiii lor, iar invatatoarea va obtine rezultate foarte bune.<br />
Daca cumva un parinte indrazneste sa spuna ca nu se fac multe lucruri in clasa, se motiveaza cu faptul ca sunt prea multi copii in clasa (28 de copii). Dar, hai sa ne amintim ca pe vremea raposatului Ceausescu, noi eram 38-39 de copii in clasa. Oare cum se descurcau invatatoarele in acea vreme?<br />
Va dau cateva exemple: la ora de matematica (clasa a II-a) s-a discutat despre venirea primaverii, despre modificarile de temperatura, despre flori, au desenat un tractor, etc. in schimb am avut ca tema exercitii de matematica din manual sau culegere. Nu pot spune nimic, pentru ca programa si titulatura materiei este "Matematica si Explorarea Mediului". Ei au explorat mediul pe tot parcursul orei de matematica. Intr-o alta zi, in timpul orei de matematica, s-a discutat despre modul in care au petrecut vacanta, desi in acea zi au avut si " Muzica si Miscare", ora in care se puteau discuta aceste lucruri, dar e mai bine in timpul orei de matematica. Tema primita la matematica pentru a doua zi, a constat in 60 de exercitii in care copilul trebuia sa afle termenul necunoscut. (aveti mai jos fisa)<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmT-xoYxqH945FZZxiFyJDV4UgDco8xNbgJkd06iBfU2LDxqT9D5e8wGBsjE0VaSB3RK9BrF6R2PxwgWos70h2sBMQeEACjYuH4K0U-3CmeAtose8cx4Yk50YS2ap3S4HhyPujqzJFFC4/s1600/tema+mem.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmT-xoYxqH945FZZxiFyJDV4UgDco8xNbgJkd06iBfU2LDxqT9D5e8wGBsjE0VaSB3RK9BrF6R2PxwgWos70h2sBMQeEACjYuH4K0U-3CmeAtose8cx4Yk50YS2ap3S4HhyPujqzJFFC4/s1600/tema+mem.jpg" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tema la matematica (clasa a II-a)-pentru a doua zi</td></tr>
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In fisa apar si exercitii ce necesita cunostinte despre tabla inmultirii si a impartirii cu 11 si 12, pe care nu le-au facut in clasa si, mai mult contine exercitii de tipul: 58:2=?, 72:2=?, 48:3=? . Nu exista in manual exercitii de acest tip. Nu au invatat inca sa efectueze impartiri de genul celor de mai sus, ei au invatat doar tabla inmultirii si impartirii pana la 10. Intrebare: de ce primesc tema din ce nu au invatat? Raspuns: pentru ca parintii sau bunicii sa le explice copiilor, iar "doamna" sa nu se mai oboseasca. Am devenit cu totii, parinti si bunici, niste profesori (mai buni sau mai putin buni) pentru propriii copii. <br />
Desi la scoala nu se lucreaza prea mult, exista unele invatatoare care se ofera sa "ajute" unii copii din clasa la efectuarea temelor. Si, uite asa, ajungem sa meditam copiii, fie din lipsa de timp, fie din lipsa de cunostinte.<br />
Desi, ne trimitem copiii la scoala, suntem fortati sa lucram cu ei acasa pentru ca la scoala nu se face suficient. Am devenit la randul nostru profesori iar cand nu vom mai facem fata, ii vom medita la materiile importante. <br />
Cand "doamna" are inspectie, temele se fac in 15 minute. In restul timpului temele se fac intr-o ora sau o ora si jumatate. Oare de ce? De ce de fata cu inspectorul li se da copiilor o tema scurta? Oare pentru a demonstra cat de mult lucreaza dansa in clasa si ca toate cunostintele copiilor sunt datorate dansei? Din pacate, inspectorul vine de vreo doua ori pe an pana isi ia "doamna" gradele. In restul timpului greul cade pe copii, parinti si pe bietii bunici.<br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-4445190347376403552015-04-04T20:24:00.000+03:002015-11-14T18:20:17.610+02:00Copil de 7 ani traumatizat de "invatatoare"<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZziPa8DK2VjbZSlRWgjL-PTlkm5DnAaoT3_66ptsNA1nzgsDG8rMxb8DmqtY0pKKvfO3HGMnv_PJW5Ty5rZeVSHh7hLoNjNuix-Kn2ps52jXIo4OM7VZvWjEuPqgkyjCmShIvsjrRBTk/s1600/Clasa-pregatitoare--la-scoala-sau-la-gradinita--Noua-idee-a-lui-Ponta---sa-decida-parintii--Video-.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZziPa8DK2VjbZSlRWgjL-PTlkm5DnAaoT3_66ptsNA1nzgsDG8rMxb8DmqtY0pKKvfO3HGMnv_PJW5Ty5rZeVSHh7hLoNjNuix-Kn2ps52jXIo4OM7VZvWjEuPqgkyjCmShIvsjrRBTk/s1600/Clasa-pregatitoare--la-scoala-sau-la-gradinita--Noua-idee-a-lui-Ponta---sa-decida-parintii--Video-.jpg" width="320" /></a></div>
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Un parinte a facut publica inregistrarea audio a unei invatatoare care umileste si jigneste un copil de 7 ani la ora de matematica de la Liceul de Muzica din Cluj. <br />
"Invatatoarea" i-a pus pe ceilalti elevi sa ii strige in cor colegului lor: "Trezeste-te!".<br />
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<a href="http://www.stareanatiei.ro/2015/04/opriti-invatatoarea-terorista/">Aici, puteti vedea inregistrarea</a><br />
si<br />
<a href="http://www.realitatea.net/copil-de-7-ani-umilit-si-batjocorit-de-invatatoare-inregistrari-scandaloase-reactia-scolii_1666743.html">http://www.realitatea.net/copil-de-7-ani-umilit-si-batjocorit-de-invatatoare-inregistrari-scandaloase-reactia-scolii_1666743.html</a><br />
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Ce spunea invatatoarea:<br />
<b>”Mă tu ești nebun la cap, unde dracu ai văzut, de ce scrii zero
mă băiatule? Pune zero la rezultat. Mă tu ești normal la cap? Mă tu ești
normal la cap, tu ești întreg? Unde dracu ai văzut pus acolo? Tu nu
ești în stare să urmărești o dată cu noi? Mă tu ești normal, mă băiatule
(profesoara începe să ridice tonul)? Tu nu îți poți reveni la ritmul
colegilor tăi? Du-te naibii în pregătitoare. Du-te în grădiniță. Pleacă
în pregătitoare! Incapabil să te concentrezi. Toți sunt acolo (n.red.
fac bine), dar el e pe nicăieri. A scris trei imbecilități pe prima
coloană. Mă băiatule, tu ești întreg? Unde îți stă mă capul? Vino
dracului la catedră să te păzesc ca pe un copil mic. Jumătate de creier
ce esti! Adu-ți scaunul să fii supravegheat ca bebelușii. Bebeluș!”</b><br />
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Desi Inspectoratul Scolar Cluj a fost sesizat, a reactionat numai dupa ce inregistrarile au aparut in presa si a demarat ancheta. Inspectoratul Scolar Cluj va trimite un inspector care va asista la orele de curs ale doamnei invatatoare. De ce mai trimite un inspector care sa asiste la ore? Cine crede ca doamna invatatoare va tipa si va jigni copiii de fata cu un inspector?<br />
Oare ce vor sa demonstreze ca in prezenta inspectorului
invatatoarea n-a mai tipat si nu a mai jignit copiii si ca a fost o
scapare ? Ca de obicei, vor sa-si acopere mizeriile din sistem. <br />
Daca nu ar fi aparut inregistrarea in presa, n-ar fi facut nimic si ar fi incercat sa musamalizeze situatia. </div>
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Potrivit directorului liceului, invatatoarea are o vechime de 27 de ani in invatamant si nu a mai avut abateri pana acum. Pai, nu a mai fost prinsa pana acum. Nu cred ca e prima data cand se intampla asa ceva. Nimic nu justifica acest comportament.</div>
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Directorul liceului a afirmat ca inregistrarea a fost facuta cu un reportofon pe
care parintii i l-au pus copilului lor in ghiozdan, dupa ce acesta le-ar
fi spus ca invatatoarea vorbeste urat si tipa la copii.</div>
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"Sunt
si parinti nemultumiti de faptul ca au fost inregistrati copiii fara
acordul lor. Un parinte a cerut instalarea camerelor video in clase
pentru a preveni astfel de comportamente ale cadrelor didactice, dar vom
face un sondaj sa vedem daca vom instala astfel de camere", a mentionat
directorul Liceului de Muzica "Sigismund Toduta".</div>
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Ma uimeste reactia celorlalti parinti. Nu inteleg de ce sunt nemultumiti. Eu as fi recunoscatoare pentru faptul ca au demascat un astfel de comportament. Nu se gandesc ca este posibil ca "invatatoarea"sa-i jigneasca chiar si pe copiii lor?<br />
Parintii acelui copil au facut reclamatie la Inspectoratul Scolar Cluj si au mutat copilul la alta scoala. </div>
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Ce vom face, noi parintii, vom muta copilul la alta scoala de fiecare data cand intalnim un astfel de invatator sau profesor? Vom alerga din scoala in scoala de teama ca se vor razbuna pe copil? <br />
Inspectoratul Scolar trebuie sa ia masuri drastice in privinta acestor "dascali".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJFKvXWqFQ57z0fR7Oraf-3YgocQ4pYP6G0YddsiCm3UOMZ9NZzukhULWT0S766OGeeIxbmbb7P-4afgtQOnPNYyhINZ4gxmnW0MPw8qtyVc_nkFPOt5xwryqySujJz8Mg00Uc1rMmJmo/s1600/poze+scoala+tampit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJFKvXWqFQ57z0fR7Oraf-3YgocQ4pYP6G0YddsiCm3UOMZ9NZzukhULWT0S766OGeeIxbmbb7P-4afgtQOnPNYyhINZ4gxmnW0MPw8qtyVc_nkFPOt5xwryqySujJz8Mg00Uc1rMmJmo/s1600/poze+scoala+tampit.jpg" /></a>Acesti "dascali" trebuie scosi din sistem si inlocuiti cu alti profesori care sunt indragostiti de meseria lor si de copii. Periodic trebuie facut un control psihologic pentru a preveni astfel de accidente.<br />
Aceasta invatatoare a traumatizat o gramada de copii, nu cred ca este singura generatie de copii traumatizati.<br />
Intrebarea urmatoare este: <u><b>Oare e singura care se comporta asa?</b></u><br />
Asteptam un raspuns de la Inspectorate, care sunt pregatite in orice moment sa faca comisii peste comisii, care sa faca anchete peste anchete si sa nu descopere nimic. Totul este bine, domnilor inspectori, bagati mizeria sub pres si sistemul merge mai departe.<br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-35482164490574475282015-03-21T17:24:00.001+02:002015-11-14T18:20:36.731+02:00"FONDUL SCOLII" LA SCOALA NR 10 MARIA ROSETTI<div dir="ltr" style="text-align: left;" trbidi="on">
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Cu o experienta de 7 ani in aceasta scoala, sunt stupefiata de tupeul unor oameni, parinti, din Asociatia Parintilor Scoala 10 Floreasca.<br />
Timp de aproape 6 ani am cotizat la fondul scolii cu 80 lei /an (fara chitanta). Banii erau stransi de catre un parinte din fiecare clasa, numit casier. Casierul avea niste tabele in care scria numele, suma, etc... dar si o rubrica in care trebuia sa treaca motivul pentru care parintele nu dorea sa dea acesti bani, daca se intampla acest lucru. <br />
Odata cu declansarea scandalului "invatatoarea spagara" de la sfarsitul anului 2013 si inceputul anului 2014, toate activitatile din aceasta scoala s-au oprit. Nu s-au mai strans bani pentru fondul scolii, n-au mai avut loc concursuri scolare cu plata (ni s-au dat banii inapoi), nu s-au mai tinut activitati sportive in sala de sport, sala inchiriata pentru acest lucru la sfarsit de saptamana, Editura Corint nu a mai avut stand de carti in holul scolii, nu s-au mai vandut carti elevilor o buna perioada de timp, etc.<br />
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<a name='more'></a>In toata aceasta nebunie, am avut curiozitatea sa intreb la secretariatul scolii cum s-au folosit banii din fondul scolii. Mi s-a raspuns in scris ca scoala nu a strans niciun ban, iar Asociatia de Parinti a raspuns acelasi lucru, si anume, nu s-au strans fonduri banesti. Dar, Asociatia Parintilor Scoala 10 Floreasca a fost infiintata in vara anului 2013. Cine a strans banii pana in anul 2013? Si ce s-a intamplat cu ei ?<br />
In primul semestru scolar al anului 2013 au fost stransi banii pentru fondul scolii pana in decembrie 2013, iar Ascocitia era infiintata deja. Cine a luat acesti bani? Asociatia sau scoala? Nimeni nu stie, sau cel putin noi, parintii, care am cotizat ani de zile la acest fond al scolii, nu stim.<br />
Acum in al doilea semestru, dupa un an de zile de la scandal, cand parintii au mai uitat, Asociatia Parintilor s-a gandit sa stranga din nou fonduri.<br />
In data de 26.02.2015 a avut loc sedinta comitetului de parinti-Scoala Maria Rosetti. Printre altele s-a discutat si despre "imbunatatirea activitatii in scoala". Acest lucru presupune cat mai multe donatii, directionand 2% din impozit si/sau donarea unei sume de 50 lei /semestru (suma recomandata pentru donatie). Dupa cum ni se spune in e-mail, acesti bani sunt necesari pentru "achizitionarea sau inchirierea unui copiator performant si suplimentarea numarului de femei de serviciu."<br />
Nu inteleg tupeul acestor oameni de a ne mai cere bani, bani pe care i-am dat ani de zile si nu stim pentru ce. N-am aflat cum s-au cheltuit. Din pacate, regulamentul scolar permite strangerea de fonduri din diverse donatii de la persoane fizice sau juridice, fonduri ce trebuie stranse de parinti si nu de profesori. Problema este ca nimeni nu-i controleaza pe acesti oameni care strang aceste fonduri. N-am primit niciodata vreo copie dupa vreo chitanta sau factura care sa ateste cheltuirea acestor bani de cand sunt in aceasta scoala.<br />
Ma intriga tupeul acestor oameni care ne cer din nou bani, dupa ce au spus cu nu s-a strans niciun leu, desi sunt atatia parinti care au platit acest fond al scolii. Parintii au dat acei bani gandindu-se la copiii lor, la faptul ca scoala este subfinantata, dar banii stransi(dupa parearea mea se strangeau 80 leix1000 copii -aprox=80.000 lei/an) au disparut intr-o gaura neagra. <br />
Oare ne cred niste idioti?<br />
Eu am fost asa 6 ani, dar de acum incolo doresc sa ma schimb.<br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-39277000714259452412015-03-14T12:31:00.001+02:002015-11-14T18:20:52.623+02:00"DOAMNA" ARE INSPECTIE SAU "MITA" MARUL SI BISCUITELE<div dir="ltr" style="text-align: left;" trbidi="on">
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A inceput pregatirea de luni. Brusc, temele erau mai putine. La inceput n-am inteles ce se intampla, am crezut ca fiul meu nu si-a notat temele corect. De obicei aveam ca tema 2 pagini la limba romana si 2 pagini de exercitii la matematica. Acum aveam doar 3 exercitii la matematica si la limba romana tot cam asa. Dar, am aflat: "Doamna" are inspectie joi.<br />
A venit ziua de joi. "Doamna" a venit pregatita cu cate o jumatate de mar si un biscuit pentru fiecare copil. Oare era necesar? Oare "mita" era necesara? Ce au inteles acesti copii, ca daca sunt cuminti si raspund la ora, primesc ceva in schimb ? Au fost invatati ca pentru a obtine ceva trebuie sa platesti (mituiesti).La copiii mai mari nu mai tine cu marul si biscuitele, li se promite o nota de 10.<br />
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Oare de ce nu ne putem comporta normal, ca in orice alta zi? Oare de ce numai cand vine inspectia ne comportam altfel, mai bine? Oare de ce "doamna" nu mai tipa? Oare de ce "doamna" zambeste mai mult si e mai draguta? Oare de ce numai astazi ne jucam si invatam in acelasi timp? Oare de ce temele sunt mai putine ca de obicei? Oare de ce copiii doamnei (patru la numar) n-au mai venit in pauze sau in timpul orelor de curs cum se intampla de obicei, desi invata in alte clase? Care este normalul : ziua cu inspectia sau celelalte zile? Sunt doar intrebari retorice. Nu necesita raspuns pentru ca toata lumea stie de ce. Dar au invatat si copiii ca ziua cu inspectia este o zi speciala si nu se va mai repeta.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7ZUoHayJX2qDDpW2VD_LOXgopMbI0uVuGpUbPAC_uRYVCy-pUBE6YjqCnse8TzHeQhXmb9oDFaeMEfl3teuo0v50DzDEcD7TJDXayTd_8qrE8iKjMGVFcogkJ6LhTZ4FnAtchEA_UPg/s1600/biscuit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7ZUoHayJX2qDDpW2VD_LOXgopMbI0uVuGpUbPAC_uRYVCy-pUBE6YjqCnse8TzHeQhXmb9oDFaeMEfl3teuo0v50DzDEcD7TJDXayTd_8qrE8iKjMGVFcogkJ6LhTZ4FnAtchEA_UPg/s1600/biscuit.jpg" width="200" /></a>Prima ora, la care a fost inspectie, a iesit relativ bine. Nu uitasera inca de "mita" marul si biscuitele. A doua ora, insa, copiii s-au comportat ca de obicei. "Mita" s-a uitat, iar ei au fost galagiosi, neatenti, iar unii neinteresati. "Doamna" a fost "dezamagita" de ei si foarte suparata. <br />
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Oare n-ar trebui ca "doamna" sa se comporte asa, ca la inspectie, in fiecare zi?<br />
Eu cred ca sistemul de invatamant romanesc ar fi mai bun daca invatatorul s-ar gandi ca in fiecare zi are inspectie. Poate asa temele ar fi echilibrate, ora de curs mai interesanta pentru copii, iar ei n-ar mai fi atat de galagiosi si neatenti.<br />
"Mita" marul si biscuitele n-a functionat. Oare cand o sa ne dezobisnuim de acest obicei? Oare cand o sa invatam ca trebuie sa ne facem datoria fara sa fim mituiti? Oare "doamna" trebuie sa primeasca cadouri pentru a-si face datoria de invatator pentru care este platita?</div>
povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0București, România44.4267674 26.10253839999995844.0639659 25.457091399999957 44.789568900000006 26.747985399999958tag:blogger.com,1999:blog-3579015301446249658.post-32118890526986520452015-03-07T17:51:00.002+02:002015-11-14T18:21:15.990+02:00DE CE AVEM O PROMOVABILITATE SCAZUTA LA BACALAUREAT SI LA EVALUAREA NATIONALA<div dir="ltr" style="text-align: left;" trbidi="on">
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Dupa fiecare examen de bacalaureat sau evaluare nationala apare si procentul de promovabilitate, deloc satisfacator. De cand ministrul Funeriu a introdus camere in salile de examen am constatat cu "stupoare" ce rata de promovabilitate mica avem. Stia toata lumea ca se copiaza sau se aranjeaza examenele, dar pana la Funeriu, nimeni nu a facut nimic. Cum am ajuns sa lasam copiii sa copieze sau sa-i ajutam sa treaca examenele contra unor avantaje? Pe cine pacalim? Cine sunt cei vinovati? Ministerul Educatiei n-a stiut nimic? Inspectoratele scolare n-au stiut nimic? Ba da, au stiut si au lasat acest lucru sa se perpetueze.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi10DBQgvM0tlQq228_55o-w_nh2CqrCgEhgYD9xan9KkheznK23F0kaU2H9mqu3p7usz0CzFL47hucjrtTKaKxgTnqWnOBWv8bBwXo4W9JPm2T99RF2uPa_fMT64wNQ98PXbgutR4u7GQ/s1600/PISA.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi10DBQgvM0tlQq228_55o-w_nh2CqrCgEhgYD9xan9KkheznK23F0kaU2H9mqu3p7usz0CzFL47hucjrtTKaKxgTnqWnOBWv8bBwXo4W9JPm2T99RF2uPa_fMT64wNQ98PXbgutR4u7GQ/s1600/PISA.jpg" width="212" /></a>Ordonanta de Urgenta nr. 49/2014 aduce cateva modificari Legii Educatiei. Printre modificari gasim:<br />
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<i><b>"Programele de studii universitare de doctorat se pot organiza si la forma de invatamant cu frecventa redusa."</b></i><br />
<i><b>sau:</b></i><br />
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<i><b><b><i>"In cazuri temeinic justificate, se poate organiza o sesiune de bacalaureat speciala</i>".</b></b></i><br />
<i><b><b> <a href="http://www.hotnews.ro/stiri-esential-17589193-ordonanta-urgenta-care-modifica-legea-educatiei-fost-publicata-monitorul-oficial-vezi-textul-integral-oug.htm">ORDIN 49/2014-MODIFICARI ADUSE LA LEGEA EDUCATIEI</a></b></b></i><br />
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<i><b><b> </b></b></i>Acesti domni si doamne din Ministerul Educatiei au facut tot ce le-a stat in putinta sa aduca cat mai multi "clienti" universitatilor particulare existente pe piata.<br />
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<i><b>1) Ce este PISA?- The Programme for International Student Assessment (PISA) </b></i>-este un studiu international ce are ca scop evaluarea sistemelor de educatie la nivel mondial prin testarea abilitatilor si cunostintelor elevilor in varsta de 15 ani ( la fiecare 3 ani).<a href="http://www.oecd.org/pisa/aboutpisa/">despre PISA</a><br />
Organizaţia pentru Cooperare şi Dezvoltare Economică şi-a publicat noul clasament Pisa (2012), iar Romania este pe locul 45 din 65 de tari (au fost testaţi astfel 510 mii de elevi din 65 de ţări).<br />
<a href="http://www.rfi.ro/stiri-social-46141-romania-locul-45-65-state-clasamentul-pisa">Romania, locul 45 din 65 de state in clasamentul PISA</a><br />
<i><b>2)Programele, manualele si profesorii elevilor nostri</b></i><br />
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Subiectele la limba romana la examenele de bacalaureat si evaluare nationala sunt concepute dupa sistem PISA. Sistemul PISA este foarte bun, il pune pe copil sa gandeasca, numai ca manualele si programele noastre nu sunt si ele in concordanta cu acest sistem. Ca sa nu mai vorbim si de unii profesori care predau in acelasi stil vechi, bazat pe informatie si memorare si nu pe gandire si intelegere.<br />
Manualele de limba romana clasele V, VI,VII sunt pline de gramatica, iar cele cateva texte literare pe care le gasim in manuale se discuta foarte putin in clasa. Ori, la examenul de evaluare nationala i se da copilului <u>un text la prima vedere</u>, pe care trebuie sa-l citeasca si <u><i><b>sa-l inteleaga</b></i></u> pentru a putea raspunde la intrebari. <br />
Cum sa reuseasca un elev sa ia o nota rezonabila le examenul de evaluare nationala cand manualele nu contin texte literare, cand profesorii discuta prea putin despre litaratura si fac mai mult gramatica pentru ca asa este programa? De ce ne mai miram de "perlele" elevilor ? Acesti copii nu sunt prosti, dar sunt rezultatul actualului sistem de invatamant romanesc. Cateva din perlele elevilor de la bacalaureat:<br />
<div class="" style="clear: both; text-align: center;">
<i>"Domnul Bacovia spune in poezie ca tot din jurul lui era de plumb, chiar si mortul." </i></div>
<i> "Bacovia si-a ales plumbul, pentru ca toata lumea purta aur si argint si el a vrut sa fie mai special." </i><br />
<i> "Pentru
ca e de prost gust sa pui la cimitir coronite de plastic, poetul a pus
coroane de plumb. Sunt mai grele, dar de efect pentru cititori."</i><br />
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<a href="data:image/png;base64,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" 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JEgAs0qHSNBBFpWtEeCCDSuXJIEEWhfiSrN1lAQgQbtHiZBBDqyb5sEEejLjnkSRKA7exVKEIEe7RIpNQQ6lT9Vggj0q0QTs/8VADvZvYnZPz7Afvb9euIeHxxgP7IFMNFEgIkmAkw0EWCiiQATTQSYbG/i1+X5nTeXr7eHb9fz3MMALcvVxPP5fDqdr7fno7fr+fGgJgL9yNXEy/X6HsWvy+sxTQT6ka2JX7e3KN6TeH9IE4F+5GtimqL4SGLSRKAzGZv4jOLXq4SaCHQmZxPf3mu+30NrItCZrE18RfHxZUVNBDqTt4mPCj7fftZEoDP+HQvARBMBJpoIMNFEgIkmAkw0EWCiiQATTQSYaCLARBMBJpoIMNFEgIkmAkw0EWCiiQATTQSYaCLARBMBJpoIMNFEgIkmAkw0EWCiiQATTQSYaCLARBMBJpoIMNFEgIkmAkz+AeLW2RpFYsOHAAAAAElFTkSuQmCC" width="200" /></a> Subiectele de la matematica de la simularile evaluarii nationale sunt de asemenea concepute dupa sistem PISA. Enuntul problemelor de matematica au legatura cu practica versus manualele si culegerile dupa care invata acesti copii, care au enunturi clasice.<br />
Model de problema matematica evaluare clasa a VI-a:<br />
Maria a realizat schiţa nervurilor unei frunze.<br />
Schiţa este prezentată în figura alăturată. Nervurile<br />
secundare formează cu nervura principală unghiuri<br />
având măsura de 45°. Determină măsura<br />
unghiurilor ascuţite ale triunghiului AMP, stiind că<br />
MA=AP.<br />
<br />
Problema de matematica nu este grea, dar este formulata altfel fata de cum sunt ei obisnuiti.<br />
Daca nu se schimba manualele in conformitate cu acest sistem PISA si daca profesorii continua sa predea in acelasi stil vom avea aceeasi promovabilitate rusinoasa.<br />
O profesoara de istorie mi-a povestit ca a dat un test la materia sa unor copii de clasa a V-a. Testul continea un text istoric si niste intrebari. Intrebarile aveau raspunsul in textul istoric. Copiii trebuiau sa citeasca cu atentie textul, sa-l inteleaga si sa raspunda la intrebari. Rezultatele au fost dezastruoase.<br />
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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a> Am observat o problema la manualele de matematica clasa a II-a. Aceste manuale au ajuns pe bancile scolilor la finalul semestrului I, dupa ce noi parintii am fost fortati sa cumparam diverse carti pentru a putea lucra invatatoarea cu copiii, pentru ca invatamantul este "gratuit". Ce, nu-i asa? Problema pe care doresc sa o semnalez este la definitia operatiei de scadere. In manual si in programa clasei a II-a rezultatul operatiei de scadere se numeste "diferenta" , ceea ce este adevarat, dar se mai numeste si "rest". Domnilor "matematicieni" de cand rezultatul operatiei de scadere se mai numeste si "rest"? Ce vor intelege acesti copii cand vor ajunge la operatia de impartire si vor invata "Teorema impartirii cu rest"? Care este restul, cel de la operatia de scadere sau cel de la operatie de impartire? Va dau si eu o problema de matematica: se dau doua numere 7 si 3. Calculati restul. Aveti 50% sanse sa nimeriti rezultatul. Domnilor "matematicieni", daca doriti sa aduceti noutati in matematica, veniti cu lucruri serioase, nu cu modificarea unor definitii care vor incurca elevii!<br />
Stateam si ma gandeam de unde le putea veni aceasta idee cu "restul" la scadere si mi-am dat seama: de la piata! Cand mergeti la piata sa cumparati 1 kg de cartofi, vanzatorul va da "restul" la bani. Problema este ca <i><b>nu suntem la piata, ci la scoala!</b></i><br />
In concluzie, manualele si programa trebuie sa se supuna unor reguli:<br />
1) sa fie clare, pe intelesul copiilor<br />
2) sa puna accent pe intelegere si nu pe memorarea informatiei<br />
3) sa fie unice (acum sunt mai multe manuale pentru aceeasi clasa si aceeasi materie, iar profesorul alege) 4) sa fie corecte din punct de vedere al informatiei<br />
5) sa fie dupa modelul PISA (daca examenul este dupa acest model sa fie si manualele)<br />
Daca nu vom schimba manualele, programa si mentalitatea profesorilor nivelul de promovabiliate la examene va fi scazut, iar acesti copii vor fi slab pregatiti.<br />
Sunt sigura ca aceste lucruri se stiu si la Ministerul Educatiei si la Inspectoratele scolare, dar nu se face nimic, pentru ca ei au alte interese. Manualele si auxiliarele sunt o sursa continua de bani. Cum sa faca ei un singur manual ? Ce ar mai castiga? Au distrus cu buna stiinta sistemul de invatamant. Rezultatele se vad, dar nu se ia nicio masura.<br />
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0tag:blogger.com,1999:blog-3579015301446249658.post-57874314561795709152015-02-25T11:32:00.003+02:002015-11-14T18:21:44.505+02:00NOUL REGULAMENT SCOLAR AL SCOLII NR 10 MARIA ROSETTI<div dir="ltr" style="text-align: left;" trbidi="on">
In urma publicarii in Monitorul Oficial al Ordinului 5115/2014 fiecare scoala si-a creat propriul regulament scolar. Zis si facut! Scoala nr 10 Maria Rosetti din Bucuresti are acum propriul regulament scolar. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbyLdlWKMNJm7z0y7irMrBSstqXW1tmQ1CQFEN7CYoLe9JsHtV3WaTwCA4ALQfin3baPSYHBrFmCTcct1tbcnO9vYPaByOO-AORbeTCTVKQqzVaBly4ULqFu0_ei6hHu55Fq7h78Hz1Xs/s1600/scoala+manipulare.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="339" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbyLdlWKMNJm7z0y7irMrBSstqXW1tmQ1CQFEN7CYoLe9JsHtV3WaTwCA4ALQfin3baPSYHBrFmCTcct1tbcnO9vYPaByOO-AORbeTCTVKQqzVaBly4ULqFu0_ei6hHu55Fq7h78Hz1Xs/s1600/scoala+manipulare.jpg" width="400" /></a></div>
Dupa ce citesti acest regulament scolar nu stii unde esti, la puscarie sau la scoala. Sincer, am fost confuza. <br />
Lista de obligatii si sanctiuni ale elevilor este imensa si incepe de la modul in care se imbraca pana la interzicerea telefoanelor mobile in scoala, pentru ca, practic asta inseamna detinerea unui telefon care este inchis pe toata perioada orelor de curs. N-am sa vorbesc despre lucrurile care sunt normale in acest regulament, cum ar fi consumul de alcool,droguri, fumatul, parasirea scolii in timpul orelor de curs fara anuntarea profesorului de serviciu, deterioararea bunurilor scolii, etc.<br />
As vrea sa vorbesc despre lucrurile care mie mi se par exagerate. Deci, sa incepem!<br />
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<u><b>1) Detinerea telefoanelor mobile de catre copii pe perioada cursurilor scolare</b></u><br />
Desi in regulamentul scolar dat de MEN li se permite elevilor detinerea telefoanelor mobile cu conditia sa nu le foloseasca in timpul orelor de curs sau in timpul examenelor, concursurilor,etc. noul regulament scolar al scolii Maria Rosetti prevede ca telefoanele mobile sa fie inchise pe toata perioada orelor, inclusiv a pauzelor. Pai, atunci de ce le mai avem, daca nu avem voie sa le deschidem ? Nu se accepta nici macar varianta tinerii telefonului pe modul silentios sau vibratii. Oare de ce se tem cadrele didactice din aceasta scoala, de repetarea "cazului Blandu"? O sa va dau mai jos si sanctiunile prevazute de acest regulament pentru aceasta "fapta".<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span lang="RO" style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-bidi-font-weight: bold;"> Folosirea telefonului mobil în
timpul programului şcolar (fără permisiunea unui cadru didactic), ţinerea
acestuia deschis sau silenţios/vibraţii şi păstrarea lui la vedere sau la
îndemână</span></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 283.15pt;" valign="top" width="378"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
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la direcţiune. Elevul va primi observație la prima abatere, avertisment la a
doua abatere. </span></div>
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<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">Repetarea pentru a treia oară a
abaterii duce la mustrare scrisă și scăderea notei la purtare la 7.</span></div>
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indiferent de tipul acesteia, a activităţilor şcolare, a colegilor sau a
propriei persoane inclusiv a localului şcolii, a personalului şcolii, a
familiilor elevilor, a persoanelor care vizitează şcoala, a incintei şcolii
(inclusiv a curţii)</span></div>
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<span lang="RO" style="font-family: "times new roman" , serif; font-size: 12.0pt;">Aparatul de înregistrat va fi luat de cadrul
didactic şi va fi predat la direcţiune. </span></div>
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<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">Elevul va primi observație la
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<span lang="RO" style="font-family: "times new roman" , serif; font-size: 12.0pt;">Aparatul i se va înapoia <i><span style="mso-bidi-font-weight: bold;">numai</span> </i>părintelui, <i><span style="mso-bidi-font-weight: bold;">personal</span></i>.
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</blockquote>
Intrebare: Au voie oare profesorii/invatatorii sa vorbeasca la telefon in timpul orelor de curs? Raspuns: N-au voie, dar regulamentul nu se aplica si reciproc.<br />
2)<u><b> Tinuta elevului</b></u><br />
Elevii din ciclul primar au uniforme si sunt obligati sa vina imbracati in acele uniforme. La ciclul gimnazial nu exista uniforme, dar trebuie sa vina imbracati cu tricou alb si pantaloni bleumarin. Nu se accepta decat pulover bleumarin sau negru. Un pulover de alta nuanta decat cele de mai sus nu este acceptat. Pe obiectele vestimentare nu se accepta desene sau inscriptii. Stiu ca trebuie sa existe o anumita decenta intr-o scoala in legatura cu tinuta, cu limbajul, etc , dar faptul ca nu poti trimite la scoala copilul cu un pulover cu alta nuanta de albastru decat cea stipulata in regulament mi se pare exagerat. Si acum sanctiunile:<br />
<blockquote class="tr_bq">
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> Abateri de la ţinuta
cerută prin regulamentul interior</span></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 283.15pt;" valign="top" width="378"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "symbol"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">®</span></span><span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;"> 1.
Observaţie; 2. avertisment; 3. la repetarea abaterii, scăderea notei la
purtare cu 2 până la 4 puncte în funcție de gravitate.</span></div>
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</blockquote>
<u><b>3)Jurnalul clasei</b></u><br />
In noul regulament apare acest "Jurnal al clasei " in care se consemneaza abaterile fiecarui elev de la acest regulament. Profesorii sunt obligati sa faca "politie" trecand in acest "Jurnal al clasei" fiecare abatere de la regulament ( intarziere, tinuta, mutarea in banci dupa bunul plac, etc)<br />
<u><b>4)Alte abateri si sanctiuni</b></u><br />
a) <i>Intarzierea repetata (mai mult de 3 ori/semestru),lipsa cartelei de legitimare si lipsa carnetului de note </i>-sunt alte "fapte" pentru care elevul este sanctionat. Cei mai multi dintre elevi sunt adusi la scoala de catre parintii lor. Stiu ca o regula de bun simt este aceea de a nu intarzia, dar exista si situatii de forta majora, cum ar fi probleme de sanatate, probleme de trafic, probleme de ordin meteorologic, etc. situatii pe care nu le putem tine sub control. Si acum sanctiunile:<br />
<blockquote class="tr_bq">
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<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span lang="IT" style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT; mso-bidi-font-weight: bold;"> Intârzierea
repetată (mai mult de 3 ori/semestru) şi intrarea în clasă după profesor</span><span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;"></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 283.15pt;" valign="top" width="378"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">→ 1.Notarea absenței în
catalog; 2.observația; </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">3. consemnarea în caietul
gardianului; 4.<span style="mso-spacerun: yes;"> </span>avertisment<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">5. scăderea notei la purtare cu
1 punct/calificativului; </span></div>
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</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> Lipsa cartelei de
legitimare (mai mult de 2 ori)</span></div>
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<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">→ 1. Observația; 2. consemnarea
în caietul gardianului; 3. avertisment; 4. scăderea notei la purtare cu un
punct/calificativ.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> Lipsa carnetului de note
la solicitarea profesorului</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 283.15pt;" valign="top" width="378"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">→ 1. Observatia; 2. avertisment
și, în cazul repetării scăderea notei la purtare cu 1 punct/calificativ.</span></div>
</td>
</tr>
</tbody></table>
</blockquote>
b) <i>Comportament agresiv</i> <i>si deranjarea orelor</i>-Alte "fapte " pedepsite de noul regulament scolar al scolii nr 10 Maria Rosetti. Numai ca prin comportament agresiv, se intelege si faptul ca elevul "alearga in locuri nepermise" sau "sare", iar prin deranjarea orelor se intelege:" intarzieri, discutii cu colegii, mutarea in banci dupa bunul plac" . Cadrele didactice din aceasta scoala ar dori ca acesti copii sa vina la scoala, sa se aseze in banci si sa nu vorbeasca, dar este cam greu pentru niste copii. Vorba aceea: " <span class="st">nu există <i>copil cuminte şi babă frumoasă</i>". Si acum urmeaza si sanctiunile:</span><br />
<blockquote class="tr_bq">
<br />
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Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
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<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span lang="RO" style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-bidi-font-weight: bold;"> Comportament agresiv: aleargă în
locuri nepermise, provoacă îmbulzirea colegilor, sare, împinge, loveşte,
scuipă, ţipă, înjură, răspunde ireverenţios</span></div>
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<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT;">→ 1. Observaţia; 2. mustrarea
scrisă; 3. scăderea notei la purtare cu 2- 3 puncte/ calificativelor, în
funcţie de consecinţe; </span></div>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
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Name="List Table 7 Colorful Accent 6"/>
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<style>
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table.MsoNormalTable
{mso-style-name:"Tabel Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
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mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
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font-family:"Calibri",sans-serif;
mso-ansi-language:RO;
mso-fareast-language:RO;}
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<![endif]-->
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: .1pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160; width: 662px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 213.0pt;" valign="top" width="284"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="background: white; font-family: "wingdings"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">w</span></span><span lang="RO" style="background: white; font-family: "times new roman" , serif; font-size: 12.0pt; mso-bidi-font-weight: bold;">Deranjarea orelor sub diferite
forme: întârzieri, discuţii cu colegii, exprimări nepotrivite, mutarea în
bănci după bunul plac, ieşirea din oră fără motive reale şi fără însoţitor,
perturbarea cursurilor etc. </span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 283.15pt;" valign="top" width="378"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: EN-US;">→ 1. Observaţia; 2-avertisment; 3-scăderea notei la
purtare cu 2 până la 3 puncte în funcție de gravitate.</span></div>
</td>
</tr>
</tbody></table>
</blockquote>
<span class="st">c) <i>Copierea sau darea spre copiere a temelor-</i>o alta "fapta" sanctionata de catre noul regulament. Stiu ca este bine sa-ti faci singur temele pentru ca trebuie sa inveti, dar nu cred ca este persoana in tara asta care sa nu fi copiat, o data macar temele la vreo materie. Dar daca este interzis acest lucru pentru elevi ,sa se interzica si profesorilor (pentru ca unii din ei asta fac) sa-si copieze anumite lucrari, teme de pe internet. Asta ca sa fie un pic de echitate. Si, bineinteles urmeaza sanctiunile:</span><br />
<blockquote class="tr_bq">
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; letter-spacing: .05pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Copierea
sau darea spre copiere a temelor, portofoliilor/testelor/lucrărilor scrise ,
suflat<span style="mso-spacerun: yes;"> </span></span></div>
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scăderea notei la purtare (în cazul în care se repetă abaterea) cu 1-3
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<span lang="RO" style="font-family: "symbol"; font-size: 12.0pt; mso-ansi-language: RO; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">®</span></span><span lang="RO" style="font-size: 12.0pt; mso-ansi-language: RO;"> În cazul lucrărilor
scrise/testelor/suflat<span style="mso-spacerun: yes;"> </span>se notează
conform criteriilor stabilite de cadrul didactic. </span></div>
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</span></span></blockquote>
<u><b>5) Si acum, parintii</b></u> -In acest nou regulament nici parintii n-au scapat.<br />
a) Parintii sunt responsabili de intarzierile elevilor-Pai daca sunt parintii responsabili de intarzierile elevilor, de ce raspund copiii prin scaderea notei la purtare pentru intarzieri repetate? Este o enigma.<br />
b<b>)Si acum, sanctiunile adresate parintilor- Dupa cum se observa nici noi, parintii, nu am scapat de sanctiuni. </b>Respectarea prevederilor acestui nou regulament este obligatorie si pentru noi, parintii, desi nu am fost intrebati daca suntem de acord cu aceste prevederi. Noi parintii va trebui sa semnam acest regulament. Si, bineinteles suntem si noi supusi unor sanctiuni:<br />
<br />
<br />
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<b><span lang="RO" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-fareast-font-family: "Arial Unicode MS"; mso-fareast-language: RO;">Art. 39 </span></b><span lang="RO" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-fareast-font-family: "Arial Unicode MS"; mso-fareast-language: RO;">Respectarea prevederilor ROFUIP și
ale prezentului Regulament este obligatorie pentru părinţii, tutorii sau
susţinătorii legali ai copiilor/elevilor.<span style="mso-spacerun: yes;">
</span>În caz contrar, partenerii mai sus menționați pot fi sancționați conform
ROFUIP, Titlul IX, Capitolul 2.</span></div>
</blockquote>
In legatura cu sanctiunile conform <span lang="RO" style="font-family: "times new roman" , serif; font-size: 12.0pt; mso-fareast-font-family: "Arial Unicode MS"; mso-fareast-language: RO;">ROFUIP, Titlul IX, Capitolul 2., daca citim acest capitol, observam ca exista sanctiuni numai in cazul in care nu asiguram scolarizarea copilului, ceea ce este absolut normal. O alta sanctiune<b> NU EXISTA. Deci, care sunt sanctiunile in cazul in care nu respectam acest nou regulament? NU EXISTA!!</b></span><br />
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<span lang="RO" style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">(2)</span></span><span lang="RO" style="font-family: "times new roman" , serif;">Părintele, tutorele sau susținătorul
legal care nu asigură școlarizarea elevului, pe perioada învățământului
obligatoriu, poate fi sancționat cu amendă cuprinsă între 100 lei și 1000 lei
ori este obligat să presteze muncă în folosul comunității.</span></div>
</blockquote>
6) <b>Si acum sa ajungem la ce "ne intereseaza"</b> <b>-contributiile financiare si materiale</b>- Aceste articole referitoare la atributiile comitetelor de parinti au fost preluate integral din Ordinul 5115/2014, fara modificari.Atrubutiile comitetelor de parinti sunt( printre altele): sprijinirea conducerii scolii in dezvoltarea bazei materiale a scolii si atragerea de persoane fizice sau juridice care prin contributii financiare sau materiale sustin programe de modernizare a activitatii educative.<br />
<blockquote class="tr_bq">
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Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
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sprijină conducerea școlii și dirigintele/ învățătorul în întreținerea,
dezvoltarea și modernizarea bazei materiale a clasei și a unității de învățământ;</span></div>
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</span><span lang="IT" style="color: black; font-family: "times new roman" , serif; font-size: 12.0pt; mso-ansi-language: IT; mso-fareast-font-family: "Arial Unicode MS"; mso-fareast-language: RO;">e)
atrage persoane fizice sau juridice care, prin contribuții financiare sau materiale,
susțin programe de modernizare a activității educative și a bazei materiale din
clasă și din școală.</span></blockquote>
</blockquote>
</blockquote>
<br />
<br />
In concluzie, acest regulament este plin de sanctiuni la adresa copiilor, copii care nu stiu ce note vor avea la disciplina "Purtare". Dupa acest regulament copilul nu are voie sa faca nimic, doar sa stea in banca, sa nu vorbesca, sa nu alerge, sa nu sara, sa nu se joace pe telefon in timpul pauzelor, sa nu......, sa nu........<br />
Din cauza acestui regulament eu, ca parinte, nu am dreptul sa-i trimit un mesaj prin telefon copilului meu sau invers. <u><b>Exista numai restrictii si sanctiuni. </b></u><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
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Acest regulament ni se va baga sub nas, noua parintilor, pentru a-l semna. <u><b>Ei bine, eu nu-l semnez</b></u>. Sa vedem ce sanctiuni primesc!<br />
<u><i><b>Fac apel la Ministerul Educatiei Nationale sa controleze aceste regulamente scolare la nivelul fiecarei scoli. Le consider abuzive.</b></i></u><br />
<br />
<br />
<br />
<br />
<a href="http://adevarul.ro/educatie/scoala/grupul-facebook-consiliului-elevilor-regulament-gestionat-profesori-nu-tolereaza-vocile-critice-1_54e6334b448e03c0fdc8ad37/index.html" rel="nofollow">Grupul de Facebook al Consiliului Elevilor are regulament, este gestionat de profesori şi nu tolerează vocile critice </a><br />
<blockquote class="tr_bq">
</blockquote>
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povestitorulhttp://www.blogger.com/profile/03646454276375497070noreply@blogger.com0