tag:blogger.com,1999:blog-1950259079583408462024-03-04T23:34:07.042-08:00O viaţa de adolescent Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.comBlogger45125tag:blogger.com,1999:blog-195025907958340846.post-59716217784656727482020-03-03T00:36:00.000-08:002020-03-03T00:36:20.990-08:00 Pasii pe care trenuie urmati in a face un proiect impecabil sunt:<br />
<br />
<strong> 1. </strong>Acordați atenție detaliilor
<br />
<br />
<b>2. </b>Acordarea rabdarii pentru a duce la bun sfarsit un proiect<br />
<br />
<b> 3. </b>Documentarea unor ideiAndreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-60201757869023938632020-02-18T00:39:00.001-08:002020-02-18T00:39:18.573-08:00 Snapshot <br />
<br />
<br />
<br />
Sunt undeva la 45% la atestat<br />
Ce ma impiedica pe mine este timpul.<br />
Al doilea motiv este ca nu am o ambitie foarte mare.<br />
Un alt motiv a fost preocuparea de alte domenii care ma vor ajuta in viata de zi cu zi.Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-5697344659575515722020-01-14T00:49:00.005-08:002020-01-21T00:26:21.747-08:00planificarea unui proiect <br />
<br />
<br />
<br />
<h2 style="text-align: center;">
<span style="font-size: large;"> <b>Capitolul 2 </b> </span></h2>
<div style="text-align: left;">
<span style="font-size: large;"> <b> 2.1 Concepte generale de planificare a unui proiect</b></span></div>
<div style="text-align: left;">
</div>
<span style="font-size: large;"> In principiu, planl unui proiect reflecta modul in care se precomiseaza realizarea efectiva a acestuia, de la faza de conceptie si pana la terminare. El trebuie sa cuprinda: </span><br />
<ul>
<li><span style="font-size: large;">ce obiective trebuie atinse si in ce ordine;</span></li>
<li><span style="font-size: large;">ce actiuni trebuie intreprinse, care sunt conditionarile dintre acestea, cand trebuie sa inceapa si cand trebuie sa fie termiate;</span></li>
<li><span style="font-size: large;">costurile si resursele necesare diferitelor actiuni preconizate; </span></li>
<li><span style="font-size: large;"> bugetul proiectului si programul de procurare a resurselor necesare;</span></li>
</ul>
<span style="font-size: large;">structura de reprezentare a muncii si a responsabilitatilor defalcata pe fazele dezviltare ale proiectului s<i>i pe persoanele <b>care </b></i>raspund de conducerea si urmari proiectului. </span><br />
<br />
<br />
<span style="font-size: large;"><a href="http://www.asecib.ase.ro/mttp/Capitolul_2.pdf">http://www.asecib.ase.ro/mttp/Capitolul_2.pdf</a> </span><br />
<ul>
</ul>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-29457836660805973482019-12-03T00:47:00.003-08:002019-12-03T00:47:17.234-08:0010 orase cu cea mai mare populatie din Romania<div class="separator" style="clear: both; text-align: center;">
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<a href="https://ro.wikipedia.org/wiki/Lista_ora%C8%99elor_din_Rom%C3%A2nia">https://ro.wikipedia.org/wiki/Lista_ora%C8%99elor_din_Rom%C3%A2nia</a><br />Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-81396305986070292032019-11-26T00:41:00.000-08:002019-11-26T00:46:15.338-08:00DIR-636L Router<div class="jhH5U r-iSq9YlCEUB6o" data-rtid="iSq9YlCEUB6o" jsaction="tr_update_source_language:r.xVAjFmK1HCA;tr_update_target_language:r.iHgHKOfvkAQ" jscontroller="" jsl="$t t-DSHHy8VcA1g;$x 0;" style="background-color: white; padding: 0px 16px;">
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<span lang="ro" style="font-size: 28px;" tabindex="0"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg73MglYR67p2_z_qBhZ9B9esULoM3f5BKiGSzWfD7yFck0B3Y6TIlCtVg8MGKgjUqV5eOv8JMByxjvhNaaiHwOOFjaqwh5L72-k_kTABZ9pJfjWTSgn8ZBgs44WW6_EDQjbKczeMyfR8/s1600/DLINK.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="1600" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg73MglYR67p2_z_qBhZ9B9esULoM3f5BKiGSzWfD7yFck0B3Y6TIlCtVg8MGKgjUqV5eOv8JMByxjvhNaaiHwOOFjaqwh5L72-k_kTABZ9pJfjWTSgn8ZBgs44WW6_EDQjbKczeMyfR8/s320/DLINK.png" width="320" /></a></div>
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<table class="specs-table" style="background-color: white; border-collapse: collapse; border-spacing: 0px; color: #222222; font-family: Arial, sans-serif; font-size: 13px; margin: 0px 0px 10px; padding: 0px; width: 818px;"><tbody>
<tr><td class="specs-left" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: dashed; border-image: initial; border-left-color: initial; border-left-style: initial; border-right-color: initial; border-right-style: initial; border-top-color: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #333333; font-size: 12px; padding: 3px 6px; vertical-align: middle; white-space: nowrap; width: 200px;"><br />
<table class="specs-table" style="border-collapse: collapse; border-spacing: 0px; color: #222222; font-size: 13px; margin: 0px 0px 10px; padding: 0px; width: 818px;"><tbody>
<tr><td class="specs-left" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: dashed; border-image: initial; border-left-color: initial; border-left-style: initial; border-right-color: initial; border-right-style: initial; border-top-color: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #333333; font-size: 12px; padding: 3px 6px; vertical-align: middle; white-space: nowrap; width: 200px;">Frecventa</td><td class="specs-right" style="border-bottom: 1px dashed rgb(238, 238, 238); border-left: 1px dashed rgb(238, 238, 238); color: #333333; font-size: 12px; overflow-wrap: break-word; padding: 3px 6px; vertical-align: middle; word-break: break-all;">2.4 GHz</td></tr>
<tr><td class="specs-left" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: dashed; border-image: initial; border-left-color: initial; border-left-style: initial; border-right-color: initial; border-right-style: initial; border-top-color: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #333333; font-size: 12px; padding: 3px 6px; vertical-align: middle; white-space: nowrap; width: 200px;">Standarde</td><td class="specs-right" style="border-bottom: 1px dashed rgb(238, 238, 238); border-left: 1px dashed rgb(238, 238, 238); color: #333333; font-size: 12px; overflow-wrap: break-word; padding: 3px 6px; vertical-align: middle; word-break: break-all;">802.11 a/b/g/n</td></tr>
<tr><td class="specs-left" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: dashed; border-image: initial; border-left-color: initial; border-left-style: initial; border-right-color: initial; border-right-style: initial; border-top-color: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #333333; font-size: 12px; padding: 3px 6px; vertical-align: middle; white-space: nowrap; width: 200px;">Alimentare</td><td class="specs-right" style="border-bottom: 1px dashed rgb(238, 238, 238); border-left: 1px dashed rgb(238, 238, 238); color: #333333; font-size: 12px; overflow-wrap: break-word; padding: 3px 6px; vertical-align: middle; word-break: break-all;">12V</td></tr>
</tbody></table>
<table class="specs-table" style="border-collapse: collapse; border-spacing: 0px; color: #222222; font-size: 13px; margin: 0px 0px 10px; padding: 0px; width: 818px;"><tbody>
<tr><td class="specs-left" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: dashed; border-image: initial; border-left-color: initial; border-left-style: initial; border-right-color: initial; border-right-style: initial; border-top-color: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #333333; font-size: 12px; padding: 3px 6px; vertical-align: middle; white-space: nowrap; width: 200px;"><br /></td><td class="specs-right" style="border-bottom: 1px dashed rgb(238, 238, 238); border-left: 1px dashed rgb(238, 238, 238); color: #333333; font-size: 12px; overflow-wrap: break-word; padding: 3px 6px; vertical-align: middle; word-break: break-all;"><br /></td></tr>
</tbody></table>
</td><td class="specs-right" style="border-bottom: 1px dashed rgb(238, 238, 238); border-left: 1px dashed rgb(238, 238, 238); color: #333333; font-size: 12px; overflow-wrap: break-word; padding: 3px 6px; vertical-align: middle; word-break: break-all;">2.4 GHz</td></tr>
</tbody></table>
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<span lang="ro" tabindex="0"></span></div>
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<tr class="oddTr" style="background-color: #f3f3f3;"><td class="charName" style="color: #777777; padding: 7px 10px; width: 274px; word-break: break-word;">Standarde:</td><td style="color: #525252; padding: 7px 10px; word-break: break-word;"><div>
</div>
<div>
IEEE 802.11n</div>
<div>
</div>
<div>
IEEE 802.3</div>
<div>
</div>
<div>
IEEE 802.3ab</div>
<div>
</div>
<div>
IEEE 802.3u</div>
<div>
IEEE 802.11g</div>
</td></tr>
</tbody></table>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 0px;">
<span lang="ro" tabindex="0"><br /></span></div>
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Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com1tag:blogger.com,1999:blog-195025907958340846.post-10143746604915366632019-11-07T03:28:00.000-08:002019-11-07T03:28:16.061-08:00subiectul 9 1.Sortati dupa<br />
<ul>
<li>Nume</li>
</ul>
Data modificarii Tip ,Dimensiune <br />
<br />
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
2.<span lang="RO" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="RO">Microcalculatoare</span><span lang="RO" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="RO">Minicalculatoare</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO"> </span><span lang="RO" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="RO">Calculatoare mainframe</span>
</div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="RO">Supercalculatoare</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO"><br /></span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO">3.Relatii cu clientii Angajatii pot raspunde cerintelor clientilor mult mai rapid si eficient, folosind emailul.</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO">Lucru in echipa Partajarea accesului la internet de catre angajati care utilizeaza reteaua locala imbunatateste eficienta in companie si comunicarea in echipa</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO">4.Bitdefender</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO"> Norton</span></div>
<div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l1 level2 lfo2; tab-stops: list 42.55pt; text-indent: -14.2pt;">
<span lang="RO"> G DATA</span></div>
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<span lang="RO"><br /></span></div>
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Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-91075035251892734642019-10-22T00:38:00.002-07:002019-10-22T00:38:42.095-07:00Ghete Dama<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3u0KtcGMGRVASvGLnIDdS35TM40cfwK9sy0xwczofaqNK6Ov_ySWP8LQRVwmQky7jqAFPMFgEHzYPsPLDX5K6JaXukPlWPre0s2rUqGWwa_JGmc3uYrrui0TuaoVYz1na6HmcYV2Suio/s1600/bocanci_ts.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="650" data-original-width="650" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3u0KtcGMGRVASvGLnIDdS35TM40cfwK9sy0xwczofaqNK6Ov_ySWP8LQRVwmQky7jqAFPMFgEHzYPsPLDX5K6JaXukPlWPre0s2rUqGWwa_JGmc3uYrrui0TuaoVYz1na6HmcYV2Suio/s200/bocanci_ts.jpg" width="200" /></a> <a href="https://www.epantofi.ro/botine-lasocki-wi16-dana-05-black.html?gci=f4eab6f68845ab1bec4262a7e2757aa89671a5cc&utm_source=glami.ro&utm_medium=cpc&utm_campaign=Glami.ro">https://www.epantofi.ro/botine-lasocki-wi16-dana-05-black.html?gci=f4eab6f68845ab1bec4262a7e2757aa89671a5cc&utm_source=glami.ro&utm_medium=cpc&utm_campaign=Glami.ro</a><br />
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Marimea 36<br />
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<br />Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-19054044293072776182019-10-01T00:43:00.002-07:002019-10-01T00:43:56.182-07:00Elevii cu blog1.<a href="http://geopopovici.blogspot.com/"> Popovici George </a><br />
2. Nivelul a fost de nota 10<br />
3. Mi-a explicat toti pasii Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-82775216041496361382019-09-11T10:01:00.001-07:002019-09-11T10:46:38.159-07:00Egiptul de ieri și de azi!Istoria Egiptului Antic este caracterizată de o incredibilă longevitate întinzându-se pe mai bine de trei milenii. Apogeul a fost fără îndoială atins sub conducerea faraonilor, regi și singuri intermediari între oameni și zei, garant al ordinii atât externe (invadatori) cât și interne (tulburări sociale). Istoria Egiptului Antic începe în jurul anului 3100 î.Hr., Faraonul Narmer a unificat Egiptul. Acesta a devenit un imperiu puternic care a dăinuit până în anul 30 î.Hr., când a fost cucerit de romani.<br />
Îmi amintesc cum emisiunile legate de Egipt de pe Discovery mi-au făcut copilăria mai frumoasă. Au definit-o cumva și mi-au inspirat ideea de a fi explorator în ceea ce privește călătoriile toată viața.<br />
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Mă fascinau descoperirile legate de o civilizație demult apusă, de faptul că putem găsi astăzi o mulțime de explicații din niște indicii descoperite sub nisip.<br />
Anii au trecut, iar ideea de a vizita Egiptul a rămas undeva în planurile de viitor.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG6tnjLqi9P3a6mHRwpOPqyhST2AFRKSW2m-MvApy2c_lYfbGZhMTbISA3wa9nHBDT-Rj6jhCvaPrsYr7Lw_oqgZf0U59PGuNZ2DJ51HUWG0OGUbmL-BBbVN1WRpKx0lbeNIcdu7SxhFo/s1600/eu2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="464" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG6tnjLqi9P3a6mHRwpOPqyhST2AFRKSW2m-MvApy2c_lYfbGZhMTbISA3wa9nHBDT-Rj6jhCvaPrsYr7Lw_oqgZf0U59PGuNZ2DJ51HUWG0OGUbmL-BBbVN1WRpKx0lbeNIcdu7SxhFo/s200/eu2.jpg" width="160" /></a> Pentru mine această excursie ma fascinat deoarece am vizitat lumea din ocean și o frumoasă insulă pe nume Orange Bay.<br />
În acest prim articol despre Egipt vreau să vorbesc despre prima impresie: despre Egiptul de ieri și de azi, care sunt, de fapt, două povești diferite.<br />
Hai să îți spun cum a fost călătoria mea.<br />
La ora 9 aveam avionul spre Hurgada și am ajuns în Egipt la ora 13.<br />
Cumva am acceptat și am căutat să mă bucur de ce pot.La scurt timp m-am acomodat ,pe lângă asta am putut fi atentă la relaționarea oamenilor față de turiști, m-au uimit pe scurt sunt niște supraviețuitori pentru că au reușit să trăiască .<br />
Viața a fost grea pentru Egipteni însă aceștia a învățat să se adapteze .<br />
O bună parte din locuitorii Egiptului, cel puțin care trăiesc în zonele turistice, trăiesc din comerț.<br />
Mergeai mai departe să vizitezi un obiectiv turistic, intrările și ieșirile treceau printr-un fel de bazar unde nu erai lăsa să treci cu una cu doăua .<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWKusOZMo0M2wbR5x8WFteo9QIQRJppsWw45qtxYqsSNS6UuORlMLKEtFJnNYmQh37Tj2m0thl8F4gw6Nc2rBVMA2S4wJ33bbxv7daG6sZFYE0csibTDjXVqbW5IqMYn5fodvBjbt8LCQ/s1600/eu3.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1063" data-original-width="1600" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWKusOZMo0M2wbR5x8WFteo9QIQRJppsWw45qtxYqsSNS6UuORlMLKEtFJnNYmQh37Tj2m0thl8F4gw6Nc2rBVMA2S4wJ33bbxv7daG6sZFYE0csibTDjXVqbW5IqMYn5fodvBjbt8LCQ/s320/eu3.jpeg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4sp88BlMor4TNv80wY13OIWLRLtyI38jIQehEssFNN0HWoVZEKYmtHWnnjGPFU6_E7DtX2GQy0QuCRlBHHtw58JnmWc532ncTxM-lX8n6xzvjpGcMc9j1XPGY-wFNiHwYrDoe9yeOsdo/s1600/eu1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="181" data-original-width="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4sp88BlMor4TNv80wY13OIWLRLtyI38jIQehEssFNN0HWoVZEKYmtHWnnjGPFU6_E7DtX2GQy0QuCRlBHHtw58JnmWc532ncTxM-lX8n6xzvjpGcMc9j1XPGY-wFNiHwYrDoe9yeOsdo/s1600/eu1.jpg" /></a>Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-54023773601196735452019-06-06T01:46:00.001-07:002019-06-06T01:51:13.310-07:00Ziua copilului! <span style="background-color: white; color: #333333; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"> Cel mai mare eveniment, de până acum, dedicat copiilor organizat în Cetatea Oradea, Kids Fest, îşi turează motoarele. Kids Fest Oradea 2019 este este cel mai colorat și distractiv festival pentru copii din județul Bihor. La fel ca la prima ediție a Kids Fest Oradea, și anul acesta, programul celor 3 zile de festival a fost conceput pentru toate vârstele. Pe lista de activități au fost incluse spectacole de teatru cu și pentru copii, care vor fi puse în scenă de trupe din România și din străinătate, numere spectaculoase de magie, ateliere de creație inedite, personaje de poveste și invitați de seamă.Cetatea se îmbracă în veselie și culoare, pentru o petrecere pe cinste cu spectacole de teatru, magie, ateliere inedite, personaje de poveste, standuri cu dulciuri și activități pentru întreaga familie.</span><br />
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Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-31114987368591463652019-05-13T23:43:00.006-07:002019-05-13T23:56:21.837-07:00Statuia lui Mihai Viteazul<br />
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1. Cand sa nascut Mihai Viteazul?<br />
2. Cand a murit Mihai Viteazul?<br />
3. Cand a domnit?<br />
4. Avea sotie si copii?<br />
5.Ce ii placea sa faca?<br />
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<span style="font-family: "trebuchet ms" , sans-serif;"> 1. Cand sa nascut Mihai Viteazu?</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> Mihai Viteazul sa nascut in 1558 in orasul Floci din Tara Romaneasca</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">2. Cand a murit Mihai Viteazul?</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> Decedat in Augus 1601 la Campia Turzii</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">3. Cand a domnit?</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> Intre 1593-1600 Inmormantat la Alba Iulia, a fost conducător de facto al celor trei mari țări medievale care formează Romania de astăzi: Țara Românească, Transilvania și Moldova.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">4. Avea sotie si copii?</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> </span>Doamna Stanca a fost soția lui Mihai Viteazul<br />
Nicolae Patrascu<br />
Domnita Florica <br />
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5. Ce ii placea sa faca?<br />
Era un om politic<br />
Înainte de a ajunge pe tron, ca boier, a deținut dregătoriile de bănișor <br />
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<span style="font-family: "trebuchet ms" , sans-serif;"> Statuia lui Mihai Viteazul<b> </b>este o <a href="https://www.blogger.com/null" title="Statuie ecvestră">statuie ecvestră sculptata de Albert Ernest Carriere de Belleuse si este primul monument de aceasta factura.</a></span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> Reprezinta pe unul cel mai de seama domnitor 1593-1601 conducatorul luptei poporului roman: Moldova , Tara Romaneasca si Transilvania.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">În timpul<span style="color: black;"><span style="color: black;"><a class="mw-redirect" href="https://ro.wikipedia.org/wiki/R%C4%83zboiul_Ruso-Turc_(1877-1878)" title="Războiul Ruso-Turc (1877-1878)"> </a></span> din anii 1877 – 1878, la 30 august 1877. </span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: black;"> Din punctul meu de vedere , Statuia lui Mihai Viteazul din Oradea ar trebui mutata deoarece ea chiar daca este un simbol pentru tara noastră, ea este bine amplasata, dar textura ei nu este foarte bine făcută. centrul orasului este cel mai populat si vizitat de turisti si de locuitorii sai. Turistii care ne viziteaza orasul ar trebui sa afle lucruri noi sa fie documentati despre oras si despre statuile din oras mai ales cea a lui Mihai Viteazul nu de textura sa.</span></span><br />
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<span style="color: black;"><span style="font-family: "trebuchet ms" , sans-serif;"> </span></span>Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-63833171773562779682019-04-14T11:52:00.000-07:002019-04-14T11:58:27.013-07:00Minte Relaxată - Corp Sănătos<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi7qriFf6_9rzG8JFPF5ZdF_uuTGAJa5CMxA92jR9kaksyQCKsa1txiGo8EDfep0GX3xepLGsaGPJ_X7wky-dI76jjbP3Ur-BOoHFl3ouQZHfdQ491ySXrSjyj3Mg998tBhJCJpM6c8pk/s1600/IMG_20190414_153354.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi7qriFf6_9rzG8JFPF5ZdF_uuTGAJa5CMxA92jR9kaksyQCKsa1txiGo8EDfep0GX3xepLGsaGPJ_X7wky-dI76jjbP3Ur-BOoHFl3ouQZHfdQ491ySXrSjyj3Mg998tBhJCJpM6c8pk/s320/IMG_20190414_153354.jpg" width="240" /></a></div>
Minte relaxată - Corp sănătos<br />
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Relaxarea este importantă pentru o viață împlinită și fericită, o minte relaxată este creativă.<br />
Astăzi eu si cu prietea mea am avut cea mai norocoasă zi am mers să vizităm un loc superb și anume o fermă de lavandă. Ne-am am făcut poze , am ascultat muzică classică și ne-am relaxat. La un moment dat ne-am oprit si am zis să stăm pe un balot de paie care era frumos amenjat aproape de lalele care și ele erau multi colore si foarte frumoas, cum mie îmi place foarte mult să fac poze și în același timp să mă și relaxez, mi-am adunat o stare foarte pozitivă.<br />
Așa că vă sfătuiesc să lasați telefoanele și laptopul din fața voastră și să ieșiți la o plimbare în aer liber sau pe o bancă într-un parc și să citiți o carte.<br />
Motto: Dacă ai imaginea clară a ceea ce dorești să devii sau <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZk_42fpSXlpOYsV705P13Li5EcxXCC1xF6VcRkDFZN9Hoft_WgCC3hBkhirFtGPwYGNE_4p71rrKupE1HuR9dEA2De59kw3X-Vql_0cCrWtTVXjCKW1IooLqGPHjihpkppdJl6_qN8E/s1600/IMG_20190414_143854.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZk_42fpSXlpOYsV705P13Li5EcxXCC1xF6VcRkDFZN9Hoft_WgCC3hBkhirFtGPwYGNE_4p71rrKupE1HuR9dEA2De59kw3X-Vql_0cCrWtTVXjCKW1IooLqGPHjihpkppdJl6_qN8E/s320/IMG_20190414_143854.jpg" width="320" /></a>să obții ai încredere în tine și relaxează-te, totul va fii posibil.<br />
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Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-63067793052726705292019-04-02T08:53:00.000-07:002019-04-02T08:53:02.357-07:00Cum ar fii de am trăi normal? Cum ar fii de am trăi normal?<br />
În fiecare zi mă întreb acest lucru,ar fii frumos pentru noi dacă nu ar fi atâta ură în jurul nostru,invidie și neinteres. În mod obișnuit ne întrebăm ,,Nu sunt un ciudat?" ,,De ce nu putem fii sinceri?"<br />
De ce ne place să facem ca persoana de lângă noi să sufere chiar dacă nu vrem?<br />
Sunt întrebări bune la care răspundem sinceri.Dacă am fii sinceri în fiecare zi, ar fii un lucru minunat, măcar așa am putea auzi de la persoanele pe care nu le placem sau care ne invidiază ce au de spus despre noi. În sufletul fiecărui om se ascunde o poveste sau o durere care nu mai trece și în felul acesta aruncăm vorbe care dor.<br />
Aud în jurul eu doar laude, laude și iar laude, multe persoane vor să ajungă în centrul atenției, niciodată să nu te lași mai prejos la o persoană aratăi că tu poți mai mult decât ea.<br />
Văd în jurul meu ,,oameni care vor să mute munții din loc". În viață fiecare om are un rol ca și proverbul ,,Omul potrivit la locul potrivit".<br />
Pentru a deveni ceva trebuie să-ți înfrunți singur temerile și să fii deschis cu lumea din jurul tău.<br />
Un sfat: ,,Fii tu însuți , fă bine în jurul tău și vei vedea că vei primi mulțumiri și laude. Fă în așa fel încât fericirea ta să schimbe lumea."Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-81783167212727465992019-03-08T07:09:00.000-08:002019-03-08T07:09:05.280-08:00Martie! Luna Martie este simbolistică primaverii si a femeii.În viața ta este o singură femeie și anume ,,Mama'',această ființă căreia îi suntem datori cu un respect profund,căreia îi mulțumim pentru tot.<br />
Primul pas, primul zâmbet ,primul cuvânt,copilăria cu toate tainele ei sunt legate de persoana descrisă cu ajutorul cuvintelor. Chipul ca un înger și ochii sclipitori, zâmbetul ca un curcubeu alcătuiesc figura mamei.<br />
,,Fii dar, copile, fericit!<br />
Atâta vreme cât trăiește,<br />
Tu ai un dar neprețuit:<br />
O mamă care te iubește!"<br />
<br />Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-58551716212039349482019-02-25T02:24:00.001-08:002019-02-25T02:24:18.767-08:00Blog Oscar Oscar 2019<br />
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<u><strong>Câștigătorii celei de a 91-a ediții a galei premiilor Academiei americane de film:</strong></u><br />
<br />
<strong>Cel mai bun film:</strong> Green Book<br /><strong>Cel mai bun regizor:</strong> Alfonso Cuaron, Roma<br /><strong>Cea mai bună actriţă:</strong> Olivia Colman, The Favourite<br /><strong>Cel mai bun actor:</strong> Rami Malek, Bohemian Rhapsody<br /><strong>Cea mai bună actriţă în rol secundar:</strong> Regina King, If Beale Street Could Talk<br /><strong>Cel mai bun actor în rol secundar: </strong>Mahershala Ali, Green Book<br /><strong>Cel mai bun scenariu original:</strong> Green Book<br /><strong>Cel mai bun scenariu adaptat:</strong> BLACKkKLANSMAN<br /><strong>Cel mai bun film într-o limbă străină:</strong> Roma<br /><strong>Cel mai bun lungmetraj de animaţie:</strong> Spider-Man: Into the Spider-Verse<br /><strong>Cel mai bun lungetraj documentar:</strong> Free Solo<br /><strong>Cea mai bună imagine:</strong> Roma<br /><strong>Cel mai bun montaj:</strong> Bohemian Rhapsody<br /><strong>Cel mai bun mixaj de sunet: </strong>Bohemian Rhapsody<br /><strong>Cel mai bun montaj de sunet: </strong>Bohemian Rhapsody <br /><strong>Cele mai bune efecte vizuale:</strong> First Man<br /><strong>Machiaj şi coafură: </strong> Vice<br /><strong>Cele mai bune costume:</strong> Ruth Carter, Black Panther<br /><strong>Cântec original: </strong>Shallow, interpretat de Bradley Cooper și Lady Gaga, in filmul „A star is born”<br /><strong>Cea mai bună coloană sonoră:</strong> Black Panther<br /><strong>Design de producţie:</strong> Black Panther<br /><strong>Cel mai bun scurtmetraj live-action:</strong> Skin<br /><strong>Cel mai bun scurtmetraj de animaţie:</strong> BAO<br /><strong>Cel mai bun scurtmetraj documentar:</strong> Period. End of Sentence<br />
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<div style="left: -99999px; position: absolute;">
Green Book“ câştigă
Oscarul pentru Cel mai bun film şi învinge drama „Roma“, creditată cu
cele mai mari şanse la victorie. „Este ca un vis. Am făcut acest film cu
iubire, cu respect şi cu blândeţe. Toată povestea este despre dragoste,
indiferent de cât de diferiţi suntem. Fără Viggo nu ari fost posibil
acest film“, a spus regizorul Peter Farrelly.<br /><br /> Citeste mai mult: <a href="http://adev.ro/png0uv" target="_blank" title="Premiile Oscar 2019: „Green Book“ este cel mai bun film. Rami Malek a câştigat Oscarul pentru rolul lui Freddie Mercury | adevarul.roŞedinţa CSAT. Ce au aprobat membrii Consiliului: obiectivele României pentru Summitul NATO de la Bruxelles şi forţele armate pentru misiuni în străinătate | adevarul.roŞedinţa CSAT. Ce au aprobat membrii Consiliului: obiectivele României pentru Summitul NATO de la Bruxelles şi forţele armate pentru misiuni în străinătate | adevarul.ro">adev.ro/png0uv</a></div>
<div style="left: -99999px; position: absolute;">
Cele mai importante
momente ale galei Oscar 2019
UPDATE 06.15 „Green Book“ câştigă Oscarul pentru Cel mai bun film şi
învinge drama „Roma“, creditată cu cele mai mari şanse la victorie.
„Este ca un vis. Am făcut acest film cu iubire, cu respect şi cu
blândeţe. Toată povestea este despre dragoste, indiferent de cât de
diferiţi suntem. Fără Viggo nu ari fost posibil acest film“, a spus
regizorul Peter Farrelly.<br /><br /> Citeste mai mult: <a href="http://adev.ro/png0uv" target="_blank" title="Premiile Oscar 2019: „Green Book“ este cel mai bun film. Rami Malek a câştigat Oscarul pentru rolul lui Freddie Mercury | adevarul.ro">adev.ro/png0uv</a></div>
<div style="left: -99999px; position: absolute;">
Cele mai importante
momente ale galei Oscar 2019
UPDATE 06.15 „Green Book“ câştigă Oscarul pentru Cel mai bun film şi
învinge drama „Roma“, creditată cu cele mai mari şanse la victorie.
„Este ca un vis. Am făcut acest film cu iubire, cu respect şi cu
blândeţe. Toată povestea este despre dragoste, indiferent de cât de
diferiţi suntem. Fără Viggo nu ari fost posibil acest film“, a spus
regizorul Peter Farrelly.<br /><br /> Citeste mai mult: <a href="http://adev.ro/png0uv" target="_blank" title="Premiile Oscar 2019: „Green Book“ este cel mai bun film. Rami Malek a câştigat Oscarul pentru rolul lui Freddie Mercury | adevarul.ro">adev.ro/png0uv</a></div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-15154978076950607912019-01-25T13:55:00.000-08:002019-01-25T23:34:06.593-08:00Dacă viața ta ar fi o carte, ce titlu ar avea? <br />
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<span style="font-size: 1,00em;">Am întrebat oamenii din jurul meu "Dacă viața ta ar fi o carte, ce titlu ar avea?" și mi-au spus:"Viața mea și marele meu secret", "Visătoarea", "Trăiește-ți viața cu zâmbetul pe buze","Visul meu", "Copilăria", "Iubirea marele sentiment".</span><br />
<span style="font-size: 1,00em;"> Toate acestea sunt doar o parte din conturul vieții noastre care creionează trecutul sau viitorul nostru care dorind sa le punem pe o foaie dând drum sentimentelor a ne exprima Cine suntem? Despre ce scriem? Unde am copilărit? sau Unde ne îndreptăm?</span><br />
<span style="font-size: 1,00em;"> Sfatul meu este să îți iei în mână un pix și o foaie de hârtie și să scrii tot ce simți sau tot ce gândești, dă-ți frâu ideilor și așeazăle în așa fel încât să te reprezinți pe tine însuți în povestea vieții tale. Să nu uiți să zâmbești atunci când scrii fii optimist, relaxează-te și trage aer în piept sigur va ieșii ceva bun din ceea ce vei scrie. </span></div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-31489986883522495042018-12-13T01:46:00.000-08:002018-12-13T01:47:27.966-08:00<div style="text-align: center;">
<u><span style="font-size: large;"><b>Suma alocata pe elevi</b></span></u></div>
<h1>
<span style="font-size: large;"><span style="font-weight: normal;">Guvernul creşte suma alocată de la Stat pentru preşcolari şi elevi de la 3043 de lei la 3740 de lei</span></span><span style="font-size: large;">.<span style="font-weight: normal;">Costul standard per elev/preşcolar pentru
învăţământul preuniversitar de stat, particular şi confesional
acreditat, pentru anul 2017, creşte de la 3.043 de lei/an la 3.740 de
lei, potrivit a două hotărâri adoptate în şedinţa de miercuri a
Guvernului.</span></span> <span style="font-size: large;"><span style="font-weight: normal;"> </span></span></h1>
<h1>
<span style="font-size: large;"><span style="font-weight: normal;"> <u> <b>Pe baza costului standard per elev/preşcolar se alocă:</b></u></span></span></h1>
<ul>
<li><h1 style="text-align: justify;">
<span style="font-size: large;"><span style="font-weight: normal;"> </span></span><span style="font-size: large;"><span style="font-weight: normal;"> Finanţarea cheltuielilor cu salariile, sporurile, indemnizaţiile şi
alte drepturi salariale în bani, stabilite prin lege, precum şi a
contribuţiilor aferente acestora pentru unităţile de învăţământ. Nu sunt
incluse în această categorie cheltuielile pentru alocaţii pentru
transportul la şi de la locul de muncă, precum şi cheltuielile salariale
în natură.</span></span></h1>
<ul style="text-align: justify;">
<li><h1>
<span style="font-size: large;"><span style="font-weight: normal;">Finanţarea cheltuielilor cu pregătirea profesională, a cheltuielilor
cu evaluarea periodică a elevilor, precum şi a celor pentru bunuri şi
servicii. Cheltuielile cu pregătirea profesională includ şi cheltuielile
legate de formarea continuă şi evaluarea personalului din unităţile de
învăţământ preuniversitar particular şi confesional acreditat. Concret,
costul standard per elev din învăţământul gimnazial din mediul urban
(considerat coeficientul 1) în 2017 este stabilit la 330 lei/an. </span></span><span style="font-size: large;"><span style="font-weight: normal;"> </span></span></h1>
<h1 style="text-align: left;">
<span style="font-size: large;"><span style="font-weight: normal;">În anul 2016, valoarea costului standard pentru coeficientul 1 este de 3.043 lei/an.</span></span> </h1>
<h1 style="text-align: justify;">
<span style="font-size: large;"><span style="font-weight: normal;">Costul standard per elev/preșcolar privind cheltuielile cu pregătirea
profesională, cheltuielile cu evaluarea periodică a elevilor și
cheltuielile prevăzute la articolul bugetar "bunuri și servicii" este
identic cu cel din învățământul preuniversitar de stat.</span></span></h1>
<h2>
<u><span style="font-size: large;">Bursa socială elevi 2018: criterii de acordare</span></u></h2>
<div style="text-align: justify;">
<span style="font-size: large;">Bursa socială 2018 se acordă elevilor, la cerere, în funcţie de situaţia materială a familiei sau a susţinătorilor legali.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Bursa
de ajutor social 2018 se acordă la începutul anului şcolar şi este
revizuită semestrial, în funcţie de modificările intervenite în
veniturile nete lunare ale familiei. Pot păstra bursa elevii promovaţi
şi cu nota 10 la purtare.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Bursa socială 2018 se acordă
următoarelor categorii de elevi înscriși la cursurile cu frecvență din
învățământul preuniversitar de stat:</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">- elevi proveniţi din familii care îndeplinesc în mod cumulat următoarele condiţii:</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">1.
nu realizează un venit net mediu lunar, pe ultimele 12 luni, pe membru
de familie, mai mare de 50% din salariul minim net pe economie,
respectiv 1900 de lei.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">2. nu deţin terenuri agricole cu o
suprafaţă mai mare de 20.000 mp, în zonele colinare şi de şes, şi de
40.000 mp, în zonele montane.<img alt="" 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" /></span></div>
</li>
</ul>
</li>
</ul>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-69275187266109075842018-11-08T01:50:00.003-08:002018-11-08T01:54:50.943-08:00Proictul R.O.S.E<span style="font-size: small;"><b> </b></span><span style="font-size: small;"><b><span style="font-size: small;"><b>PROIECTUL PRIVIND ÎNVĂȚĂMÂNTUL SECUNDAR<br /> ROMAN</b></span></b></span><br />
<br />
<br />
<br />
<h2>
<span style="font-weight: normal;"><span style="font-size: large;">ROSE este un proiect care isi propune sa contribuie la reducerea abandonului in invatamantului secundar. A fost aprobat prin Legea nr. 234/08.10.2015 , este structurat în trei
componente, primele două fiind concepute pentru a aborda aspecte de
natură academică şi socială care conduc la performanţa scăzută a
elevilor în învăţământul secundar superior, precum şi în primii ani din
învăţământul terţiar. A treia componentă include atât managementul de
proiect, monitorizarea şi evaluarea impactului acestuia, cât și
activitatea de evaluare a intervenţiilor existente, care abordează
constrângerile financiare ale elevilor din învăţământul secundar
superior provenind din grupuri dezavantajate.</span></span><span style="font-size: large;"><b></b></span></h2>
<h2>
<span style="font-size: large;"><b></b><span style="font-weight: normal;">Are în vedere intervenții la nivelul
școlilor, prin acordarea de granturi liceelor mai puțin performante din
sistemul public de învățământ.</span></span></h2>
<h4>
<span style="font-size: large;"><b></b></span></h4>
<span style="font-size: large;"><b> </b><b>Liceele vor propune activități menite să conducă la realizarea obiectivelor menționate, care vor include, printre altele:</b></span><br />
<div style="margin-left: 80px; text-align: justify;">
<span style="font-size: large;">
1.activități remediale, de consiliere, îndrumare și orientare vocațională, de mediere în comunitățile rome, și activități de
dezvoltare personală (cel puțin 50% din costurile directe); </span></div>
<div style="margin-left: 80px; text-align: justify;">
<span style="font-size: large;"> 2.activități extracurriculare și de informare, cum ar fi vizite/excursii
de documentare, stagii de pregătire, participări la competiții și
formarea de rețele interșcolare (până la 30% din costurile directe); și </span></div>
<div style="margin-left: 80px; text-align: justify;">
<span style="font-size: large;"> 3.lucrări civile minore de renovare, amenajare a interioarelor clădirilor
școlare (de exemplu: laboratoare), fără impact negativ asupra mediului,
și achiziții de bunuri (până la 20% din costurile directe).</span></div>
<span style="font-size: large;"><b> </b><b>Proiectul își propune să sprijine
aproximativ 1.160 de licee de stat cu performanțe scăzute (reprezentând
circa 80% din totalul liceelor de stat).<br />Schema de grant va debuta în
2016 (prima etapă va include aproximativ 25% din liceele eligibile) și
va fi continuată în 2017 cu restul liceelor eligibile.</b></span>Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-45550265079465188892018-10-01T11:50:00.007-07:002018-11-08T01:55:33.907-08:00Toamna,al sufletului cald!<span style="font-family: "georgia" , "times new roman" , serif;"><span style="text-align: justify;"><b style="background-color: white;"> </b><span style="background-color: #990000;"><span style="font-size: large; font-weight: bold;"> </span><span style="color: white;">Distinsa toamnă a pășit mândră pe meleagurile însetate de liniște.</span></span></span><span style="background-color: #990000; color: white; text-align: justify;">A colorat grădinile, parcurile, livezile, a ruginit frunza din vii, a plouat peste noi cu frunze multicolore, ne-a dezgolit copacii.</span></span><span style="background-color: #990000;"><span style="color: white;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="text-align: justify;"> </span><span style="text-align: justify;">Ce bine e că avem toamnă,căci sufletele noastre știu când să se scuture de griji, iar rândunelele știu când trebuie să-și ia zborul spre alte meleaguri.</span><span style="text-align: justify;">Atâtea începuturi și sfârșituri încap într-o toamnă, încât s-ar părea că însăși universul e o veșnică toamnă.</span></span><span style="font-family: "georgia" , "times new roman" , serif;"><span style="text-align: justify;"> Toamna este un anotimp al contrastelor și-al lungilor momente de meditație, cu cer senin, acoperit brusc de nori negri și seri cu miros de fructe coapte.</span><span style="text-align: justify;">Dar ce am face noi fără toamnă? Am avea doar cald și frig, ar fi prea frig pentru inimă și prea cald pentru rațiune. Ea știe cel mai bine să ne potrivească cu grija-i părintească: dacă ne este cald, ne trimite câte un vânt șăgalnic, iar dacă sufletului îi este frig, îl acoperă grijulie cu o frunză.</span></span><span style="font-family: "georgia" , "times new roman" , serif;"><span style="text-align: justify;"> Frumoase file a scris toamna în cartea ochilor noștri, dar în depărtare se aud </span>clinchete de clopoței<span style="text-align: justify;">, iar vântul ce pișcă ușor de obrăjori e gata să întoarcă o filă nouă.</span></span></span></span>Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com1tag:blogger.com,1999:blog-195025907958340846.post-65523366761155166762018-09-26T11:35:00.000-07:002018-09-26T12:01:47.120-07:00Despre un mâine mai bun! Mâine voi fi aceea ce am ales astăzi sa fiu.<br />
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Orice nereușită și orice pierdere ne debusolează.Niciun drum nu mi se pare prea greu,prea urât sau prea înspăimântător cât timp îmi este limpede că-l parcurg cu iubire,fiindcă știu că la capătul lui mă așteaptă Dumnezeu.</div>
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Sunt zile în viața noastră ce ne aduc împliniri, momente frumoase de neuitat și oameni noi,minunați....Fiecare zi e o mică viață.O viață în care ne naștem în zorii zilei,trăim,simțim,dăm naștere unor visuri ,renunțăm ,iubim ,iertăm,învățăm....</div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com2tag:blogger.com,1999:blog-195025907958340846.post-47992314816496840962018-03-22T05:19:00.000-07:002018-03-22T05:19:48.309-07:00Va veni o zi Va veni o zi în care vei întâlni pe cineva special care te va face să înțelegi de ce nu au funcționat relațiile tale anterioare.<br />
Acel cineva special Îți va da răspunsuri la toate întrebările tale,puse obsesiv.Acel cineva special Îți va da încrederea în tine ,în oameni și în iubire,Îți va readuce zâmbetul pe chip și te va face să verși doar lacrimi de fericire.Te va iubi cu adevărat și nu-i va fi frică să-și arate iubirea,te va iubi așa cum ești ,fără a încerca să te schimbe,fără a pretinde să faci eforturi ca să fii pe placul său.<br />
Acel cineva special te va determina să devii un om și mai bun și mai frumos.Te va urma oriunde și veți împărți tot ceea ce înseamnă viață.<br />
Pentru acel cineva nimic nu va fii greu,prea mult,prea departe sau imposibil atunci când va fi vorba de tine...<br />
Va veni o zi în care acel cineva special te va ține de mână,iar tu vei simți siguranța și protecția iubirii!Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-59688610673704380382018-03-09T03:33:00.000-08:002018-03-09T03:33:10.970-08:00Secretul fericirii Nu-ți face griji pentru lucrurile pe care nu le poți controla.Acesta este secretul fericirii.<br />
Mulți au încercat de-a lungul timpului să găsească și să definească secretul fericirii,mecanismul din spatele creării unei vieți frumoase și armonioase.Nu știu dacă există un secret al fericirii,iar dacă există,este unul general valabil pentru fiecare trăitor pe acest Pământ sau fiecare om are propriul lui mod de a fi fericit?<br />
Ceea ce știu e că fiecare este dator să încerce să fie fericit și să trăiască frumos,pentru că,la sfârșit,să poată privi cât mai senin înapoi și cu cât mai puține regrete.<br />
Dacă am privi de dimineață cu optimism spre ziua ce ne stă dinainte,cu siguranță totul ne-ar ieși mai bine și nu ne-am mai simți atât de epuizați fizic și psihic.<br />
Poate ca secretul fericirii este bunătatea față de noi înșine și față de aceia din jurul nostru și iubirea în tot ceea ce facem,ce suntem,ce gândim... ira iubirea?Avem cât pentru zece vieți.Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com1tag:blogger.com,1999:blog-195025907958340846.post-49214751638337718652017-12-21T11:50:00.000-08:002017-12-21T11:50:52.980-08:00Pauză <div style="background-color: white; box-sizing: inherit; color: #333333; font-family: Lora, serif; font-size: 16px; margin-bottom: 1.5em; padding: 0px;">
În toată avalanșa de treburi, există o clipă când stai doar tu cu tine și te întrebi <em style="box-sizing: inherit;">ce faci?</em> Și realizezi că, de fapt, nu faci nimic. Tot timpul stai pe loc și te amăgești că te îndrepți undeva, dar unde? Nici măcar tu nu știi.</div>
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Și în acest moment, realizezi că, uneori, tot ce trebuie să faci este un bagaj, în care pui vreo două haine și mai multe romane; să iai bagajul și să pleci. În pofida tuturor nevoilor, cel mai bine, uneori, este să pleci, pur și simplu. Să pleci fără a da vreo explicație, vreun mesaj de adio. Să te dizolvi în aer și să dispari din fața ochilor celor care te cunosc.</div>
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Uneori, tot ce trebuie să faci este să pui pauză vieții cotidiene și să pleci să călătorești, să vezi noi oameni, noi locuri, să te vezi pe tine dintr-o altă perspectivă.</div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-65464832204429406462017-11-25T12:30:00.000-08:002017-11-25T12:30:39.489-08:00UNDE NE ÎNDREPTĂM?<div style="background-color: white; box-sizing: inherit; color: #333333; font-family: Lora, serif; font-size: 16px; margin-bottom: 1.5em; padding: 0px;">
<span style="font-size: 16px;">E trist că oamenii, care ne erau apropiați acum ceva timp, ne-au devenit total străini. Toate amintirile, sutele de fotografii împreună par a fi desprinse dintr-un vis străin.</span></div>
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Timpul nu ne așteaptă din urmă. Fuge și noi fugim cu el. Fugim prin viață, iar când ne oprim, pentru o clipă, și ne gândim la trecut, nici măcar nu realizăm cum am ajuns până în punctul dat!</div>
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Ne schimbăm atât de repede, încât nici nu ne dăm seama de acest fapt. Cine am fost? Cine am devenit? Când au avut loc toate aceste schimbări? Unde ne duce atât de repede timpul? De ce ne îndepărtăm de oameni? De ce totul devine, din ce în ce mai, trist? Să fie oare acesta un semn al maturizării? Refuz să cred! Refuz să pășesc în universul adulților.</div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0tag:blogger.com,1999:blog-195025907958340846.post-60870738621089375562017-10-08T12:06:00.000-07:002017-10-08T12:06:08.838-07:00Cine suntem?<div style="background-color: white; box-sizing: inherit; color: #333333; font-family: Lora, serif; font-size: 16px; margin-bottom: 1.5em; padding: 0px;">
Ne pierdem în ploaie, în cuvinte și în speranțe goale. Am devenit niște fantome în propria viață și nici măcar nu realizăm acest fapt.</div>
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Avem o mulțime de visuri, dar le lăsăm flămânde. Așteptăm un miracol, dar el nu vine, și tot noi rămânem dezamăgiți! Nu există miracole (cel puțin în această viață!), există doar muncă și răbdare. Suntem oameni, nu magicieni! Nu putem fi fericiți mereu și nici nu putem avea inspirație zilnic. Suntem oameni. Avem crizele noastre și demonii noștri care iau, uneori, totul în mâinile lor.</div>
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Suntem oameni. O știm. Dar după oameni, cine mai suntem? Suntem cei care visam să devenim când eram mici? Mai avem oare șanse să devenim acei oameni? Cine suntem și ce facem cu această viață? Încotro ne îndreptăm, pe lângă moarte? Eram atât de entuziasmați de viață, de surprizele pe care ni le rezervă, dar acum… Ce s-a întâmplat acum? Unde s-au dus toate? La ce gară trebuie să plecăm pentru a ne lua entuziasmul înapoi? Ce facem cu visurile anorectice? Ce facem cu noi? Continuăm să ne mai ascundem de viață?</div>
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<em style="box-sizing: inherit;"> -Ce facem?</em></div>
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<em style="box-sizing: inherit;"> -Ne ascundem de viață mai departe! Așa e mai simplu.</em></div>
Andreeahttp://www.blogger.com/profile/02788012060287707468noreply@blogger.com0