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        <title>Articole ale UST</title>
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            <title>Concursul absolvenţilor la matematică, Universitatea de Stat din Tiraspol</title>
            <link>http://www.ust.md/infogen/257-concursul-absolvenilor-la-matematic-universitatea-de-stat-din-tiraspol</link>
            <description><![CDATA[<p> </p>
<p> </p>
<p align="center" style="text-align: center;"><b><span lang="RO-MO" style="font-size: 18pt;">Concursul absolven</span></b><b><span lang="RO" style="font-size: 18pt;">ţilor la matematică</span></b></p>
<p> </p>
<p style="text-align: justify; text-indent: 36pt;"><br /><span style="font-size: 12pt; font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif;"><b><span lang="RO">&nbsp;</span></b></span></p>
<p style="text-align: center;"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif;"><strong><span style="font-size: 12pt;">&nbsp; &nbsp; &nbsp;La "Concursul absolvenţilor la matematică", organizată de Universitatea de Stat din</span></strong></span></p>
<p style="text-align: center;"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif;"><strong><span style="font-size: 12pt;">Tiraspol în </span></strong><strong><span style="font-size: 12pt;">perioada 25.02.2012-07.03.2012, au participat 152 de elevi din clasele a</span></strong></span></p>
<p style="text-align: center;"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif;"><strong><span style="font-size: 12pt;"> XII-a, dintre </span></strong><strong><span style="font-size: 12pt;">care 31 sunt </span></strong><strong><span style="font-size: 12pt;">premiaţi cu diplome de gradul I, II şi III (a se vedea tabelele</span></strong></span></p>
<p style="text-align: center;"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif;"><strong><span style="font-size: 12pt;"> care urmeză).&nbsp;</span></strong></span></p>
<p> </p>
<p style="text-align: center;"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif; font-size: 12pt;"><strong>&nbsp; &nbsp; &nbsp;Diplome de GRADUL I&nbsp;</strong></span></p>
<p style="text-align: center;"> </p>
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<p style="text-align: center;" align="center"><span style="font-size: 12pt;"><b><span lang="EN-US">Nr.</span></b></span></p>
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<p style="text-align: center;" align="center"><span style="font-size: 12pt;"><b><span lang="EN-US">Numele Prenumele</span></b></span></p>
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<p><a href="http://www.ust.md/infogen/257-concursul-absolvenilor-la-matematic-universitatea-de-stat-din-tiraspol">Citeşte mai mult...</a></p>]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Thu, 29 Mar 2012 08:24:26 GMT</pubDate>
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        </item>
        <item>
            <title>Perfectionarea cadrelor didactice</title>
            <link>http://www.ust.md/articol</link>
            <description><![CDATA[<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><strong><span style="text-decoration: underline; background-color: #ffffff; font-family: book antiqua,palatino; font-size: 18pt;">Perfecţionarea &nbsp;2012</span></strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="font-size: 10pt; color: #993300;">Universitatea de Stat din Tiraspol, decorată cu ordinul <strong> "Credinţă Patriei" clasa I</strong></span><span style="text-decoration: underline;"> <br /></span></p>
<p style="text-align: center;"> </p>
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" /></p>
<p> </p>
<p><span style="font-size: 10pt;">Responsabil de cursurile de perfecţionare a cadrelor didactice preuniversitare: </span><span style="font-size: 10pt; background-color: #ffffff;"><span style="color: #993300;"><span style="color: #ff0000;"><strong><em><span style="text-decoration: underline;">Vasile Untu</span> </em></strong>(</span></span></span><span style="font-size: 10pt;"><em><span style="background-color: #ffffff;">l</span>ector universitar superior</em>) </span></p>
<p style="text-align: center;"> </p>
<p style="text-align: justify;"><span style="text-decoration: underline; font-size: 12pt; color: #993300;"><strong>Rechizite bancare:</strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;">Furnizorul <b>UNIVERSITATEA</b><b> DE STAT din TIRASPOL</b></p>
<p style="text-align: justify;"><b> </b></p>
<p style="text-align: justify;">Cod fiscal :&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <b>1007600007036</b></p>
<p style="text-align: justify;"><b> </b></p>
<ul style="list-style-type: circle;">
<li>Adresa 2069 mun. Chişinău, str. Iablocikin, 5</li>
</ul>
<p style="text-align: justify;">Telefon: 754924,&nbsp;&nbsp;&nbsp; 754509</p>
<p style="text-align: justify;">Benefeciar <b>:&nbsp; MF&nbsp; Trezoreria&nbsp; Centrala</b></p>
<p style="text-align: justify;"><b>Universitatea de Stat din Tiraspol</b></p>
<p style="text-align: justify;"><b> </b></p>
<p style="text-align: justify;">Cont de decontare :&nbsp;&nbsp; <b>3359502</b></p>
<p style="text-align: justify;"><b><span style="font-size: 18pt;">440115101133407</span></b></p>
<p style="text-align: justify;">La bancă Ministerul&nbsp; Finanţelor – Trezoreria de Stat</p>
<p style="text-align: justify;">Cod <b>TREZMD2X</b></p>
<p> </p>
<p style="text-align: justify;"><span style="font-size: 14pt; font-family: book antiqua,palatino; background-color: #ffff00;"><strong>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Specialităţile:</strong></span></p>
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<ul>
<li><span style="text-decoration: underline; color: #993300;"><span style="font-size: 14pt;">Limba Română</span></span></li>
<li style="text-align: left;"><a href="http://www.ust.md/images/stories/ust/Pefecionarea_la_specialitatea_Limba_Rus.doc"><span style="text-decoration: underline; color: #993300;"><strong><span style="font-size: 12pt;">Limba Rusă</span></strong></span></a></li>
<li style="text-align: left;"><a href="http://www.ust.md/images/stories/ust/txt/Perfecionare_la_specialitatea_Fizica.doc"><span style="text-decoration: underline; color: #993300;"><strong><span style="font-size: 12pt;">Fizică</span></strong></span></a></li>
<li style="text-align: left;"><a
<p><a href="http://www.ust.md/articol">Citeşte mai mult...</a></p>]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Tue, 06 Sep 2011 12:26:22 GMT</pubDate>
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        <item>
            <title>ins</title>
            <link>http://www.ust.md/component/content/article/38-facultati/247-assa</link>
            <description><![CDATA[gjfujk]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Tue, 06 Sep 2011 08:04:53 GMT</pubDate>
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        <item>
            <title>Planul de învăţămînt la cursurile pentru susţinerea examenelor de BAC</title>
            <link>http://www.ust.md/admiterea2011/246-planul-de-invmint-la-cursurile-pentru-susinerea-examenelor-de-bac</link>
            <description><![CDATA[<p>&nbsp; <strong><span style="font-size: 14pt;">Planul de învăţămînt la cursurile pentru susţinerea examenelor de BAC</span></strong></p>
<p> </p>
<p><strong><span style="font-size: 14pt;"><img style="display: block; margin-left: auto; margin-right: auto;" alt="profil" src="http://www.ust.md/images/stories/News_Img/profil.jpg" height="987" width="668" /><br /></span></strong></p>
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            <author> iti@ust.md (Administrator)</author>
            <pubDate>Fri, 12 Aug 2011 08:07:55 GMT</pubDate>
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        </item>
        <item>
            <title> ORARUL examenelor de doctorat în  anul  de studii   2011-2012 </title>
            <link>http://www.ust.md/infogen/232--orarul-examenelor-de-doctorat-in-anul-de-studii-2010-2011-</link>
            <description><![CDATA[<p> </p>
<p style="text-align: center;" align="center"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif; font-size: 14pt;"><b><span lang="FR">ORARUL </span></b></span></p>
<p style="text-align: center;" align="center"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif; font-size: 14pt;" lang="FR">examenelor de doctorat </span></p>
<p style="text-align: center;" align="center"><span style="font-family: &quot;arial&quot;, &quot;helvetica&quot;, sans-serif; font-size: 14pt;" lang="FR">în &nbsp;anul &nbsp;de studii&nbsp; &nbsp;2011-2012</span></p>
<p style="text-align: center;" align="center"> </p>
<p> </p>
<table style="width: 433.6pt; border-collapse: collapse; border: medium none currentColor;" width="578" cellpadding="0" cellspacing="0" border="1">
<tbody>
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<td style="width: 2.45in; padding-top: 0in; padding-right: 5.4pt; padding-bottom: 0in; padding-left: 5.4pt; border: 1.5pt double WindowText;" width="235">
<p style="text-align: center;" align="center"><span style="font-size: 14pt; font-family: &quot;times new roman&quot;, &quot;times&quot;;"><b><span lang="RO">Disciplina </span></b></span></p>
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<td style="width: 189pt; border-top-color: WindowText; border-right-color: WindowText; border-bottom-color: WindowText; border-top-width: 1.5pt; border-right-width: 1.5pt; border-bottom-width: 1.5pt; border-top-style: double; border-right-style: double; border-bottom-style: double; border-left-color: currentColor; border-left-width: medium; border-left-style: none; padding-top: 0in; padding-right: 5.4pt; padding-bottom: 0in; padding-left: 5.4pt;" width="252">
<p style="text-align: center;" align="center"><span style="font-size: 14pt; font-family: &quot;times new roman&quot;, &quot;times&quot;;"><b><span lang="RO">Data, ora </span></b></span></p>
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<td style="width: 68.2pt; border-top-color: WindowText; border-right-color: WindowText; border-bottom-color: WindowText; border-top-width: 1.5pt; border-right-width: 1.5pt; border-bottom-width: 1.5pt; border-top-style: double; border-right-style: double; border-bottom-style: double; border-left-color: currentColor; border-left-width: medium; border-left-style: none; padding-top: 0in; padding-right: 5.4pt; padding-bottom: 0in; padding-left: 5.4pt;" width="91">
<p style="text-align: center;" align="center"><span style="font-size: 14pt; font-family: &quot;times new roman&quot;, &quot;times&quot;;"><b><span lang="RO">Locul </span></b></span></p>
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<tr>
<td style="width: 2.45in; border-left-color: WindowText; border-right-color: WindowText; border-bottom-color: WindowText; border-left-width: 1.5pt; border-right-width: 1.5pt; border-bottom-width: 1.5pt; border-left-style: double; border-right-style: double; border-bottom-style: double; border-top-color: currentColor; border-top-width: medium;
<p><a href="http://www.ust.md/infogen/232--orarul-examenelor-de-doctorat-in-anul-de-studii-2010-2011-">Citeşte mai mult...</a></p>]]></description>
            <author> info@ust.md (User)</author>
            <pubDate>Fri, 03 Jun 2011 00:00:00 GMT</pubDate>
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            <title>Laboratorul Sisteme Informaţionale Geografice</title>
            <link>http://www.ust.md/facultati/geografie/171-laborator-sisteme-informationale-geografice</link>
            <description><![CDATA[<p> <span style="font-size: 10pt;"><b><span lang="RO">Membri: </span></b><span lang="RO"> </span></span><span style="font-size: 10pt;"><span lang="RO">Mironov Ion. </span></span><span style="font-size: 10pt;"><span lang="RO">Mamot Vitalie. </span></span><span style="font-size: 10pt;"><span lang="RO">Dilan Vitalie.</span></span></p>
<p style="text-align: justify; text-indent: 36pt;"><span style="font-size: 10pt;" lang="RO">A fost înfiinţat prin hotărîrea Senatului Universităţii de Stat din Tiraspol din ianuarie 2005.</span></p>
<p style="text-align: justify; text-indent: 36pt;"><span style="font-size: 10pt;" lang="RO">În 2005 a fost semnat un contract cu compania producătoare de soft utilizat în domeniul SIG „Intergaraph” în cadrul proiectului  Intergraph Synergy Registered Research Laboratory, prin care Laboratorului sisteme informaţionale i-a fost oferit un pachet soft integru care cuprinde după cum urmează:</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 5 licenţe GeoMedia;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 5 licenţe GeoMedia Professional;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 5 licenţe GeoMedia Terrain;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 5 licenţe GeoMedia Grid;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 5 licenţe SMMS for GeoMedia;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 1 licenţă GeoConnect;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 1 licenţă map server GeoMedia Web Map Professional;</span></p>
<p style="margin-left: 54pt; text-align: justify;"><span style="font-size: 10pt;" lang="RO">- 2 licenţe GeoMedia Image.</span></p>
<p style="text-align: justify; text-indent: 36pt;"><span style="font-size: 10pt;" lang="RO">Conectare la TECHNET, care include suportul tehnic, biblioteca digitală etc.</span></p>
<p style="text-align: justify; text-indent: 36pt;"><span style="font-size:
<p><a href="http://www.ust.md/facultati/geografie/171-laborator-sisteme-informationale-geografice">Citeşte mai mult...</a></p>]]></description>
            <author> info@ust.md (User)</author>
            <pubDate>Tue, 01 Feb 2011 08:25:21 GMT</pubDate>
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            <title>Laboratorul de cercetări ştiinţifice Biostratigrafie şi Paleogeografie</title>
            <link>http://www.ust.md/facultati/geografie/170-laborator-biostratigrafie-sipaleogeografie</link>
            <description><![CDATA[<p> <span style="line-height: 150%; font-size: 10pt;" lang="RO">În anul 1964, din iniţiativa doctor hab., profesor universitar Vsevolod Sobeţki, în cadrul Catedrei de geografie fizică generală a fost creat Laboratorul de cercetări ştiinţifice <b><i>,,Biostratigrafie şi Paleogeografie</i>”.</b> Laboratorul a întrunit cadre didactice notorii care realizau cercetări ştiinţifice în diferite domenii ale geologiei şi paleogeografiei: paleontologie, biostratigrafie, tafonomie, paleobotanica, paleogeografie. Printre primii cercetători ai laboratorului au fost: doctor hab. Vsevolod Sobeţki, doctor Alexandru Lungu, doctor Alexandru Ianachevici, Timofei Balan, Grigore Trestian, Gheorghe Plămădeală.  Pînă în anul 1990, cercetările în laborator au fost efectuate la tema: <b>,,<i>Studiul formaţiunilor geologice de vîrstă mezozoică şi cainozoică şi a reminiscenţelor de organisme fosile incluse în ele din regiunile periferice de sud ale Platformei Europei de Est”.</i> </b>Sursa financiară a lucrărilor de cercetare s-a bazat pe proiectele de contract efectuate în colaborare cu trustul       Unional de Aerogeologie (Moscova), Expediţia Hidrogeologică a Moldovei (cu sediul la Dubăsari), Expediţia Geologică din zona Mării Negre (Odessa), Direcţia Geologică a Republicii Moldova (Chişinău).</span></p>
<p> <span style="line-height: 150%; font-size: 10pt;" lang="RO"> În scopul studierii formaţiunilor geologice de platformă şi a resturilor de organisme fosile incluse în acestea, colaboratorii laboratorului au organizat expediţii nu numai pe teritoriul Republicii Moldova, dar şi în Regiunea Podoliei, Crimeea, Caucazul de Nord,
<p><a href="http://www.ust.md/facultati/geografie/170-laborator-biostratigrafie-sipaleogeografie">Citeşte mai mult...</a></p>]]></description>
            <author> info@ust.md (User)</author>
            <pubDate>Tue, 01 Feb 2011 07:57:05 GMT</pubDate>
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        <item>
            <title>Taxele pentru anul de studii  2010-2011</title>
            <link>http://www.ust.md/admiterea2011/159-taxele-pentru-anul-de-studii-2010-2011</link>
            <description><![CDATA[<p><span new="New" style="font-size: 12pt;" lang="RO"> </span></p>
<p><span style="font-size: 14pt;"><b><i><span new="New" lang="EN-US">I.I Secţia de zi</span></i></b></span></p>
<p><b><i><span new="New" style="font-size: 12pt;" lang="EN-US"><img alt="1" src="http://www.ust.md/images/stories/texe_de_studii/1.JPG" style="display: block; margin-left: auto; margin-right: auto;" height="447" width="694" /><br /></span></i></b></p>
<p>&nbsp;<img alt="2" src="http://www.ust.md/images/stories/texe_de_studii/2.JPG" style="display: block; margin-left: auto; margin-right: auto;" height="778" width="694" /></p>
<p> </p>
<p><b><i><span new="New" style="font-size: 14pt;" lang="EN-US">I.II. &nbsp;Secţia cu frecvenţa redusă</span></i></b></p>
<p><span new="New" style="font-size: 12pt;" lang="RO">&nbsp;</span></p>
<p><span style="font-size: 12pt; font-family: &quot;Times New Roman&quot;;"> </span></p>
<p><span style="font-size: 12pt; font-family: &quot;Times New Roman&quot;;"> </span></p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" 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<p> </p>
<p><b><span new="New" style="font-size: 14pt;" lang="RO">II. „Ciclul II Studii masterat” <i>pentru cetăţenii din Republica Moldova</i></span></b></p>
<p>&nbsp;<img alt="4" src="http://www.ust.md/images/stories/texe_de_studii/4.JPG" style="display: block; margin-left: auto; margin-right: auto;" height="604" width="686" /></p>
<p><b><span new="New" style="font-size: 14pt;" lang="RO"><i><br /></i></span></b></p>
<p><a href="http://www.ust.md/admiterea2011/159-taxele-pentru-anul-de-studii-2010-2011">Citeşte mai mult...</a></p>]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Mon, 17 Jan 2011 14:23:22 GMT</pubDate>
            <guid isPermaLink="false">http://www.ust.md/admiterea2011/159-taxele-pentru-anul-de-studii-2010-2011</guid>
        </item>
        <item>
            <title>Tematica tezelor de licenţă şi master 2010-2011</title>
            <link>http://www.ust.md/studii/tematica-tezelor-de-licenta</link>
            <description><![CDATA[<p style="text-align: center;"><a href="http://www.ust.md/download/tematica-tezelor-de-licenta-2010-2011-(ust).pdf"><span style="font-size: 14pt;">Descărcaţi Tematica tezelor de licenţă 2010-2011 - PDF</span></a></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><a href="http://www.ust.md/download/tematica-tezelor-de-master-2010-2011-(ust).pdf"><span style="font-size: 14pt;">Descărcaţi Tematica tezelor de master 2010-2011 - PDF</span></a></p>]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Mon, 17 Jan 2011 07:32:15 GMT</pubDate>
            <guid isPermaLink="false">http://www.ust.md/studii/tematica-tezelor-de-licenta</guid>
        </item>
        <item>
            <title>Direcţii de cercetare</title>
            <link>http://www.ust.md/cercetare/directii-de-cercetare</link>
            <description><![CDATA[<p class="MsoNormal" style="text-indent: 35.4pt; margin: 0cm 0cm 0pt;">Cercetările efectuate de corpul didactic se includ în următoarele subdirecţii :</p>
<ol style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Formarea şi perfecţionarea cadrelor didactice în contextul noilor condiţii social-economice şi educaţionale.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Probleme fundamentale ale matematici şi informaticii.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Fizica teoretică. Fizica corpului solid, microelectronică şi optoelectronică.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Resursele naturale ale pământului şi procesele geologico-geofizice pe teritoriul Moldovei.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Chimia compuşilor coordinativi.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Fiziologia şi biochimia plantelor.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Microbiologia.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Problemele geneticii şi selecţiei.</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Studierea, ocrotirea şi folosirea lumii vegetale şi lumii animale (Flora şi Fauna).</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;">Studierea, ocrotirea şi folosirea landşafturilor Moldovei.</li>
<li class="MsoNormal" style="margin: 0cm
<p><a href="http://www.ust.md/cercetare/directii-de-cercetare">Citeşte mai mult...</a></p>]]></description>
            <author> iti@ust.md (Administrator)</author>
            <pubDate>Thu, 16 Dec 2010 13:35:42 GMT</pubDate>
            <guid isPermaLink="false">http://www.ust.md/cercetare/directii-de-cercetare</guid>
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