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	<title>Loteria Castigatorilor</title>
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	<link>http://www.loteriacastigatorilor.ro</link>
	<description>secretul jocului eficient la 6/49, joker, 5/40 si loterie online</description>
	<lastBuildDate>Thu, 17 May 2012 17:47:45 +0000</lastBuildDate>
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		<title>REZULTATE LA ZI 6/49, 5/40, Joker, Noroc</title>
		<link>http://www.loteriacastigatorilor.ro/rezultate-la-zi-649-540-joker/</link>
		<comments>http://www.loteriacastigatorilor.ro/rezultate-la-zi-649-540-joker/#comments</comments>
		<pubDate>Thu, 29 Mar 2012 22:07:54 +0000</pubDate>
		<dc:creator>Loteria Castigatorilor</dc:creator>
				<category><![CDATA[INFORMATII]]></category>
		<category><![CDATA[Noroc]]></category>
		<category><![CDATA[NorocPlus]]></category>
		<category><![CDATA[rezultate loto 5/40]]></category>
		<category><![CDATA[rezultate loto 6/49]]></category>
		<category><![CDATA[rezultate loto joker]]></category>
		<category><![CDATA[SuperNoroc]]></category>

		<guid isPermaLink="false">http://www.loteriacastigatorilor.ro/?p=638</guid>
		<description><![CDATA[&#160; REZULTATE Loto 6/49 din 17.05.2012: 9, 23, 41, 37, 43, 4 Noroc din 17.05.2012: 4057561 REZULTATE Loto 5/40 din 17.05.2012: 20, 22, 38, 17, 28, 35 SuperNoroc din 17.05.2012: 157092 REZULTATE Joker din 17.05.2012: 44, 22, 18, 12, 13 + 15 NorocPlus din 17.05.2012: 046675]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #ff0000;">REZULTATE Loto 6/49 din 17.05.2012:</span></p>
<p style="text-align: center;"><strong><span style="color: #000000;">9, 23, 41, 37, 43, 4</span></strong></p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #ff0000;">Noroc din 17.05.2012:</span></p>
<p style="text-align: center;"><span style="color: #000000;"><strong><strong>4057561</strong></strong></span></p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #0000ff;">REZULTATE Loto 5/40 din 17.05.2012:</span></p>
<p style="text-align: center;"><span style="color: #000000;"><strong>20, 22, 38, 17, 28, 35</strong></span></p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #0000ff;">SuperNoroc din 17.05.2012:</span></p>
<p style="text-align: center;"><span style="color: #000000;"><strong>157092<br />
</strong></span></p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #800080;">REZULTATE Joker din 17.05.2012:</span></p>
<p style="text-align: center;"><span style="color: #000000;"><strong><strong>44, 22, 18, 12, 13 + 15</strong></strong></span></p>
<p style="text-align: center;"><span style="text-decoration: underline; color: #800080;">NorocPlus din 17.05.2012:</span></p>
<p style="text-align: center;"><span style="color: #000000;"><strong>046675</strong></span></p>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Preturi la scheme reduse loto 6/49</title>
		<link>http://www.loteriacastigatorilor.ro/preturi-la-scheme-reduse-loto-649/</link>
		<comments>http://www.loteriacastigatorilor.ro/preturi-la-scheme-reduse-loto-649/#comments</comments>
		<pubDate>Thu, 29 Mar 2012 10:29:33 +0000</pubDate>
		<dc:creator>Loteria Castigatorilor</dc:creator>
				<category><![CDATA[INFORMATII]]></category>
		<category><![CDATA[bilete loto]]></category>
		<category><![CDATA[cod schema]]></category>
		<category><![CDATA[numere jucate]]></category>
		<category><![CDATA[pret bilet]]></category>
		<category><![CDATA[preturi]]></category>
		<category><![CDATA[preturi la scheme reduse loto 6/49]]></category>
		<category><![CDATA[scheme reduse loto]]></category>
		<category><![CDATA[varianta simpla loto]]></category>

		<guid isPermaLink="false">http://www.loteriacastigatorilor.ro/?p=862</guid>
		<description><![CDATA[Scheme reduse Loto 6/49 Cod schema Numere jucate Numar variante in schema Pret schema la 4,80 lei/varianta simpla 48 9 12 57.6 lei 49 10 15 72 lei 50 10 30 144 lei 56 11 66 316.8 lei 57 12 22 105.6 lei 58 12 132 633.6 lei 59 16 112 537.6 lei]]></description>
			<content:encoded><![CDATA[<table width="412" border="0" cellspacing="1" cellpadding="1">
<tbody>
<tr>
<td colspan="4" bgcolor="#e5e5e5">Scheme reduse Loto 6/49</td>
</tr>
<tr>
<td bgcolor="#e5e5e5">Cod schema</td>
<td bgcolor="#e5e5e5">Numere jucate</td>
<td bgcolor="#e5e5e5">Numar variante in schema</td>
<td bgcolor="#e5e5e5">Pret schema la 4,80 lei/varianta simpla</td>
</tr>
<tr>
<td bgcolor="#eeeeee" width="38">48</td>
<td bgcolor="#eeeeee" width="60">9</td>
<td bgcolor="#eeeeee" width="89">12</td>
<td bgcolor="#eeeeee" width="80">57.6 lei</td>
</tr>
<tr>
<td bgcolor="#e5e5e5">49</td>
<td bgcolor="#e5e5e5">10</td>
<td bgcolor="#e5e5e5">15</td>
<td bgcolor="#e5e5e5">72 lei</td>
</tr>
<tr>
<td bgcolor="#eeeeee">50</td>
<td bgcolor="#eeeeee">10</td>
<td bgcolor="#eeeeee">30</td>
<td bgcolor="#eeeeee">144 lei</td>
</tr>
<tr>
<td bgcolor="#e5e5e5">56</td>
<td bgcolor="#e5e5e5">11</td>
<td bgcolor="#e5e5e5">66</td>
<td bgcolor="#e5e5e5">316.8 lei</td>
</tr>
<tr>
<td bgcolor="#eeeeee">57</td>
<td bgcolor="#eeeeee">12</td>
<td bgcolor="#eeeeee">22</td>
<td bgcolor="#eeeeee">105.6 lei</td>
</tr>
<tr>
<td bgcolor="#e5e5e5">58</td>
<td bgcolor="#e5e5e5">12</td>
<td bgcolor="#e5e5e5">132</td>
<td bgcolor="#e5e5e5">633.6 lei</td>
</tr>
<tr>
<td bgcolor="#eeeeee">59</td>
<td bgcolor="#eeeeee">16</td>
<td bgcolor="#eeeeee">112</td>
<td bgcolor="#eeeeee">537.6 lei</td>
</tr>
</tbody>
</table>
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		</item>
		<item>
		<title>Program Trageri Loto</title>
		<link>http://www.loteriacastigatorilor.ro/program-trageri-loto/</link>
		<comments>http://www.loteriacastigatorilor.ro/program-trageri-loto/#comments</comments>
		<pubDate>Tue, 27 Mar 2012 19:48:22 +0000</pubDate>
		<dc:creator>Loteria Castigatorilor</dc:creator>
				<category><![CDATA[INFORMATII]]></category>
		<category><![CDATA[joker]]></category>
		<category><![CDATA[Loto 5/40]]></category>
		<category><![CDATA[Noroc Plus]]></category>
		<category><![CDATA[Program Trageri Loto]]></category>
		<category><![CDATA[Tragerile Loto 6/49]]></category>
		<category><![CDATA[Transmisiuni TV - TVR 1]]></category>

		<guid isPermaLink="false">http://www.loteriacastigatorilor.ro/?p=735</guid>
		<description><![CDATA[&#160; Actiuni saptamanale Ziua si ora inchiderii jocului Ziua si ora efectuarii tragerii Transmisiuni TV &#8211; TVR 1 Tragerile Loto 6/49, Loto 5/40, Joker, Noroc, Super Noroc si Noroc Plus joi ora 15,45 &#8211; 16,00 joi ora 16,50 ora 16,50 (direct) Tragerile Loto 6/49, Loto 5/40, Joker, Noroc, Super Noroc si Noroc Plus duminica ora]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<table border="0" cellspacing="0" cellpadding="0">
<thead>
<tr>
<th>Actiuni saptamanale</th>
<th>Ziua si ora inchiderii jocului</th>
<th>Ziua si ora efectuarii tragerii</th>
<th>Transmisiuni TV &#8211; TVR 1</th>
</tr>
</thead>
<tbody>
<tr>
<td>Tragerile Loto 6/49, Loto 5/40, Joker, Noroc, Super Noroc si Noroc Plus</td>
<td>joi<br />
ora 15,45 &#8211; 16,00</td>
<td>joi ora 16,50</td>
<td>ora 16,50<br />
(direct)</td>
</tr>
<tr>
<td>Tragerile Loto 6/49, Loto 5/40, Joker, Noroc, Super Noroc si Noroc Plus</td>
<td>duminica<br />
ora 15,45 &#8211; 16,00</td>
<td>duminica<br />
ora 18.00</td>
<td>ora 18,00<br />
(direct)</td>
</tr>
</tbody>
</table>
<p>Sursa: www.loto.ro &#8211; site-ul oficial al Loteriei Romane</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Categoriile de castiguri la LOTO 5/40</title>
		<link>http://www.loteriacastigatorilor.ro/categoriile-de-castiguri-la-loto-540/</link>
		<comments>http://www.loteriacastigatorilor.ro/categoriile-de-castiguri-la-loto-540/#comments</comments>
		<pubDate>Sat, 20 Aug 2011 18:52:51 +0000</pubDate>
		<dc:creator>Loteria Castigatorilor</dc:creator>
				<category><![CDATA[INFORMATII]]></category>
		<category><![CDATA[5 extrase]]></category>
		<category><![CDATA[6 numere extrase]]></category>
		<category><![CDATA[Categoria 1]]></category>
		<category><![CDATA[jocului Joker]]></category>
		<category><![CDATA[Tragerea loto]]></category>
		<category><![CDATA[tragerea Loto 5/40]]></category>

		<guid isPermaLink="false">http://www.loteriacastigatorilor.ro/?p=694</guid>
		<description><![CDATA[Categoria 1 &#8211; 5 numere din primele 5 extrase Categoria 2 &#8211; 5 numere din toate cele 6 numere extrase Categoria 3 &#8211; 4 numere din toate cele 6 numere extrase Ca si in cazul jocului Joker, tragerea Loto 5/40 are loc, saptamanal, in zilele de Joi si Duminica.]]></description>
			<content:encoded><![CDATA[<ul>
<li>Categoria 1 &#8211; 5 numere din primele 5 extrase</li>
<li>Categoria 2 &#8211; 5 numere din toate cele 6 numere extrase</li>
<li>Categoria 3 &#8211; 4 numere din toate cele 6 numere extrase</li>
</ul>
<p>Ca si in cazul jocului Joker, tragerea Loto 5/40 are loc, saptamanal, in zilele de Joi si Duminica.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Categoriile de castiguri la JOKER</title>
		<link>http://www.loteriacastigatorilor.ro/categoriile-de-castiguri-la-joker/</link>
		<comments>http://www.loteriacastigatorilor.ro/categoriile-de-castiguri-la-joker/#comments</comments>
		<pubDate>Thu, 18 Aug 2011 09:57:43 +0000</pubDate>
		<dc:creator>Loteria Castigatorilor</dc:creator>
				<category><![CDATA[INFORMATII]]></category>
		<category><![CDATA[arhiva numere loto]]></category>
		<category><![CDATA[bani la loterie]]></category>
		<category><![CDATA[cine sunt castigatorii]]></category>
		<category><![CDATA[cum putem anticipa numere la loto]]></category>
		<category><![CDATA[extragere joker loto]]></category>
		<category><![CDATA[extrageri loto]]></category>
		<category><![CDATA[fata nevazuta a loteriei]]></category>
		<category><![CDATA[loto 6/49]]></category>
		<category><![CDATA[metoda castigatorilor]]></category>
		<category><![CDATA[numere castigatoare la loto 6/49]]></category>
		<category><![CDATA[numerele extrase la loto 6/49]]></category>
		<category><![CDATA[secretul castigarii loteriei]]></category>
		<category><![CDATA[varianta loto]]></category>

		<guid isPermaLink="false">http://www.loteriacastigatorilor.ro/?p=172</guid>
		<description><![CDATA[        Categoria 1 &#8211; toate cele 5 numere din primul set şi Joker-ul Categoria 2 &#8211; toate cele 5 numere din primul set Categoria 3 &#8211; oricare 4 numere din cele 5 ale primului set şi Joker-ul Categoria 4 &#8211; oricare 4 numere din cele 5 ale primului set Categoria 5 &#8211; oricare 3 numere]]></description>
			<content:encoded><![CDATA[<blockquote><p>        <img 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" alt="" /></p></blockquote>
<blockquote>
<ul>
<li>Categoria 1 &#8211; toate cele 5 numere din primul set şi Joker-ul</li>
<li>Categoria 2 &#8211; toate cele 5 numere din primul set</li>
<li>Categoria 3 &#8211; oricare 4 numere din cele 5 ale primului set şi Joker-ul</li>
<li>Categoria 4 &#8211; oricare 4 numere din cele 5 ale primului set</li>
<li>Categoria 5 &#8211; oricare 3 numere din cele 5 ale primului set şi Joker-ul</li>
<li>Categoria 6 &#8211; oricare 3 numere din cele 5 ale primului set</li>
<li>Categoria 7 &#8211; oricare 2 numere din cele 5 ale primului set şi Joker-ul</li>
<li>Categoria 8 &#8211; oricare număr din cele 5 ale primului set şi Joker-ul</li>
</ul>
</blockquote>
]]></content:encoded>
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</rss>

