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	<title>Rekrutacja na medycynę 2025 - PODSUMOWANIE &#187; Rekrutacja 2021</title>
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	<description>Podsumowanie NaMedycyne.pl - skrócone progi i rekrutacja 2025. Tworzone przez studentów medycyny, dla kandydatów na medycynę. </description>
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		<pubDate>Wed, 06 Apr 2022 20:30:04 +0000</pubDate>
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				<category><![CDATA[Rekrutacja 2021]]></category>

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		<description><![CDATA[Weryfikacja prognozy 2021 na kierunek lekarski i lekarsko-dentystyczny Progi jak co roku niezwykle trudno przewidzieć. Wiele osób nie wierzyło w analizy, część przewidywań nie trafiła idealnie ale ogólny schemat jest zgodny z założeniami obliczania prognoz. Prognozy pojawią się również w tym roku Warto zwrócić uwagę, że przy mnożnikach podczas obliczania progu odstępstwo może być proporcjonalnie [&#8230;]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><strong>Weryfikacja prognozy 2021 na kierunek lekarski i lekarsko-dentystyczny</strong></h1>
<p style="text-align: center;"><strong>Progi jak co roku niezwykle trudno przewidzieć. Wiele osób nie wierzyło w analizy, część przewidywań nie trafiła idealnie ale ogólny schemat jest zgodny z założeniami obliczania prognoz. Prognozy pojawią się również w tym roku <img src="http://namedycyne.eu/wp-includes/images/smilies/icon_smile.gif" alt=":)" class="wp-smiley" /> </strong><br />
<strong> Warto zwrócić uwagę, że przy mnożnikach podczas obliczania progu odstępstwo może być proporcjonalnie większe w stosunku do sposobu liczenia punktów podczas rekrutacji.</strong></p>
<p style="text-align: center;">Kolor <strong><span style="color: #339966;">zielony</span></strong> &#8211; progi ostateczne są bardzo blisko przewidywanego<br />
Kolor <strong><span style="color: #ff9900;">pomarańczowy</span> </strong>- progi ostatecznie średnio  odbiegają od przewidywanego<br />
Kolor <strong><span style="color: #ff0000;">czerwony</span> </strong>- próg nie został poprawnie przewidziany</p>
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" 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<p><img class="aligncenter" alt="" 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" /></p>
<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>216</slash:comments>
		</item>
		<item>
		<title></title>
		<link>http://namedycyne.eu/progi2021/</link>
		<comments>http://namedycyne.eu/progi2021/#comments</comments>
		<pubDate>Fri, 09 Jul 2021 15:18:56 +0000</pubDate>
		<dc:creator><![CDATA[namedycyne.pl]]></dc:creator>
				<category><![CDATA[Rekrutacja 2021]]></category>
		<category><![CDATA[2021]]></category>
		<category><![CDATA[lek-dent]]></category>
		<category><![CDATA[lekarski]]></category>
		<category><![CDATA[lekarsko-dentystyczny]]></category>
		<category><![CDATA[medycyna]]></category>
		<category><![CDATA[progi]]></category>
		<category><![CDATA[rekrutacja na medycynę]]></category>

		<guid isPermaLink="false">http://namedycyne.eu/?p=2258</guid>
		<description><![CDATA[PROGI PUNKTOWE 2021 (lekarski i lek-dent) (stacjonarne oraz niestacjonarne) Mapa kierunków medycznych: Link ODWOŁANIA MATURALNE - LINK Ciężko śledzić wszystkie komentarze. Jeżeli macie nowy próg &#8211; piszcie proszę na fanpage &#8211; namedycyne.pl &#8211; będę dorzucać :)  &#160; Lekarski (stacjonarne) Białystok (UMB): 166 &#124; 161 &#124; 158 &#124; 157 &#124; 156 &#124; 155 (78%) &#124; 155 (77%) &#124; 155 (72%) &#124; 155 (68%) &#124; 154 [&#8230;]]]></description>
				<content:encoded><![CDATA[<h1 style="text-align: center;"><strong>PROGI PUNKTOWE 2021 (lekarski i lek-dent) (stacjonarne oraz niestacjonarne)</strong></h1>
<p style="text-align: center;">Mapa kierunków medycznych: <strong><a href="https://www.google.com/maps/d/u/0/viewer?mid=1m6M18VjlsjoMXNGy4C06b7URX4YnUkpw&amp;ll=52.179290249899545%2C18.859859199999995&amp;z=7" target="_blank">Link</a></strong></p>
<h1 style="text-align: center;"><strong><span style="color: #ff0000;"><span style="text-decoration: underline; color: #32d191;">ODWOŁANIA MATURALNE </span><span style="color: #32d191;">- <a href="https://odwolania.maturabiolchem.pl/" target="_blank">LINK</a></span></span><span style="color: #0000ff;"><a title="LINK" href="https://www.facebook.com/maturabiolchem" target="_blank"><span style="color: #0000ff;"><br />
</span></a></span></strong></h1>
<h2 style="text-align: center;"><span style="text-decoration: underline;">Ciężko śledzić wszystkie komentarze. Jeżeli macie nowy próg &#8211; piszcie proszę na <a href="https://www.facebook.com/namedycyne.portal/" target="_blank">fanpage &#8211; </a><a href="https://www.facebook.com/namedycyne.portal/" target="_blank">namedycyne.pl</a> &#8211; będę dorzucać :) </span></h2>
<p>&nbsp;</p>
<h1>Lekarski (stacjonarne)</h1>
<div>Białystok (UMB): 166 <strong>| </strong>161<strong> <strong>|</strong></strong> 158<strong><strong> | </strong></strong>157<strong><strong> <strong>| </strong></strong></strong>156<strong><strong><strong> | </strong></strong></strong>155 (78%)<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>155 (77%)<strong><strong><strong><strong><strong> |</strong></strong></strong></strong></strong> 155 (72%)<strong><strong><strong><strong><strong><strong> |</strong></strong></strong></strong></strong></strong> 155 (68%)<strong><strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong></strong>154 (77%)<strong><strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong></strong>153(78%)<strong><strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong></strong>152<strong><strong><strong><strong><strong><strong><strong> | 150 </strong></strong></strong></strong></strong></strong></strong></div>
<div>Bydgoszcz: 78<strong> | </strong>77,45 <strong><strong>| </strong></strong>77 |76,6<strong><strong> | </strong></strong>75,5 | 74,8<strong><strong> | </strong></strong>74,2<strong><strong><strong> | </strong></strong></strong>72,2<strong><strong><strong> | 72,2</strong><strong><br />
</strong></strong></strong></div>
<div>Gdańsk (GUMed): 172<strong> | </strong>167 (82%)<strong>  | </strong>163 (80%)<strong> | </strong>162 (78%)<strong> <strong>|</strong></strong>162 <strong><strong><strong><strong>| </strong></strong></strong></strong>161 <strong><strong>| </strong></strong>160 (78%)<strong><strong> <strong>| </strong></strong></strong>158,6 (81)<strong><strong><strong> <strong>|</strong></strong></strong></strong> 157 (82)<strong><strong><strong><strong> | </strong></strong></strong></strong>156<strong><strong><strong><strong><strong> | 153</strong></strong></strong></strong></strong></div>
<div>
<div>Katowice (oraz Zabrze) &#8211; ŚUM: 160 <strong>|  </strong>152<strong> | </strong>150 (75%)<strong> <strong>| </strong></strong>150 (68%)<strong><strong> <strong>|</strong></strong></strong> 149 (77%) | 148 <strong><strong><strong><strong><strong>| </strong></strong></strong></strong></strong>147 (77)<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>146<strong><strong><strong><strong><strong> | 143</strong></strong></strong></strong></strong></div>
</div>
<div>Kielce: 159.671 | 153,48<strong><strong> | </strong></strong>153,4613<strong><strong> | </strong></strong>153.253<strong><strong> | </strong></strong>152.859 | 152, 044 | 151,664 <strong><strong><strong><strong><strong>| </strong></strong></strong></strong></strong>150,98<strong><strong><strong><strong><strong> </strong></strong></strong></strong></strong>| 150,27 <strong><strong>| </strong></strong>149,269<strong><strong> | </strong></strong>148,077<strong><strong>| </strong></strong>146,881<strong><strong> </strong></strong>| 145.05 | 144,666 <strong><strong>| </strong></strong>144, 459<strong><strong> | </strong></strong>144,089 <strong><strong>| </strong></strong>143.851 <strong><strong><strong>|</strong></strong></strong> 143.574<strong><strong><strong> | </strong></strong></strong>142,487<strong><strong><strong> | </strong></strong></strong>140,261<strong><strong><strong><strong><strong> |</strong></strong></strong></strong></strong> 139,677<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>138,71 | 137,687 <strong><strong>| 137,294</strong></strong></div>
<div>
<div>
<div>Kraków (UJ): 78 | 75,33<strong><strong> | 75</strong></strong></div>
</div>
</div>
<div>
<div>
<div>Lublin: 254<strong> | </strong>248 | 246 (73%) <strong><strong><strong>| </strong></strong></strong>246 (62) <strong><strong><strong><strong>| </strong></strong></strong></strong>244 (75)<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>240 |<strong><strong><strong><strong><strong> 239</strong></strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Łódź: 326 <strong>|</strong> 320<strong> <strong>| </strong></strong>314<strong><strong> | </strong></strong>312 <strong><strong><strong>| </strong></strong></strong>308<strong><strong><strong> | </strong></strong></strong>304<strong><strong><strong><strong> | 300</strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Łódź MON: 280/124 <strong>|</strong> 278/75<strong> | </strong>276/102<strong> <strong>| </strong></strong>276/49<strong><strong><strong> | </strong></strong></strong>268/110<strong><strong><strong> | </strong></strong></strong>268/75<strong><strong><strong><strong> | 266/118</strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Olsztyn: 411 <strong>| </strong>409<strong> | </strong>408<strong> | </strong>396 <strong><strong>| 382</strong></strong></div>
</div>
</div>
<div>
<div>
<div>Opole: 160 <strong>| </strong>154<strong> <strong>| </strong></strong>152<strong><strong> <strong>| </strong></strong></strong>151<strong><strong><strong> | </strong></strong></strong>150 (78%) <strong><strong><strong><strong>| </strong></strong></strong></strong>150 (73%)<strong><strong><strong><strong> | </strong></strong></strong></strong>149<strong><strong><strong><strong> | </strong></strong></strong></strong>148 (83%)<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>146<strong><strong><strong><strong><strong><strong> | 145,73</strong></strong></strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Poznań (UMP): 168<strong> | </strong>162 (85% bio)<strong> | </strong>159<strong> <strong>| 150</strong></strong></div>
</div>
</div>
<div>
<div>
<div>Radom:  388<strong> | </strong>387<strong> | </strong>386 <strong><strong>| </strong></strong>384<strong><strong> <strong>| </strong></strong></strong>382<strong><strong><strong><strong> |</strong></strong></strong></strong> 376<strong><strong><strong><strong> <strong>| 362</strong></strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Rzeszów: 326 <strong>| </strong>316 <strong><strong>| </strong></strong>300 | 298 <strong><strong><strong><strong>| </strong></strong></strong></strong>296 (nie wszyscy)<strong><strong><strong><strong> | </strong></strong></strong></strong>292<strong><strong><strong><strong><strong> | 290</strong></strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Szczecin (PUM):  160<strong> | </strong>155 | 153<strong><strong> | </strong></strong>152<strong><strong> | </strong></strong>151<strong><strong> |  </strong></strong>150 ( nie wszyscy)<strong><strong> | </strong></strong>149<strong><strong><strong> | </strong></strong></strong>145 <strong><strong><strong><strong>| 141</strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Warszawa &#8211; WUM: 237,8 <strong><strong>| </strong></strong>233,6<strong><strong> | </strong></strong>232<strong><strong> | </strong></strong>230,6<strong><strong> <strong>| </strong></strong></strong>229.0 | 228.0<strong><strong><strong><strong> <strong>| </strong></strong></strong></strong></strong>227.0 | 225,2 <strong><strong><strong><strong><strong><strong>|</strong></strong></strong></strong></strong></strong> 224<strong><strong><strong><strong><strong><strong> <strong>| 223,75</strong></strong></strong></strong></strong></strong></strong></div>
</div>
</div>
<div>
<div>
<div>Warszawa &#8211; UKSW: 77,6 (oficjalny) wzięli więcej wiec około 73 z 1 listy <strong>| </strong>77<strong> <strong>| 68,4</strong></strong></div>
</div>
</div>
<div>Wrocław: 268 <strong>|</strong> 261 (72% bio)<strong> | </strong>258<strong> | </strong>256 (82%) <strong>| </strong>256 (73%) <strong>| </strong>255 (87%) | 255 (75)<strong><strong> <strong>| </strong></strong></strong>254 (90)<strong><strong><strong> | </strong></strong></strong>253 (75%)<strong><strong><strong> | </strong></strong></strong>252(82%)<strong><strong><strong><strong> | 250</strong></strong></strong></strong></div>
<div>
<div>Zielona Góra (UZ): 160 (80%)<strong><strong><strong>| </strong></strong></strong>153<strong><strong><strong> | </strong></strong></strong>151 <strong><strong><strong><strong>| </strong></strong></strong></strong>149 (77)<strong><strong><strong><strong> <strong>| </strong></strong></strong></strong></strong>148 (73)<strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong>147<strong><strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong></strong>146 (73)<strong><strong><strong><strong><strong><strong> | </strong></strong></strong></strong></strong></strong>145<strong><strong><strong><strong><strong><strong> <strong>| 141</strong></strong><br />
</strong></strong></strong></strong></strong><strong><br />
</strong></div>
<h1>Lekarski (niestacjonarne)</h1>
<div>Białystok (UMB): 95 <strong>| </strong>94<strong> | </strong>92 | 90 | 89<strong> |</strong>86<strong><strong> | 62</strong></strong></div>
<div>Bydgoszcz: 64,5 <strong>|</strong> 58<strong> | </strong>56<strong><strong> | 49</strong></strong></div>
<div>Gdańsk: 134<strong>| </strong>121<strong> | </strong>117 <strong><strong>| </strong></strong>111 | 104<strong><strong> | </strong></strong>101 <strong><strong><strong>| 100</strong></strong></strong></div>
<div>Katowice (ŚUM): 113 (43) <strong>| </strong>108<strong><strong> | 100</strong></strong></div>
<div>Katowice &#8211; Wyższa Szkoła Techniczna w Katowicach: <strong>|</strong></div>
<div>Kielce: 128,969 | 116,373 | 111.967 <strong><strong>|</strong></strong> 97,2<strong><strong> | </strong></strong>91 | 81 <strong><strong><strong><strong>| </strong></strong></strong></strong>79<strong><strong><strong><strong> | 69,263</strong></strong></strong></strong></div>
<div>Kraków (UJ): 53,33<strong> |  </strong>50,33<strong><strong> | 45</strong></strong></div>
<div>Kraków &#8211; Krakowska Akademia im. Adrzeja Frycza: <strong>|</strong></div>
<div>Lublin: 196<strong> | 172</strong></div>
<div>Łódź: 260 <strong>| </strong>240<strong> | </strong>210<strong><strong> | 170</strong></strong></div>
<div>Opole: 131 |122<strong> |</strong> 117,65<strong> |</strong> 112<strong><strong> | 97 | 93</strong></strong></div>
<div>Poznań (UMP): <strong>|</strong>122<strong> | </strong>113<strong> | 112</strong></div>
<div>Radom: <strong>|</strong></div>
<div>Rzeszów: 280 <strong>| </strong>260<strong> <strong>|</strong></strong> 250<strong><strong> <strong>| </strong></strong></strong>230<strong><strong><strong><strong> | 210</strong></strong></strong></strong></div>
<div>Szczecin (PUM):<strong> </strong>113 <strong><strong>| </strong></strong>107<strong><strong> | </strong></strong>102<strong><strong><strong> | 95</strong></strong></strong></div>
<div>Warszawa &#8211; WUM: 192.2 | 173.6<strong><strong> | 147,8</strong></strong></div>
<div>Warszawa &#8211; UKSW:<strong> 56,7</strong></div>
<div>Warszawa &#8211; im. Marii Skłodowskiej &#8211; Curie: <strong>|</strong></div>
<div>Warszawa (Łazarski) (uczelnia prywatna): <strong>|</strong></div>
<div>Wrocław: <strong><strong>| </strong></strong>189 (65%) | 179 <strong>| </strong>175 (73%)<strong><strong> | 168</strong></strong></div>
<div>Zielona Góra (UZ): 131 <strong>| </strong>122<strong>| </strong>116 | 111 | 106 | 103<strong><strong> | </strong></strong>99 |<strong><strong><strong> 80</strong></strong></strong></div>
<div></div>
<div>
<h1>Lekarsko-dentystyczny</h1>
<div>
<div>Białystok:  162 <strong>| </strong>155 <strong><strong>|</strong></strong> 151<strong><strong> | </strong></strong>150<strong><strong><strong> | </strong></strong></strong>149 (67%)<strong><strong><strong> | </strong></strong></strong>148 (73) | 148 ( 70) | 147 <strong>| 146</strong></div>
<div>Katowice (Zabrze) &#8211; ŚUM: 160 (bio 85%)  <strong><strong><strong><strong>|  </strong></strong></strong></strong>154<strong><strong><strong><strong> | </strong></strong></strong></strong>152<strong><strong><strong><strong> <strong>| </strong></strong></strong></strong></strong>150 (73%)<strong><strong><strong><strong><strong> <strong>| </strong></strong></strong></strong></strong></strong>148 (80%) <strong><strong><strong><strong><strong><strong><strong>| </strong></strong></strong></strong></strong></strong></strong>147 (82)<strong><strong><strong><strong><strong><strong><strong> | 143 (67)</strong></strong></strong></strong></strong></strong></strong></div>
</div>
<div>
<div>Gdańsk (GUMed): 166 (83%)<strong> | </strong>161<strong> <strong>| </strong></strong>160 | 158<strong><strong><strong> <strong>| </strong></strong></strong></strong>157 | 156 | 155<strong><strong><strong><strong><strong><strong> | 153</strong></strong></strong></strong></strong></strong></div>
</div>
<div>
<div>Kraków: 83 <strong>|</strong> 80<strong> | 78,5</strong></div>
</div>
<div>
<div>Lublin: 254 <strong>| </strong>247 <strong><strong>| </strong></strong>243 (62%)<strong><strong> <strong>| </strong></strong></strong>241 <strong><strong><strong>| 236</strong></strong></strong></div>
</div>
<div>
<div>Łódź: 322<strong> | </strong>314<strong> <strong>|</strong></strong> 312<strong><strong><strong> | </strong></strong></strong>307<strong><strong><strong> | </strong></strong></strong>304<strong><strong><strong> | 300 (81)</strong></strong></strong></div>
</div>
<div>
<div>Poznań: 170 <strong>| </strong>161 <strong><strong>| 152</strong></strong></div>
</div>
<div>Szczecin: 160<strong> <strong>| </strong></strong>154<strong><strong> | </strong></strong>153<strong><strong> |</strong></strong> 149<strong><strong> <strong>|</strong></strong></strong> 148<strong><strong><strong><strong> | </strong></strong></strong></strong>147 (60%)<strong><strong><strong><strong> | </strong></strong></strong>143 </strong></div>
<div>Wrocław: 265 <strong>| </strong>261| (73%)<strong> | </strong>258 (83%)<strong> |</strong> 256 (80%) | 255 (70%)<strong><strong><strong> <strong>| </strong></strong></strong></strong>253 ( 90%) <strong><strong><strong><strong>|</strong></strong></strong></strong> 251 (78)<strong><strong><strong><strong> |</strong></strong></strong></strong> 251 (73%)<strong><strong><strong><strong> | </strong></strong></strong></strong>249 (73%)<strong><strong><strong><strong> | 248</strong></strong></strong></strong></div>
<div>Warszawa &#8211; WUM: 231 <strong><strong><strong>| </strong></strong></strong>228 | 226,6 | 226 | 224,1 <strong>| 221,6</strong></div>
<div></div>
<h1>Lekarsko-dentystyczny (niestacjonarne)</h1>
</div>
<div>
<div>
<div>Białystok: 117 (62) <strong>| </strong>115 (57%)<strong> | </strong>109 (67%)<strong> | 105 (62)</strong></div>
</div>
<div>Gdańsk (GUMed): 119 |<strong> 115 |<br />
</strong>Katowice (Zabrze) &#8211; ŚUM: |120 | 112 | 110<strong><strong> |</strong></strong> 108 | 105 | 104<strong><strong><strong><strong><strong> | 103</strong></strong></strong></strong></strong></div>
<div>Kraków: 61,50 <strong>| 55</strong></div>
<div>Łódź: 258 <strong>| </strong>240<strong> |</strong> 224 |<strong> 214</strong></div>
<div>Poznań:  135<strong> | 132</strong></div>
<div>Szczecin: 122<strong> | </strong>113<strong> | </strong>110<strong> | 101</strong></div>
<div>Wrocław: <strong>| </strong>215<strong> | </strong>203 (42%)<strong> | 199</strong></div>
<div>Warszawa &#8211; WUM:<strong> 181,6<strong><strong><strong><strong><strong><br />
</strong></strong></strong></strong></strong></strong></div>
<div></div>
</div>
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