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		<title>Rekrutacja „Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068</title>
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		<published>2023-05-03T17:41:27+00:00</published>
		<updated>2023-05-03T17:41:27+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/rekrutacja-ponadnarodowe-mobilnosci-uczniow-szansa-na-rozwoj-kompetencji-kluczowych-nr-2021-1-pmu-4068.html</id>
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			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;a name=&quot;_GoBack&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rusza rekrutacja do projektu Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym dwunastodniowych mobilności zagranicznych (+2 dni na podróż), które odbędą˛ się w Grecji, we współpracy ze szkołą partnerską – LyceumLitochoro. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Chęć udziału w projekcie uczeń zgłasza poprzez złożenie w sekretariacie Organizacji wysyłającej Formularza rekrutacyjnego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Formularze rekrutacyjne będą rozdawane podczas spotkań informacyjnych oraz będą dostępne w sekretariacie Organizacji wysyłającej i na stronie internetowej projektu w terminie realizacji procesu rekrutacyjnego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kluczowe terminy: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 20.03.2023 – akcja informacyjna i składanie formularzy zgłoszeniowych&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;20.03.2023 – 21.03.2023 – weryfikacja, analiza i ocena zebranych formularzy przez Komisję&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;21.03.2023 – ogłoszenie wyników&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;22.03.2023 – 24.03.2023 – procedura odwoławcza&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;27.03.2023 – ogłoszenie finalnej listy osób zakwalifikowanych oraz listy rezerwowej&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – podpisanie umów z osobami zakwalifikowanymi&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kryteria rekrutacji obejmują:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Średnią ocen z przedmiotów ogólnych z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Test z języka angielskiego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Ocenę z zachowania z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Frekwencję z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie w życie Szkoły;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Dotychczasowy udział w projektach mobilności zagranicznej;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Mniejsze szanse.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W przypadku kryteriów odnoszących się do „ostatniego cyklu dydaktycznego”, pod uwagę brane powinny być wyniki uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat rekrutacji, w tym szczegółowe zasady i kryteria, są dostępne w załączonych poniżej dokumentach: &lt;b&gt;Regulaminie rekrutacji i Formularzu zgłoszeniowym&lt;/b&gt;, a także u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Przedsięwzięcie pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, jest realizowane ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;169 530,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;a) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Regulamin Rekrutacji &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/1.%20Regulamin%20rekrutacji%20-%20Liceum%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;b)&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Formularz Rekrutacyjny&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;   &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/2.%20Formularz%20rekrutacyjny%202021-1-PMU-4068_Liceum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;c) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Karta Zgłoszenia Ucznia &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/3.%20Karta%20Zg%C5%82oszenia%20Ucznia%202021-1-PMU-4068_Liceum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;a name=&quot;_GoBack&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rusza rekrutacja do projektu Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym dwunastodniowych mobilności zagranicznych (+2 dni na podróż), które odbędą˛ się w Grecji, we współpracy ze szkołą partnerską – LyceumLitochoro. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Chęć udziału w projekcie uczeń zgłasza poprzez złożenie w sekretariacie Organizacji wysyłającej Formularza rekrutacyjnego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Formularze rekrutacyjne będą rozdawane podczas spotkań informacyjnych oraz będą dostępne w sekretariacie Organizacji wysyłającej i na stronie internetowej projektu w terminie realizacji procesu rekrutacyjnego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kluczowe terminy: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 20.03.2023 – akcja informacyjna i składanie formularzy zgłoszeniowych&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;20.03.2023 – 21.03.2023 – weryfikacja, analiza i ocena zebranych formularzy przez Komisję&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;21.03.2023 – ogłoszenie wyników&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;22.03.2023 – 24.03.2023 – procedura odwoławcza&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;27.03.2023 – ogłoszenie finalnej listy osób zakwalifikowanych oraz listy rezerwowej&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – podpisanie umów z osobami zakwalifikowanymi&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kryteria rekrutacji obejmują:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Średnią ocen z przedmiotów ogólnych z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Test z języka angielskiego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Ocenę z zachowania z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Frekwencję z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie w życie Szkoły;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Dotychczasowy udział w projektach mobilności zagranicznej;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Mniejsze szanse.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W przypadku kryteriów odnoszących się do „ostatniego cyklu dydaktycznego”, pod uwagę brane powinny być wyniki uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat rekrutacji, w tym szczegółowe zasady i kryteria, są dostępne w załączonych poniżej dokumentach: &lt;b&gt;Regulaminie rekrutacji i Formularzu zgłoszeniowym&lt;/b&gt;, a także u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Przedsięwzięcie pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, jest realizowane ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bookmark: _GoBack;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;169 530,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;a) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Regulamin Rekrutacji &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/1.%20Regulamin%20rekrutacji%20-%20Liceum%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;b)&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Formularz Rekrutacyjny&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;   &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/2.%20Formularz%20rekrutacyjny%202021-1-PMU-4068_Liceum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;c) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Karta Zgłoszenia Ucznia &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Liceum_w_Grecjii_2023/3.%20Karta%20Zg%C5%82oszenia%20Ucznia%202021-1-PMU-4068_Liceum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
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		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Pozaformalna edukacja młodzieży z Liceum Ogólnokształcącego  na terenie Grecji</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/pozaformalna-edukacja-mlodziezy-z-liceum-ogolnoksztalcacego-na-terenie-grecji.html"/>
		<published>2023-05-03T17:21:24+00:00</published>
		<updated>2023-05-03T17:21:24+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/pozaformalna-edukacja-mlodziezy-z-liceum-ogolnoksztalcacego-na-terenie-grecji.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 16.0pt; line-height: 107%; color: #444444;&quot;&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Liceum Ogólnokształcące im. Rotmistrza Witolda Pileckiego w Ciechanowcu realizuje kolejny projekt! Tym razem otrzymaliśmy dofinansowanie dla projektu pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;169 530,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Okres realizacji projektu: &lt;b&gt;01.03.2023 – 30.06.2023&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym dwunastodniowych mobilności zagranicznych (+2 dni na podróż), które odbędą˛ się w Grecji, we współpracy ze szkołą partnerską – LyceumLitochoro. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W osiągnieciu celu głównego przedsięwzięcia mają pomóc nam cele szczegółowe:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;I. Cele ilościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Realizacja 70-godzinnych szkoleń przygotowawczych do wyjazdu na mobilność obejmujących swoim zakresem m.in. j. angielski, j. grecki, przygotowanie kulturowe oraz doradztwa zawodowego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Realizacja 2-tygodniowych mobilności ponadnarodowych przez 20 uczniów i 4 nauczycieli.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zdobycie przez 20 uczniów naszej szkoły, zestawu kompetencji kluczowych, które umożliwią im osiągnięcie nie tylko lepszych wyników w nauce, ale przede wszystkim sprawne funkcjonowanie na polskim i europejskim rynku edukacji i pracy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Podniesienie kompetencji zawodowych (nauczycielskich) przez 4 nauczycieli naszej szkoły, poprzez obserwację i uczestniczenie bezpośrednio w zajęciach z nauczycielami greckimi na terenie Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Włączenie w realizację projektu przynajmniej 14 uczniów z tzw. mniejszymi szansami, pochodzących z terenów wiejskich, posiadających dysfunkcje, z rodzin o niskich dochodach.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Przygotowanie wspólnie z greckim partnerem 20 certyfikatów potwierdzających udział w projekcie, które będą zapewniać odpowiednią walidację osiągniętych efektów i rezultatów kształcenia.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie w realizacje˛ projektu przynajmniej 7 nauczycieli, którzy będą mieli okazję uczestniczyć w projekcie, w tym także w wymianie dobrych praktyk, rozwoju stosowanych narzędzi i metod pracy z uczniami oraz koordynacji działań projektowych.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Nawiązanie i rozwój przynajmniej 1 trwałego, stabilnego i aktywnego partnerstwa ponadnarodowego z grecką szkołą.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;II. Cele jakościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Stworzenie uczniom szansy skonfrontowania z oczekiwaniami europejskiego rynku pracy oraz zdobycia potwierdzonego stosownymi dokumentami wpisu do CV, zaświadczającego o ich umiejętnościach i doświadczeniu, zdobytych w ramach dodatkowej aktywności.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwinięcie wiedzy uczniów na temat dziedzictwa kulturowego i historycznego Grecji oraz pozyskanie cennych i pozytywnych postaw, takich jak ciekawość świata, tolerancja, zrozumienie dla odmienności kulturowej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie i rozwój kompetencji nauczycieli dot. zarządzania projektami oraz kreowania nowych szans i możliwości dla młodzieży, poprzez zyskanie cennego doświadczenia i zwiększenia tym samym potencjału kapitału ludzkiego szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwinięcie kompetencji językowych uczniów potwierdzonych za świadczeniami odbycia kursów przygotowania językowego oraz nauczycieli, którzy będą mieli okazję w praktyce korzystać z języka angielskiego i podstaw języka greckiego. Zbuduje to pewność siebie i przeświadczenie, że uczniowie bez przeszkód są sobie w stanie poradzić na europejskim rynku edukacji i pracy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kreowanie europejskiego wymiaru szkoły jest dla nas bardzo ważnym celem, które wpisuje się także w Koncepcję Rozwoju Szkoły i Europejski Plan Rozwoju Szkoły. Dzięki takim działaniom, podpartym przez odpowiednią promocję i upowszechnianie, zachęcamy rodziców i dzieci do wybrania właśnie naszej placówki. W ramach tego podpunktu, chcemy także poszerzyć ofertę edukacyjną szkoły - wprowadzić oddziały dwujęzyczne, których jednym z elementów kształcenia będą stałe wyjazdy zagraniczne dla młodzieży.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Promocja szans i możliwości jakie oferowane są przy wykorzystaniu funduszy unijnych. Młodzież i ich rodzice często nie zdają sobie sprawy z ilości projektów czy inicjatyw, jakie tworzone są dla nich, przez co nie biorą w nich udziału i nie rozwijają się tak efektywnie jak mogłoby to mieć miejsce przy dużo większej świadomości w tym zakresie.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie uczniów, którzy nie będą bezpośrednimi beneficjentami projektu w jego praktyczną realizację czy ewaluację konkretnych działań jak: rekrutacja czy upowszechnianie rezultatów. W ten sposób wpływ projektu będzie jeszcze szerszy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowanie narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;9.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Nawiązanie i zacieśnienie partnerstw ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze kształcenia i szkolenia ogólnego oraz nabycia doświadczenia w realizacji projektów ponadnarodowych we współpracy z doświadczonymi partnerami z Grecji, co przyczynić się ma także do podniesienia jakości kształcenia w naszej placówce.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Główne działania planowane w ramach projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 10.03.2023 – Akcja informacyjna&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 24.03.2023 – Rekrutacja uczestników (w tym procedura odwoławcza)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – Podpisanie umów z zakwalifikowanymi uczestnikami&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;28.05.2023 – 10.06.2023 – Ponadnarodowa mobilność edukacyjna w Grecji (w tym 2 dni podróży)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;12.06.2023 – 30.06.2023 – Upowszechnianie rezultatów i ewaluacja projektu&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat projektu są dostępne u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;1.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt; &lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;Rekrutacja do projektu.     &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2219&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;104&quot; height=&quot;50&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;&lt;/div&gt;</summary>
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 16.0pt; line-height: 107%; color: #444444;&quot;&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Liceum Ogólnokształcące im. Rotmistrza Witolda Pileckiego w Ciechanowcu realizuje kolejny projekt! Tym razem otrzymaliśmy dofinansowanie dla projektu pt. &lt;b&gt;„Ponadnarodowe mobilności uczniów szansą na rozwój kompetencji kluczowych” nr 2021-1-PMU-4068&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;169 530,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Okres realizacji projektu: &lt;b&gt;01.03.2023 – 30.06.2023&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Liceum Ogólnokształcącego im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym dwunastodniowych mobilności zagranicznych (+2 dni na podróż), które odbędą˛ się w Grecji, we współpracy ze szkołą partnerską – LyceumLitochoro. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W osiągnieciu celu głównego przedsięwzięcia mają pomóc nam cele szczegółowe:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;I. Cele ilościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Realizacja 70-godzinnych szkoleń przygotowawczych do wyjazdu na mobilność obejmujących swoim zakresem m.in. j. angielski, j. grecki, przygotowanie kulturowe oraz doradztwa zawodowego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Realizacja 2-tygodniowych mobilności ponadnarodowych przez 20 uczniów i 4 nauczycieli.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zdobycie przez 20 uczniów naszej szkoły, zestawu kompetencji kluczowych, które umożliwią im osiągnięcie nie tylko lepszych wyników w nauce, ale przede wszystkim sprawne funkcjonowanie na polskim i europejskim rynku edukacji i pracy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Podniesienie kompetencji zawodowych (nauczycielskich) przez 4 nauczycieli naszej szkoły, poprzez obserwację i uczestniczenie bezpośrednio w zajęciach z nauczycielami greckimi na terenie Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Włączenie w realizację projektu przynajmniej 14 uczniów z tzw. mniejszymi szansami, pochodzących z terenów wiejskich, posiadających dysfunkcje, z rodzin o niskich dochodach.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Przygotowanie wspólnie z greckim partnerem 20 certyfikatów potwierdzających udział w projekcie, które będą zapewniać odpowiednią walidację osiągniętych efektów i rezultatów kształcenia.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie w realizacje˛ projektu przynajmniej 7 nauczycieli, którzy będą mieli okazję uczestniczyć w projekcie, w tym także w wymianie dobrych praktyk, rozwoju stosowanych narzędzi i metod pracy z uczniami oraz koordynacji działań projektowych.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Nawiązanie i rozwój przynajmniej 1 trwałego, stabilnego i aktywnego partnerstwa ponadnarodowego z grecką szkołą.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;II. Cele jakościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Stworzenie uczniom szansy skonfrontowania z oczekiwaniami europejskiego rynku pracy oraz zdobycia potwierdzonego stosownymi dokumentami wpisu do CV, zaświadczającego o ich umiejętnościach i doświadczeniu, zdobytych w ramach dodatkowej aktywności.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwinięcie wiedzy uczniów na temat dziedzictwa kulturowego i historycznego Grecji oraz pozyskanie cennych i pozytywnych postaw, takich jak ciekawość świata, tolerancja, zrozumienie dla odmienności kulturowej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie i rozwój kompetencji nauczycieli dot. zarządzania projektami oraz kreowania nowych szans i możliwości dla młodzieży, poprzez zyskanie cennego doświadczenia i zwiększenia tym samym potencjału kapitału ludzkiego szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwinięcie kompetencji językowych uczniów potwierdzonych za świadczeniami odbycia kursów przygotowania językowego oraz nauczycieli, którzy będą mieli okazję w praktyce korzystać z języka angielskiego i podstaw języka greckiego. Zbuduje to pewność siebie i przeświadczenie, że uczniowie bez przeszkód są sobie w stanie poradzić na europejskim rynku edukacji i pracy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kreowanie europejskiego wymiaru szkoły jest dla nas bardzo ważnym celem, które wpisuje się także w Koncepcję Rozwoju Szkoły i Europejski Plan Rozwoju Szkoły. Dzięki takim działaniom, podpartym przez odpowiednią promocję i upowszechnianie, zachęcamy rodziców i dzieci do wybrania właśnie naszej placówki. W ramach tego podpunktu, chcemy także poszerzyć ofertę edukacyjną szkoły - wprowadzić oddziały dwujęzyczne, których jednym z elementów kształcenia będą stałe wyjazdy zagraniczne dla młodzieży.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Promocja szans i możliwości jakie oferowane są przy wykorzystaniu funduszy unijnych. Młodzież i ich rodzice często nie zdają sobie sprawy z ilości projektów czy inicjatyw, jakie tworzone są dla nich, przez co nie biorą w nich udziału i nie rozwijają się tak efektywnie jak mogłoby to mieć miejsce przy dużo większej świadomości w tym zakresie.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Zaangażowanie uczniów, którzy nie będą bezpośrednimi beneficjentami projektu w jego praktyczną realizację czy ewaluację konkretnych działań jak: rekrutacja czy upowszechnianie rezultatów. W ten sposób wpływ projektu będzie jeszcze szerszy.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowanie narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;9.&lt;span style=&quot;font: 7.0pt 'Times New Roman';&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Nawiązanie i zacieśnienie partnerstw ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze kształcenia i szkolenia ogólnego oraz nabycia doświadczenia w realizacji projektów ponadnarodowych we współpracy z doświadczonymi partnerami z Grecji, co przyczynić się ma także do podniesienia jakości kształcenia w naszej placówce.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Główne działania planowane w ramach projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 10.03.2023 – Akcja informacyjna&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 24.03.2023 – Rekrutacja uczestników (w tym procedura odwoławcza)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – Podpisanie umów z zakwalifikowanymi uczestnikami&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;28.05.2023 – 10.06.2023 – Ponadnarodowa mobilność edukacyjna w Grecji (w tym 2 dni podróży)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;12.06.2023 – 30.06.2023 – Upowszechnianie rezultatów i ewaluacja projektu&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat projektu są dostępne u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;1.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt; &lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;Rekrutacja do projektu.     &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2219&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;104&quot; height=&quot;50&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;&lt;/div&gt;</content>
		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Rekrutacja „Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/projekty-ue/regulamin-zdobycie-nowych-kompetencji-w-ramach-ponadnarodowych-mobilnosci-nr-2021-1-pmu-4311.html"/>
		<published>2023-05-03T14:14:21+00:00</published>
		<updated>2023-05-03T14:14:21+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/projekty-ue/regulamin-zdobycie-nowych-kompetencji-w-ramach-ponadnarodowych-mobilnosci-nr-2021-1-pmu-4311.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Rusza rekrutacja do projektu Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu pt. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Głównym i priorytetowym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym czternastodniowych mobilności zagranicznych (w tym 2 dni na podróż), które odbędą się we Włoszech w ścisłej współpracy ze szkołą partnerską – &lt;em&gt;LiceoScientificoStatale „Enrico Fermi” z Padwy.&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Chęć udziału w projekcie uczeń zgłasza poprzez złożenie w sekretariacie Organizacji wysyłającej Formularza rekrutacyjnego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Formularze rekrutacyjne będą rozdawane podczas spotkań informacyjnych oraz będą dostępne w sekretariacie Organizacji wysyłającej i na stronie internetowej projektu w terminie realizacji procesu rekrutacyjnego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kluczowe terminy: &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;01.03.2023 – 20.03.2023 – akcja informacyjna i składanie formularzy zgłoszeniowych&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;20.03.2023 – 21.03.2023 – weryfikacja, analiza i ocena zebranych formularzy przez Komisję&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;21.03.2023 – ogłoszenie wyników&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;22.03.2023 – 24.03.2023 – procedura odwoławcza&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;27.03.2023 – ogłoszenie finalnej listy osób zakwalifikowanych oraz listy rezerwowej&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;05.04.2023 – podpisanie umów z osobami zakwalifikowanymi&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kryteria rekrutacji obejmują:&lt;/span&gt;&lt;/p&gt;
&lt;ol style=&quot;margin-top: 0cm;&quot; start=&quot;1&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Średnią ocen z przedmiotów ogólnych z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Test z języka angielskiego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Ocenę z zachowania z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Frekwencję z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Zaangażowanie w życie Szkoły;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Dotychczasowy udział w projektach mobilności zagranicznej;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Mniejsze szanse.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;W przypadku kryteriów odnoszących się do „ostatniego cyklu dydaktycznego”, pod uwagę brane powinny być wyniki uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat rekrutacji, w tym szczegółowe zasady i kryteria, są dostępne w załączonych poniżej dokumentach: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Regulaminie rekrutacji i Formularzu zgłoszeniowym&lt;/b&gt;, a także u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Przedsięwzięcie pt. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, jest realizowane ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kwota dofinansowania: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;172 890,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;a) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Regulamin Rekrutacji  &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/1.%20Regulamin%20rekrutacji%20-%20Technikum%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;b)&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Formularz Rekrutacyjny&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/2.%20Formularz%20rekrutacyjny%202021-1-PMU-4311_Technikum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;c) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Karta Zgłoszenia Ucznia &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;      &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/3.%20Karta%20Zg%C5%82oszenia%20Ucznia%202021-1-PMU-4311_Technikum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</summary>
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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Rusza rekrutacja do projektu Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu pt. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Głównym i priorytetowym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym czternastodniowych mobilności zagranicznych (w tym 2 dni na podróż), które odbędą się we Włoszech w ścisłej współpracy ze szkołą partnerską – &lt;em&gt;LiceoScientificoStatale „Enrico Fermi” z Padwy.&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Chęć udziału w projekcie uczeń zgłasza poprzez złożenie w sekretariacie Organizacji wysyłającej Formularza rekrutacyjnego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Formularze rekrutacyjne będą rozdawane podczas spotkań informacyjnych oraz będą dostępne w sekretariacie Organizacji wysyłającej i na stronie internetowej projektu w terminie realizacji procesu rekrutacyjnego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kluczowe terminy: &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;01.03.2023 – 20.03.2023 – akcja informacyjna i składanie formularzy zgłoszeniowych&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;20.03.2023 – 21.03.2023 – weryfikacja, analiza i ocena zebranych formularzy przez Komisję&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;21.03.2023 – ogłoszenie wyników&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;22.03.2023 – 24.03.2023 – procedura odwoławcza&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;27.03.2023 – ogłoszenie finalnej listy osób zakwalifikowanych oraz listy rezerwowej&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;05.04.2023 – podpisanie umów z osobami zakwalifikowanymi&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kryteria rekrutacji obejmują:&lt;/span&gt;&lt;/p&gt;
&lt;ol style=&quot;margin-top: 0cm;&quot; start=&quot;1&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Średnią ocen z przedmiotów ogólnych z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Test z języka angielskiego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Ocenę z zachowania z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Frekwencję z ostatniego cyklu dydaktycznego;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Zaangażowanie w życie Szkoły;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Dotychczasowy udział w projektach mobilności zagranicznej;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: .0001pt; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt;&quot;&gt;Mniejsze szanse.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;W przypadku kryteriów odnoszących się do „ostatniego cyklu dydaktycznego”, pod uwagę brane powinny być wyniki uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat rekrutacji, w tym szczegółowe zasady i kryteria, są dostępne w załączonych poniżej dokumentach: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Regulaminie rekrutacji i Formularzu zgłoszeniowym&lt;/b&gt;, a także u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Przedsięwzięcie pt. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, jest realizowane ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Kwota dofinansowania: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;172 890,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;a) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Regulamin Rekrutacji  &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/1.%20Regulamin%20rekrutacji%20-%20Technikum%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;b)&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Formularz Rekrutacyjny&lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/2.%20Formularz%20rekrutacyjny%202021-1-PMU-4311_Technikum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h3&gt;c) &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h3&gt; Karta Zgłoszenia Ucznia &lt;/h3&gt;
&lt;/td&gt;
&lt;td&gt;      &lt;/td&gt;
&lt;td&gt;&lt;a href=&quot;https://zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/3.%20Karta%20Zg%C5%82oszenia%20Ucznia%202021-1-PMU-4311_Technikum.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;102&quot; height=&quot;49&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Pozaformalna edukacja młodzieży z Technikum na terenie Italii</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/pozaformalna-edukacja-mlodziezy-z-technikum-na-terenie-italii.html"/>
		<published>2023-05-03T12:13:03+00:00</published>
		<updated>2023-05-03T12:13:03+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/pozaformalna-edukacja-mlodziezy-z-technikum-na-terenie-italii.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;h1&gt; &lt;/h1&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/baner_italia.png&quot; alt=&quot;&quot; width=&quot;849&quot; height=&quot;97&quot; /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;h1 class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/h1&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 16.0pt; line-height: 107%; color: #444444;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu realizuje kolejny projekt! Tym razem otrzymaliśmy dofinansowanie dla projektu pt. &lt;b&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;172 890,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Okres realizacji projektu: &lt;b&gt;01.03.2023 – 30.06.2023&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym i priorytetowym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym czternastodniowych mobilności zagranicznych (w tym 2 dni na podróż), które odbędą się we Włoszech w ścisłej współpracy ze szkołą partnerską – LiceoScientificoStatale „Enrico Fermi” z Padwy. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W osiągnieciu celu głównego przedsięwzięcia mają pomóc nam cele szczegółowe:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;I. Cele ilościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;1.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Realizacja 60-godzinnych szkoleń , które mają przygotować do wyjazdu na mobilność i obejmować swoim zakresem będą m.in. j. angielski, j. włoski, przygotowanie kulturowe oraz doradztwo zawodowego.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;2.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Przygotowanie i realizacja 2-tygodniowych programów edukacyjnych w ramach mobilności ponadnarodowych dla 20 uczniów i 4 nauczycieli we Włoszech.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;3.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Włączenie w realizacje˛ niniejszego projektu co najmniej 14 uczniów z tzw. mniejszymi szansami, którzy pochodzą z terenów wiejskich, a także posiadają realne problemy na gruncie społeczno-ekonomicznym (są członkami rodzin niepełnych, rodzin o niskich dochodach itp.).&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;4.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zdobycie przez 20 uczniów naszej szkoły zestawu kompetencji kluczowych, które pozwolą im łatwiej funkcjonować w ramach dalszej ścieżki rozwoju (edukacji), jak i na polskim i europejskim rynku.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;5.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Podniesienie i zwiększenie kompetencji zawodowych przez 4 nauczycieli naszego technikum, dzięki bezpośredniemu uczestnictwu w warsztatach i lekcjach z nauczycielami włoskimi na terenie Włoch.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;6.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Przygotowanie we współudziale z włoskim partnerem 20 certyfikatów, które będą potwierdzały udział w projekcie i będą przedstawiać osiągnięte efekty i rezultaty kształcenia.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;7.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie w realizację niniejszego projektu przynajmniej 8 nauczycieli, którzy będą mieli możliwość´ uczestnictwa w projekcie, koordynowania działań projektu, wymianie korzystnych praktyk, narzędzi i metod pracy z uczniami.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;8.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Pogłębienie 1 stabilnego i aktywnego partnerstwa ponadnarodowego z włoską szkołą, a także nawiązanie przynajmniej 2 nowych, w kontekście przyszłych inicjatyw edukacyjnych (w tym zawodowych – inne szkoły, lokalni włoscy pracodawcy).&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;II. Cele jakościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;1.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Stworzenie uczniom możliwości konfrontacji siebie, swoich kompetencji i możliwości z oczekiwaniami, jakie ma rynek pracy, co spowoduje, że w przyszłości absolwenci będą posiadać wiedzę na temat oczekiwań potencjalnych przyszłych pracodawców.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;2.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Rozwinięcie i poszerzenie wiedzy uczniów w temacie dziedzictwa kulturowego i historycznego Włoch. Wyjazd ten dla dużej ilości uczniów będzie pierwszym wyjazdem za granicę. Pozwoli to rozwinąć im w sobie ciekawość otaczającego nas świata, tolerancję.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;3.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Poszerzenie umiejętności językowych uczniów (potwierdzonych zaświadczeniami o odbyciu kursów przygotowania językowego i ponadnarodowej mobilności edukacyjnej) oraz nauczycieli, mających okazje˛ w praktyce wykorzystywać język angielski (będący językiem roboczym projektu i mobilności) i podstawy języka włoskiego (dodatkowo w ramach przygotowań do mobilności oraz uzupełnienia wybranych elementów programu). Pozwoli to stworzyć przekonanie i wyobrażenie, że nasza młodzież jest w stanie sprostać i podołać europejskim rynku edukacji i pracy&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;4.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie nauczycieli naszej szkoły w działania niniejszego projektu, w ramach których należeć do nich będzie przeprowadzenie przygotowań, wyjazd na mobilność oraz przygotowanie dokumentacji niezbędnej do realizacji projektu i zarządzania nim, co pozwoli im na zyskanie cennego doświadczenia i zwiększenia tym samym potencjału kapitału ludzkiego szkoły.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;5.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Budowanie i rozwijanie europejskiego wymiaru szkoły, w tym poprzez realizację inicjatyw, tworzenie partnerstw i odpowiednie promowanie tego typu projektów, co wpisuje się także w Koncepcję Rozwoju Szkoły i Europejski Plan Rozwoju Szkoły. Dzięki takim działaniom, podpartym przez odpowiednią promocję i upowszechnianie, zachęcamy rodziców i dzieci do wybrania właśnie naszej placówki. W ramach tego podpunktu, chcemy także poszerzyć ofertę edukacyjną szkoły - wprowadzić oddziały dwujęzyczne, których jednym z elementów kształcenia będą stałe wyjazdy zagraniczne dla młodzieży.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;6.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Promowanie szans i możliwości jakie oferowane są z wykorzystaniem i udziałem funduszy unijnych. Rodzice i młodzież zazwyczaj nie mają wiedzy jakie projekty powstają właśnie dla nich, a z tego powodu nie uczestniczą w nich i nie rozwijają się tak efektywnie jak mogłoby to być przy zwiększeniu ich świadomości.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;7.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie uczniów, którzy nie będą bezpośrednimi beneficjentami projektu w jego praktyczną realizację czy ewaluację konkretnych działań jak: rekrutacja czy upowszechnianie rezultatów. W ten sposób wpływ projektu będzie jeszcze szerszy.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;8.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowanie narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;9.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Nawiązanie i pogłębienie relacji partnerskich, ponadnarodowych i dbałość o nie, celem utworzenia stałej przestrzeni do wymiany dobrych praktyk, pozytywnych metod edukacji, szkolenia i zdobycia doświadczenia w realizacji projektów ponadnarodowych we współpracy i porozumieniu z doświadczonymi partnerami z Włoch. Owocować to będzie podniesieniem jakości poziomu edukacji w naszej szkole w oparciu o kolejne poznawane, adaptowane i wdrażane innowacje.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Główne działania planowane w ramach projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 10.03.2023 – Akcja informacyjna&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 24.03.2023 – Rekrutacja uczestników (w tym procedura odwoławcza)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – Podpisanie umów z zakwalifikowanymi uczestnikami&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;28.05.2023 – 10.06.2023 – Ponadnarodowa mobilność edukacyjna we Włoszech (w tym 2 dni podróży)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;12.06.2023 – 30.06.2023 – Upowszechnianie rezultatów i ewaluacja projektu&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat projektu są dostępne u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
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&lt;h2&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;1. &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
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&lt;h2&gt; &lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;Rekrutacja do projektu.     &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;
&lt;p&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2217&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;104&quot; height=&quot;50&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
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&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;h1&gt; &lt;/h1&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/Pozaformalna_edukacja_Italia/baner_italia.png&quot; alt=&quot;&quot; width=&quot;849&quot; height=&quot;97&quot; /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;h1 class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/h1&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 16.0pt; line-height: 107%; color: #444444;&quot;&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu realizuje kolejny projekt! Tym razem otrzymaliśmy dofinansowanie dla projektu pt. &lt;b&gt;„Zdobycie nowych kompetencji w ramach ponadnarodowych mobilności” nr 2021-1-PMU-4311&lt;/b&gt;, który jest realizowany ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego Wiedza Edukacja Rozwój, projekt „Ponadnarodowa mobilność uczniów&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Kwota dofinansowania: &lt;b&gt;172 890,00 PLN&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Okres realizacji projektu: &lt;b&gt;01.03.2023 – 30.06.2023&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Głównym i priorytetowym celem przedsięwzięcia jest wzrost i rozwój kompetencji kluczowych 20 uczniów Technikum im. Rotmistrza Witolda Pileckiego w Ciechanowcu, poprzez realizację inicjatyw ponadnarodowych, w tym czternastodniowych mobilności zagranicznych (w tym 2 dni na podróż), które odbędą się we Włoszech w ścisłej współpracy ze szkołą partnerską – LiceoScientificoStatale „Enrico Fermi” z Padwy. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;W osiągnieciu celu głównego przedsięwzięcia mają pomóc nam cele szczegółowe:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;I. Cele ilościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;1.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Realizacja 60-godzinnych szkoleń , które mają przygotować do wyjazdu na mobilność i obejmować swoim zakresem będą m.in. j. angielski, j. włoski, przygotowanie kulturowe oraz doradztwo zawodowego.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;2.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Przygotowanie i realizacja 2-tygodniowych programów edukacyjnych w ramach mobilności ponadnarodowych dla 20 uczniów i 4 nauczycieli we Włoszech.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;3.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Włączenie w realizacje˛ niniejszego projektu co najmniej 14 uczniów z tzw. mniejszymi szansami, którzy pochodzą z terenów wiejskich, a także posiadają realne problemy na gruncie społeczno-ekonomicznym (są członkami rodzin niepełnych, rodzin o niskich dochodach itp.).&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;4.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zdobycie przez 20 uczniów naszej szkoły zestawu kompetencji kluczowych, które pozwolą im łatwiej funkcjonować w ramach dalszej ścieżki rozwoju (edukacji), jak i na polskim i europejskim rynku.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;5.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Podniesienie i zwiększenie kompetencji zawodowych przez 4 nauczycieli naszego technikum, dzięki bezpośredniemu uczestnictwu w warsztatach i lekcjach z nauczycielami włoskimi na terenie Włoch.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;6.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Przygotowanie we współudziale z włoskim partnerem 20 certyfikatów, które będą potwierdzały udział w projekcie i będą przedstawiać osiągnięte efekty i rezultaty kształcenia.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;7.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie w realizację niniejszego projektu przynajmniej 8 nauczycieli, którzy będą mieli możliwość´ uczestnictwa w projekcie, koordynowania działań projektu, wymianie korzystnych praktyk, narzędzi i metod pracy z uczniami.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;8.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Pogłębienie 1 stabilnego i aktywnego partnerstwa ponadnarodowego z włoską szkołą, a także nawiązanie przynajmniej 2 nowych, w kontekście przyszłych inicjatyw edukacyjnych (w tym zawodowych – inne szkoły, lokalni włoscy pracodawcy).&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;II. Cele jakościowe:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;1.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Stworzenie uczniom możliwości konfrontacji siebie, swoich kompetencji i możliwości z oczekiwaniami, jakie ma rynek pracy, co spowoduje, że w przyszłości absolwenci będą posiadać wiedzę na temat oczekiwań potencjalnych przyszłych pracodawców.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;2.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Rozwinięcie i poszerzenie wiedzy uczniów w temacie dziedzictwa kulturowego i historycznego Włoch. Wyjazd ten dla dużej ilości uczniów będzie pierwszym wyjazdem za granicę. Pozwoli to rozwinąć im w sobie ciekawość otaczającego nas świata, tolerancję.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;3.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Poszerzenie umiejętności językowych uczniów (potwierdzonych zaświadczeniami o odbyciu kursów przygotowania językowego i ponadnarodowej mobilności edukacyjnej) oraz nauczycieli, mających okazje˛ w praktyce wykorzystywać język angielski (będący językiem roboczym projektu i mobilności) i podstawy języka włoskiego (dodatkowo w ramach przygotowań do mobilności oraz uzupełnienia wybranych elementów programu). Pozwoli to stworzyć przekonanie i wyobrażenie, że nasza młodzież jest w stanie sprostać i podołać europejskim rynku edukacji i pracy&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;4.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie nauczycieli naszej szkoły w działania niniejszego projektu, w ramach których należeć do nich będzie przeprowadzenie przygotowań, wyjazd na mobilność oraz przygotowanie dokumentacji niezbędnej do realizacji projektu i zarządzania nim, co pozwoli im na zyskanie cennego doświadczenia i zwiększenia tym samym potencjału kapitału ludzkiego szkoły.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;5.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Budowanie i rozwijanie europejskiego wymiaru szkoły, w tym poprzez realizację inicjatyw, tworzenie partnerstw i odpowiednie promowanie tego typu projektów, co wpisuje się także w Koncepcję Rozwoju Szkoły i Europejski Plan Rozwoju Szkoły. Dzięki takim działaniom, podpartym przez odpowiednią promocję i upowszechnianie, zachęcamy rodziców i dzieci do wybrania właśnie naszej placówki. W ramach tego podpunktu, chcemy także poszerzyć ofertę edukacyjną szkoły - wprowadzić oddziały dwujęzyczne, których jednym z elementów kształcenia będą stałe wyjazdy zagraniczne dla młodzieży.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;6.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Promowanie szans i możliwości jakie oferowane są z wykorzystaniem i udziałem funduszy unijnych. Rodzice i młodzież zazwyczaj nie mają wiedzy jakie projekty powstają właśnie dla nich, a z tego powodu nie uczestniczą w nich i nie rozwijają się tak efektywnie jak mogłoby to być przy zwiększeniu ich świadomości.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;7.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Zaangażowanie uczniów, którzy nie będą bezpośrednimi beneficjentami projektu w jego praktyczną realizację czy ewaluację konkretnych działań jak: rekrutacja czy upowszechnianie rezultatów. W ten sposób wpływ projektu będzie jeszcze szerszy.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;8.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowanie narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/p&gt;
&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-indent: -18pt; text-align: left;&quot;&gt;&lt;!-- [if !supportLists]--&gt;9.&lt;span style=&quot;font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';&quot;&gt;     &lt;/span&gt;&lt;!--[endif]--&gt;Nawiązanie i pogłębienie relacji partnerskich, ponadnarodowych i dbałość o nie, celem utworzenia stałej przestrzeni do wymiany dobrych praktyk, pozytywnych metod edukacji, szkolenia i zdobycia doświadczenia w realizacji projektów ponadnarodowych we współpracy i porozumieniu z doświadczonymi partnerami z Włoch. Owocować to będzie podniesieniem jakości poziomu edukacji w naszej szkole w oparciu o kolejne poznawane, adaptowane i wdrażane innowacje.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;Główne działania planowane w ramach projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 10.03.2023 – Akcja informacyjna&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;01.03.2023 – 24.03.2023 – Rekrutacja uczestników (w tym procedura odwoławcza)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;05.04.2023 – Podpisanie umów z zakwalifikowanymi uczestnikami&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;06.04.2023 – 26.05.2023 – Przygotowania do mobilności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;28.05.2023 – 10.06.2023 – Ponadnarodowa mobilność edukacyjna we Włoszech (w tym 2 dni podróży)&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt;12.06.2023 – 30.06.2023 – Upowszechnianie rezultatów i ewaluacja projektu&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Szczegółowe informacje na temat projektu są dostępne u koordynatora projektu oraz w sekretariacie Dyrektora Łukasza Godlewskiego.&lt;/span&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;1. &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt; &lt;span style=&quot;font-size: 16pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 107%; font-family: Calibri, 'sans-serif';&quot;&gt;Rekrutacja do projektu.     &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;
&lt;p&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2217&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/zobacz.gif&quot; alt=&quot;&quot; width=&quot;104&quot; height=&quot;50&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Postaw na swój rozwój zawodowy</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/postaw-na-swoj-rozwoj-zawodowy.html"/>
		<published>2023-05-02T16:11:05+00:00</published>
		<updated>2023-05-02T16:11:05+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/postaw-na-swoj-rozwoj-zawodowy.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Projekt pt.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; „Postaw na swój rozwój zawodowy”&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Źródło finansowania:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; Erasmus+&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Typ akcji:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; Mobilność osób uczących się i kadry w ramach kształcenia zawodowego&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Projekt „Postaw na swój rozwój zawodowy” realizowany w ramach programu Erasmus+, to szansa dla 27 uczestników OHP z Województwa Podlaskiego, w tym dla 9 uczniów z Branżowej Szkoły I Stopnia w Ciechanowcu, na doskonalenie umiejętności, poznanie europejskiego rynku pracy, rozwijanie swoich pasji i zdobywanie cennego doświadczenia zawodowego na zagranicznych praktykach w Hiszpanii.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;W hiszpańskiej Granadzie 19 uczestników projektu, w tym 9 z Branżowej Szkoły w Ciechanowcu, odbywała u lokalnych pracodawców staże w różnych kierunkach zawodowych, w tym m.in. w gastronomicznym, mechanicznym, stolarskim czy fryzjerskim. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Młodzież podczas pobytu w Andaluzji miała także bogaty czas kulturowy. Dzięki temu każdego dnia wspólnie ze swoimi opiekunami mogła poznawać piękną okolicę Granady, zabytki, język oraz bogatą kulturę. Większość uczestników projektu po raz pierwszy była za granicą, co tym bardziej sprawia, że bardzo atrakcyjnym staje się pobyt na stażach.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Wszyscy uczestnicy projektu mówią jednogłośnie, że nowe doświadczenie zawodowe i kulturowe będzie&lt;a name=&quot;_GoBack&quot;&gt;&lt;/a&gt; pozytywnie procentować na ich przyszłość zawodową oraz zostanie pięknym wspomnieniem na całe życie. Udział w projekcie jest nieodpłatny i realizowany jest w ramach programu Erasmus+ ze środków Unii Europejskiej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Wyjazd poprzedził szereg przygotowań, w tym także z języka hiszpańskiego, którego przybliżenie mogło pomóc uczestnikom łatwiej zaadaptować się w nowym otoczeniu.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Projekt pt.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; „Postaw na swój rozwój zawodowy”&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Źródło finansowania:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; Erasmus+&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Typ akcji:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; Mobilność osób uczących się i kadry w ramach kształcenia zawodowego&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Projekt „Postaw na swój rozwój zawodowy” realizowany w ramach programu Erasmus+, to szansa dla 27 uczestników OHP z Województwa Podlaskiego, w tym dla 9 uczniów z Branżowej Szkoły I Stopnia w Ciechanowcu, na doskonalenie umiejętności, poznanie europejskiego rynku pracy, rozwijanie swoich pasji i zdobywanie cennego doświadczenia zawodowego na zagranicznych praktykach w Hiszpanii.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;W hiszpańskiej Granadzie 19 uczestników projektu, w tym 9 z Branżowej Szkoły w Ciechanowcu, odbywała u lokalnych pracodawców staże w różnych kierunkach zawodowych, w tym m.in. w gastronomicznym, mechanicznym, stolarskim czy fryzjerskim. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Młodzież podczas pobytu w Andaluzji miała także bogaty czas kulturowy. Dzięki temu każdego dnia wspólnie ze swoimi opiekunami mogła poznawać piękną okolicę Granady, zabytki, język oraz bogatą kulturę. Większość uczestników projektu po raz pierwszy była za granicą, co tym bardziej sprawia, że bardzo atrakcyjnym staje się pobyt na stażach.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Wszyscy uczestnicy projektu mówią jednogłośnie, że nowe doświadczenie zawodowe i kulturowe będzie&lt;a name=&quot;_GoBack&quot;&gt;&lt;/a&gt; pozytywnie procentować na ich przyszłość zawodową oraz zostanie pięknym wspomnieniem na całe życie. Udział w projekcie jest nieodpłatny i realizowany jest w ramach programu Erasmus+ ze środków Unii Europejskiej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 14.0pt; line-height: 107%; font-family: 'Helvetica','sans-serif';&quot;&gt;Wyjazd poprzedził szereg przygotowań, w tym także z języka hiszpańskiego, którego przybliżenie mogło pomóc uczestnikom łatwiej zaadaptować się w nowym otoczeniu.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty w ZSOiZ" />
	</entry>
	<entry>
		<title>Rekrutacja - wyjazd do Grecji</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/wyjazd-do-grecji-rekrutacja.html"/>
		<published>2023-02-01T16:31:10+00:00</published>
		<updated>2023-02-01T16:31:10+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/wyjazd-do-grecji-rekrutacja.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Ruszamy z rekrutacją do projektu nr 2022-1-PL01-KA122-VET-000071123, pt. „Wzmacnianie &lt;/span&gt;kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”, realizowanego przez Unię Producentów i Pracodawców Przemysłu Mięsnego przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, sektor: Kształcenie i szkolenia zawodowe. Do udziału w głównych działaniach zakwalifikowanych zostanie 26 uczestników. Tym razem projekt kierowany jest do uczniów kształcących się w zawodach:&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;● technik żywienia i usług gastronomicznych,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;● kucharz.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Projekt jest realizowany wspólnie z Zespołem Szkół Ogólnokształcących i Zawodowych &lt;/span&gt;w Ciechanowcu, który jako jeden z regionalnych liderów sektora edukacji, jest zaangażowany w cały proces w charakterze Instytucji wysyłającej.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Rekrutacja odbędzie się zgodnie z poniższym harmonogramem:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;a. 16 – 27 stycznia 2023 przyjmowanie formularzy dla grupy uczniów kształcących &lt;/span&gt;się w zawodach: technik żywienia i usług gastronomicznych oraz kucharz, dla mobilności edukacyjnych realizowanych w Grecji w II poł. maja 2023 oraz dedykowanych im działań przygotowawczych;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;b. 30 stycznia 2023 – ogłoszenie wyników rekrutacji (lista główna oraz lista &lt;/span&gt;rezerwowa);&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;c. 31 stycznia 2023 – 6 lutego 2023 – procedura odwoławcza;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;d. 7 lutego 2023 – ogłoszenie ostatecznych wyników rekrutacji (lista główna oraz &lt;/span&gt;lista rezerwowa);&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;e. 8 lutego 2023 – podpisanie umów z uczniami wybranymi do udziału w projekcie &lt;/span&gt;w ramach listy głównej.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;W procesie rekrutacji brane pod uwagę będą wyniki nauczania uzyskane przez kandydatów &lt;/span&gt;w I semestrze roku szkolnego 2022/2023!&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Osoby zakwalifikowane do udziału w projekcie (w tym osoby, które znajdą się na liście &lt;/span&gt;rezerwowej) otrzymają możliwość skorzystania ze wsparcia w postaci udziału w przygotowaniach do mobilności, a 26 osób z najlepszymi wynikami, które ukończą przygotowania, wyjadą na 2-tygodniowy staż zawodowy do Grecji. Szczegółowe zasady rekrutacji oraz kryteria punktowe znajdują się dokumentach załączonych poniżej: w Regulaminie Rekrutacji oraz Formularzu zgłoszeniowym.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
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&lt;tr style=&quot;height: 74px;&quot;&gt;
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&lt;h4&gt; &lt;strong&gt;REGULAMIN&lt;/strong&gt;&lt;/h4&gt;
&lt;/td&gt;
&lt;td style=&quot;height: 74px;&quot;&gt;
&lt;h2&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/Regulamin%20rekrutacji%202022_UPEMI_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;100&quot; height=&quot;48&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
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&lt;td style=&quot;height: 81.3056px;&quot;&gt;
&lt;h4&gt;&lt;strong&gt;FORMULARZ ZGŁOSZENIOWY     &lt;/strong&gt;&lt;/h4&gt;
&lt;/td&gt;
&lt;td style=&quot;height: 81.3056px;&quot;&gt;
&lt;h2&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/Formularz zgłoszeniowy 2022_UPEMI_ZSOiZ w Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;100&quot; height=&quot;48&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
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&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;strong&gt;Cele projektu:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Głównym celem projektu jest wzrost atrakcyjności, jakości, efektywności i skuteczności &lt;/span&gt;zawodowego kształcenia praktycznego w branży HORECA, poprzez rozwój współpracy&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego &lt;/span&gt;26 uczniów kształcących się w zawodach związanych z branżą gastronomiczną, żywieniową i spożywczą, 3 nauczycieli przedmiotów branżowych oraz 1 pracownika UPEMI.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;strong&gt;Cele szczegółowe&lt;/strong&gt; &lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe):&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;1) Przygotowanie i wdrożenie innowacyjnego programu praktyk (w ramach &lt;/span&gt;międzynarodowej mobilności zawodowej) z nowym partnerem zagranicznym oraz greckimi przedsiębiorstwami branży HORECA;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;2) Wzmocnienie kompetencji kluczowych, praktycznych umiejętności oraz wiedzy &lt;/span&gt;z zakresu podstawy programowej 26 uczniów kształcących się w ramach praktyk i staży zawodowych organizowanych przez UPEMI;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;4) Podniesienie kompetencji zawodowych i osobistych 3 nauczycieli Szkoły oraz &lt;/span&gt;1 pracownika Związku dzięki uczestnictwu w mobilności uczniów.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;5) Umacnianie prestiżu UPEMI jako otwartej na Europę i rozwijającej się poprzez &lt;/span&gt;międzynarodową współpracę oraz budowanie potencjału do współpracy w ramach kolejnych inicjatyw.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;6) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych &lt;/span&gt;na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. „Wzmacnianie kadr branży&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;gastronomicznej poprzez mobilności uczniów i nauczycieli”, jest realizowany&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;przez Unię Producentów i Pracodawców Przemysłu Mięsnego&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+,&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;sektor: Kształcenie i szkolenia zawodowe&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Suma dofinansowania:&lt;strong&gt; 56 057,00 EUR&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</summary>
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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Ruszamy z rekrutacją do projektu nr 2022-1-PL01-KA122-VET-000071123, pt. „Wzmacnianie &lt;/span&gt;kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”, realizowanego przez Unię Producentów i Pracodawców Przemysłu Mięsnego przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, sektor: Kształcenie i szkolenia zawodowe. Do udziału w głównych działaniach zakwalifikowanych zostanie 26 uczestników. Tym razem projekt kierowany jest do uczniów kształcących się w zawodach:&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;● technik żywienia i usług gastronomicznych,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;● kucharz.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Projekt jest realizowany wspólnie z Zespołem Szkół Ogólnokształcących i Zawodowych &lt;/span&gt;w Ciechanowcu, który jako jeden z regionalnych liderów sektora edukacji, jest zaangażowany w cały proces w charakterze Instytucji wysyłającej.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Rekrutacja odbędzie się zgodnie z poniższym harmonogramem:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;a. 16 – 27 stycznia 2023 przyjmowanie formularzy dla grupy uczniów kształcących &lt;/span&gt;się w zawodach: technik żywienia i usług gastronomicznych oraz kucharz, dla mobilności edukacyjnych realizowanych w Grecji w II poł. maja 2023 oraz dedykowanych im działań przygotowawczych;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;b. 30 stycznia 2023 – ogłoszenie wyników rekrutacji (lista główna oraz lista &lt;/span&gt;rezerwowa);&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;c. 31 stycznia 2023 – 6 lutego 2023 – procedura odwoławcza;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;d. 7 lutego 2023 – ogłoszenie ostatecznych wyników rekrutacji (lista główna oraz &lt;/span&gt;lista rezerwowa);&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;e. 8 lutego 2023 – podpisanie umów z uczniami wybranymi do udziału w projekcie &lt;/span&gt;w ramach listy głównej.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;W procesie rekrutacji brane pod uwagę będą wyniki nauczania uzyskane przez kandydatów &lt;/span&gt;w I semestrze roku szkolnego 2022/2023!&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Osoby zakwalifikowane do udziału w projekcie (w tym osoby, które znajdą się na liście &lt;/span&gt;rezerwowej) otrzymają możliwość skorzystania ze wsparcia w postaci udziału w przygotowaniach do mobilności, a 26 osób z najlepszymi wynikami, które ukończą przygotowania, wyjadą na 2-tygodniowy staż zawodowy do Grecji. Szczegółowe zasady rekrutacji oraz kryteria punktowe znajdują się dokumentach załączonych poniżej: w Regulaminie Rekrutacji oraz Formularzu zgłoszeniowym.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
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&lt;tr style=&quot;height: 74px;&quot;&gt;
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&lt;h4&gt; &lt;strong&gt;REGULAMIN&lt;/strong&gt;&lt;/h4&gt;
&lt;/td&gt;
&lt;td style=&quot;height: 74px;&quot;&gt;
&lt;h2&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/Regulamin%20rekrutacji%202022_UPEMI_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;100&quot; height=&quot;48&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
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&lt;td style=&quot;height: 81.3056px;&quot;&gt;
&lt;h4&gt;&lt;strong&gt;FORMULARZ ZGŁOSZENIOWY     &lt;/strong&gt;&lt;/h4&gt;
&lt;/td&gt;
&lt;td style=&quot;height: 81.3056px;&quot;&gt;
&lt;h2&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/Formularz zgłoszeniowy 2022_UPEMI_ZSOiZ w Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;100&quot; height=&quot;48&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
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&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;strong&gt;Cele projektu:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Głównym celem projektu jest wzrost atrakcyjności, jakości, efektywności i skuteczności &lt;/span&gt;zawodowego kształcenia praktycznego w branży HORECA, poprzez rozwój współpracy&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego &lt;/span&gt;26 uczniów kształcących się w zawodach związanych z branżą gastronomiczną, żywieniową i spożywczą, 3 nauczycieli przedmiotów branżowych oraz 1 pracownika UPEMI.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;strong&gt;Cele szczegółowe&lt;/strong&gt; &lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe):&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;1) Przygotowanie i wdrożenie innowacyjnego programu praktyk (w ramach &lt;/span&gt;międzynarodowej mobilności zawodowej) z nowym partnerem zagranicznym oraz greckimi przedsiębiorstwami branży HORECA;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;2) Wzmocnienie kompetencji kluczowych, praktycznych umiejętności oraz wiedzy &lt;/span&gt;z zakresu podstawy programowej 26 uczniów kształcących się w ramach praktyk i staży zawodowych organizowanych przez UPEMI;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;4) Podniesienie kompetencji zawodowych i osobistych 3 nauczycieli Szkoły oraz &lt;/span&gt;1 pracownika Związku dzięki uczestnictwu w mobilności uczniów.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;5) Umacnianie prestiżu UPEMI jako otwartej na Europę i rozwijającej się poprzez &lt;/span&gt;międzynarodową współpracę oraz budowanie potencjału do współpracy w ramach kolejnych inicjatyw.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;6) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych &lt;/span&gt;na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. „Wzmacnianie kadr branży&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;gastronomicznej poprzez mobilności uczniów i nauczycieli”, jest realizowany&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;przez Unię Producentów i Pracodawców Przemysłu Mięsnego&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+,&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;sektor: Kształcenie i szkolenia zawodowe&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;Suma dofinansowania:&lt;strong&gt; 56 057,00 EUR&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: 'Tahoma',sans-serif; color: #333333; background: white;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Rekrutacja - wyjazd do Grecji</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/rekrutacja-wyjazd-do-grecji.html"/>
		<published>2023-02-01T15:16:58+00:00</published>
		<updated>2023-02-01T15:16:58+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/rekrutacja-wyjazd-do-grecji.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;img style=&quot;font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
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&lt;p style=&quot;text-align: justify;&quot;&gt; &lt;span style=&quot;font-family: Tahoma, sans-serif;&quot;&gt; Ruszamy z rekrutacją dla II edycji Akredytacji Erasmusa w ZSOiZ w Ciechanowcu! Do projektu nr 2022-1-PL01-KA121-VET-000052775 realizowanego w okresie 01.06.2022 – 30.08.2023 w ramach Akredytacji Erasmusa nr 2020-1-PL01-KA120-VET-096065, którą ZSOiZ w Ciechanowcu otrzymał na lata 2021-2027, zakwalifikowanych zostanie 23 uczestników. Tym razem projekt kierowany jest do uczniów kształcących się w zawodach:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik budownictwa,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik usług fryzjerskich,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik grafiki i poligrafii cyfrowej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Rekrutacja odbędzie się zgodnie z poniższym harmonogramem:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;a. 16 – 27 stycznia 2023 przyjmowanie formularzy dla grupy uczniów kształcących się w zawodach: technik budownictwa, technik usług fryzjerskich oraz technik grafiki i poligrafii cyfrowej, mobilności edukacyjnych realizowanych w Grecji w II&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;poł. maja 2023;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;b. 30 stycznia 2023 – ogłoszenie wyników rekrutacji (lista główna oraz lista rezerwowa);&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;c. 31 stycznia 2023 – 6 lutego 2023 – procedura odwoławcza;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;d. 7 lutego 2023 – ogłoszenie ostatecznych wyników rekrutacji (lista główna oraz lista rezerwowa);&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;e. 8 lutego 2023 – podpisanie umów z uczniami wybranymi do udziału w projekcie w ramach listy głównej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;W procesie rekrutacji brane pod uwagę będą wyniki nauczania uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023! Osoby zakwalifikowane do udziału w projekcie (w tym osoby, które znajdą się na liście rezerwowej) otrzymają możliwość skorzystania ze wsparcia w postaci udziału w przygotowaniach do mobilności, a 23 osoby z najlepszymi wynikami, które ukończą przygotowania, wyjadą na 2-tygodniowy staż zawodowy do Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Szczegółowe zasady rekrutacji oraz kryteria punktowe znajdują się dokumentach załączonych poniżej: w Regulaminie Rekrutacji oraz Formularzu zgłoszeniowym.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;REGULAMIN REKRUTACJI&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 44px; text-align: justify;&quot;&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/w%20ramach%20projektu%20ERASMUS/Regulamin%20rekrutacji%20A2022_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 15px;&quot;&gt;
&lt;td style=&quot;width: 322.764px; height: 15px;&quot;&gt;&lt;strong&gt;         &lt;/strong&gt;&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 15px;&quot;&gt; &lt;/td&gt;
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&lt;td style=&quot;width: 322.764px; height: 28.25px;&quot;&gt;
&lt;h2&gt; &lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;FORMULARZ ZGŁOSZENIOWY&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; &lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 28.25px; text-align: justify;&quot;&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/w%20ramach projektu ERASMUS/Formularz zgłoszeniowy A2022_ZSOiZ w Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Głównym celem projektu w ramach II edycji Akredytacji Erasmus jest wzrost atrakcyjności, &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w ZSOiZ &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w Ciechanowcu, poprzez dalszy rozwój współpracy z zagranicznymi przedsiębiorcami oraz &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;stworzenie nowych możliwości rozwoju zawodowego 23 uczniów Szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Cele szczegółowe&lt;/span&gt;&lt;/strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; (cele hybrydowe tj. ilościowo-jakościowe):&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;1) Realizacja mobilności zagranicznej, ukierunkowanej na rozwój kompetencji &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;zawodowych 23 uczniów oraz zwiększenie ich szans na znalezienie zatrudnienia &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w Polsce i za granicą.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;2) Przygotowanie programów praktyk/staży obejmujących 23 uczniów kształcących się &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w ramach 3 zawodów: technik budownictwa, technik usług fryzjerskich oraz technik &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;grafiki i poligrafii cyfrowej, ich realizacja w greckich przedsiębiorstwach branży &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;budowlanej, fryzjerskiej i poligraficznej.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;4) Rozwój kompetencji językowych 23 uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;5) Rozwój kompetencji kluczowych u 23 uczniów, w tym podstawowych i przekrojowych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;umiejętności takich jak przedsiębiorczość, komunikacja, praca w zespole i innych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;kompetencji społecznych.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;6) Nawiązanie 4 nowych oraz zacieśnienie 3 dotychczasowych partnerstw &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;kształcenia i szkolenia zawodowego oraz nabycia doświadczenia w realizacji &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;projektów międzynarodowych we współpracy z partnerami z Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;7) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775, realizowany przez&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Zespół Szkół Ogólnokształcących i Zawodowych w Ciechanowcu,&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w ramach Akredytacji Erasmusa w sektorze: Kształcenie i szkolenia zawodowe,&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Akredytacja nr: 2020-1-PL01-KA120-VET-096065&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Suma dofinansowania: &lt;b&gt;47 462,00 EUR&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;img style=&quot;font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt; &lt;span style=&quot;font-family: Tahoma, sans-serif;&quot;&gt; Ruszamy z rekrutacją dla II edycji Akredytacji Erasmusa w ZSOiZ w Ciechanowcu! Do projektu nr 2022-1-PL01-KA121-VET-000052775 realizowanego w okresie 01.06.2022 – 30.08.2023 w ramach Akredytacji Erasmusa nr 2020-1-PL01-KA120-VET-096065, którą ZSOiZ w Ciechanowcu otrzymał na lata 2021-2027, zakwalifikowanych zostanie 23 uczestników. Tym razem projekt kierowany jest do uczniów kształcących się w zawodach:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik budownictwa,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik usług fryzjerskich,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;● technik grafiki i poligrafii cyfrowej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Rekrutacja odbędzie się zgodnie z poniższym harmonogramem:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;a. 16 – 27 stycznia 2023 przyjmowanie formularzy dla grupy uczniów kształcących się w zawodach: technik budownictwa, technik usług fryzjerskich oraz technik grafiki i poligrafii cyfrowej, mobilności edukacyjnych realizowanych w Grecji w II&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;poł. maja 2023;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;b. 30 stycznia 2023 – ogłoszenie wyników rekrutacji (lista główna oraz lista rezerwowa);&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;c. 31 stycznia 2023 – 6 lutego 2023 – procedura odwoławcza;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;d. 7 lutego 2023 – ogłoszenie ostatecznych wyników rekrutacji (lista główna oraz lista rezerwowa);&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;e. 8 lutego 2023 – podpisanie umów z uczniami wybranymi do udziału w projekcie w ramach listy głównej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;W procesie rekrutacji brane pod uwagę będą wyniki nauczania uzyskane przez kandydatów w I semestrze roku szkolnego 2022/2023! Osoby zakwalifikowane do udziału w projekcie (w tym osoby, które znajdą się na liście rezerwowej) otrzymają możliwość skorzystania ze wsparcia w postaci udziału w przygotowaniach do mobilności, a 23 osoby z najlepszymi wynikami, które ukończą przygotowania, wyjadą na 2-tygodniowy staż zawodowy do Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 7.5pt; text-align: justify; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Szczegółowe zasady rekrutacji oraz kryteria punktowe znajdują się dokumentach załączonych poniżej: w Regulaminie Rekrutacji oraz Formularzu zgłoszeniowym.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table style=&quot;margin-left: auto; margin-right: auto; width: 447px;&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 44px;&quot;&gt;
&lt;td style=&quot;width: 322.764px; height: 44px;&quot;&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;REGULAMIN REKRUTACJI&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 44px; text-align: justify;&quot;&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/w%20ramach%20projektu%20ERASMUS/Regulamin%20rekrutacji%20A2022_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 15px;&quot;&gt;
&lt;td style=&quot;width: 322.764px; height: 15px;&quot;&gt;&lt;strong&gt;         &lt;/strong&gt;&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 28.25px;&quot;&gt;
&lt;td style=&quot;width: 322.764px; height: 28.25px;&quot;&gt;
&lt;h2&gt; &lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;FORMULARZ ZGŁOSZENIOWY&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; &lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 109.569px; height: 28.25px; text-align: justify;&quot;&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/w%20ramach projektu ERASMUS/Formularz zgłoszeniowy A2022_ZSOiZ w Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/pobierz.jpg&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Głównym celem projektu w ramach II edycji Akredytacji Erasmus jest wzrost atrakcyjności, &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w ZSOiZ &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w Ciechanowcu, poprzez dalszy rozwój współpracy z zagranicznymi przedsiębiorcami oraz &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;stworzenie nowych możliwości rozwoju zawodowego 23 uczniów Szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Cele szczegółowe&lt;/span&gt;&lt;/strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; (cele hybrydowe tj. ilościowo-jakościowe):&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;1) Realizacja mobilności zagranicznej, ukierunkowanej na rozwój kompetencji &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;zawodowych 23 uczniów oraz zwiększenie ich szans na znalezienie zatrudnienia &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w Polsce i za granicą.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;2) Przygotowanie programów praktyk/staży obejmujących 23 uczniów kształcących się &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w ramach 3 zawodów: technik budownictwa, technik usług fryzjerskich oraz technik &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;grafiki i poligrafii cyfrowej, ich realizacja w greckich przedsiębiorstwach branży &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;budowlanej, fryzjerskiej i poligraficznej.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;4) Rozwój kompetencji językowych 23 uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;5) Rozwój kompetencji kluczowych u 23 uczniów, w tym podstawowych i przekrojowych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;umiejętności takich jak przedsiębiorczość, komunikacja, praca w zespole i innych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;kompetencji społecznych.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;6) Nawiązanie 4 nowych oraz zacieśnienie 3 dotychczasowych partnerstw &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;kształcenia i szkolenia zawodowego oraz nabycia doświadczenia w realizacji &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;projektów międzynarodowych we współpracy z partnerami z Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;7) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775, realizowany przez&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Zespół Szkół Ogólnokształcących i Zawodowych w Ciechanowcu,&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;w ramach Akredytacji Erasmusa w sektorze: Kształcenie i szkolenia zawodowe,&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Akredytacja nr: 2020-1-PL01-KA120-VET-096065&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;margin: 0cm 0cm 7.5pt; text-align: center; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-family: Tahoma, sans-serif; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;Suma dofinansowania: &lt;b&gt;47 462,00 EUR&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty UE" />
	</entry>
	<entry>
		<title>Rekrutacja - wyjazd do Włoch</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/rekrutacja-wyjazd-do-wloch.html"/>
		<published>2023-01-27T22:29:44+00:00</published>
		<updated>2023-01-27T22:29:44+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/rekrutacja-wyjazd-do-wloch.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p&gt;&lt;img class=&quot;pull-center&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Zarządzenie ws. Komisji Rekrutacyjnej.jpg&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;center&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;text-align: center;&quot;&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Regulamin rekrutacji uczestników     &lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Regulamin%20rekrutacji%202022_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;pobierz&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;   &lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Formularz zgłoszeniowy&lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Formularz%20zg%C5%82oszeniowy%202022_ZSOiZ%20w%20Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;pobierz&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/center&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p&gt;&lt;img class=&quot;pull-center&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Zarządzenie ws. Komisji Rekrutacyjnej.jpg&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;center&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;text-align: center;&quot;&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Regulamin rekrutacji uczestników     &lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Regulamin%20rekrutacji%202022_ZSOiZ%20w%20Ciechanowcu.pdf&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;pobierz&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;td&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;   &lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Formularz zgłoszeniowy&lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;a style=&quot;color: #0000cc; text-decoration-line: underline;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/NOWA_podstrona_projektu_/Formularz%20zg%C5%82oszeniowy%202022_ZSOiZ%20w%20Ciechanowcu.doc&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/pobierz.jpg&quot; alt=&quot;pobierz&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/center&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty w ZSOiZ" />
	</entry>
	<entry>
		<title>Projekt praktyk zagranicznych dla uczniów w ramach II Edycji Akredytacji Erasmusa 2021-2027</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/projekt-praktyk-zagranicznych-dla-uczniow-w-ramach-ii-edycji-akredytacji-erasmusa-2021-2027.html"/>
		<published>2023-01-15T05:37:37+00:00</published>
		<updated>2023-01-15T05:37:37+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/projekt-praktyk-zagranicznych-dla-uczniow-w-ramach-ii-edycji-akredytacji-erasmusa-2021-2027.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;              &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/logo_zsoiz.png&quot; alt=&quot;&quot; width=&quot;249&quot; height=&quot;249&quot; /&gt;&lt;/td&gt;
&lt;td&gt;        &lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775 realizowany w okresie 01.06.2022 – 30.08.2023 w ramach &lt;strong&gt;Akredytacji Erasmusa&lt;/strong&gt; nr 2020-1-PL01-KA120-VET-096065, którą ZSOiZ w Ciechanowcu otrzymał na lata 2021-2027, jest kolejną już inicjatywą międzynarodową, służącą rozwojowi zawodowemu i osobistemu naszych uczniów. Zgodnie z ramowymi dokumentami, na których opierają się działania naszej placówki w perspektywie długofalowej, takimi jak Europejski Plan Rozwoju oraz kolejne opracowania Strategii Rozwoju Szkoły, jednymi z głównych założeń prorozwojowych Szkoły są:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozszerzenie bazy partnerów krajowych i zagranicznych;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Tworzenie nowych możliwości rozwoju dla naszych uczniów i absolwentów, w tym w oparciu o współpracę międzynarodową z zagranicznymi pracodawcami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Tworzenie środowiska edukacyjnego sprzyjającego podnoszeniu kompetencji zawodowych, językowych oraz społecznych przez uczniów i kadrę ZSOiZ;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój programów kształcenia zawodowego i nadanie charakteru ponadnarodowego dla wybranych zawodów kształconych w ZSOiZ;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozszerzenie katalogu działań włączających osoby potencjalnie zagrożone wykluczeniem społecznym, w ramach mechanizmu wyrównywania szans;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Utrzymanie europejskiego wymiaru działańZSOiZ.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;text-decoration: underline; font-size: 12pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Z tego też względu, głównymi celami Akredytacji Erasmusa i planowanych w jej ramach na lata 2021-2027 działań, są:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój partnerstw międzynarodowych - pogłębienie 6 dotychczasowych partnerstw i ustanowienie minimum 3 nowych partnerstw z podmiotami za granicy;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Stworzenie do 2027 możliwości odbycia zagranicznych staży/praktyk zawodowych w min. 4 zawodach dla przynajmniej 400 uczniów;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie kompetencji zawodowych, językowych i społecznych 400 uczniów ZSOiZ, dzięki odbyciu przez nich praktyk poza granicami Polski;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie kompetencji zawodowych przez minimum 15 nauczycieli ZSOiZ, w tym minimum 12 nauczycieli kształcenia zawodowego, dzięki udziałowi w mobilności lub zespole projektowym;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój programów kształcenia zawodowego i nadanie charakteru ponadnarodowego dla minimum 3 zawodów spośród oferty edukacyjnej ZSOiZ w Ciechanowcu;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Włączenie w realizację programu Erasmus+ przynajmniej 150 z tzw. mniejszymi szansami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie europejskiego wymiaru działań ZSOiZ.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Głównym celem projektu w ramach II edycji Akredytacji Erasmus jest wzrost atrakcyjności, jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w ZSOiZ w Ciechanowcu, poprzez dalszy rozwój współpracy z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego 23 uczniów Szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;Cele szczegółowe&lt;/strong&gt; &lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe)&lt;/em&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1)     Realizacja mobilności zagranicznej, ukierunkowanej na rozwój kompetencji zawodowych 23 uczniów oraz zwiększenie ich szans na znalezienie zatrudnienia w Polsce i za granicą.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2)     Przygotowanie programów praktyk/staży obejmujących 23 uczniów kształcących się w ramach 3zawodów: technik budownictwa, technik usług fryzjerskich oraz technik grafiki i poligrafii cyfrowej, ich realizacja w greckich przedsiębiorstwach branży budowlanej, fryzjerskiej i poligraficznej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;3)     Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;4)     Rozwój kompetencji językowych 23 uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;5)     Rozwój kompetencji kluczowych u 23 uczniów, w tym podstawowych i przekrojowych umiejętności takich jak przedsiębiorczość, komunikacja, praca w zespole i innych kompetencji społecznych.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;6)     Nawiązanie 4 nowych oraz zacieśnienie 3 dotychczasowych partnerstw ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze kształcenia i szkolenia zawodowego oraz nabycia doświadczenia w realizacji projektów międzynarodowych we współpracy z partnerami z Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;7)     Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Każdy z projektów realizowanych w ramach Akredytacji Erasmusa jest kolejnym krokiem milowym na drodze do realizacji Europejskiego Planu Rozwoju ZSOiZ w Ciechanowcu. Cele poszczególnych przedsięwzięć wpisują się w Cele Akredytacji Erasmusa, przyczyniając się do ich stopniowego rozwoju i końcowego osiągania.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775, realizowany przez&lt;br /&gt; Zespół Szkół Ogólnokształcących i Zawodowych w Ciechanowcu,&lt;br /&gt; w ramach Akredytacji Erasmusa w sektorze: Kształcenie i szkolenia zawodowe,&lt;br /&gt; Akredytacja nr: 2020-1-PL01-KA120-VET-096065&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 16.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal; mso-bidi-font-weight: bold;&quot;&gt;Suma dofinansowania:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 16.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;b&gt;47 462,00 EUR&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Artykuły dotyczące projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;table style=&quot;margin-left: auto; margin-right: auto; width: 600.975px;&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 51px;&quot;&gt;
&lt;td style=&quot;text-align: left; width: 14px; height: 51px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1.&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;text-align: left; width: 453px; height: 51px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Rekrutacja - wyjazd do Grecji&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 51px;&quot;&gt;&lt;a style=&quot;text-align: justify;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2169f&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 72px;&quot;&gt;
&lt;td style=&quot;text-align: left; width: 14px; height: 72px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt; &lt;/h2&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2.&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;text-align: left; width: 453px; height: 72px;&quot;&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Oficjalny FanPage projektu na Facebooku&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 72px;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/ZSOiZwCiechanowcu.praktykizagraniczne2020&quot;&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/faceb.png&quot; alt=&quot;&quot; width=&quot;93&quot; height=&quot;41&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 15px;&quot;&gt;
&lt;td style=&quot;width: 14px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;td style=&quot;width: 453px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;              &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/logo_zsoiz.png&quot; alt=&quot;&quot; width=&quot;249&quot; height=&quot;249&quot; /&gt;&lt;/td&gt;
&lt;td&gt;        &lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775 realizowany w okresie 01.06.2022 – 30.08.2023 w ramach &lt;strong&gt;Akredytacji Erasmusa&lt;/strong&gt; nr 2020-1-PL01-KA120-VET-096065, którą ZSOiZ w Ciechanowcu otrzymał na lata 2021-2027, jest kolejną już inicjatywą międzynarodową, służącą rozwojowi zawodowemu i osobistemu naszych uczniów. Zgodnie z ramowymi dokumentami, na których opierają się działania naszej placówki w perspektywie długofalowej, takimi jak Europejski Plan Rozwoju oraz kolejne opracowania Strategii Rozwoju Szkoły, jednymi z głównych założeń prorozwojowych Szkoły są:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozszerzenie bazy partnerów krajowych i zagranicznych;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Tworzenie nowych możliwości rozwoju dla naszych uczniów i absolwentów, w tym w oparciu o współpracę międzynarodową z zagranicznymi pracodawcami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Tworzenie środowiska edukacyjnego sprzyjającego podnoszeniu kompetencji zawodowych, językowych oraz społecznych przez uczniów i kadrę ZSOiZ;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój programów kształcenia zawodowego i nadanie charakteru ponadnarodowego dla wybranych zawodów kształconych w ZSOiZ;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozszerzenie katalogu działań włączających osoby potencjalnie zagrożone wykluczeniem społecznym, w ramach mechanizmu wyrównywania szans;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Utrzymanie europejskiego wymiaru działańZSOiZ.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;text-decoration: underline; font-size: 12pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Z tego też względu, głównymi celami Akredytacji Erasmusa i planowanych w jej ramach na lata 2021-2027 działań, są:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój partnerstw międzynarodowych - pogłębienie 6 dotychczasowych partnerstw i ustanowienie minimum 3 nowych partnerstw z podmiotami za granicy;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Stworzenie do 2027 możliwości odbycia zagranicznych staży/praktyk zawodowych w min. 4 zawodach dla przynajmniej 400 uczniów;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie kompetencji zawodowych, językowych i społecznych 400 uczniów ZSOiZ, dzięki odbyciu przez nich praktyk poza granicami Polski;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie kompetencji zawodowych przez minimum 15 nauczycieli ZSOiZ, w tym minimum 12 nauczycieli kształcenia zawodowego, dzięki udziałowi w mobilności lub zespole projektowym;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Rozwój programów kształcenia zawodowego i nadanie charakteru ponadnarodowego dla minimum 3 zawodów spośród oferty edukacyjnej ZSOiZ w Ciechanowcu;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Włączenie w realizację programu Erasmus+ przynajmniej 150 z tzw. mniejszymi szansami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;·       Podniesienie europejskiego wymiaru działań ZSOiZ.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Głównym celem projektu w ramach II edycji Akredytacji Erasmus jest wzrost atrakcyjności, jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w ZSOiZ w Ciechanowcu, poprzez dalszy rozwój współpracy z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego 23 uczniów Szkoły.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;Cele szczegółowe&lt;/strong&gt; &lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe)&lt;/em&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1)     Realizacja mobilności zagranicznej, ukierunkowanej na rozwój kompetencji zawodowych 23 uczniów oraz zwiększenie ich szans na znalezienie zatrudnienia w Polsce i za granicą.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2)     Przygotowanie programów praktyk/staży obejmujących 23 uczniów kształcących się w ramach 3zawodów: technik budownictwa, technik usług fryzjerskich oraz technik grafiki i poligrafii cyfrowej, ich realizacja w greckich przedsiębiorstwach branży budowlanej, fryzjerskiej i poligraficznej.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;3)     Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;4)     Rozwój kompetencji językowych 23 uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;5)     Rozwój kompetencji kluczowych u 23 uczniów, w tym podstawowych i przekrojowych umiejętności takich jak przedsiębiorczość, komunikacja, praca w zespole i innych kompetencji społecznych.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;6)     Nawiązanie 4 nowych oraz zacieśnienie 3 dotychczasowych partnerstw ponadnarodowych, celem pogłębionej wymiany dobrych praktyk w sektorze kształcenia i szkolenia zawodowego oraz nabycia doświadczenia w realizacji projektów międzynarodowych we współpracy z partnerami z Grecji.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;7)     Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Każdy z projektów realizowanych w ramach Akredytacji Erasmusa jest kolejnym krokiem milowym na drodze do realizacji Europejskiego Planu Rozwoju ZSOiZ w Ciechanowcu. Cele poszczególnych przedsięwzięć wpisują się w Cele Akredytacji Erasmusa, przyczyniając się do ich stopniowego rozwoju i końcowego osiągania.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA121-VET-000052775, realizowany przez&lt;br /&gt; Zespół Szkół Ogólnokształcących i Zawodowych w Ciechanowcu,&lt;br /&gt; w ramach Akredytacji Erasmusa w sektorze: Kształcenie i szkolenia zawodowe,&lt;br /&gt; Akredytacja nr: 2020-1-PL01-KA120-VET-096065&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 16.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal; mso-bidi-font-weight: bold;&quot;&gt;Suma dofinansowania:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 16.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;b&gt;47 462,00 EUR&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot; align=&quot;center&quot;&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Artykuły dotyczące projektu:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;table style=&quot;margin-left: auto; margin-right: auto; width: 600.975px;&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 51px;&quot;&gt;
&lt;td style=&quot;text-align: left; width: 14px; height: 51px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1.&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;text-align: left; width: 453px; height: 51px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Rekrutacja - wyjazd do Grecji&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 51px;&quot;&gt;&lt;a style=&quot;text-align: justify;&quot; href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2169f&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;108&quot; height=&quot;52&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 72px;&quot;&gt;
&lt;td style=&quot;text-align: left; width: 14px; height: 72px;&quot;&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt; &lt;/h2&gt;
&lt;h2 class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2.&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;text-align: left; width: 453px; height: 72px;&quot;&gt;
&lt;h2&gt; &lt;/h2&gt;
&lt;h2&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Oficjalny FanPage projektu na Facebooku&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 72px;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/ZSOiZwCiechanowcu.praktykizagraniczne2020&quot;&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/faceb.png&quot; alt=&quot;&quot; width=&quot;93&quot; height=&quot;41&quot; /&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 15px;&quot;&gt;
&lt;td style=&quot;width: 14px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;td style=&quot;width: 453px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;td style=&quot;width: 110.975px; height: 15px;&quot;&gt; &lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty w ZSOiZ" />
	</entry>
	<entry>
		<title>Wzmacnianie kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli</title>
		<link rel="alternate" type="text/html" href="https://archiwum2014-22.zsoiz-ciechanowiec.pl/wzmacnianie-kadr-branzy-gastronomicznej-poprzez-mobilnosci-uczniow-i-nauczycieli.html"/>
		<published>2023-01-14T17:30:29+00:00</published>
		<updated>2023-01-14T17:30:29+00:00</updated>
		<id>https://archiwum2014-22.zsoiz-ciechanowiec.pl/wzmacnianie-kadr-branzy-gastronomicznej-poprzez-mobilnosci-uczniow-i-nauczycieli.html</id>
		<author>
			<name>PawełAdmin</name>
			<email>roch-groch@wp.pl</email>
		</author>
		<summary type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/logo_zsoiz.png&quot; alt=&quot;&quot; width=&quot;211&quot; height=&quot;211&quot; /&gt;&lt;/td&gt;
&lt;td&gt;          &lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/upemi_logo.png&quot; alt=&quot;&quot; width=&quot;389&quot; height=&quot;137&quot; /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. &lt;em&gt;„Wzmacnianie kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”&lt;/em&gt;, realizowany w okresie 01.11.2022 – 30.11.2023 przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, sektor: Kształcenie i szkolenia zawodowe, jest kolejną już inicjatywą międzynarodową, służącą rozwojowi zawodowemu i osobistemu uczniów branży gastronomicznej. Chcąc wyjść naprzeciw istniejącym problemom i oczekiwaniom – zarówno szkół, ich uczniów, jak i pracodawców branży HORECA oraz żywieniowej i spożywczej, UPEMI otwiera drzwi i kreuje nowe możliwości dla uczniów szkół technicznych i branżowych, którzy w ramach głównych działań projektowych, będą mogli wziąć udział w przygotowaniach oraz 2-tygodniowej zagranicznej mobilności zawodowej, dedykowanej odbyciu praktyk i staży w greckich przedsiębiorstwach. Zgodnie z ramowymi dokumentami, na których opierają się działania UPEMI w zakresie wsparcia sektora edukacji zawodowej, w perspektywie długofalowej do głównych założeń prorozwojowych należą:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Zapewnienie dostępu do międzynarodowych mobilności jak największej grupy&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;uczniów oraz nauczycieli w branży HORECA, w tym poprzez rozszerzenie bazy&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;partnerów krajowych i zagranicznych;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wsparcie uczniów w procesie edukacji, pozyskiwania kompetencji i umiejętności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;zawodowych i osobistych czy społecznych, w tym Tworzenie nowych możliwości&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;rozwoju dla naszych uczniów i absolwentów, w tym w oparciu o współpracę&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;międzynarodową z zagranicznymi pracodawcami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wzmocnienie kompetencji kadry UPEMI i szkół partnerskich poprzez tworzenie&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;środowiska edukacyjnego sprzyjającego podnoszeniu kompetencji zawodowych,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;językowych oraz społecznych przez kadrę kształcącą przyszłych pracowników branży&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;HORECA, żywieniowej i spożywczej;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wymiana dobrych praktyk z partnerami instytucjonalnymi sektora edukacji oraz&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;sektora VET, służąca lepszemu doborowi działań do istniejących potrzeb i wyzwań&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;europejskiego rynku pracy, w tym poprzez wdrożenie procesu transformacji cyfrowej&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;UPEMI;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Rozwój europejskiego wymiaru działań UPEMI, jako jednego z wiodących podmiotów&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;w branży.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Głównym celem projektu jest wzrost atrakcyjności, jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w branży HORECA, poprzez rozwój współpracy z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego 26 uczniów kształcących się w zawodach związanych z branżą gastronomiczną, żywieniową i spożywczą, 3 nauczycieli przedmiotów branżowych oraz 1 pracownika UPEMI.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele szczegółowe &lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe)&lt;/em&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1) Przygotowanie i wdrożenie innowacyjnego programu praktyk (w ramach międzynarodowej mobilności zawodowej) z nowym partnerem zagranicznym oraz greckimi przedsiębiorstwami branży HORECA;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2) Wzmocnienie kompetencji kluczowych, praktycznych umiejętności oraz wiedzy z zakresu podstawy programowej 26 uczniów kształcących się w ramach praktyk i staży zawodowych organizowanych przez UPEMI;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;4) Podniesienie kompetencji zawodowych i osobistych 3 nauczycieli Szkoły oraz 1 pracownika Związku dzięki uczestnictwu w mobilności uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;5) Umacnianie prestiżu UPEMI jako otwartej na Europę i rozwijającej się poprzez międzynarodową współpracę oraz budowanie potencjału do współpracy w ramach&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;kolejnych inicjatyw.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;6) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt jest realizowany &lt;strong&gt;wspólnie z Zespołem Szkół Ogólnokształcących i Zawodowych w Ciechanowcu&lt;/strong&gt;, który jako jeden z regionalnych liderów sektora edukacji, jest zaangażowany w cały proces w charakterze Instytucji wysyłającej. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt; &lt;/p&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt; &lt;/h2&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. &lt;em&gt;„Wzmacnianie kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”&lt;/em&gt;, jest realizowany przez Unię Producentów i Pracodawców Przemysłu Mięsnego przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, &lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;sektor: Kształcenie i szkolenia zawodowe.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;Suma dofinansowania: 56 057,00 EUR&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; width=&quot;475&quot; height=&quot;88&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Artykuły dotyczące projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;
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&lt;h2&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;1.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2 style=&quot;text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Rekrutacja - wyjazd do Grecji&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2170&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;96&quot; height=&quot;46&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;2.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt; &lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Oficjalny FanPage projektu na Facebooku      &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt;&lt;a href=&quot;https://www.facebook.com/ZSOiZwCiechanowcu.praktykizagraniczne2020&quot;&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/faceb.png&quot; alt=&quot;&quot; width=&quot;94&quot; height=&quot;41&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</summary>
		<content type="html">&lt;div class=&quot;K2FeedIntroText&quot;&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/logo_zsoiz.png&quot; alt=&quot;&quot; width=&quot;211&quot; height=&quot;211&quot; /&gt;&lt;/td&gt;
&lt;td&gt;          &lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/upemi_logo.png&quot; alt=&quot;&quot; width=&quot;389&quot; height=&quot;137&quot; /&gt;&lt;/td&gt;
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&lt;/tbody&gt;
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&lt;p&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. &lt;em&gt;„Wzmacnianie kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”&lt;/em&gt;, realizowany w okresie 01.11.2022 – 30.11.2023 przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, sektor: Kształcenie i szkolenia zawodowe, jest kolejną już inicjatywą międzynarodową, służącą rozwojowi zawodowemu i osobistemu uczniów branży gastronomicznej. Chcąc wyjść naprzeciw istniejącym problemom i oczekiwaniom – zarówno szkół, ich uczniów, jak i pracodawców branży HORECA oraz żywieniowej i spożywczej, UPEMI otwiera drzwi i kreuje nowe możliwości dla uczniów szkół technicznych i branżowych, którzy w ramach głównych działań projektowych, będą mogli wziąć udział w przygotowaniach oraz 2-tygodniowej zagranicznej mobilności zawodowej, dedykowanej odbyciu praktyk i staży w greckich przedsiębiorstwach. Zgodnie z ramowymi dokumentami, na których opierają się działania UPEMI w zakresie wsparcia sektora edukacji zawodowej, w perspektywie długofalowej do głównych założeń prorozwojowych należą:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Zapewnienie dostępu do międzynarodowych mobilności jak największej grupy&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;uczniów oraz nauczycieli w branży HORECA, w tym poprzez rozszerzenie bazy&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;partnerów krajowych i zagranicznych;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wsparcie uczniów w procesie edukacji, pozyskiwania kompetencji i umiejętności&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;zawodowych i osobistych czy społecznych, w tym Tworzenie nowych możliwości&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;rozwoju dla naszych uczniów i absolwentów, w tym w oparciu o współpracę&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;międzynarodową z zagranicznymi pracodawcami;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wzmocnienie kompetencji kadry UPEMI i szkół partnerskich poprzez tworzenie&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;środowiska edukacyjnego sprzyjającego podnoszeniu kompetencji zawodowych,&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;językowych oraz społecznych przez kadrę kształcącą przyszłych pracowników branży&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;HORECA, żywieniowej i spożywczej;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Wymiana dobrych praktyk z partnerami instytucjonalnymi sektora edukacji oraz&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;sektora VET, służąca lepszemu doborowi działań do istniejących potrzeb i wyzwań&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;europejskiego rynku pracy, w tym poprzez wdrożenie procesu transformacji cyfrowej&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;UPEMI;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;● Rozwój europejskiego wymiaru działań UPEMI, jako jednego z wiodących podmiotów&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;w branży.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Głównym celem projektu jest wzrost atrakcyjności, jakości, efektywności i skuteczności zawodowego kształcenia praktycznego w branży HORECA, poprzez rozwój współpracy z zagranicznymi przedsiębiorcami oraz stworzenie nowych możliwości rozwoju zawodowego 26 uczniów kształcących się w zawodach związanych z branżą gastronomiczną, żywieniową i spożywczą, 3 nauczycieli przedmiotów branżowych oraz 1 pracownika UPEMI.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Cele szczegółowe &lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;em&gt;(cele hybrydowe tj. ilościowo-jakościowe)&lt;/em&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;1) Przygotowanie i wdrożenie innowacyjnego programu praktyk (w ramach międzynarodowej mobilności zawodowej) z nowym partnerem zagranicznym oraz greckimi przedsiębiorstwami branży HORECA;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;2) Wzmocnienie kompetencji kluczowych, praktycznych umiejętności oraz wiedzy z zakresu podstawy programowej 26 uczniów kształcących się w ramach praktyk i staży zawodowych organizowanych przez UPEMI;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;3) Włączenie w realizację projektu przynajmniej 15 uczniów z tzw. mniejszymi szansami.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;4) Podniesienie kompetencji zawodowych i osobistych 3 nauczycieli Szkoły oraz 1 pracownika Związku dzięki uczestnictwu w mobilności uczniów.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;5) Umacnianie prestiżu UPEMI jako otwartej na Europę i rozwijającej się poprzez międzynarodową współpracę oraz budowanie potencjału do współpracy w ramach&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;kolejnych inicjatyw.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;6) Rozwój systemów właściwego oceniania, metod certyfikacji oraz walidacji opartych na efektach nauczania oraz stosowania narzędzi powodujących rozpoznawalność umiejętności i kwalifikacji poza granicami kraju.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt jest realizowany &lt;strong&gt;wspólnie z Zespołem Szkół Ogólnokształcących i Zawodowych w Ciechanowcu&lt;/strong&gt;, który jako jeden z regionalnych liderów sektora edukacji, jest zaangażowany w cały proces w charakterze Instytucji wysyłającej. &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt; &lt;/p&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt; &lt;/h2&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;Projekt nr 2022-1-PL01-KA122-VET-000071123, pt. &lt;em&gt;„Wzmacnianie kadr branży gastronomicznej poprzez mobilności uczniów i nauczycieli”&lt;/em&gt;, jest realizowany przez Unię Producentów i Pracodawców Przemysłu Mięsnego przy wsparciu Unii Europejskiej, w ramach Programu Erasmus+, &lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;sektor: Kształcenie i szkolenia zawodowe.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt; &lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt;&lt;strong&gt;Suma dofinansowania: 56 057,00 EUR&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt; &lt;/p&gt;
&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 11.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/ue_logo.png&quot; alt=&quot;&quot; width=&quot;475&quot; height=&quot;88&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt; &lt;/h2&gt;
&lt;h2 style=&quot;background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Artykuły dotyczące projektu:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;1.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2 style=&quot;text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Rekrutacja - wyjazd do Grecji&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt;&lt;a href=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/index.php?option=com_k2&amp;amp;view=item&amp;amp;layout=item&amp;amp;id=2170&quot;&gt;&lt;img src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/zobacz.gif&quot; alt=&quot;&quot; width=&quot;96&quot; height=&quot;46&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;h2&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt;2.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;strong&gt; &lt;span style=&quot;font-family: Verdana, 'sans-serif';&quot;&gt;Oficjalny FanPage projektu na Facebooku      &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;h2&gt;&lt;a href=&quot;https://www.facebook.com/ZSOiZwCiechanowcu.praktykizagraniczne2020&quot;&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://archiwum2014-22.zsoiz-ciechanowiec.pl/images/projektyimages/UPEMI/faceb.png&quot; alt=&quot;&quot; width=&quot;94&quot; height=&quot;41&quot; /&gt;&lt;/a&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;&lt;/div&gt;</content>
		<category term="Projekty w ZSOiZ" />
	</entry>
</feed>
