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Regulamin przyjmowania kandydatów
do klasy pierwszej liceum 4-letniego
Liceum Ogólnokształcącego im. gen. Wł. Andersa w Lesku
na rok szkolny 2024/2025
Podstawa prawna:
- Ustawa z dnia 14 grudnia 2016 - Prawo oświatowe (Dz. U. z 2021 r. poz. 1082 ze zm.);
- Rozporządzenie Ministra Edukacji i Nauki z dnia 18 listopada 2022 r. w sprawie przeprowadzania postępowania rekrutacyjnego oraz postępowania uzupełniającego do publicznych przedszkoli, szkół, placówek i centrów (Dz. U. z 2022 r. poz. 2431);
- Zarządzenie nr 1/2023 Podkarpackiego Kuratora Oświaty z dnia 30 stycznia 2023 r. w sprawie określenia terminów przeprowadzania postępowania rekrutacyjnego oraz postępowania uzupełniającego, w tym terminy składania dokumentów, do klas I publicznych szkół ponadpodstawowych, na semestr pierwszy klas I publicznych szkół policealnych i publicznych branżowych szkół II stopnia oraz do publicznych szkół podstawowych dla dorosłych i liceów ogólnokształcących dla dorosłych, na rok szkolny 2023/2024 w województwie podkarpackim
§1
- Dyrektor szkoły powołuje Szkolną Komisję Rekrutacyjno - Kwalifikacyjną w terminie do 30 kwietnia 2024r.
- Do zadań Szkolnej Komisji Rekrutacyjno – Kwalifikacyjnej należy w szczególności:
- podanie do wiadomości kandydatom informacji o warunkach rekrutacji,
- ustalenie na podstawie wyników postępowania kwalifikacyjnego i ogłoszenie listy kandydatów przyjętych do liceum,
- sporządzenie protokołu postępowania kwalifikacyjnego.
§2
- Do ogłoszenia listy zakwalifikowanych do przyjęcia nabór odbywa się w następujący sposób:
- kandydat wypełnia online formularz rekrutacyjny, który znajduje się na stronie www.lo.lesko.pl w zakładce Rekrutacja 2024/2025, następnie drukuje i odręcznie wypełnia wniosek (również z tej strony),
- wypełniony i podpisany przez kandydata i rodzica lub opiekuna prawnego wniosek należy złożyć w sekretariacie szkoły.
§3
Kandydat ubiegający się o przyjęcie do klasy pierwszej szkoły ponadpodstawowej może otrzymać
w postępowaniu rekrutacyjno-kwalifikacyjnym maksymalnie 200 punktów, w tym:
1. za świadectwo - max. 100 pkt.
- Punkty za przedmioty na świadectwie przeliczane są według następującego kryterium:
![](data:image/png;base64,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)
- punkty za świadectwo ukończenia szkoły podstawowej z wyróżnieniem - 7 pkt
- punkty za aktywność społeczną - 3pkt
- punkty za szczególne osiągnięcia - max. 18 pkt
Przedmioty wyszczególnione na świadectwie ukończenia szkoły podstawowej uwzględniane
w procesie rekrutacji w zależności od wybranego profilu:
![](data:image/png;base64,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)
2. za wyniki egzaminu ósmoklasisty – max. 100 pkt
Wyniki procentowe uzyskane z egzaminu ósmoklasisty przeliczane są na punkty w następujący
sposób:
- wynik z języka polskiego i matematyki przedstawiony w procentach mnożony jest przez 0,35 co daje maksymalną liczbę punktów 35 dla każdego z tych przedmiotów
- wynik z języka obcego nowożytnego przedstawiony w procentach mnożony jest przez 0,3 co daje maksymalną liczbę punktów 30 dla tego przedmiotu
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)
3. Punkty za szczególne osiągnięcia odnotowane na świadectwie ukończenia szkoły podstawowej - max. 18pkt:
![regulamin 02](assets/Uploads/_resampled/ResizedImage600722-regulamin-02.jpg)
Tytuł finalisty konkursu organizowanego przez Podkarpackiego Kuratora Oświaty potwierdzony jest stosownym zaświadczeniem wydanym przez Kuratora.
§4
W przypadku równorzędnych wyników uzyskanych podczas postępowania rekrutacyjnego brane są pod uwagę następujące kryteria:
- wielodzietność rodziny kandydata;
- niepełnosprawność kandydata;
- niepełnosprawność jednego z rodziców kandydata;
- niepełnosprawność obojga rodziców kandydata;
- niepełnosprawność rodzeństwa kandydata;
- wychowywanie kandydata w niepełnej rodzinie;
- objęcie kandydata pieczą zastępczą.
Do ręcznie wypełnionego wniosku o przyjęcie do szkoły kandydaci załączają:
- świadectwo ukończenia szkoły podstawowej
- kartę zdrowia
- 2 aktualne fotografie (podpisane na odwrocie)
- zaświadczenie o wynikach egzaminu ósmoklasisty
- kandydaci-laureaci i finaliści konkursów przedmiotowych szczebla wojewódzkiego i powiatowego załączają do podania dyplomy