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)
Witamy na stronie projektu EDUSCIENCE. Jego pełny tytuł brzmi: „Podnoszenie kompetencji
uczniowskich w dziedzinie nauk matematyczno-przyrodniczych i technicznych z
wykorzystaniem innowacyjnych metod i technologii – EDUSCIENCE”. Jest to największy
projekt innowacyjny realizowany w obszarze nauk matematyczno-przyrodniczych.
Jest on współfinansowany ze środków Unii Europejskiej w ramach Europejskiego
Funduszu Społecznego. W czerwcu 2014 r. zakończyliśmy etap testowania w 250 szkołach w całej Polsce. Z projektem dotarliśmy do uczniów na każdym etapie edukacyjnym. Z naszej oferty korzystali zarówno ci najmłodsi w klasach I-III szkół podstawowych, jak również młodzież liceów i techników. Po dwóch latach testowania przedstawiamy produkt, który jest dostępny dla uczniów wszystkich szkół w Polsce. Naszym celem jest popularyzacja nauk matematyczno-przyrodniczych wśród uczniów i uczennic.
Jak zainteresować uczniów naukami matematyczno-przyrodniczymi?
Realizując założenia projektu –
dążymy do tego, aby dzięki zmienionej formule uczenia wzrosło zainteresowanie
wśród dzieci i młodzieży naukami matematyczno-przyrodniczymi, informatycznymi,
technicznymi oraz niezbędnymi w dzisiejszym świecie językami obcymi. Zachęcamy
uczniów do tego, aby wzięli udział w realnym procesie badawczym, aby
obserwowali otaczający ich świat, stawiali sobie pytania i samodzielnie szukali
na nie odpowiedzi, aby byli w stanie przenieść metody badawcze na grunt
szkolny. Zdając sobie sprawę z dużej otwartości młodych ludzi na nowinki
techniczne, informatyzację, korzystanie z nowoczesnych urządzeń
elektronicznych, dajemy im nowoczesne narzędzia, które mogą wykorzystać w
edukacji i rozwoju własnej osobowości. Dzięki zaangażowaniu specjalistów z
zakresu nowoczesnej metodyki nauczania pomagamy im uczyć się w sposób przyjemny,
a przede wszystkim efektywny. W projekcie zwracamy szczególną uwagę na kwestię
równości płci. Poprzez zastosowanie wrażliwych na tę sprawę form promocji projektu,
prowadzenia zajęć, konstrukcji programów nauczania dążymy do tego, aby nastąpił
wzrost zainteresowania naukami matematycznymi i przyrodniczymi u dziewcząt i
aby miały one równy do nich dostęp.
Dlaczego warto przystąpić do projektu?
Dla wszystkich szkół, które chcą przystąpić do projektu przygotowaliśmy szereg materiałów, narzędzi do pracy oraz nowoczesnych rozwiązań metodycznych, które stanowią produkt finalny projektu. Dzięki temu, iż rozwiązania te były testowane w szkołach, mogliśmy dopasować produkt finalny do oczekiwań użytkowników. Dało nam to także przekonanie, że jest to produkt skuteczny i
wszechstronny, doskonałe narzędzie do pracy w zmieniających się i coraz
nowocześniejszych polskich szkołach.
Naszym produktem finalnym są: innowacyjna platforma e-learningowa, portal przyrodniczy, wsparcie metodyczne dla nauczycieli, opis programu wycieczek dydaktycznych umożliwiający wizytę w jednym z instytutów bądź obserwatoriów naukowych oraz program ogólnopolskiego monitoringu przyrodniczego. Narzędzia te zostały szczegółowo opisane w zakładce produkt finalny.
Wszystkie szkoły w Polsce zaproszone do udziału w projekcie
Od roku szkolnego 2014/2015
zapraszamy nauczycieli wszystkich szkół w Polsce do nieodpłatnego udziału w
projekcie. Każda szkoła, która będzie zainteresowana korzystaniem z platformy
edukacyjnej i zgromadzonych na niej zasobów, wizytą w obserwatoriach i
instytutach naukowych, łączeniem się z naukowcami Polskiej Akademii Nauk,
udziałem w transmisji z Polskiej Stacji Polarnej Hornsund na Spitsbergenie już wkrótce będzie mogła przyłączyć się do projektu.