Rozważania Howarda Gardnera dotyczące definicji inteligencji i jej wielorakości po raz pierwszy ukazały się w 1983 roku i wywołały żywą dyskusję w środowiskach naukowych. Badaczowi zarzucano m.in. tautologiczność rozumowania, powielanie istniejących teorii czy zbyt małe różnice definicyjne między inteligencją a talentem (Larivée i Senechal 2012). Tymczasem teoria inteligencji wielorakich okazała się szczególnie przydatna w nauczaniu osób ze specjalnymi potrzebami edukacyjnymi, w tym z zaburzeniami ze spektrum autyzmu. Pozwala ona bowiem na zmianę postrzegania ucznia, jego zachowań oraz potrzeb, ponieważ traktuje go jako jednostkę unikatową, jedyną w swoim rodzaju.
Uczeń o specjalnych potrzebach edukacyjnych – zaburzenia ze spektrum autyzmu
Zaburzenia wchodzące w zakres autystycznego spektrum to poza autyzmem m.in. zespół Aspergera (Pisula 2010). Choć występują pomiędzy nimi specyficzne różnice, nieprawidłowości z nich wynikające obejmują te funkcje, za które odpowiada płat czołowy. Są to zatem trudności w tworzeniu relacji z innymi, ograniczona zdolność komunikowania się oraz schematyzm zachowań. Dodatkowo, w różnym stopniu nasilenia występują problemy w rozwoju poznawczym, emocjonalnym i motorycznym, agresja, częste zmiany nastroju oraz podwyższony poziom lęku, prowadzący niejednokrotnie do zaburzeń lękowych (Wolski 2013). W przypadku eskalacji emocji negatywnych każda próba podjęcia kontaktu kończy się niepowodzeniem, ze względu na zbyt wysoki poziom stresu. Jak zauważa Kotarba (2016: 106), dzieci wykorzystują w takiej sytuacji inne kanały komunikowania potrzeb, czyli krzyk, płacz bądź (auto)agresję. Dzieci dotknięte zaburzeniami ze spektrum autyzmu nie radzą sobie z rozumieniem wypowiedzi ironicznych, metaforycznych, nie odczytują też sygnałów niewerbalnych. Ze względu na to podczas zajęć warto stosować metodę porozumienia bez przemocy, pozwalającą na bezpośrednie werbalizowanie własnych emocji. Dzięki temu uczeń mający problem z odczytywaniem mimiki twarzy ma szansę w pełni rozumieć reakcje nauczyciela. W kontekście edukacyjnym uczniowie ze spektrum autyzmu wyróżniają się spośród rówieśników zarówno pod względem występujących u nich trudności, jak i nietypowych umiejętności. Często określa się ich jako twice exceptional – podwójnie wyjątkowych (Łodej i in. 2018). Cechują się niezwykle rozwiniętą pamięcią fotograficzną, pozwalającą na zapamiętywanie całych stron książek. Postrzegają świat raczej za pomocą obrazów niż słów, a wizualizacja planu dnia ułatwia im funkcjonowanie. Nie należy zatem rezygnować z działań rutynowych, pojawiających się podczas każdej lekcji. Pozwalają one uczniom o specjalnych potrzebach edukacyjnych zachować poczucie bezpieczeństwa niezbędne do funkcjonowania. Autystycy często opanowują umiejętności czytania i pisania szybciej niż inne dzieci, a także mają szeroką wiedzę z zakresu interesujących ich zagadnień. Proponowane im zadania nie powinny jednak zawierać generalizacji ani wymagać kreatywności. Przed rozpoczęciem współpracy z uczniami należy dopasować do ich trudności zarówno język, jak i strategie działania (Ministère de l’éducation nationale 2009). Przydatne jest tu zatem dobre poznanie dziecka, odkrycie jego motywacji oraz zrozumienie potrzeb. Rangę wpływu relacji nauczyciel – uczeń o specjalnych potrzebach edukacyjnych na skuteczność procesu dydaktycznego podkreślają w swoich rozważaniach Łodej i Huczkowska (2019).
Teoria Gardnera jako odpowiedź na zaobserwowane problemy
W ujęciu Howarda Gardnera inteligencja to potencjał lub zespół potencjałów, aktywowanych w zależności od potrzeby wynikającej z kontekstu kulturowego. Człowiek nie ma zatem jednej inteligencji, lecz zespół różnych jej form, które wykorzystuje w dowolnych kombinacjach (Gardner 1996). Jak trafnie zauważa Krzysiak (2013: 38), w myśl tej teorii nie ma uczniów niezdolnych, a poziom rozwinięcia każdej inteligencji jest inny, co czyni człowieka unikatowym posiadaczem zespołu cech. Profil inteligencji powstający w ten sposób charakteryzuje się dużą dynamiką rozwoju. Gardner, prowadząc badania nad inteligencją, wyróżnił osiem jej typów. Zastrzegł jednak, że trzeba je postrzegać jako potencjał posiadany przez człowieka, który może, lecz nie musi, zostać wykorzystany. Ponadto czynnikiem determinującym sposoby łączenia wykorzystywanych potencjałów jest zachowanie człowieka w danym kontekście kulturowym (Barth 1998).
Tab. 1. prezentuje typy inteligencji wyróżnione przez Gardnera w teorii inteligencji wielorakich wraz z propozycjami ich zastosowania podczas zajęć językowych. Tab. 1. Typy inteligencji wraz z zastosowaniem edukacyjnym (opracowanie własne na podstawie: Vanthier 2009: 27–28)
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)
Janicka (2016: 41–42) podkreśla, że wśród kompetencji skutecznego nauczyciela realizującego edukację włączającą wyróżnić można „otwartość, zainteresowanie sytuacjami pedagogicznymi, a także gotowość do poszukiwania i wdrażania lepszych rozwiązań”. Według Michalak (2018) inkluzywny charakter edukacji umożliwia wspieranie ucznia na dwóch płaszczyznach: psychologiczno-pedagogicznej oraz metodycznej. Omawiana teoria inteligencji wielorakich stanowi natomiast doskonałe narzędzie ułatwiające pracę z osobami o specjalnych potrzebach edukacyjnych. Zachęca nauczyciela do pogłębienia analizy umiejętności ucznia, jego preferencji oraz potrzeb. Umożliwia przyjęcie nowej, indywidualnej perspektywy, a także eliminowanie trudności edukacyjnych dziecka. Jednocześnie sprzyja rozwijaniu umiejętności językowych w ukierunkowany, lecz urozmaicony sposób. Stanowi doskonałe źródło inspiracji, niezbędne do tworzenia nowych propozycji ćwiczeń. Dzięki szczegółowemu opisowi każdego typu inteligencji Gardner nakreślił przed nauczycielami nową perspektywę: wyboru. Dokładna analiza dorobku badacza pozwala na dostrzeżenie możliwości ukierunkowanego tworzenia ćwiczeń, adresowanych do osób o konkretnym profilu. Jedynym zadaniem nauczyciela jest zatem eliminacja spośród istniejących opracowań materiału nieadaptowalnego do możliwości uczniów oraz przetworzenie ćwiczeń na potrzeby danej ścieżki tematycznej.
Badanie w działaniu – zagadnienia kontekstowe
W roku szkolnym 2018/2019 w jednym z warszawskich niepublicznych językowo-muzycznych przedszkoli integracyjnych przeprowadzono badanie, w którym uczestniczyła grupa dzieci 5-letnich. Jego celem było sprawdzenie, jaki wpływ na proces uczenia się – nauczania uczniów o specjalnych potrzebach edukacyjnych ma teoria inteligencji wielorakich. Oceniano, jak zmieniało się podejście dwóch uczniów z zespołem Aspergera oraz jednego ucznia ze spektrum autyzmu do nauczanego języka angielskiego. Według postawionej hipotezy badawczej praktyka pedagogiczna rozwijana na podstawie teorii Gardnera miała pozytywnie wpłynąć na nastawienie dzieci. Spodziewano się zmniejszenia częstotliwości nie tylko incydentów krytycznych, lecz także desynchronizacji, izolacji oraz spowolnienia podczas wykonywanych ćwiczeń. Ponadto przewidywano, że zajęcia te będą miały pozytywny wpływ na samodzielność uczniów podczas wykonywania proponowanych zadań. Przedszkole, w którym przeprowadzono badanie, to placówka specjalizująca się w integracji osób z autystycznym spektrum zaburzeń oraz dzieci bez specjalnych potrzeb edukacyjnych. Zajęcia z języka angielskiego dla dzieci 5-letnich odbywają się cztery razy w tygodniu i trwają po 40 minut. Omawiane badanie rozpoczęło się w grudniu 2018 r. i realizowane było do maja 2019. Grupa objęta obserwacją składała się z jedenastu uczniów, jednak szczególną uwagę poświęcono trzem z nich: dwóm chłopcom (F. oraz J.), a także jednej dziewczynce (L.). F. to chłopiec ze zdiagnozowanym zespołem Aspergera. Ma duże problemy z komunikacją swoich emocji oraz potrzeb, a także skupieniem podczas zajęć. Jego poziom językowy wykracza jednak poza umiejętności typowe dla dzieci 5-letnich. Chłopiec pisze oraz czyta bez większych trudności. Ma także duży zasób słownictwa, które stosuje w zdaniach złożonych, mimo ubogich zdolności konwersacyjnych oraz nietypowej intonacji. J., drugi chłopiec biorący udział w badaniu, ma zdiagnozowane spektrum autyzmu. Dużą trudność sprawia mu rozwijanie i podtrzymywanie relacji społecznych. Podczas pobytu w przedszkolu występują u niego zaburzające tok zajęć zachowania agresywne, spowodowane poczuciem porażki. Przyczyną takiego incydentu może być np. zbyt powolne wykonanie zadania lub odmienna interpretacja rozwiązania. U chłopca nie zauważa się jednak deficytów w użyciu języka, a jego pamięć jest niezwykle dobrze rozwinięta. L. to dziewczynka ze zdiagnozowanym zespołem Aspergera o dużych problemach z relacjami społecznymi, komunikacją oraz kontaktem wzrokowym. Podczas zajęć sprawia wrażenie skoncentrowanej, jednak łatwo ulega rozproszeniu pod wpływem własnych myśli. Ma niezwykłe umiejętności językowe, zarówno pod względem struktur gramatycznych i leksyki, jak i czytania oraz pisania, także w języku obcym. Gdy jednak nie zna odpowiedzi na pytanie, zmienia temat lub opuszcza zajęcia. Nie akceptuje uczestnictwa w aktywnościach związanych z ruchem oraz, ze względu na dużą wybiórczość pokarmową, nie chce podejmować tematu jedzenia.
Badanie w działaniu – przebieg i rezultaty
Przeprowadzone badanie w działaniu rozpoczęto od zbierania danych, niezbędnych do zrealizowania studium przypadku każdego z trzech uczestników. Pierwszym etapem była analiza dokumentów wydanych przez poradnie psychopedagogiczne o konieczności nauczania specjalnego. Poza podstawowymi informacjami o dziecku, zawierały one szczegółowy opis zaleceń oraz sposobów ich realizacji, specyfikę szczególnych umiejętności i deficytów ucznia, a także jego emocji i źródeł motywacji. Powyższe działanie dostarczyło informacji ogólnych o zaburzeniach i problemach dzieci w latach poprzedzających przeprowadzenie badania. Kolejnym etapem było trwające osiem jednostek lekcyjnych uczestnictwo obserwujące. Zajęcia z języka angielskiego na temat zimy prowadzono według schematu znanego dzieciom z dotychczasowych doświadczeń. Po zakończonej jednostce lekcyjnej każdorazowo uzupełniano tabele obserwacji dotyczące m.in. umiejętności skupienia uwagi, źródeł frustracji, występowania momentu krytycznego czy zdolności komunikowania potrzeb i emocji. Ten etap pozwolił na przeanalizowanie funkcjonowania dzieci podczas zajęć językowych. Następnie przeprowadzono wywiady z wychowawcami grup, mające na celu uzyskanie informacji o funkcjonowaniu ogólnym uczestników, zarówno podczas zajęć w języku ojczystym, jak i poza nimi. Nauczycielki mówiły m.in. o momentach krytycznych i technikach radzenia sobie z nimi, o desynchronizacji czy o autonomii uczniów. Po przeanalizowaniu danych ze wszystkich poprzednich etapów rozpoczęto ostatnią fazę badania, obejmującą osiem jednostek lekcyjnych oraz wprowadzającą leksykę z zakresu wiosny. Aby nauka miała charakter zintegrowany, połączono różne rodzaje aktywności ważne dla dzieci oraz wykorzystano podejście zadaniowe, opisane szerzej przez Żejmo (2013). Zajęcia zostały przygotowane z wykorzystaniem teorii Gardnera. Każda lekcja poświęcona była jednemu z wyróżnionych przez badacza typów inteligencji. Po przeprowadzonych zajęciach uzupełniano tabele obserwacji z etapu drugiego. Ta faza eksperymentu, zestawiona z wynikami analiz z faz poprzednich, umożliwiła znalezienie odpowiedzi na wszystkie postawione pytania badawcze.
Rys. 1. Częstotliwość incydentów krytycznych podczas zajęć o zimie i wiośnie (opracowanie własne)
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JqtgsWLBDMlhukQt5KHMAhq5NubmidLk9mK44AZmvJi41qCSqyMHSNTDCHdNHaAR5DnQlgtpYI2aiWoCILQ9fIBHNIF60d4DHUmQBma4mQjWoJKrIwdI1MMId00doBHkOdCXg321GjRjknGcIEbNQQVEg/B3RNn2moM6J1qMpkIy+vZvv6668LZssNUiFvJQ7gkNVJNze0TpcnsxVHALO15MVGtQQVWRi6RiaYQ7po7QCPoc4EMFtLhGxUS1CRhaFrZII5pIvWDvAY6kwAs7VEyEa1BBVZGLpGJphDumjtAI+hzgS8m+3RRx/tnGQIE7BRQ1Ah/RzQNX2moc6I1qEqk428vJrt/PnzBbPlBqmQtxIHcMjqpJsbWqfLk9mKI4DZWvJio1qCiiwMXSMTzCFdtHaAx1BnApitJUI2qiWoyMLQNTLBHNJFawd4DHUmgNlaImSjWoKKLAxdIxPMIV20doDHUGcC3s32mGOOcU4yhAnYqCGokH4O6Jo+01BnROtQlclGXl7N9rXXXhPMlhukQt5KHMAhq5NubmidLk9mK44AZmvJi41qCSqyMHSNTDCHdNHaAR5DnQlgtpYI2aiWoCILQ9fIBHNIF60d4DHUmQBma4mQjWoJKrIwdI1MMId00doBHkOdCXg329GjRzsnGcIEbNQQVEg/B3RNn2moM6J1qMpkIy+vZvvqq68KZssNUiFvJQ7gkNVJNze0TpcnsxVHALO15MVGtQQVWRi6RiaYQ7po7QCPoc4EMFtLhGxUS1CRhaFrZII5pIvWDvAY6kwAs7VEyEa1BBVZGLpGJphDumjtAI+hzgS8m+2YMWOckwxhAjZqCCqknwO6ps801BnROlRlspGXV7N95ZVXBLPlBqmQtxIHcMjqpJsbWqfLk9mKI4DZWvJio1qCiiwMXSMTzCFdtHaAx1BnApitJUI2qiWoyMLQNTLBHNJFawd4DHUm4N1sx44d65xkCBOwUUNQIf0c0DV9pqHOiNahKpONvNo227oa+fTdN2TR0jWyJVcclJdfflkwW76zLW7VlDaaA7i0vMt5NbQuJ32unWC2DfLJ9MtlTN9u0qtyoPTbo6vsNezf5L/fr7WmhtnGZbT5wyhrPxzA2VEcrbOjdYiVFjTb3No/yJS9KmTc9QtlQz7zLe/JzeMrpNfJv5XPLd/hYraYbYiLfvucOIC3p6H7OVrr1jf06gqabeNH98vl375WnllnnLVRFv/iKOky6HKZV29XFmaL2dqtlPJFcQCXj32pr4zWpSbO9bYnUNBstw9qet74idx5YoVUnPo7qTb+u1NQ6xfyZjtu3LjWL0b6Gxs1UuHaSBtd2wCkqButFYkZYSl2ZtuwQmZcMUL22HOc/OoN++9s58yZIyNGjJDln30W/SMrG1WDVsXUgK7x701bvdE6O1rbron2xm3ZsqVou2/TbGuXPio/HtdHKoacJbctqBHLN7VNicyePVuOOOIIeWfRougfWdmoGrQqpgZ0jX9v2uqN1tnR2nZNtDdu44amO5mKMtwEs83JupemybG9e8uoS/8gH3xR1LxNwfPmzeNj5OPj+t62eJXjHpGVAzhuldLJHq3T4cgs7SNQ2GxrnpYL+neWg38wS6o3bpSNzY9NX9RKo+W1MNu4jDZ/GGXthwM4O4qjdXa0DrHSgmZb+9i5suc/dZAOHVo//rn/RfJCnV0pebM99thj7YIDj2KjBi5QO9ND13aCi3AYWkcomqKUC5ptGjW+9NJLmC0fI6exlLzNwQHsDW1wE6N1cJJkKiHM1lJuNqolqMjC0DUywRzSRWsHeAx1JoDZWiJko1qCiiwMXSMTzCFdtHaAx1BnApitJUI2qiWoyMLQNTLBHNJFawd4DHUm4N1sjzvuOOckQ5iAjRqCCunngK7pMw11RrQOVZls5OXVbF988UXBbOP65z/ZWPbbquQA3sZC+zO01q5w2PVhtpb6sFEtQUUWhq6RCeaQLlo7wGOoMwHM1hIhG9USVGRh6BqZYA7porUDPIY6E8BsLRGyUS1BRRaGrpEJ5pAuWjvAY6gzAe9m+9WvftU5yRAmYKOGoEL6OaBr+kxDnRGtQ1UmG3l5Ndu5c+cKZssNUiFvJQ7gkNVJNze0TpcnsxVHALO15MVGtQQVWRi6RiaYQ7po7QCPoc4EMFtLhGxUS1CRhaFrZII5pIvWDvAY6kzAu9mOHz/eOckQJmCjhqBC+jmga/pMQ50RrUNVJht5eTXbOXPmCGbLd7YhbyUO4JDVSTc3tE6XJ7MVRwCzteTFRrUEFVkYukYmmEO6aO0Aj6HOBDBbS4RsVEtQkYWha2SCOaSL1g7wGOpMALO1RMhGtQQVWRi6RiaYQ7po7QCPoc4EvJvthAkTnJMMYQI2aggqpJ8DuqbPNNQZ0TpUZbKRl1ezfeGFFwSz5QapkLcSB3DI6qSbG1qny5PZiiOA2VryYqNagoosDF0jE8whXbR2gMdQZwKYrSVCNqolqMjC0DUywRzSRWsHeAx1JoDZWiJko1qCiiwMXSMTzCFdtHaAx1BnAt7N9mtf+5pzkiFMwEYNQYX0c0DX9JmGOiNah6pMNvLyarazZ88WzJYbpELeShzAIauTbm5onS5PZiuOAGZryYuNagkqsjB0jUwwh3TR2gEeQ50JYLaWCNmolqAiC0PXyARzSBetHeAx1JkAZmuJkI1qCSqyMHSNTDCHdNHaAR5DnQl4N9uJEyc6JxnCBGzUEFRIPwd0TZ9pqDOidajKZCMvr2Y7a9YswWy5QSrkrcQBHLI66eaG1unyZLbiCGC2lrzYqJagIgtD18gEc0gXrR3gMdSZAGZriZCNagkqsjB0jUwwh3TR2gEeQ50JYLaWCNmolqAiC0PXyARzSBetHeAx1JmAd7M9/vjjnZMMYQI2aggqpJ8DuqbPNNQZ0TpUZbKRl1ez/ctf/iKYLTdIhbyVOIBDVifd3NA6XZ7MVhwBzNaSFxvVElRkYegamWAO6aK1AzyGOhPAbC0RslEtQUUWhq6RCeaQLlo7wGOoMwHvZnvCCSc4JxnCBGzUEFRIPwd0TZ9pqDOidajKZCMvr2b7/PPPC2bLd7YhbyUO4JDVSTc3tE6XJ7MVRwCzteTFRrUEFVkYukYmmEO6aO0Aj6HOBDBbS4RsVEtQkYWha2SCOaSL1g7wGOpMALO1RMhGtQQVWRi6RiaYQ7po7QCPoc4EvJvtiSee6JxkCBOwUUNQIf0c0DV9pqHOiNahKpONvLya7XPPPSeYLTdIhbyVOIBDVifd3NA6XZ7MVhwBzNaSFxvVElRkYegamWAO6aK1AzyGOhMowmzrZcPqtfJFo/01eWcb17va/GGUtR8O4OwojtbZ0TrESq3Ntvbta+WoHmPllmX2bovZYrYhLvrtc+IA3p6G7udorVvf0Ktr02xz6z+U5393pUzs11F261i82Z50ko53S2zU0Jdy+/JD1/Zxi3EUWseomp6c2zTbupk/ktHHnC7fu+x0Gbh7cWY7c+ZMwWzjenerZ2nbVcIBbMdJQxRaa1Ax3hraNFtTWsOiaTKsK2arfcMavbPSatfT1JcVPZPqNCy0t0kM6CsfAa9m++yzzzb9t5Hr6uok9of2DWrqi12nYvM3dWtvi+WiMV67xqY+jdqFVlNjo/29S8bevZrt448/LkcNHy5/ef756B9mIWtvNWhVTA3a9TT1FcNEa6xhob1N0q/DfTdIFh5JDNLoW716tfFQ69ar2ea/sz355JOtkwk5UPsGNfWFrIGP3Ezd2lsf7GKbU7vGpr4kXbJgtPkaQ/zxarb5j5ExW26QCnHhm5zMAaW9NfVmudWusakvSWPMNomO3z7M1pKvWcjaW0scasK062nqUyOYQyGGhfY2CRFmm0THb5+12bYnDd7ZxvWuNn8IZe1H+8Fr6suarruq17DQ3u6qdvMaZmtIlL7FbC2Za9+gpj5LHGrCTN3aWzWCORSiXWNTXxIizDaJjt8+72Z7yimn+K2gRLObhay9LRHOYC6jXU9TXzDAy5iIYaG9TUKM2SbR8dvn1WyfeeYZwWzj+ijZ73ILb3btB6+pLzzypc/IsNDeJpHFbJPo+O3DbC35at+gpj5LHGrCTN3aWzWCORSiXWNTXxIizDaJjt8+zNaSr1nI2ltLHGrCtOtp6lMjmEMhhoX2NgkRZptEx28fZmvJV/sGNfVZ4lATZurW3qoRzKEQ7Rqb+pIQYbZJdPz2eTfbU0891W8FJZrdLGTtbYlwBnMZ7Xqa+oIBXsZEDAvtbRJizDaJjt8+r2Y7Y8YMwWy5QcrvEnabXfvBa+pzo6RjtGGhvU1SC7NNouO3D7O15Kt9g5r6LHGoCTN1a2/VCOZQiHaNTX1JiDDbJDp++zBbS75mIWtvLXGoCdOup6lPjWAOhRgW2tskRJhtEh2/fZitJV/tG9TUZ4lDTZipW3urRjCHQrRrbOpLQoTZJtHx2+fdbE877TS/FZRodrOQtbclwhnMZbTraeoLBngZEzEstLdJiDHbJDp++7ya7dNPPy2YLTdI+V3CbrNrP3hNfW6UdIw2LLS3SWphtkl0/PZhtpZ8tW9QU58lDjVhpm7trRrBHArRrrGpLwkRZptEx28fZmvJ1yxk7a0lDjVh2vU09akRzKEQw0J7m4QIs02i47cPs7Xkq32DmvoscagJM3Vrb9UI5lCIdo1NfUmIMNskOn77vJvt6aef7reCEs1uFrL2tkQ4g7mMdj1NfcEAL2MihoX2NgkxZptEx2+fV7N96qmnBLPlBim/S9htdu0Hr6nPjZKO0YaF9jZJLcw2iY7fPszWkq/2DWrqs8ShJszUrb1VI5hDIdo1NvUlIcJsk+j47cNsLfmahay9tcShJky7nqY+NYI5FGJYaG+TEGG2SXT89mG2lny1b1BTnyUONWGmbu2tGsEcCtGusakvCRFmm0THb593s500aZLfCko0u1nI2tsS4QzmMtr1NPUFA7yMiRgW2tskxJhtEh2/fV7N9sknnxTMlhuk/C5ht9m1H7ymPjdKOkYbFtrbJLUw2yQ6fvswW0u+2jeoqc8Sh5owU7f2Vo1gDoVo19jUl4QIs02i47cPs7Xkaxay9tYSh5ow7Xqa+tQI5lCIYaG9TUKE2SbR8duH2Vry1b5BTX2WONSEmbq1t2oEcyhEu8amviREmG0SHb993s32jDPO8FtBiWY3C1l7WyKcwVxGu56mvmCAlzERw0J7m4QYs02i47fPq9k+8cQTgtlyg5TfJew2u/aD19TnRknHaMNCe5ukFmabRMdvH2ZryVf7BjX1WeJQE2bq1t6qEcyhEO0am/qSEGG2SXT89mG2lnzNQtbeWuJQE6ZdT1OfGsEcCjEstLdJiDDbJDp++zBbS77aN6ipzxKHmjBTt/ZWjWAOhWjX2NSXhAizTaLjt8+72X7961/3W0GJZjcLWXtbIpzBXEa7nqa+YICXMRHDQnubhBizTaLjt8+r2T7++OOC2XKDlN8l7Da79oPX1OdGScdow0J7m6QWZptEx28fZmvJV/sGNfVZ4lATZurW3qoRzKEQ7Rqb+pIQYbZJdPz2YbaWfM1C1t5a4lATpl1PU58awRwKMSy0t0mIMNskOn77MFtLvto3qKnPEoeaMFO39laNYA6FaNfY1JeECLNNouO3z7vZTp482W8FJZrdLGTtbYlwBnMZ7Xqa+oIBXsZEDAvtbRJizDaJjt8+r2b72GOPCWbLDVJ+l7Db7NoPXlOfGyUdow0L7W2SWphtEh2/fZitJV/tG9TUZ4lDTZipW3urRjCHQrRrbOpLQoTZJtHx24fZWvI1C1l7a4lDTZh2PU19agRzKMSw0N4mIcJsk+j47cNsLflq36CmPkscasJM3dpbNYI5FKJdY1NfEiLMNomO3z7vZnvmmWf6raBEs5uFrL0tEc5gLqNdT1NfMMDLmIhhob1NQozZJtHx2+fVbB999FHBbLlByu8Sdptd+8Fr6nOjpGO0YaG9TVILs02i47cPs7Xkq32DmvoscYFz7t0AAA5+SURBVKgJM3Vrb9UI5lCIdo1NfUmIMNskOn772jTb3KYV8t5f35APV9UWnQnvbON6V5vfrFn7MQeU9jZruu6qXu0am/p2Vbt5DbM1JErfJphto3w2/UI5co/O0uvLvaV7533l2KtnyZqcfZKYLWZrv1rKE2kOKO1teeiGdVXtGpv6kqhjtkl0/PYVNNvc5/fIGXv3lJHT5ssmycmamRfL0N37yflPb7DOKG+2U6ZMsY4POdAsZO1tyBr4yE27nqY+H+xim9Ow0N4m6YLZJtHx21fAbHNS/ZsTpFuvM+S+tc0JNC6TW8d1kT3PmW6d0fTp0zHb4+N6d2strpJA7QevqU+JXE5lGBba2yRImG0SHb99Bcy2TuZcPEA6H/Yf8maDSaBOZn1/P+l8xDTzQpstZhuX0eYPoaz9aD94TX1Z03VX9RoW2ttd1W5ew2wNidK3Bcy2Vp46bx/pPPomWdpokqqX168aKp2rfmReaLPFbDHbNhdJmQO0H7ymvjJjDuLyhoX2Ngk2ZptEx29fAbOtkxcvO0A6H3K1vLHdO9vnplZK5+E/t84Is8VsrRdLmQK1H7ymvjLhDeqyhoX2Ngk6ZptEx29fAbPNyZq7T5UePU6R361qvv248SP51ajO0vs7T1pndOutt8q+++4rI0aMiP7RvWdPycJDg1bF1JAFTfM1FsNEayxaj5AOAysz8fC9hlesWGHtgyawgNmK5NY8LOf07SqHXDpDquu2yNIHz5WBXQbLpXM2m7FttuvXr5eFCxfygAFrgDXAGmANqFkDdXV1bfrfjgEFzVYkJ6tnXyMT9+8qHTt3lo49q2TyrxfIxh1n4HcIQAACEIAABBIJJJht87jGzbJmxedSU1vEf80i8ZJ0QgACEIAABLJFoG2zzRYPqoUABCAAAQikTgCzTR0pE0IAAhCAAARaE8BsW/PgNwhAAAIQgEDqBDDb1JG6Tdj40Z1y1vBhMmzYDo+RP5Cn7G8Ed0uC0SUiUC+v/vx4GXn+A1LNLRElYs5lpPEjufOskTL5f78rLf8ZBbB4J4DZekdc3AUaFk2TYZ0q5fTr75cHH3xw2+OhF2UZO6M4mMFH18nM71ZKl3G/lk8x2+DVUpNgwyKZNqyLDLlyvtSrKSr8QjDbwDRqMtsuQ+TK+WyDwKTxkA5m6wEqU7ZFALNti5CXfszWC9b2T4rZtp9dfCMx2/g0U5AxZlsWETHbsmAvfNGtHyPvKyf85Da54447Wh53PvAy3+sVxhZpD2YbqXBxp43ZlkU/zLYs2AtftMlsO3aT/YcfK8cdd1zLY/w5t8s7fGdbGFyUPZhtlLLFnjRmWxYFMduyYC98UT5GLsxGXw9mq0/TCCrCbMsiEmZbFuyFL4rZFmajpWfLumqprqkVkTqZeUFf7kbWImwsdWC2ZVEKsy0L9sIX3ZXZ5ja8KQ/c8lt5eTX/PqQwuVh66mTOxQNk92N+Ke9v+FBuGtdVek35o2zKbZA3H7hFfvvyakHlWLSMNM8ms+0sB059VD5cskSWtDyWyrLqf7AOPcmK2XoC295pd2W29fOukKrOveVfn+C/atFeriGNa/jg/8nkgbvLbrvtJp0qj5ebFmwWqZ8nV1R1lt7/+oSgckhqKcylyWw7SocOHXZ47CYVZ/1cLmMdehEds/WCNe1Jc7J54yZpTHta5isfgcYvZNXylbJpu5vecps3yiZELp8mXLmJAOvQz0LAbP1wZVYIQAACEIBACwHMtgUFTyAAAQhAAAJ+CGC2frgyKwQgAAEIQKCFAGbbgoInEIAABCAAAT8EMFs/XJkVAhCAAAQg0EIAs21BwRMIQAACEICAHwKYrR+uzAoBCEAAAhBoIYDZtqDgCQQgAAEIQMAPAczWD1dmhQAEIAABCLQQwGxbUPAEAhCAAAQg4IcAZuuHK7NCAAIQgAAEWghgti0oeAIBCEAAAhDwQwCz9cOVWSEAAQhAAAItBDDbFhQ8gQAEIAABCPghgNn64cqsEIAABCAAgRYCmG0LCp5AAAIQgAAE/BDAbP1wZVYIQAACEIBACwHMtgUFTyAAAQhAAAJ+CGC2frgyKwQgAAEIQKCFAGbbgoInEIAABCAAAT8EMFs/XJkVAhCAAAQg0EIAs21BwRMIQAACEICAHwIlMdtxx58kpXz4QcWsrgQ63HeDlPLhmi/jIQABCKRFALNNiyTztEmglEabvxY/EIAABEIhgNmGokQG8sBsMyAyJUIAArskgNnuEgsv+iCA2fqgypwQgEAMBDDbGFRSkiNmq0RIyoAABIomgNkWjYwB7SWA2baXHOMgAIHYCWC2sSsYUf6YbURikSoEIJAqAcw2VZxMlkQAs02iQx8EIKCZAGarWd3AasNsAxOEdCAAgZIRwGxLhpoLYbasAQhAIKsEMma2OVm38M9y5x13yB07PH7zyBvyP0v+IJede63MWpfL6nrwWncwZpvbIG9Ov0v+9PpaSVK6cdksufveubLsb6wLrwuDySGQAQKZM9vqZ34ll1x4oVxoHhecIIM6/7NUfvtRWbXsUbn6oltk3oYMKF+GEoMxW6mVmd/dTyomPyA1zRxy1Q/I+aNOlhsW1De/0iDvXTtcek68U5azLsqwWrgkBHQRyJjZ7ijeJnn5J8Okx4HnyxOrC7/Hqd+wRtZtbmwZnNu8QTbU7RDfsFnWrlojXzS0hPFkBwLhmK3IpkfOkX0qL5Bnarcmue6+M6Tnbh3l8GsWSZOEueVy2/iecsyNS2Sb8tsXVCcb13+xi7562bhm9c7rIz+04QtZu/aLrfNvN1XD5rWyas3Or28XwlMIQCByAhk225ysm3mhVPU4WH74wta3so0f3yxjKs6UP24RaXrea6ycN/VoGdC7Qjp3HShT7polf7xonAyprJBOPQ6S8/+0vOmwrX32YhlS2V+GDB0g+/QdLVfPWR/5svCTfkhmK2vvkUkVQ+Wq1/PvZDfJ9G/1kWHjx0qf0TfKkry71jwgk/ccJte83bB1LTSvC5Et8v59U2VU/0oZVDVAKg86XX7xwqqmj6M3vnqDnFQ1UA45epQcPmiwTLrz4/xCkpvH9JJx//Z9Gd2/r1Tu3V32Gv5DmbEm/8darTx78RCp7D9Ehg7YR/qOvlpYOn7WHrNCoNwEMmu2ueqH5dz+vWTEtAWyuVmFncy2UxcZ9qO5si63RRbfMl56dqqQcdPmy4bcF/L2dUdLzxG/kMWNIrmalbKq6R1Soyy9eazscerdsq7cygZ4/aDMNrdcbh/fU0bn37nWPidTBxwp18y7X6b0mSh3rMjJlhnnS2XV5TKvvvkPr2azbXjnOhne60j5X69uzL9VlU/vmSx9+p4r02u2yCNn7yEHXDJX6prY18qGDXXNZttJOh/2A5m1ulGk9h259qjuMv62FSKSk5qVq2Tr0lkqN4/dQ069m5UT4NIlJQg4E8im2TYuk7sn7St7jr9V3jdf0UnrQ7XJeLtPkDuqt35c3PDG1XJor9PlnuYv+epf+oFUHXCxvJA/WRtXy8KHbpafXnKBnHdClfQac7N8vOvPHp0Fi3mCoMxWGuWjG0ZJxSm/l89fvkIOOvhKmV+3Wn5/ah+ZdE+1vPrjg6TfBc/KllbrolE+uXWcdB1+nbxnvi7Y/Gf5l4pK+e7MzbL41uOkoms/GX32FXLL9HekJr90mt7Zdpfxt1c334xVK89esJ8c8tMFTVI2rl4oD938U7nkgvPkhKpeMubmj3fx0XTMqpM7BCCQJ5BBs62XD349Xvbcd5L8fllrR9zpnW3LR4ciDe9MkyP7fEeebP6Or/61H8vQAy6SF+pq5Ompg2X/iVfLg7MXyOu3T5Ivj8Vsd7W9wjJbkfwfUIf1OUduuOpIGXzJHKmTnCy/bYJU/st/ytUjvyxn/zn/7nX7P8LyZjt2J7M9q8ls8391fSFLn79L/uP8iTK4ZzcZft3bzWZbIWfmv5to+qmT56b232q2NU/L1MH7y8SrH5TZC16X2yd9WcZits2caCCgi0DmzHbLwmtlZK/+cu7D5p3GNkHbNNu+uzDbTS/JDwb1lm89ulmkca08d1GVdBl+vXxg3vlsmz7zz0IzW6l7US49cG/Ze+9KOX/GVjNsXHKjjOm9t+xVcZrc3fS96vZmK9KwaJocmf8Y+bXmj5HvnSx9+nxTHl7XKOuqV279SFi2yNxLD5SKKQ8lmm3+05FBvb8lW5fOc3JRVRcZfv0HO91AlfmFAwAIKCCQMbNdL/dN6ia7/VNH6dKtm3Tb7tHzoB/KC4t3uEFqx3e2uzLbuo0y92cjpHfvwXJw1VA59Zrr5dyqShkx7WUFyyPdEoIzW9kiT/97H/nS3ufII1vfxIo0vCvTjugoXb76f+Sz5hvOt/8jTGSzvHv3v8vwyr4yqKq/7DvoJJn2fP4Pt83y+AUDpHdllRx80H7y5QNPkf/MG3LTx8gF3tlunCs/G9Fbeg8+WKqGnirXXH+uVFWOkGkvb/fdRroSMBsEIFAmAhkzW1+Uc1K7rlpWbmg+JGvXyaqarbfJ+LpijPOGZ7YOFHNbZO3qDdLaFnNSt2GlLP+8RmqbjbrNK+Rqm94Rb1s6q4Sl0yY1AiAQHQHMNjrJ4k1YldnGKwOZQwACZSCA2ZYBelYvidlmVXnqhgAEMFvWQMkIYLYlQ82FIACBwAhgtoEJojkdzFazutQGAQgkEcBsk+jQlyoBzDZVnEwGAQhERACzjUis2FPFbGNXkPwhAIH2EsBs20uOcUUTwGyLRsYACEBACQHMVomQMZSB2cagEjlCAAI+CJTEbH0kzpwQgAAEIACBWAhgtrEoRZ4QgAAEIBAtAcw2WulIHAIQgAAEYiGA2caiFHlCAAIQgEC0BDDbaKUjcQhAAAIQiIUAZhuLUuQJAQhAAALREsBso5WOxCEAAQhAIBYCmG0sSpEnBCAAAQhESwCzjVY6EocABCAAgVgI/H8bogxz5QzpHgAAAABJRU5ErkJggg==)
Na rys. 1. przedstawiono częstotliwość występowania incydentów krytycznych wśród badanych uczniów podczas zajęć o zimie prowadzonych według znanego im schematu oraz w trakcie lekcji wykorzystujących teorię Gardnera, poświęconych wiośnie. W pierwszej części eksperymentu zarówno u F., jak i u J., częstotliwość występowania incydentów krytycznych wynosiła 50%, pojawiły się bowiem podczas czterech spośród ośmiu obserwowanych lekcji. W przypadku L. wystąpiły one podczas prawie 40% zajęć. Na grafice nie uwzględniono jednak wszystkich tych momentów, w których u dzieci obserwowano podwyższony poziom negatywnych emocji bez ich eskalacji. Z rezultatów dotyczących zajęć „wiosennych” wynika, że częstotliwość incydentów krytycznych u wszystkich obserwowanych uczniów wyraźnie spadła. U chłopców udało się wyeliminować te sytuacje aż w 100%, u dziewczynki występowały one o 67% rzadziej. Oczywiście podwyższenie poziomu emocji negatywnych nadal występowało u uczestników, nie dochodziło jednak do ich eskalacji zaburzającej tok zajęć. Drugim aspektem badania były źródła frustracji uczestników i sposób ich modyfikacji w pierwszej i drugiej części eksperymentu. W tab. 2. przedstawiono uzyskane dane ilościowe.
Tab. 2. Źródła frustracji przedstawione w liczbie przypadków wystąpienia (opracowanie własne)
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)
Analiza przedstawionych wyników pozwala zauważyć, że po wprowadzeniu nowej strategii źródła frustracji stały się mniej liczne oraz uległy zmianie. U F. obejmowały one jedynie emocje poza zajęciami, czyli czynnik zewnętrzny, trudny do wyeliminowania. W przypadku L. źródła, choć niezmienione, występowały rzadziej. Warto zwrócić uwagę na J., u którego liczba przyczyn frustracji nie spadła znacząco, modyfikacji uległy jednak ich typy. W przypadku tego chłopca największym sukcesem było zmniejszenie częstotliwości irytacji spowodowanej poczuciem porażki, ponieważ ona najczęściej doprowadzała do incydentów krytycznych. Po zakończonym eksperymencie dostrzeżono, że dzieci dużo lepiej funkcjonują w relacjach społecznych. Działania F. nie były już wyizolowane, chłopiec wspierał innych podczas zajęć. U J. zaobserwowano poprawę w większości ocenianych kategorii. Poziom jego autonomii spadł, lecz wpłynęło to na zmniejszenie częstotliwości incydentów krytycznych. Chłopiec nauczył się akceptować zarówno własne porażki, jak i niepowodzenia innych. Odbierał zajęcia jako bardziej uporządkowane, co zwiększyło jego poczucie bezpieczeństwa. L. zintegrowała się z grupą, nauczyła się współpracy, stała się mniej obojętna na działania dzieci. Zrozumiała koncept czekania na swoją kolej i zaczęła pracować w rytmie pozostałych uczestników.
Zasady konstrukcji przykładowych zajęć
Przedstawione badanie realizowano w ramach ścieżki tematycznej „Wiosna” na podstawie teorii inteligencji wielorakich w takiej kolejności, by odpowiadała ona rytmowi pracy dzieci oraz ich potencjałowi. Przykładowe zestawy ćwiczeń w języku angielskim z wykorzystaniem inteligencji przyrodniczej oraz logiczno-matematycznej zamieszczono w tab. 3. oraz tab. 4.
Tab. 3. Zestaw ćwiczeń z zakresu inteligencji przyrodniczej (opracowanie własne)
INTELIGENCJA PRZYRODNICZA: ZESTAW ĆWICZEŃ
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)
Zaproponowane w tab. 3. ćwiczenia miały na celu wprowadzenie oraz utrwalenie słownictwa z zakresu nazw podstawowych kwiatów. W fazie I uczniowie obcowali z prawdziwymi roślinami, co, zgodnie z ideą nauczania multisensorycznego, pozytywnie wpłynęło na odbiór prezentowanego zagadnienia (Wierzchosławska 2018). Element kategoryzacji pozwolił na uporządkowanie materiału i lepsze zapamiętanie wprowadzanej leksyki. Faza II polegała nie tylko na utrwalaniu słownictwa, lecz także rozwijaniu umiejętności społecznych. Podsumowanie zajęć w formie projektu umożliwiło uczniom rozpoznanie oraz zrozumienie wprowadzonego słownictwa w realnym kontekście, a także wpłynęło na dostrzeżenie konkretnego efektu końcowego pracy. Bezpośredni kontakt z obcojęzycznym materiałem audiowizualnym uwrażliwił dzieci na zmienny akcent i intonację. Zaproponowane w tab. 4. ćwiczenia miały na celu utrwalenie wprowadzonego wcześniej materiału leksykalnego z zakresu wiosny oraz znanych dzieciom struktur. Faza I umożliwiła przypomnienie wprowadzanych do tej pory słów i połączenie ich z umiejętnością kategoryzacji kolorystycznej. Faza II pozwoliła na fuzję wielu umiejętności językowych uczestników. Ćwiczenie to, poza praktycznym zastosowaniem wiedzy z zadania 1. oraz logicznego myślenia, wymagało wykorzystania dwóch struktur gramatycznych, znajomości liczb i działań na nich w zakresie 20. Dodatkowo wprowadzało element określany przez Cichmińską (2015) jako niezbędny podczas lekcji przeznaczonych dla młodszych uczestników: zabawę.
Tab. 4. Zestaw ćwiczeń z zakresu inteligencji logiczno-matematycznej (opracowanie własne)
INTELIGENCJA LOGICZNO-MATEMATYCZNA: ZESTAW ĆWICZEŃ
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)
Jak zauważa Warot (2017: 103), plan zajęć adresowanych do osób o specjalnych potrzebach edukacyjnych powinien zawierać wiele elementów ułatwiających funkcjonowanie. Dzięki umiejętnej analizie preferencji uczestników nauczyciel ma szansę wyeliminować te zadania, które mogą doprowadzić do incydentów krytycznych, mimo że sprawiają wrażenie atrakcyjnych. Powodzenie lekcji zależy także od szeregu czynników zewnętrznych, np. zmęczenia grupy lub nadmiernego pobudzenia. Według Jankowskiej (2019: 83) prowadzący powinien wykazać się elastycznością i dostosowywać propozycje zadań na podstawie bieżącej obserwacji grupy. Przed przystąpieniem do czynności właściwych lekcji należy zapoznać dzieci z planem ćwiczeń, które pojawią się podczas zajęć. Etap przejściowy pomiędzy zadaniami powinien zostać wyraźnie zasygnalizowany np.: „Skończyliśmy zadanie nr 1, teraz przejdziemy do zadania nr 2”, jak sugeruje m.in. Dzięcioł-Pędich (2018: 38–39), opisując podstawowe zasady prawidłowego formułowania poleceń oraz zapoznawania uczniów z celami lekcji. Podczas zajęć autystycy potrzebują czasu na wykonywanie czynności rutynowych, które zapewniają im poczucie bezpieczeństwa. Mogą się one realizować zarówno w formie gestów (np. pochylenie nad materiałami, dotknięcie ich, przygotowanie przestrzeni do pracy), jak i słów (np. przywitanie, pożegnanie, zadanie pytania w języku obcym).
Wnioski
Opisane badanie wykazało, że zastosowanie teorii Gardnera podczas zajęć językowych z uczniami o specjalnych potrzebach edukacyjnych pozytywnie wpływa na proces uczenia się – nauczania. Dzięki wprowadzaniu ćwiczeń z zakresu jednego typu inteligencji podczas jednej jednostki lekcyjnej zajęcia zyskują na uporządkowaniu, a uczniowie czują się bezpieczniej. Teoria Gardnera pozwala zatem na wyeliminowanie z zajęć przypadkowości i fragmentaryczności. Poczucie bezpieczeństwa uczniów skutkuje zmniejszeniem częstotliwości występowania incydentów krytycznych, a w rezultacie zarówno dzieci, jak i prowadzący spędzają wspólnie czas w komfortowej atmosferze. Zastosowanie teorii inteligencji wielorakich wymaga jednak od nauczyciela dużej dozy kreatywności. Choć ćwiczenia są bardziej złożone i mniej liczne, przyciągają uwagę uczniów i pozwalają na stymulację intelektualną dzieci tego wymagających. Pater (2020: 79) trafnie zauważa, że niejednokrotnie zajęcia dostosowane do wymagań osób ze specjalnymi potrzebami edukacyjnymi przynoszą lepsze efekty także w pracy z innymi uczniami. Wartość teorii Gardnera wyraża się w łatwości znalezienia kompromisu pomiędzy potrzebami wszystkich dzieci, również tych bez zaburzeń ze spektrum autyzmu, pozwala bowiem na dostrzeżenie ich specyficznych cech jeszcze przed rozpoczęciem współpracy.
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