Nadrzędną rolę słownictwa w stosunku do pozostałych elementów języka podkreślali już m.in. Francisco Piferrer i Alfredo Carricaburu. Wyrażali oni opinię, że nie da się komunikować, używając tylko gramatyki1. Natomiast za pomocą samego tylko słownictwa komunikacja jest jak najbardziej możliwa. Mimo że prosta i wybrakowana, pozbawiona wielu istotnych szczegółów, takich jak na przykład wyrażanie aspektu lub czasu, może mimo wszystko być efektywna. Carricaburu zwracał uwagę, że najpierw uczymy dziecko mówienia, a dopiero później gramatyki2. Dlatego w nauce języków obcych przyswajanie słownictwa nabiera ogromnej wagi. Cóż bowiem z tego, że osoba ucząca się, „zna” wszystkie czasy gramatyczne, zdania warunkowe czy stronę bierną, skoro jej słownictwo jest bardzo ubogie i przez to nie jest ona w stanie przekazać istotnych dla siebie treści. Ponadto warto zadać sobie pytanie, czy opanowanie gramatyki jest w ogóle możliwe bez odpowiedniej znajomości słownictwa. Trzeba przecież znać słowa języka obcego, którego się uczymy, aby móc budować sensowne oraz bogate w treści zdania i w ten sposób ćwiczyć i utrwalać gramatykę. O nauczaniu słownictwa pisano już wielokrotnie, w tym na łamach Języków Obcych w Szkole3. Niniejsze opracowanie wpisuje się w dyskusję, jaka toczy się wśród nauczycieli, na temat tego, co należy zrobić, żeby pomóc osobom uczącym się języka angielskiego efektywnie zapamiętywać obce słowa.
Przede wszystkim nauka słownictwa powinna być przemyślana. Jak wiadomo, jednym z czynników, które warunkują przejście nauczanego słownictwa do pamięci długotrwałej, jest powtarzanie materiału. Najbardziej rozpowszechnionym chyba sposobem stosowanym przez uczniów jest zapisywanie słownictwa w zeszycie lub notatniku w dwóch kolumnach. Może to być słowo angielskie obok polskiego tłumaczenia lub obok angielskiej definicji. Następnie osoba ucząca się zakrywa jedną kolumnę i próbuje przypomnieć sobie niewidoczne słowa, zaczynając od wyrazów polskich, od angielskich lub od ich definicji. Używanie takich list nie wydaje się jednak metodą szczególnie efektywną. Przede wszystkim dlatego, że słowa, z których ułożona jest lista zapisana na kartce papieru, nie mogą zmienić swojego położenia, są zawsze powtarzane w tej samej kolejności. Uczeń może co najwyżej zmienić punkt startowy powtarzania, czyli zacząć się uczyć/powtarzać albo od początku listy, albo od jej końca. W związku z tym istnieje duże prawdopodobieństwo, że po jakimś czasie mózg ucznia zacznie zapamiętywać słowa będące częścią takiej listy także na podstawie ich położenia w stosunku do innych wyrazów znajdujących się na tej liście. Uczeń może zapamiętać na przykład, że ostatnia pozycja na liście to konkretne słowo bądź wyrażenie tylko dlatego, że jest ono ostatnim elementem listy, a nie z powodu znajomości jego znaczenia. Stanowi to poważny problem, ponieważ w czasie rzeczywistej konwersacji lub czytania tekstu w języku obcym słowa nie występują przecież w stałej kolejności, jako niezmienna lista. Pojawiają się najprawdopodobniej w kolejności zupełnie innej niż ta na liście osoby uczącej się, co może prowadzić do kłopotów ze zrozumieniem znaczenia. Rozwiązaniem tego problemu jest oczywiście używanie fiszek ze słownictwem – kupionych lub wykonanych samodzielnie. Fiszki, które są w istocie małymi kartami, można tasować, a tym samym zmieniać ich położenie względem siebie. Dzięki temu w każdej wykonywanej powtórce pojawią się w innej kolejności, a uczący się uniknie problemu opisanego powyżej. Jednak i papierowe fiszki nie wydają się rozwiązaniem idealnym.
1 Cyt. za: T. Chudak, Między indywidualnym i konkretnym a ogólnym i abstrakcyjnym: rola metody w nauczaniu języków obcych, Języki Obce w Szkole nr 1/2018, s. 71.
2 Ibidem.
3 Np. A. Seretny, Stopień trudności słowa w perspektywie glottodydaktycznej, Języki Obce w Szkole nr 1/2016, s. 17–25.
Repetitio est mater studiorum
Istotnym czynnikiem wpływającym na utrzymanie się przyswajanego słownictwa w pamięci długotrwałej jest tzw. system planowanego powtarzania (ang. spaced learning). Polega on na wykonywaniu powtórek rozłożonych w czasie i koncentrowaniu się głównie na tym materiale leksykalnym, który sprawia osobie uczącej się najwięcej trudności. Jest to oczywiście możliwe w przypadku fiszek papierowych. Uczeń może na przykład polegać na swoim instynkcie i czując, że zna już dobrze pewne słowa lub wyrażenia, odłożyć je po prostu na bok, wykonując jednocześnie częstsze powtórki materiału dla siebie trudniejszego.
System powtórek oparty na instynkcie osoby uczącej się może jednak zawieść, gdy uczeń zmaga się z nauką większej liczby słów, np. kilkuset lub nawet kilku tysięcy. Mając przed sobą stertę kartek ze słownictwem, trudno może być mu zdecydować, czy nadeszła już odpowiednia pora, żeby zacząć powtarzać ten albo tamten zestaw fiszek.
Aby uniknąć takich trudności, można zastosować bardziej sformalizowane i profesjonalne systemy planowanego powtarzania. Dobrym przykładem jest znany system Sebastiana Leitnera4, z powodzeniem używany w zestawach fiszek wydawanych przez wydawnictwo Cztery Głowy, który uczeń może bez większych problemów dostosować do własnych potrzeb, używając fiszek wykonanych własnoręcznie. System Leitnera oparty jest na regułach wskazujących osobie uczącej się, kiedy dana partia słownictwa powinna być powtarzana (w systemie Leitnera są to oczywiście reguły dotyczące umieszczania kartoników w kolejnych szufladkach lub przegródkach). Jednak i szufladki Leitnera mogą okazać się niewystarczające w przypadku dużej liczby słownictwa, powodując chaos organizacyjny, który niekorzystnie wpływa na efektywność uczenia się. Używanie papierowych fiszek do nauki słownictwa wymaga miejsca na setki, jeśli nie tysiące, kartoników, co może prowadzić do gubienia fiszek. Nie każdy uczeń jest także w stanie efektywnie zarządzać tak dużą liczbą kartoników z materiałem leksykalnym. Dlaczego zatem nie ułatwić sobie życia i nie uciec się do pomocy komputera?
Istnieje wiele różnych programów komputerowych oferujących systemy planowanego powtarzania i umożliwiających naukę słownictwa. Przede wszystkim warto wspomnieć tutaj o rodzimym programie SuperMemo, którego autorem jest Piotr Woźniak5. Jego SuperMemo for Windows, choć – moim zdaniem – niewątpliwie najbardziej zaawansowane spośród tych programów, nie jest jednak do końca bezpłatne. Niektóre jego starsze wersje są dostępne w Internecie jako freeware. Jednak najnowsze wersje kosztują całkiem sporo6, co może być przeszkodą w wykorzystywaniu ich przez uczniów. Wersja SuperMemo UX, choć bezpłatna7, jest znacznie uboższa w opcje od wielu innych programów tego typu, włączając także SuperMemo for Windows. Natomiast bezpłatnym i wyposażonym w wiele użytecznych opcji, wartym polecenia programem, który można wykorzystać z uczniami, jest Anki8 .
4 Sebastian Leitner (1919–1989) – niemiecki publicysta, twórca metody nauczania słownictwa polegającej na użyciu fiszek i wykorzystującej system planowanego powtarzania.
5 Całkiem wyczerpująca lista znajduje się tu: https://en.wikipedia.org/wiki/List_of_flashcard_software.
6 http://www.super-memo.com/supermemo17.html.
7 https://www.supermemo.pl/supermemo-ux.
8 https://apps.ankiweb.net/.
Co może Anki?
Twórcą programu Anki jest Damien Elmes9. Program ma tę zaletę, że dostępny jest dla wielu systemów: Windows, Mac, Linux, Android, iPhone10, oraz przez przeglądarkę internetową, co bardzo ułatwia jego użycie i sprawia, że bez większych trudności można się uczyć w różnych sytuacjach poza zajęciami, np. w czasie podróży. Po założeniu bezpłatnego konta na specjalnej stronie11 można poza tym synchronizować powtórki i fiszki przez Internet. Algorytm sterujący planowaniem powtórek użyty w programie Anki oparty jest na jednym ze starszych algorytmów SuperMemo. Program umożliwia samodzielne konstruowanie quizów typu pytanie-odpowiedź, a zatem automatyzuje i upraszcza użycie papierowych fiszek, które są oparte właśnie na takim schemacie quizu. Ryc. 1
przedstawia przykładowy ekran Anki w momencie pojawienia się pytania:
Ryc. 1
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)
Jak widać, użytkownik otrzymuje przykładowe zdanie z brakującym wyrazem oraz angielską definicję i polskie tłumaczenie. Na podstawie tych informacji oraz kontekstu zdania, gdzie wpisana jest pierwsza litera wyrazu, powinien przypomnieć sobie odpowiednie słowo, tzn. spread. Następnie należy sprawdzić, czy odpowiedź jest prawidłowa, używając przycisku Show
Answer12. Ryc. 2 przedstawia ekran Anki pokazujący prawidłową odpowiedź:
Ryc. 2
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Na dole widać cztery przyciski, które symbolizują oceny odpowiedzi ucznia, a cyfry nad nimi to przybliżony czas, jaki upłynie do następnej powtórki tego słowa. Należy dodać, że jest to już czwarta powtórka tej fiszki, dlatego przedziały czasowe za poprawne odpowiedzi są tak długie. Dla przykładu: jeśli osoba ucząca się nie miała żadnych trudności z wyborem poprawnej odpowiedzi, to należy wybrać przycisk Easy, co oznacza, że następna, piąta powtórka tej fiszki pojawi się za blisko osiem miesięcy. W przypadku braku lub błędnej odpowiedzi wybór przycisku Again spowoduje wykonanie powtórki za blisko dziesięć minut. W ten sposób komputerowy algorytm steruje częstotliwością powtórek, wyznaczając częstsze powtórki fiszkom, których słuchacz nie zna lub które zna słabo, a pomija fiszki, które są już w miarę dobrze opanowane, co oszczędza czas w procesie nauki i pozwala skoncentrować się na najtrudniejszym materiale leksykalnym.
Przedstawione zdjęcia pokazują tylko możliwy przykład pary pytanie-odpowiedź. Nie musi ona być wcale aż tak skomplikowana. Może to być prosta para: słowo polskie-słowo angielskie. Anki oferuje wiele możliwości edycji ekranu pytania i odpowiedzi, co oznacza, że użytkownik może zaplanować, jakie informacje mają się tam znaleźć. Na przykład można dowolnie wybierać czcionki i ich wielkość, dodawać kolory, a także dźwięki i zdjęcia, oraz decydować o ich położeniu na ekranie. Możliwe jest także tworzenie quizów sprawdzających pisownię wyrazów oraz automatyczne tworzenie ćwiczeń typu cloze. Ponadto na stronie Anki pobrać można bezpłatne dodatki13, które zwiększają funkcjonalność programu. Godny polecenia jest zwłaszcza dodatek o nazwie AwesomeTTS, dzięki któremu można korzystać z bezpłatnych usług internetowych, umożliwiających automatyczne odczytywanie nauczanego materiału leksykalnego, co jest niezwykle istotne przy ćwiczeniu prawidłowej wymowy oraz rozumienia ze słuchu. Warto dodać, że poprzez dodanie zdjęć, ilustracji lub dźwięków w łatwy sposób można dostosować ćwiczony materiał leksykalny do własnych potrzeb. Ponadto użycie dźwięków i obrazów sprawia, że proces nauki jest bardziej efektywny, zwłaszcza dla wzrokowców i słuchowców. Wszystko to ułatwia zapamiętywanie materiału leksykalnego.
Anki ma również bogatą przeglądarkę umożliwiającą przeszukiwanie nagromadzonych fiszek i dodawanie do nich etykiet lub krótkich opisów informacyjnych. Program ułatwia także wykonywanie powtórek na dowolnie wybranych podzbiorach fiszek. Uczący się może na przykład wybrać do powtórek jedynie fiszki oznaczone etykietą cooking, w ten sposób ćwicząc tylko materiał leksykalny związany z gotowaniem. Możliwe są także „import” oraz „eksport” całego materiału, który w ten sposób może być przenoszony pomiędzy programami Anki zainstalowanymi na różnych komputerach.
Korzystanie z Anki może być bardzo pomocne podczas kursu językowego. Moim zdaniem już na samym początku nauki języka należy poinformować uczniów o istnieniu takiego programu i jego możliwościach oraz udogodnieniach. Oczywiście to, czy grupa będzie skłonna używać tego typu programu, zależy od wielu czynników, z których najważniejszy wydaje mi się wiek uczących się osób. Z mojego doświadczenia wynika, że łatwiej jest przekonać do Anki osoby młodsze. Starsi słuchacze preferują bardziej tradycyjne metody zapisu słownictwa, takie jak wspomniane dwujęzyczne listy słów. Może to jednak zależeć także od indywidualnych upodobań niezwiązanych z wiekiem. Zakładając jednak, że prowadzona przez nas grupa zainteresuje się użyciem takiego programu, pokażmy, jak można go efektywnie wykorzystać w czasie zajęć.
Po pierwsze, dobrze jest zasugerować uczniom, aby notowali nowe słownictwo bezpośrednio w programie Anki, wpisując materiał leksykalny do pól pytanie-odpowiedź. W ten sposób oszczędzają czas. Anki jest bardzo efektywnym programem do uczenia się słownictwa, ale żeby móc go wykorzystać, trzeba materiał leksykalny do niego najpierw wprowadzić, co może być czasochłonne. Zapisywanie słów na kartce czy w zeszycie, a potem przenoszenie ich do Anki, niepotrzebnie ten czas wydłuża. Wpisany bezpośrednio do programu materiał leksykalny jest od razu gotowy do testowania w postaci quizów pytanie-odpowiedź i od razu możemy zacząć się go uczyć. Można go też zilustrować zdjęciami i obrazkami pomagającymi zapamiętać znaczenie albo od razu na lekcji w czasie wpisywania słów, albo stopniowo – w trakcie kolejnych powtórek. Każda fiszka umieszczona w programie Anki da się bardzo łatwo i szybko edytować. Pamiętam jedną grupę słuchaczy, których przygotowywałem do egzaminów językowych
STANAG14 w Wojskowej Akademii Technicznej w Warszawie. Byli to przeważnie dość młodzi żołnierze, otwarci na nowe technologie. Już po tygodniu wszyscy mieli w swoich laptopach lub na tabletach zainstalowany program Anki, do którego na bieżąco wpisywali nowe słownictwo wprowadzane na zajęciach. Z moich obserwacji wynika, że ułatwiło im to i przyspieszyło uczenie się zadanego materiału leksykalnego.
Ryc. 3
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)
Innym sposobem użycia Anki jest samodzielne przygotowywanie dla uczniów quizów ze słownictwem. Takie pliki mogą być potem łatwo dołączane do programu, umożliwiając osobom uczącym się wykonywanie powtórek w celu uczenia się lub testowania wyrazów. Można w ten sposób przygotowywać zestawy słownictwa wymaganego na egzaminie. Warto podkreślić, że Anki może służyć także do nauki i testowania struktur gramatycznych, na przykład za pomocą ćwiczeń typu cloze. Ryc.3 i 4 pokazują przykład takiej fiszki.
Jak widać, fiszka testuje w prosty sposób użycie czasów past simple i present perfect simple. Ryc. 4 pokazuje odpowiedź pojawiającą się, kiedy uczeń naciśnie przycisk Show Answer. Należy zwrócić uwagę, że w odróżnieniu od opisanego przykładu ze słownictwem w przypadku tej fiszki gramatycznej jest to dopiero pierwsza powtórka, a zatem proponowane przez program przedziały czasu dla następnych powtórek są znacznie krótsze. Jeśli to ćwiczenie jest bardzo łatwe dla użytkownika, to po wyborze odpowiedzi Easy fiszka pojawi się w powtórkach za cztery dni.
Ryc. 4
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)
Poza tym, jak już wspomniano, Anki umożliwia przygotowywanie quizów umożliwiających testowanie pisowni wyrazów. Ryc. 5 pokazuje przykład takiego ćwiczenia, w którym osoba ucząca się ma sprawdzić swoją znajomość pisowni wyrazu defeat.
Załóżmy, że użytkownik popełnił błąd w czasie wpisywania tego wyrazu, zapisując go jako defeet. Na ryc. 6, pokazującej odpowiedź, widać, że Anki podświetlił na czerwono źle wpisaną samogłoskę. Jednocześnie poniżej podał także prawidłową pisownię wyrazu, zaznaczając na szaro właściwą literę. W tej sytuacji, z powodu popełnionego błędu, uczący się wybierze najprawdopodobniej odpowiedź Again, co sprawi, że Anki wprowadzi tę fiszkę ponownie do powtórek już za blisko minutę.
Ryc. 5
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)
Ryc. 6
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)
Systematyczność kluczem do sukcesu
Podsumowując, należy podkreślić, że praca z takim programem jak Anki ma sens tylko wówczas, kiedy jest regularna. Powtórki trzeba wykonywać codziennie lub prawie codziennie. Robienie dłuższych przerw, na przykład wykonywanie quizów raz lub dwa razy w tygodniu, prowadzi do nagromadzenia się powtórek z dni, kiedy użytkownik nie pracował z programem. Przy długich przerwach i dużej liczbie zapamiętywanych wyrazów w powtórkach może się nagromadzić nawet kilkaset fiszek. Wykonanie tylu powtórek w ciągu jednego dnia może być dla większości uczniów bardzo męczące i zniechęcające. Ponadto jest też mało efektywne: w ten sposób użytkownik zakłóca pracę przemyślanego algorytmu wyznaczającego optymalne daty, kiedy powtórki mają być wykonane. Jest to ten aspekt użycia programu Anki, na który należy uczniom zwrócić uwagę już na samym początku nauki, motywując ich do systematycznej pracy nad słownictwem tą metodą.