Puzzle z serii „T” - klasyka w najlepszym gatunku.
Składają się one z czterech specjalnie zaprojektowanych i elegancko wykonanych w drewnie elementów, które można ułożyć na ponad 70 różnych sposobów.
Po raz pierwszy pojawiły się w Nowym Jorku w 1903 roku, kiedy jedna z firm wykorzystała je do promocji nowej herbaty – „White Rose Ceylon Tea”. Z wykonanych z kartonu puzzli należało ułożyć literę „T”, co nawiązywało do hasła promującego produkt: „Make the T(ea)”, które można tłumaczyć dwojako: „Ułóż (literę) T” lub „Zaparz herbatę”. Puzzle zostały wykorzystane także przez firmę Amour’s z Chicago do promocji kiełbasek.
W latach 70-tych Nob Yoshigahara zmodyfikował wygląd puzzli – wykonał je z drewna „pradu”, wzmacniając tym samym ich trwałość, oraz zmienił ich proporcje, aby zwiększyć ilość możliwych do ułożenia figur.
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Obecnie są jednymi z najbardziej zaskakujących i inspirujących puzzli dostępnych na rynku.
Jak układać?
Zawsze wykorzystuj wszystkie cztery elementy układanki. Bądź cierpliwy - ułożenie najtrudniejszych figur daje największą satysfakcję.
Nie zniechęcaj się. Jeśli chwilowo brakuje Ci pomysłu, zacznij dowolnie przestawiać elementy.
Przyglądaj się im uważnie - bo gdy wreszcie ukaże Ci się fragment pożądanej figury, rozwiązanie stanie się już tylko kwestią czasu.
Szukaj nowych możliwości i konstruuj kolejne konfiguracje z zaledwie czterech elementów! Poczuj w sobie moc odkrywcy i konstruktora!
| Ilość elementów | 4 |
| Ilość figur do ułożenia | 71 |
| Wymiary opakowania | 12 cm x 12 cm x 2 cm |
![\\\"\\\"](\\\"/files/file/LOGO_ECO_2.jpg\\\")
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