W firmie Triumph szczycimy się produkowaną przez nas, wyjątkową bielizną. Przez od ponad 125 lat słuchaliśmy opinii kobiet i nadal pytamy o ich potrzeby i wymagania pomagające dobrać doskonały model.
Bardzo zależy nam na zapewnieniu każdej kobiecie najlepszych dla niej rozwiązań projektowych. Chcemy zapewnić również swobodę wyboru doskonałego biustonosza na każdą okazję.
Odnalezienie idealnego biustonosza jest kluczowe dla dobrego samopoczucia i właściwego podtrzymywania biustu. Oprócz pięknego dekoltu, dobrze dopasowany biustonosz to:
- Lepsza postawa
- Ulga dla pleców
- Komfort noszenia, bez uwierania i dyskomfortu
Nasze poradniki pomogą Ci znaleźć idealnie dopasowany model i określić właściwy rozmiar biustonosza.
Można również odwiedzić jeden z naszych sklepów, gdzie nasi specjaliści profesjonalnie i nieodpłatnie pomogą dopasować odpowiedni biustonosz Triumph. Skorzystaj z naszego Lokalizatora sklepów , by znaleźć najbliższy sklep Triumph.
Jak dobrać odpowiedni rozmiar biustonosza
Określając rozmiar biustonosza należy wziąć pod uwagę trzy zmienne: szerokość pod biustem, obwód biustu i styl, który odpowiada relacji między nimi.
Stosując naszą tabelę rozmiarów Triumph znajdziesz przybliżony rozmiar biustonosza. By znaleźć rozmiar biustonosza, który najlepiej do Ciebie pasuje, warto jednak sprawdzić biustonosze w różnych fasonach i rozmiary siostrzane. Zalecamy skorzystanie z profesjonalnych konsultacji u naszych brafitterek, dostępnych w najbliższym sklepie Triumph: Lokalizator sklepów.
Triumph - pomiary kobiet
- Stań prosto i oddychaj swobodnie.
- Użyj miarki krawieckiej.
- Możesz skorzystać z pomocy bliskiej Ci osoby.
- Zmierz teraz szerokość pod biustem, przy pomocy miarki krawieckiej. Pomiaru należy dokonać bezpośrednio pod biustem, dość ciasno, ale i dość wygodnie, by móc swobodnie oddychać.
- Odczytaj pomiar w cm.
- Aby poznać rozmiar miseczki, zmierz obwód biustu.
- Pomiaru należy dokonać w najszerszym miejscu biustu, dość luźną miarką krawiecką, tak aby nie odkształcać ani nie ściskać piersi.
- Upewnij się, że miara krawiecka przebiega na tej samej wysokości przez biust, co przez plecy.
- Odczytaj pomiar.
- Sięgnij teraz do Tabeli rozmiarów biustonoszy, (dotyczy również gorsetów).
- Przykład: Jeśli wymiar pod biustem wynosi 86 cm a w biuście 102 cm, prawdopodobnie idealny biustonosz powinien mieć rozmiar 085C.
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)
KTÓRY ROZMIAR BIUSTONOSZY MÓGŁBY RÓWNIEŻ PASOWAĆ?
Tak zwany „rozmiar siostrzany“ biustonosza, nazywany czasem również rozmiarem diagonalnym, to nie jest ten sam jego rozmiar. Rozmiar siostrzany to najbliższy do mierzonego, mniejszy lub większy, rozmiar biustonosza. Zmienia się w tym wypadku tylko wartość obwodu pod biustem - biustonosz jest szerszy lub węższy w obwodzie.
- Jeśli więc czujesz, że biustonosz zbyt ściśle przylega do ciała w obwodzie, możesz spróbować zmierzyć podobny, nieco większy model, o mniejszych miseczkach: jeśli Twój rozmiar to 80D, to biustonosz w rozmiarze 85C ma tę samą objętość miseczek i luźniejszy obwód pod biustem.
- Jeśli uważasz, że biustonosz jest za luźny w obwodzie pod biustem, wybierz następny rozmiar, o mniejszym obwodzie i z większymi miseczkami: jeśli Twój rozmiar to 90B, wtedy rozmiar 85C ma takie same miseczki i węższy obwód pod biustem.
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)