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Wkładki orto-profilaktyczne supinujące-aktywizujące do obuwia dziecięcego i młodzieżowego - ręcznie produkowane
Zalecane przy >>
- płaskostopiu podłużnym;
- koślawym ustawieniu pięty;
- koślawym ustawieniu kolana.
Budowa wkładki >>
- podkładka amortyzująca 2,5mm (może też być 1.5mm) wykonana z elastycznego i "oddychającego" latexu z dodatkiem węgla aktywnego, która daje odczucie miękkości i wygody w czasie chodzenia oraz efekt antyseptyczny;
- wierzch - najwyższej jakości skóra naturalna owcza typu pekari, garbowana roślinnie (posiada właściwości wchłaniania potu);
- skóra w przedniej części jest dodatkowo perforowana, co zwiększa przepływ powietrza i odparowanie potu;
- wkładka profilowana z proporcjonalnym wysklepieniem łuku podłużnego (płaskostopia podłużnego);
- kształt zapewniający stabilizację pięty;
- tylna część wykonana z tworzywa zapewniającego odpowiednią twardość i elastyczność, wzmocniona włóknami syntetycznymi.
Zastosowanie >>
- do obuwia skórzanego standardowego
- obuwia profilaktyczego
- obuwia sportowego
- obuwia tekstylnego
- obuwia, którego wnętrze jest za duże w stosunku do wymiarów stopy,
- obuwia zimowego,
- obuwia, w którym nie zastowano wyściółek, ani wkładek,
- obuwia, w którym wyściółki lub wkładki wykonano z materiału tworzywowego,
- obuwia, w którym zastosowano słabe zakładki.
Wkładki uzyskały pozytywną opinię Centralnego Laboratorium Przemysłu Obuwniczego CLPO nr BF/400/141/07 zdrowa stopa ![](data:image/jpeg;base64,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)
"...Tego rodzaju wkładki mogą usatysfakcjonować rodziców, którzy uważają, że dziecko powinno od najmłodszych lat użytkować obuwie z wkładką “ortopedyczną”, nawet w przypadku kiedy stopy rozwijają się prawidłowo..."
UWAGA!
TABELKA PRZEDSTAWIA ORIENTACYJNE PRZYPORZĄDKOWANIE DŁUGOŚCI WKŁADKI (w centymetrach) DO ROZMIARÓW OBUWIA (podawanych na podeszwie). Jeśli brakuje jakiegoś rozmiaru najlepiej wybrać większy ok.0,5-1cm i dociąć nożyczkami (od przedniej strony) dopasowując wkładkę do posiadanego obuwia.
Ozn. fr.
[na spodzie]
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23/24
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25/26
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27/28
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29/30
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31/32
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33/34
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35/36
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Długość wkładki [cm]
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15,5cm
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16,5cm
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17,5cm
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19cm
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20cm
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22cm
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23cm |