Vidutinio profilio vidpadžiai, užimantys nedaug vietos bate ir suteikiantys pėdai taisyklingą palaikymą.
Geriausiai tinka žemo ir aukštesnio užkulnio avalynei bei avalynei su neišimamais gamykliniais vidpadžiais.
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)
A - MEMORY FOAM viskoelastinė medžiaga jautri spaudimui, prisitaiko prie jūsų pėdų itin tinksliam ir individualiam komfortui. B - SUPERFEET® žemo profilio forma padeda stabilizuoti ir palaikyti pėdą, sumažina stresą tenkantį kojoms, čiurnoms ir keliams. C - „Superfeet“ vidpadžiai išlaiko savo formą, užtikrina patikimą pėdos palaikymą ir komfortą iki 12 mėnesių arba 800 kilometrų. D - organiška medžiaga sunaikina kvapus sukeliančias bakerijas. E - sustiprintas vidpadžio pagrindas suteikia atramą galinei pėdos daliai ir užtikrina viso vidpadžio struktūros išlaikymą ir stabilumą. F - kulno atrama suteikia pėdai palaikymą užsiimant didelio fizinio aktyvumo veikla ir kai reikia įveikti ilgas distancijas. |