Akuball masažo kamuoliai panašūs į Sensyball kamuolius, tačiau pasižymi kietesne paviršiaus struktūra. Dėl kietesnio paviršiaus suteikiamas intensyvesnis sensorinis stimuliavimas ir atsakas. Naudojamas masažui, refleksoterapijai bei kineziterapijai. Kamuoliukas parduodamas nepripūstas.
Pripūtimas:
Pripūtimui reikalinga adatinė pompa.
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)
Pripūtimas:
Pripūtimui reikalinga adatinė pompa.
D.U.K
Iš kokios medžiagos pagaminti Sensyball kamuoliai? Ar jie saugūs?Sensyball kamuoliai pagaminti iš aukštos kokybės PVC. Visuose Gymnic gaminiuose nėra ftalatų, latekso, švino ir BPA, todėl jie yra saugūs naudoti.
Kaip valyti ir prižiūrėti Akuball kamuolius?
Valykite vandeniu ir švelniu muilu.
Ar kamuolio pripūtimui reikalinga pompa?
Taip, Akuball kamuoliams reikalinga pompa su adata.
![](http://photo.teida.lt/_needle%20artwork.jpg)
Kokia maksimali Akuball kamuolių apkrova?
Rekomenduojama maksimali apkrova 80 kg. Išbandyta maksimali apkrova 100 kg.
Pripūtimas.
Pripūtimui reikalinga pompa su adata.
![](http://photo.teida.lt/_needle%20artwork.jpg)
Valymas ir priežiūra.
Valykite vandeniu ir švelniu muilu.
Pripūtimui reikalinga pompa su adata.
![](http://photo.teida.lt/_needle%20artwork.jpg)
Valymas ir priežiūra.
Valykite vandeniu ir švelniu muilu.