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)
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MODALITÀ DI VIBRAZIONE
Stimolatori
interni
Stimolatori anali
con perline
1. Vibrazione bassa
2. Vibrazione media
5. Aonda
4. Costante
3. Maximale Vibratie
6. Pulsata
7. Ascendente
8. Oscillante
9. Casuale
1. Bassa
2. Velocità II
3. Velocità III
4. Velocità IV
5. Velocità V
6. Maximale