![](data:image/png;base64,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)
66
Placa eléctrica con conmutador
Esta placa está controlada por un conmuntador de seis
posiciones, (fig 4) de modo que:
Posición 6: Calor máximo.
Posición 1: Calor mínimo
Sugerencias:
Posición 1 y 2: calentar
Posición 3 y 4: calentamiento fuerte y cocción.
Posición 5 y 6: frituras.
1
2
3
4
5
6
fig.4