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)
CTR50RS/E
385
760
100
200
CTR80RS/E
450
809
100
200
CTR100RS/E
450
974
100
200
A
B
C
D
CTR30RS/E
340
594
100
200
4
2.3 Diagrama del Cahleado interno
E QUEMA DE CONEXIONES
(Nota: Todas las dimensiones son en mm)
Calentador eléctrico
Luz indicadora de
calentamiento
Apagado
Térmico
Termostato
1
2
Marrón
Azul
Amarillo/verde