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)
Tehnički podaci
Izvor napajanja 230 V ~ 50 Hz
Zapremina (koristan kapacitet) 65 L
Izlazna snaga MAKS. 3400 W
Težina
Neto 40 kg približno
Transport
44 kg približno
Dimenzije (Š x V x D)
Spolja 595 x 595 x 566 mm
Otvor pećnice 440 x 365 x 405 mm
BF64CCST_BOL-00126B_SR.indd 39 2007-06-04 ソタネト 8:06:36