Acasa/Casa si gradina/Iluminat decorativ/Instalatii si lumini/Instalatie Craciun liniara, cu transformator 31V, 10m, alb cald, 100 LED-uri V5, 8 jocuri de lumini, Fir verde
Instalatie Craciun liniara, cu transformator 31V, 10m, alb cald, 100 LED-uri V5, 8 jocuri de lumini, Fir verde
În stoc: 1
70.99 lei
Cod intern: 470740
Descriere produs
Instalatie Craciun liniara, cu transformator 31V, 10m, alb cald, 100 LED-uri V5, 8 jocuri de lumini, Fir verde,
Odata cu apropierea Sarbatorilor de iarna spiritul festiv cuprinde totul in jur si incepe goana dupa decoratiuni si dupa cadouri.
Sursele de iluminat sunt cele mai importante atunci cand vrei sa ai o atmosfera speciala de Craciun.
Decoreaza cu instalatii de lumini bradul de Craciun si intregul interior sau exterior al casei tale, lumini care sa iti transforme locuinta intr-un loc primitor si cald.
Instalatia are o lungime de 10 de metri si functioneaza cu alimentare la retea.
Aceasta functioneaza pe baza de curent electric (220V / 50Hz) si dispune de transformator incorporat.
Specificatii tehnice:
8 moduri de iluminare
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
Specificatii:
- Continut pachet: 1 x Instalatie Craciun liniara, cu transformator 31V, 10m, alb cald, 100 LED-uri V5, 8 jocuri de lumini, Fir verde,
- Functii: Constant Licareste Pulseaza
- Material: Plastic Cupru
- Tip produs: Instalatie
- Utilizare: Interior Exterior
- Frecventa: 50 Hz
- Putere: 9 W
- Voltaj: 31 V
- Tip alimentare: La retea
- Tip instalatie: Sir
- Lungime Instalatie: 10 m
- Lungime cablu alimentare: 3 m
- Culoare LED: Alb Cald
- Culoare Fir: Verde
- Numar Led Uri: 100
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