Tillig 85195 Dreischienen-Schmalspurweiche re.H0e-H0
Preis: 53,90 € inkl. gesetzl. MwSt. zzgl. Versand Artikelnr.: Tillig 85195 Gewicht: 0,00 kg![sofort lieferbar](https://www.modellbahn-hobbyshop.de/images/dbimages/lieferstatus_00005_1.jpeg)
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)
Tillig 85195 -Schmalspurweiche Abzweig des Normalspurgleises rechts H0/H0e, H0 rechts abzweigend
Das Stammgleis, von dem die Normalspurstrecke abzweigt, ist als Dreischienengleis für Normalspur und Schmalspur ausgebildet.
Die Weiche ist kompatibel mit dem Dreischienenflexgleis und den Schmalspurweichen mit niedrigem Schienenprofil (Code 83) von PMT/Technomodell. Das Metallherzstück kann polarisiert werden. Das Schienenprofil besteht aus brüniertem Neusilber.
Technische Daten:Spurweite 16,5 mm und 9 mm
Maßstab 1:87
2-Leiter Gleichstrom
Profilhöhe 2,07mm Code 83
Länge: 128 mm
Winkel 15°
Radius 866 mm
Herstellerpreis: 67,60 €
Unser Sonderpreis, gültig bis 31.08.2024 und nur, solange der Vorrat reicht: 53,90 €
danach 63,90 €
Kein Spielzeug. Nicht für Kinder unter 14 Jahre geeignet.