This listing is for a Märklin H.O. #43211 German State Railroad Company (DRG) type BC4ü, 2nd and 3rd class Passenger Car. It is in like new condition in the original box and was made and sold from 2000 to 2005 for operation on the Märklin 3 rail A.C. system.
Please email if you would like additional information.
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Delivery by U.S. Mail is $10.50 to addresses in the USA. Insurance is included. If you win more than one of our items please contact us before you pay. We will pack them together, and send an invoice that reflects a reduced rate for combined shipping.
Foreign shipping (if required) will be determined at close of auction.
Thank you for your interest. Good Luck!