Originally Posted by Pine Creek Railroad:
Breezinup,
I understand where you are coming from, I own the original Lionel Northern Pacific
Work Train with Fireman's Car and Fish Tank Car. I also have the original Black and Gold work Caboose, that was the option on the original Lionel work train set. The Black & Gold with red trimming NP work Caboose, matches the original Lionel NP Engine perfectly. I might just make the original NP GP7 Engine into a non-powered unit, to run behind my new Legacy GP9, making a double header GP9/GP7, we will see how they look together, definitely with the original Black & Gold work Caboose.
You might still be able to find one of the original Lionel Black & Gold NP Work Cabooses on line for your train set, however I have seen very few of them. I will let you know how the Legacy sounds and runs, you might just want to make it part of a triple header, set up.
PCRR/Dave
I probably wouldn't MU these engines even if I had the Legacy GP, because unfortunately Legacy and TMCC engines don't run together well in MU setups. Not sure if by "work caboose" you're referring to the bay window cabooses. I know that after the Postwar period, during MPC days, Lionel made a green and yellow NP bay window, which was the prototypical color. But (according to Greenberg's) collectors wanted Lionel to make a caboose that matched the black and gold GP engines Lionel was producing then, so Lionel proceeded to also produce a black and gold bay window caboose, which of course is a fantasy scheme.
These MPC engines (like the Postwar version) also used a non-prototypical gold paint rather than the correct NP yellow. Using your original Geep as a non-powered unit to run behind your Legacy unit, as you mentioned, may not look very good, given that one has yellow paint and the other has gold paint. I was never sure why Lionel used gold paint on these older engines instead of the correct yellow - just one of those Lionel peculiarities that was begun in the Postwar era, I guess. I'm glad these newer engines use the collect yellow color.
I was fortunate to pick up both the Atlas cabooses several years ago, but already have those assigned. For the LionChief+ Geep I may use a Lionel woodsided caboose I have, or else get an older MPC green bay window to run behind it. Incidentally, here are pictures of the various cabooses mentioned.
![](http://www.grahamstrains.com/store/files/d_9957.jpg)
![](http://www.atlaso.com/images/oevcab/1112/3003604-1_TQ.jpg)
![Image result for lionel northern pacific caboose](data:image/jpeg;base64,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)
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