Scale: ¾":1 foot (3½" gauge)
Quantity: One pair (2)
Base: Waterslide
![](data:image/png;base64,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)
The standard 12" high L.N.E.R. Lettering in Gold shaded red and black.
NOTE: The height is over the gold letters. The shading is additional to the height.
As applied to most Green locomotives from 1928 until replaced by British Railways.
Used in conjunction with the 12" high Gold numbers
Technical Specifications
Screen printed transfers, printed using an ink that replicates the paint provided by Phoenix Precision Paints Ltd. almost exactly in both chemical resistance and colour stability.
Once printed these transfers are coated with a ‘varnish coat’ that bind the different areas of the transfer together to make a single entity such as in the words ‘Great Western’.
This varnish coat can be removed once the transfer has been applied and is dry to leave an almost factory printed finish.
Please Note: Not all transfers are available in all scales.
Please see our disclaimer regarding colour and quantities below.