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Condition: Near perfect Three very tiny rim chips, perfect surface, no
crazing. Style/technique: Stylised floral
print An excellent bold stylised Reynold's Patent
block print with further hand painted colour.
Very bold and bright. A design by A W N Pugin and designed for
Minton & Co before the company split in to
separate tile making and china companies. Both
companies made this design and in the Mintons
China Works catalogue it can be seen on sheet 8
and pattern number 801. It is common nowadays to attribute every
similarly simple tile design of the period,
anything with a crane, anything with flowers in
a vase indeed almost anything not pictorial to
Christopher Dresser. This design in particular
is often so attributed as are many Pugin
designs, this is simply wrong. There are zero
records of Dresser designing any tiles at all,
there is good evidence and reason why he would
not have designed tiles. Harry Lyons notes that J F Blacker reports
that Dresser designed tessallated pavements for
Minton Taylor but no designs are known. Blacker
was a professional author specialising in books
on art, his source for the reference is unknown.
It does seem rather a stretch that an
illustrious designer of objéts such as
Dresser would design what we now think of as
ordinary geometric floors and pathways. Verso perfectly clean and fully marked as
usual for Minton Hollins. Only one available. The image is full size at 72 dpi (about 430
pixels wide) in maximum quality JPEG format and on
screen is about the size as it would be in real
life at the same distance. A larger 120 dpi image
also in maximum quality JPEG format can be
forwarded by email if required. The image is a little oversize rather than
cropped close to the edges so that the edges can
easily be seen and any chips etc can be quickly
spotted. Other marks described are usually not
visible at all when the tile is viewed straight as
one normally sees it and can only be seen with a
critical eye when the tile is tilted to catch
imperfections in reflected light. For more details
of how we describe marks see Condition.
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