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Australia 1851 Token Mystery Catalog Number

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daltonista's Avatar
United States
1057 Posts
 Posted 10/25/2025  5:06 pm Show Profile   Bookmark this topic Add daltonista to your friends list Get a Link to this Message Number of Subscribers

I'm doing some prep before consigning about seventy 19th-century Oceania tokens to auction and came across an interesting notation on one token's holder.

It's just a plain vanilla J. McFarlane penny, which I've easily identified today using my own library as Renniks 354, Andrews 360, and KM Tn164.

However, the only attribution that was on the cardboard holder when I bought this piece as part of a group a few decades ago was "C-T 182."

Can anyone out there point me to whatever "C-T" might be? My first thought is a book, of course -- perhaps an Oz-published catalog, but it dawns on me that it could also be a lot number, with C-T an abbreviation for an auction house.

Many thanks in advance!


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Sap's Avatar
Australia
16804 Posts
 Posted 10/26/2025  01:34 am  Show Profile   Bookmark this reply Add Sap to your friends list Get a Link to this Reply
The "old-timer" reference work for Australasian tokens is, of course, Andrews. The only two older catalogues worth mentioning are Heyde and Roth, neither of which use such a numbering system. The McFarlane token is not listed in Heyde, and Roth is so rare and unfinished I doubt it would have been used by anyone in the 20th century as a reference book.

There is a more recent catalogue, by Simon Gray (2013) and your token is number 181 in his book. Very close, but not quite, and from your description the 2x2 must pre-date the release of Gray by a decade or so.

On that basis I'd assume it's either a sales number, or a collector's personal catalogue reference number?
Don't say "infinitely" when you mean "very"; otherwise, you'll have no word left when you want to talk about something really infinite. - C. S. Lewis
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daltonista's Avatar
United States
1057 Posts
 Posted 10/28/2025  08:57 am  Show Profile   Bookmark this reply Add daltonista to your friends list Get a Link to this Reply

Thank you, Sap -- I appreciate your input on this.
It appears that, between us, we've proved the null hypothesis.
For now, that is...





"If everything seems to be under control, you're just not going fast enough."
--- Mario Andretti


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