Country | Australia |
---|---|
Queen |
Elizabeth II (1952-date) |
Type | Non-circulating coin |
Years | 2007-2008 |
Value | 1 Dollar 1.00 AUD = 0.78 USD |
Currency | Dollar (1966-date) |
Composition | Aluminium-bronze |
Weight | 9 g |
Diameter | 25 mm |
Thickness | 2.5 mm |
Shape | Round |
Orientation | Medal alignment ↑↑ |
References |
KM#
829 ![]() And 4 more volumes. |
Norman Lindsay - Magic Pudding
4th portrait of Queen Elizabeth II facing right wearing the Girls of Great Britain and Ireland Tiara
Lettering:
ELIZABETH II
AUSTRALIA 2007
IRB
Image of Norman Lindsay and Magic Pudding characters
Lettering:
NORMAN LINDSAY
ONE DOLLAR
The Magic Pudding
7 shorter smooth segments between 7 reeded segments (11 grooves each)
© Mike Bentley
This NCLT coin was issued by the RAM as part of the six coin Magic Pudding Baby Mint Set in 2007 and 2008. These two sets are the only place this coin can be found. It was not issued in the Baby Proof Sets of the same years.
The set relates to famous Australian artist Norman Lindsay (1879-1969) who was also renowned for his work as a writer of children's stories. First published in 1918, The Magic Pudding is a classic children's novel that Lindsay wrote and illustrated. It was adapted for an animated feature film in 2000. The classic story has been reprinted numerous times and was done so again in 2008 to celebrate the 90th anniversary of the book.
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Date | Mintage | VG | F | VF | XF | AU | UNC | Frequency | ||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
2007 | 33,693 | 6.61 | 78% | UNC Magic Pudding Baby Set | ||||||||
2008 | 46,504 | 67% | UNC Magic Pudding Baby Set |
Values in the table above are expressed in USD. They are based on evaluations by Numista users and sales realized on Internet platforms. They serve as a measure, but they are not intended to be relied upon for buying, selling or exchanging. Numista does not buy or sell coins or banknotes.
Frequencies show the percentage of Numista users who own each year or variety among all the users who own this coin. Since some users own several versions, the sum may be greater than 100%.
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