Estimate: 50.000 EURBaltic States.
Livonian Order. Gotthard Kettler, 1559-1561.
2 1/2 Ducats n. d., mint probably Riga.
Extremely rare.
Almost extremely fine.
2
Estimate: 15.000 EUREngland.
Elizabeth I, 1558-1603.
Sovereign n. d., (1584-1586), London.
Very rare.
Slightly bent, almost extremely fine.
117
Estimate: 4.000 EUREgypt.
Mustafa III, 1757-1774.
2 Zeri Mahbub 1757/1758 (= 1171 AH), Misr (Kairo)
Ziynet pattern.
Very rare.
Holed, almost extremely fine.
368
Estimate: 6.000 EURColumbia.
Carlos III, 1759-1788.
8 Escudos 1764, NR-JV,
Santa Fe de Nuevo Reino (Bogota).
NGC AU58.
Rare. Extremely fine.
409
Estimate: 50.000 EURGerman States. City of Hamburg.
Bankportugalöser in the weight of 10 Ducats 1689,
by J. Reteke, on the major European banking cities of
Amsterdam, Hamburg, Nuremberg, and Venice.
NGC MS63 PL. Very rare.
Extremely fine-uncirculated.
643
Estimate: 7.500 EURAustralia. George V, 1910-1936.
Penny 1919.
Copper-nickel pattern of the “Kookaburra Penny”
by C. D. Richardson for Stokes & Sons. Extremely rare.
PCGS SP 61.
Tiny edge faults, extremely fine.
1224
Estimate: 10.000 EURKompanie van Verre, 1594-1602.
Vereenigde Amsterdamsche Compagnie.
1/2 Daalder in the weight of 4 Reales 1601, Dordrecht.
Extremely rare. Fine patina,
very fine-extremely fine.
2501
Estimate: 30.000 EURKingdom of the Netherlands.
5 Gulden type 1846.
Highest rarity (RRRR).
PMG Choice Very Fine 35.
3054
Estimate: 30.000 EURKingdom of the Netherlands.
1000 Gulden type 1860.
Highest rarity (RRRR).
PMG Extremely Fine 40.
Pinholes. Pressed.
3312
Estimate: 15.000 EURArchbishopric of Salzburg.
Leonhard von Keutschach, 1495-1519.
3 Ducats 1513. Extremely rare.
Attractive piece with nice golden toning, min. bent,
extremely fine.
4001

Archive: People and Markets

Euro Counterfeits: Fraudsters Increasingly Target Commemorative Coins

The number of counterfeit euro coins surged dramatically in 2023, with €2 coins—particularly commemorative issues—being the primary targets. Counterfeiters are employing increasingly sophisticated techniques, while investigators are analysing new varieties to track down illegal minting operations.

Swissmint Celebrates 200 Years “Swiss Shooting Sports Federation”

In June, Swissmint has issued a new collector coin, “Swiss Shooting Sports Federation”. This is the start of the numismatic celebration that mark the 200th anniversary of the organization which will go on until 2024.

The Second Sofia Numismatic School

Students who wish to deepen their knowledge of ancient numismatics can now apply for the Sofia Numismatic School. It will take place in September 2025 at the Archaeological Research Base of the Roman Colony of Deultum (near Burgas).

First room – Artemis the goddess. Credit: Sandra Ciampone. Courtesy: Turkish Ministry of Culture / DEM Museums.

Ephesus Experience Museum – Symphony on a World Heritage Site

Visitors to the ruins of ancient Ephesus will now find an additional museum on the site. The focus here is not on originals, but on atmospheric installations and technical projections of the highest standard. The experience was created by Atelier Brückner.

Archive: Coins, Medals and more

The Gnadenpfennig – An Object Between Decoration, Medal, and Coin

Gnadenpfennigs are an extremely rare category of numismatic objects. Künker is proud to offer nine lots in auction 418 on 29 January 2025 that are, or are likely to be, gnadenpfennigs. We explain the purpose of these issues and when they were created.
Naval battle near Elseneur. Painting by Peter van de Velde. Coin: Netherlands / Holland and West Frisia. Pattern for the 1670 scheepjesschelling. Very rare. Very fine. Estimate: 200 euros. From Künker 414 (27/28 September), No. 4447.

Bloody Flag and Scheepjesschelling

On 27 and 28 September 2024, Künker will auction off part 2 of the Beuth Collection with Dutch coins in collaboration with Laurens Schulman. This important collection includes numerous rarities. But it also contains affordable coins with two-digit estimates that are just as fascinating as their unique and extremely rare counterparts, as we will prove in this article.
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