Search result: 34 coin(s)

10 Kreuzer Austria-Hungary (1867-1918) Silver Franz Joseph I (1830 - 1916)
10 Kreuzer Austria-Hungar ...
group has   17  coins  / 11 prices
10 Kreuzer Austria-Hungary (1867-1918) Silver Franz Joseph I (1830 - 1916)
10 Kreuzer Austria-Hungar ...
group has   5  coins  / 5 prices
10 Kreuzer Kingdom of Hungary (1000-1918) / Austria-Hungary (1867-1918) Silver Franz Joseph I (1830 - 1916)
10 Kreuzer Kingdom of Hun ...
group has   5  coins  / 4 prices
10 Kreuzer Austrian Empire (1804-1867) Silver Franz Joseph I (1830 - 1916)
10 Kreuzer Austrian Empir ...
group has   5  coins  / 4 prices
10 Kreuzer Kingdom of Hungary (1000-1918)  Ferdinand I of Austria (1793 - 1875)
10 Kreuzer Kingdom of Hun ...
group has   3  coins  / 1 prices
10 Kreuzer Grand Duchy of Baden (1806-1918) / States of Germany Silver Louis I, Grand Duke of Baden (1763 - 1830)
10 Kreuzer Grand Duchy of ...
group has   1  coins  / 1 prices
10 Kreuzer Electorate of Bavaria (1623 - 1806) Silver Maximilian III Joseph, Elector of Bavaria (1727 – 1777)
10 Kreuzer Electorate of ...
group has   2  coins  / 1 prices
10 Kreuzer Austrian Empire (1804-1867) Silver
10 Kreuzer Austrian Empir ...
group has   2  coins  / 1 prices
10 Kreuzer Austrian Empire (1804-1867) Silver
10 Kreuzer Austrian Empir ...
group has   2  coins  / 1 prices
10 Kreuzer Margrave of Baden-Durlach (1535 - 1771) Silver
10 Kreuzer Margrave of Ba ...
group has   1  coins 
10 Kreuzer Electorate of Bavaria (1623 - 1806) Silver
10 Kreuzer Electorate of ...
group has   1  coins 
10 Kreuzer Saxe-Coburg and Gotha (1826-1920) Silver
10 Kreuzer Saxe-Coburg an ...
group has   1  coins 
10 Kreuzer Principality of Ansbach (1398–1792) Silver Charles Alexander, Margrave of Brandenburg-Ansbach (1736 – 1806)
10 Kreuzer Principality o ...
group has   1  coins 
10 Kreuzer Grand Duchy of Baden (1806-1918) Silver
10 Kreuzer Grand Duchy of ...
group has   1  coins 
10 Kreuzer Electorate of Bavaria (1623 - 1806) Silver Maximilian III Joseph, Elector of Bavaria (1727 – 1777)
10 Kreuzer Electorate of ...
group has   1  coins