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<p>[QUOTE="Jimski, post: 2712150, member: 77373"]Here is my SWAG (Scientific Wild Ass Guess). </p><p>Although the Bronze Age began approximately 3000 BC, it seems to me coiners did not begin using it until the mid 19th century. So I'm going to rule out bronze and alloys of it. It was a counterfeit gold coin, so I'll consider silver and Cu are possibilities. </p><p><br /></p><p>You didn't give the regal diameter, it looks like it should be 36mm in Krause. Which would make your 39 mm coin much bigger in diameter ... and it's still light. I'll assume the thickness is the same. The ratio of the diameters (or radii) squared is 1.53. This should also be the ratio of the volumes if thickness is the same.</p><p><br /></p><p>The ratio of the specific gravities of silver/gold is 0.554. The ratio of the specific gravity of Cu/gold is 0.463. </p><p><br /></p><p>The ratio of weights for the counterfeit/regal is 0.851. </p><p><br /></p><p>I think if I multiply the ratio of the volumes to the ratio of the specific gravities, I should get the ratio of weights. Doing this ... I get for silver 0.834 ... for Cu 0.710. 0.834 is close (to 0.851) and closer (than the Cu 0.710). So I'm going with Silver. With a confidence level of 1/8=12.5%.[/QUOTE]</p><p><br /></p>
[QUOTE="Jimski, post: 2712150, member: 77373"]Here is my SWAG (Scientific Wild Ass Guess). Although the Bronze Age began approximately 3000 BC, it seems to me coiners did not begin using it until the mid 19th century. So I'm going to rule out bronze and alloys of it. It was a counterfeit gold coin, so I'll consider silver and Cu are possibilities. You didn't give the regal diameter, it looks like it should be 36mm in Krause. Which would make your 39 mm coin much bigger in diameter ... and it's still light. I'll assume the thickness is the same. The ratio of the diameters (or radii) squared is 1.53. This should also be the ratio of the volumes if thickness is the same. The ratio of the specific gravities of silver/gold is 0.554. The ratio of the specific gravity of Cu/gold is 0.463. The ratio of weights for the counterfeit/regal is 0.851. I think if I multiply the ratio of the volumes to the ratio of the specific gravities, I should get the ratio of weights. Doing this ... I get for silver 0.834 ... for Cu 0.710. 0.834 is close (to 0.851) and closer (than the Cu 0.710). So I'm going with Silver. With a confidence level of 1/8=12.5%.[/QUOTE]
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