Crimea Crimea 1 beshlik, 1125 (1713)

1. Introduction: The Crimea 1 beshlik coin from 1125 AH (1713 AD) is a remarkable piece of numismatic history that offers a glimpse into the coinage of the Khanate of Crimea. This silver coin holds significant historical value and unique design features that make it a coveted collectible for numismatists worldwide.
2. Historical Background: Issued by the Crimean Khanate, a Turkic state that existed from 1588 to 1783, this 1 beshlik coin reflects the power and influence of the Crimean rulers during this period. The Khanate of Crimea played a crucial role in the geopolitics of Eastern Europe, serving as a key player in trade and diplomacy.
3. Design Features: The obverse of the coin features a legend that remains unidentified, adding an air of mystery to this historical artifact. The reverse side showcases intricate symbols that symbolize the cultural and artistic heritage of the Crimean region, offering a unique insight into the craftsmanship of the time.
4. Technical Specifications: Weighing 1.00g, the Crimea 1 beshlik coin is crafted from silver, highlighting the precious metal's importance in the economy of the Khanate of Crimea. With a diameter and thickness that reflect the minting techniques of the era, this coin is a tangible link to the past.
5. Collectible Value: The Crimea 1 beshlik coin from 1125 AH holds significant collectible value due to its rarity and historical significance. As a piece of the Khanate of Crimea's numismatic legacy, this coin is highly sought after by collectors interested in Eastern European coinage. Its market value reflects both its historical importance and the craftsmanship of its design.
6. Conclusion: In conclusion, the Crimea 1 beshlik silver coin from 1125 AH is a treasure trove of historical and numismatic value. Its unique design, historical significance, and rarity make it a prized addition to any coin collection. By owning this coin, collectors can own a piece of Crimean history and appreciate the artistry of a bygone era.

Coin Images

Obverse

Reverse