Akce - Islam Giray II Qrim mint

Emissor Khanate of Crimea
Ano 1584
Tipo Standard circulation coin
Valor 1 Akce = 1/5 Beshlik (0.2)
Moeda Beshilik
Composição Silver
Peso
Diâmetro
Espessura
Formato Round (irregular)
Técnica Hammered
Orientação Variable alignment ↺
Gravador(es)
Em circulação até
Referência(s)
Descrição do anverso Tamgha
Escrita do anverso
Legenda do anverso
Descrição do reverso
Escrita do reverso
Legenda do reverso
Bordo
Casa da moeda
Tiragem 992 (1584) - -
ID Numisquare 2710123890
Informações adicionais

Historical Context: Islam Giray II reigned as Khan of Crimea from 1584 to 1588, a period marked by the Khanate's firm integration into the Ottoman sphere. His Ottoman-backed ascension solidified Istanbul's control over the strategic peninsula. The Akce, a vital silver denomination, underpinned the Crimean economy, facilitating Black Sea trade. This 1584 issue from the Qrim mint thus represents the immediate assertion of his authority and the ongoing economic vitality under Ottoman suzerainty.

Artistry: Typical of Crimean Tatar coinage, this Akce emphasizes calligraphic artistry. The anonymous engraver's work aligns with provincial Ottoman Islamic traditions, prioritizing elegant Arabic script. The obverse features the ruler's name and titles, often within a cartouche. The reverse displays the mint name "Qrim" and the Hijri year (992 AH for 1584 CE), frequently with religious invocations or a stylized Tughra. The design succinctly conveys the Khanate's cultural and religious identity on its small flan.

Technical/Grading: Struck in silver at the Qrim mint, this Akce exhibits features common to 16th-century Crimean issues. High-points for wear are the raised Arabic script elements, especially the ruler's name and the mint/date. Technical strike qualities often reveal manual production: flans are frequently irregular, and strikes can be off-center, causing partial legends. Die wear is also common, impacting fine details. A well-centered, fully struck example with clear legends is highly prized, despite inherent variability.

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