Hemiobol

Đơn vị phát hành Sikyon
Năm 500 BC - 450 BC
Loại Standard circulation coin
Mệnh giá Hemiobol (1⁄12)
Tiền tệ Drachm
Chất liệu Silver
Trọng lượng 0.42 g
Đường kính 7.0 mm
Độ dày
Hình dạng Round (irregular)
Kỹ thuật Hammered, Incuse
Hướng
Nghệ nhân khắc
Lưu hành đến
Tài liệu tham khảo BCD Peloponnesos#156
Mô tả mặt trước Dove with closed wings standing left
Chữ viết mặt trước
Chữ khắc mặt trước
Mô tả mặt sau Large san displayed vertically within rectangular incuse
Chữ viết mặt sau Greek
Chữ khắc mặt sau
Cạnh
Xưởng đúc
Số lượng đúc ND (500 BC - 450 BC) - -
ID Numisquare 5762181210
Thông tin bổ sung

Historical Context: This silver Hemiobol was issued by the ancient Greek city-state of Sikyon between 500 and 450 BC, a pivotal era from Archaic to Early Classical styles. Sikyon, an influential Peloponnesian League member, maintained economic autonomy. Issuing such fractional coinage highlights the city's active role in the developing Greek monetary economy, essential for daily commerce and local transactions during profound geopolitical shifts, including the Persian Wars.

Artistry: No specific engraver is known, but this coin reflects Early Classical artistic sensibilities. The obverse prominently features the Chimaera, a mythical beast serving as Sikyon's distinctive civic emblem, depicted with surprising detail for its small scale. The reverse typically shows a dove flying left, often within an incuse square. This dove was sacred to Aphrodite, whose cult held significance in Sikyon, linking the coinage directly to the city's mythological and religious identity.

Technical/Grading: Weighing 0.42 grams and measuring 7.0 millimeters, this Hemiobol demonstrates ancient minting precision. Critical high-points for the Chimaera include its lion and goat heads, and the serpentine tail; for the dove, its body and wings are key. Given the small flan, minor off-centering is common. A strong strike will reveal clear definition of the Chimaera's intricate features and the dove's form. The fabric is typically compact, and the reverse incuse square should be well-defined.

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