Hemiobol

Emitent Mantinea (Arkadia)
Rok 420 BC - 385 BC
Typ Standard circulation coin
Hodnota Hemiobol (1⁄12)
Měna Aeginetic drachm
Složení Silver
Hmotnost 0.38 g
Průměr 7.5 mm
Tloušťka
Tvar Round (irregular)
Technika Hammered
Orientace Variable alignment ↺
Rytci
V oběhu do
Reference Peloponnesos#1474 , Traité III#962-963 , BMC Greek#13 , HGC 5#904 , Jameson#1263
Popis líce Acorn.
Písmo líce
Opis líce
Popis rubu Large letter E (denomination mark).
Písmo rubu Greek
Opis rubu ΜΑΝ
Hrana
Mincovna
Náklad ND (420 BC - 385 BC) - -
ID Numisquare 2691269830
Další informace

Historical Context: Mantinea, a prominent Arkadian city, issued this silver Hemiobol between 420 BC and 385 BC, a period of intense political upheaval in Greece. This era included the Peloponnesian War and its aftermath, during which Mantinea frequently navigated complex alliances, often opposing Spartan dominance. The minting of such small denominations highlights Mantinea's economic autonomy and the necessity for coinage in daily commerce, reflecting the city's resilience before its eventual dismantling by Sparta in 385 BC.

Artistry: The artistry of this Hemiobol reflects the Late Classical stylistic school, demonstrating refined naturalism despite its miniature scale. While no specific engraver is known, the dies were skillfully cut. Obverse designs for Mantinean fractional coinage often feature the head of Poseidon, a local patron deity, rendered with notable detail. The reverse typically bears a simpler civic emblem, such as a trident or the initial "M," executed with clear, compact lines.

Technical/Grading: Struck from 0.38 grams of silver on a compact 7.5 mm flan, this Hemiobol presents specific technical challenges. High-points, such as Poseidon's hair and facial features, are often the first to show wear or be incomplete due to striking pressure. Given the small module, off-center strikes are common, and a full design may not always be present. A premium example would exhibit strong detail, good centering, and minimal flan imperfections, though such perfection is rare for these fractional issues.

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