Catalogus
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| Uitgever | Kingdom of Bohemia |
|---|---|
| Jaar | 1584-1604 |
| Type | Standard circulation coin |
| Waarde | Log in om details te zien |
| Valuta | Log in om details te zien |
| Samenstelling | Log in om details te zien |
| Gewicht | Log in om details te zien |
| Diameter | Log in om details te zien |
| Dikte | Log in om details te zien |
| Vorm | Log in om details te zien |
| Techniek | Log in om details te zien |
| Oriëntatie | Log in om details te zien |
| Graveur(s) | Log in om details te zien |
| In omloop tot | Log in om details te zien |
| Referentie(s) | Log in om details te zien |
| Beschrijving voorzijde | Log in om details te zien |
|---|---|
| Schrift voorzijde | Log in om details te zien |
| Opschrift voorzijde | Log in om details te zien |
| Beschrijving keerzijde | Within an inner beaded circle, a large crowned Roman capital 'R' — initial of Emperor Rudolf II — occupies the central field, the date 1604 divided to either side of the letter's stem. A crown surmounts the 'R' from above. A continuous Latin legend encircles the design in the outer margin, separated from the central device by the beaded border. The overall composition follows the standard Rechenpfennig layout issued by the Bohemian Chamber at Kuttenberg. |
| Schrift keerzijde | Log in om details te zien |
| Opschrift keerzijde | RAIT GROSCH DER BEHMIA CAM R 1604 |
| Rand | Log in om details te zien |
| Muntplaats | Log in om details te zien |
| Oplage | Log in om details te zien |
| Aanvullende informatie |
Rechenpfennige were not coins in any monetary sense — they were reckoning tokens, used on counting boards (Rechentische) to perform arithmetic before Arabic numerals had fully displaced the abacus in Central European commerce and administration. Rudolf II, Holy Roman Emperor and King of Bohemia, governed from Prague, which made Kuttenberg (Kutná Hora) — still operating its historic royal mint — a natural production site for these tokens during his reign. Their proliferation across Bohemian merchant and administrative culture reflects just how slowly positional arithmetic displaced older calculating methods even among literate professionals.