Non-decimal currency

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A British gold sovereign with a face value of PS1. Prior to decimalisation on 15 February 1971, PS1 was made up of 240 pence. 1959 sovereign Elizabeth II obverse.jpg
A British gold sovereign with a face value of £1. Prior to decimalisation on 15 February 1971, £1 was made up of 240 pence.

A non-decimal currency is a currency that has sub-units that are a non-decimal fraction of the main unit, i.e. the number of sub-units in a main unit is not a power of 10. Historically, most currencies were non-decimal, though today virtually all are now decimal.

Contents

Contemporary situation

Today, only two countries have non-decimal currencies: Mauritania, where 1 ouguiya = 5 khoums, and Madagascar, where 1 ariary = 5 iraimbilanja. [1] However, these are only theoretically non-decimal, as in both cases the value of each sub-unit is too small to be of any practical use and coins of sub-unit denominations are no longer used.

The official currency of the Sovereign Military Order of Malta, which retains its claims of sovereignty under international law and has been granted permanent observer status at the United Nations, is the Maltese scudo, which is subdivided into 12 tarì, each of 20 grani with 6 piccoli to the grano.

All other contemporary currencies are either decimal or have no sub-units at all, either because they have been abolished or because they have lost all practical value and are no longer used.

Historic non-decimal currencies

Historically, a variety of non-decimal systems have been used. For example, A vigesimal system (base 20) was in use within ancient Mesoamerica. A sexagesimal system (base 60) was in wide use in ancient Mesopotamia, as this system was used in measurements of time, geometry, currency, and other fields.

Decimal currencies also have disadvantages. The principal advantage of most non-decimal currencies is that they are more easily divided, particularly by numbers such as 3 and 8, than decimal currencies, due to being based upon conversion values that have a large number of factors. A currency with a 100:1 ratio is divisible neither into 3 nor into 8. For example, one-third of an Austrian Gulden (of 60 Kreuzer) was 20 Kreuzer while a third of a dollar is 33.3 cents. This divisibility is useful when trading and when sharing out sums of money. For these reasons, many states chose in the past to adopt non-decimal currencies based on divisions into sub-units such as 12 or 20, sometimes with more than one tier of sub-units.

There is a second, more fortuitous, way in which non-decimal currencies emerged. Often multiple currencies would circulate concurrently in an economy, with non-decimal exchange rates between them. For example, a group related currencies called Reichsthaler, rixdollar, riksdaler, rijksdaalder, and rigsdaler were widely accepted as a common accounting unit which represented a variety of local coins in Stockholm, Copenhagen, Antwerp, and Cologne. Inflation developed locally, with changing subdivisions. For instance the Riksdaler was equivalent to 2 silver dalers in Sweden in 1700, but after the 1715-19 devaluation of the silver daler coin until 1776 one Riksdaler equated to 3 daler silvermint. Most currencies made no distinction between units of accounting and units represented by coins and thus created such shifts. (A similar example in the UK was the guinea, which was worth slightly more than one pound sterling.)

In general, when the major unit was, say, a gold coin and the minor units were silver or copper coins, then when the relative values of the metals changed, perhaps because of an increase or decrease in the supply of one of the metals, then the number of minor units equivalent to one major unit would also change.

Thus the following list does not give a complete picture: it is a list of examples picked from different periods. Many of the subdivisions given below underwent historical changes.

The Russian ruble is often said to have become the first decimalized currency when Peter the Great established the ratio 1 ruble = 100 kopecks in 1701. The Japanese were in some sense earlier calculating with the silver momme and its decimal subunits - but then the momme was not a coin but a unit of weight equivalent to 3.75 g: accounting was by weight of silver. The British pound sterling was the last major currency to be decimalized, on 15 February 1971. The Maltese waited just one year (1972) before following suit and Nigeria followed in 1973. An early proposal for decimalizing the pound in the 19th century envisaged a system of 1 Pound = 10 florins = 100 dimes = 1000 cents. However the only step taken at that time was the introduction in 1849 of a florin (two shillings) coin (the earliest examples bore the inscription "One Tenth of a Pound").

List

A partial listing of former non-decimal currencies (giving only units of account):

In the Eurozone, in the interval between fixing the conversion factors between national currencies and the euro and the introduction of euro coins, the national currencies were non-decimal subdivisions of the euro.

Fictional non-decimal currencies

See also

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<span class="mw-page-title-main">Shilling</span> Name for a coin or unit of currency

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<i>Batzen</i>

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<span class="mw-page-title-main">German mark (1871)</span> German currency from 1871 to 1914

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<span class="mw-page-title-main">Kreuzer</span> Historic coin in southern Germany, Austria, and Switzerland

The Kreuzer, in English also spelled kreutzer, was a coin and unit of currency in the southern German states prior to the introduction of the German gold mark in 1871–1873, and in Austria and Switzerland. After 1760 it was made of copper. In south Germany the kreuzer was typically worth 4 Pfennige and there were 60 Kreuzer to a gulden. Kreuzer was abbreviated as Kr, kr, K or Xr.

<span class="mw-page-title-main">Guyanese dollar</span> Currency

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<span title="German-language text"><i lang="de-1901">Conventionsthaler</i></span> Coin

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<i>Reichsthaler</i> Formerly used coinage

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<span class="mw-page-title-main">Austro-Hungarian gulden</span> Currency of the lands of the House of Habsburg

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The South German Gulden was the currency of the states of Southern Germany between 1754 and 1873. These states included Bavaria, Baden, Württemberg, Frankfurt and Hohenzollern. It was divided into 60 kreuzer, with each kreuzer worth 4 pfennig or 8 heller.

<span class="mw-page-title-main">Canadian pound</span> Currency used in Canada (1841–1858)

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<span class="mw-page-title-main">Basel thaler</span>

The Basel Thaler was a currency denomination worth 3 livres or 30 batzen used by the Swiss Canton of Basel until 1798. It was used by both the Canton and the Bishopric of Basel.

The Fribourg Gulden was a currency denomination worth 14 Batzen of the Swiss canton of Fribourg until 1798.

The gulden was the currency of the Swiss canton of Luzern until 1798. It was subdivided into 40 schilling, each of 3 rappen or 6 angster. Coins were also issued denominated in kreuzer and batzen. The French silver écu was equivalent to 3 gulden.

<span class="mw-page-title-main">Zürich thaler</span>

The cantons of the Old Swiss Confederacy used a currency system consisting of based on the old unit of the Schilling, with the Schilling divided into 4 Rappen or 12 Haller. The Taler was a large silver coin equivalent to 72 Schilling or 2 Gulden that came into use in the 16th century. The Batzen was an intermediate coin equivalent to 2 Schilling or 118Gulden.

<span class="mw-page-title-main">Carolingian monetary system</span> Currency structure (Charlemagne, 8th C)

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References

  1. "Malagasy Ariary". famouswonders.com. 4 April 2011. Retrieved 2016-12-13.
  2. 1 2 3 4 5 Walkingame, Francis (1874), The Tutor's Assistant, pp. 95–99