Accession No

3693


Brief Description

mechanical calculator, Curta Type II, by Contina Ltd., Liechtenstein, 1960 (c)


Origin

Liechtenstein; Mauren


Maker

Contina Ltd.


Class

calculating


Earliest Date

1960


Latest Date

1960


Inscription Date


Material

metal; enamel; plastic (bakelite and others)


Dimensions

height 134mm; maximum diameter 73mm


Special Collection


Provenance

Purchased from Historical Technology, cat 131, item 223, 1988.


Inscription

‘Type II
no. 519895
Made in Liechtenstein
(Customs Union with Switzerland)
by Contina Ltd Mauren
System Curt Herzstark’ (base)


Description Notes

Black enamel and grey finish metal construction. Crank handle emerging from top. 11 input and 16 output digits. little sliding knobs along the input and output scales for setting decimal points and groupings.
Original Bakelite storage case.

Condition good (working order); complete.


References


Events

Description
The Curta calculator is one of the smallest mechanical calculating machines ever made: in fact, a pocket calculator. It was developed by Curt Herzstark, an Austrian who worked on the plans whilst in a Nazi concentration camp during the Second World War. His captors encouraged him with the aim of presenting the device to Hitler to celebrate victory in the war. In 1945 Americans liberated the camp and Hertzstark moved to Liechtenstein to manufacture his product. By 1973 they were discontinued due to the success of the electronic pocket calculator, having sold around 140,000 machines.

Curt achieved this four function calculator by inventing the complemented stepped drum to perform calculations. Previously, all mechanical calculators manufactured in large numbers had been based on either a stepped drum (traced back to Leibniz) or a pinwheel (introduced by Odhner). The term ‘complemented’ refers to the fact that it uses an algorithm to turn subtractions into additions, and a ‘stepped drum’ is a cylindrical driving element with protruding ribs of various lengths.

Here is an example calculation:
133x89 = ?
- reset the counters (by lifting the carriage and turning the clear handle) and set the carriage in position 1
- set the number 133 using the setting knobs
- pull up the crank so that it is in subtractive mode and make one revolution, which calculates 133x(-1)
- set carriage in position 2 and, with the crank still pulled up, make a subtractive revolution, which calculates 133x(-10)
- set carriage in position 3, push crank back in the position for addition and make one revolution, which calculates 133x100.

A check is provided by the revolution counter, which shows 89, so we did multiply 133 with 89. The result 11837 can be read in the result counter. What has been calculated is 133x(-11+100) and that is equal to 133x89; this was done in 3 revolutions instead of 17.
29/08/2007
Created by: S Davis on 29/08/2007


FM:39883

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