Ica Polyscop (609 - 6x13)
The Ica Polyscop (609, 6x13) is a stereo camera taking paired exposures on plates in the 6x13 cm format. It is an early 20th-century German-made instrument from Ica, the Dresden manufacturer that later merged into Zeiss Ikon, and was positioned as a compact rigid-body stereo camera for amateur and travel use.
Auction evidence for this specific Polyscop variant is extremely thin: a single Christie's hammer result of £46 sits on file from 1998, so any current value figure for what an Ica Polyscop 609 6x13 is worth today in 2026 carries a wide margin. Buyers should treat that lone saleroom price as historical context rather than a reliable guide to what the camera sells for now, and recognise that condition, completeness of plate holders, and shutter function will swing the value far more than headline averages suggest.
Sales History
Prices shown are realised prices — auction results and completed eBay sales, never asking prices. Most saleroom figures are hammer prices, before commission; some houses publish a premium-inclusive figure, and we do not adjust for condition. Dealer and retail asking prices are typically higher. How this figure is calculated.
Prices updated: May 1998
| Date | Price | Value GBP | Source | |
|---|---|---|---|---|
| May 1998 | £46 | £40 | 🇬🇧 Christie's | |
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Auction: CAMERAS AND OPTICAL TOYS (Lot 346) Title: Polyscop no. 371939
Description:
Polyscop no. 371939 Estimate: £100 - £150 |
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Frequently asked questions
What is an Ica Polyscop 6x13 worth today?
Available UK auction data is limited to a single 1998 Christie's hammer price of £46, so a reliable current value cannot be quoted; condition and completeness will determine the price any specific example sells for.
How much does an Ica Polyscop 609 sell for at auction?
Only one verified hammer result is on file at £46, which is too narrow a sample to establish a representative price range.
Is the Ica Polyscop a stereo camera?
Yes — the 6x13 cm format indicates a stereo plate camera designed to record two side-by-side images for stereoscopic viewing.