Oris is among our best-covered brands: 523 references with a daily data update. The Aquis dominates with 24 refs, followed by 35 more families. Market values between $769 and $17,366, with the focus around $2,275.
24 variants in our database. Median $2,486 (range $1,432–$6,182).
14 variants in our database. Median $2,046 (range $1,003–$3,688).
10 variants in our database. Median $3,247 (range $2,549–$5,922).
9 variants. Median $1,763 (range $1,530–$2,608).
5 variants. Median $2,902 (range $1,504–$3,858).
4 variants. Median $3,360 (range $2,505–$3,587).
3 variants. Median $2,905 (range $1,654–$2,905).
2 variants. Current market value: $2,619.
2 variants. Current market value: $2,314.
Current market value: $6,245.
Current market value: $6,088.
Current market value: $4,626.
Current market value: $3,632.
Current market value: $3,578.
Current market value: $3,288.
Current market value: $3,167.
Current market value: $3,104.
Current market value: $3,044.
Current market value: $3,019.
Current market value: $2,983.
Current market value: $2,800.
Current market value: $2,676.
Current market value: $2,556.
Current market value: $2,556.
Current market value: $2,556.
Current market value: $2,496.
Current market value: $2,435.
Current market value: $2,429.
Current market value: $2,268.
Current market value: $2,125.
Current market value: $2,063.
Current market value: $1,887.
Current market value: $1,643.
With 423 variants this is by far the most variant-rich model family. Range from $983 to $17,366 — the mean sits at $2,238.
We aggregate listings daily from nine independent sources — including eBay-DE, Kleinanzeigen, marketplaces such as Wristler and Chronext, as well as Watchfinder and CWC. For each reference we form the median across all available live asks and supplement it with our own market data from the ChronoCheck dealer network.
For references with multi-source consensus the displayed value is more robust. Individual source counts (visible as a counter beneath the cards) show how broad the data base per model currently is. The median is less sensitive to outliers than a simple average.
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