CAD to CZK on August 31, 2026
See the archived CAD to CZK reference rate for August 31, 2026, including each underlying leg and its timestamp.
CAD to CZK converter
Czech Koruna
1 CAD = 15.001242 CZK
CAD to CZK exchange rates
Every underlined amount opens its own server-rendered converter page.
| Canadian Dollar | Czech Koruna |
|---|---|
| $1.00 | Kč 15.00 |
| $5.00 | Kč 75.01 |
| $10.00 | Kč 150.01 |
| $25.00 | Kč 375.03 |
| $50.00 | Kč 750.06 |
| $100.00 | Kč 1,500.12 |
| $500.00 | Kč 7,500.62 |
| Czech Koruna | Canadian Dollar |
|---|---|
| Kč 10.00 | $0.67 |
| Kč 50.00 | $3.33 |
| Kč 100.00 | $6.67 |
| Kč 500.00 | $33.33 |
| Kč 1,000.00 | $66.66 |
| Kč 5,000.00 | $333.31 |
| Kč 10,000.00 | $666.61 |
Why your bank’s rate differs
The archive shows a sourced reference rate. A provider can apply a spread and add transfer, trading, network, card, or receiving fees. Adjust the illustration to see how the rate margin alone changes the result.
Reference result
Kč 15.00
Illustrative result
Kč 14.55
Difference
Kč 0.45
This example applies the selected margin to $1.00. It is not a quote or a claim about any particular bank, card, or transfer service. Fixed fees can increase the difference further.
Source observations and calculation details
The pair is calculated through EUR. Its oldest underlying observation is dated Aug 31, 2026, 12:00 AM. Constituents are retained so the published figure can be audited.
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Frequently asked questions
What is the CAD to CZK rate based on?+
It is a daily reference rate assembled from institutional and central-bank publications and is not guaranteed to be available from a bank or transfer provider.
Why is my bank's exchange rate different?+
Banks, cards and transfer services can add an exchange-rate margin and fixed fees. The adjustable example on this page illustrates the effect without claiming a margin for any particular provider.
What happens on weekends and holidays?+
No rate is invented or forward-filled. A dated request with no publication is labelled as not published and points to the nearest prior observation separately.