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# Measuring high availability | ||
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The need for high availability is determined by the business requirements, potential risks, and operational limitations. The level of high availability depends on how much downtime you can bear without negatively impacting your users and how much data loss you can tolerate during the system outage. | ||
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The measurement of availability is done by establishing a measurement time frame and dividing it by the time that it was available. This ratio will rarely be one, which is equal to 100% availability. At Percona, we don’t consider a solution to be highly available if it is not at least 99% or two nines available. | ||
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The following table shows the amount of downtime for each level of availability from two to five nines. | ||
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| Availability % | Downtime per year | Downtime per month | Downtime per week | Downtime per day | | ||
|--------------------------|-------------------|--------------------|-------------------|-------------------| | ||
| 99% (“two nines”) | 3.65 days | 7.31 hours | 1.68 hours | 14.40 minutes | | ||
| 99.5% (“two nines five”) | 1.83 days | 3.65 hours | 50.40 minutes | 7.20 minutes | | ||
| 99.9% (“three nines”) | 8.77 hours | 43.83 minutes | 10.08 minutes | 1.44 minutes | | ||
| 99.95% (“three nines five”) | 4.38 hours | 21.92 minutes | 5.04 minutes | 43.20 seconds | | ||
| 99.99% (“four nines”) | 52.60 minutes | 4.38 minutes | 1.01 minutes | 8.64 seconds | | ||
| 99.995% (“four nines five”) | 26.30 minutes | 2.19 minutes | 30.24 seconds | 4.32 seconds | | ||
| 99.999% (“five nines”) | 5.26 minutes | 26.30 seconds | 6.05 seconds | 864.00 milliseconds | |
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