The Earth's rotation around its own axis is gradually slowing down. However, the atomic clock which determines the length of a day is ticking away at the same speed. By adding a leap second every now and then, the UTC is synchronized with astronomical time. The last leap second added in 2012 caused some websites, including Qantas to crash. As a result some flights were delayed or cancelled.
![Image result for leap second 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)
![Image result for leap second clock](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRTeucW8v1DUabvegiMN8Cv1FtnDL8ztJggO2uIGvDQEsqNeUJV)
The next leap second will be added on June 30 at 23:59:60 UTC. Hope y'all haven't got flights booked!
The next leap second will be added on June 30 at 23:59:60 UTC. Hope y'all haven't got flights booked!
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