There are 100 people in a room, all of them wearing different hats. Everybody puts their hat in a large basket.

Later, after thoroughly shuffling the hats, each person takes out one hat and wears it.

Let the probability of a randomly picked person wearing their own hat be \(x\%\).

What is \(\left[1000x\right]\), where \([x]\) denotes the greatest integer less than or equal to \(x\).

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