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Chef has $N$ switches which are currently OFF. Chef is sleeping. There are $N$ kids denoted by $k$$i$ ($1 \leq i \leq N$) i.e. $k$$1$, $k$$2$ and so on. $k$$i$ kid comes and changes the state of switches of every $i$th switch. For e.g., if $k$$1$ kid comes, he turns on all the switches, and then if $k$$2$ kid comes, he turns off every second switch as all the switches are ON now. After $k$$N$ kid
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solution.cppC++17
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