When the number of year is divisible by $\"\"$ , then leap year occurs. The year is divisible by $\"\"$ , then a leap year does not occur unless the year is divisible by $\"\"$ .

If the last two digits of a whole number are divisible by $\"\"$ , then the entire number is divisible by $\"\"$ .

Check the options one by one.

Option F is $\"\"$ .

Last two digits of $\"\"$ is not divisible by $\"\"$ .

The year $\"\"$ is not divisible by $\"\"$ .

Option G is $\"\"$ .

Last two digits of $\"\"$ divisible by $\"\"$ .

The year $\"\"$ is not divisible by $\"\"$ .

Option H is $\"\"$ .

Last two digits of $\"\"$ divisible by $\"\"$ .

The year $\"\"$ is divisible by $\"\"$ .

Option J is $\"\"$ .

Last two digits of $\"\"$ is divisible by $\"\"$ .

The year $\"\"$ is not divisible by $\"\"$ .

Therefore, $\"\"$ is an example of a leap year.

Option H is correct.