Make a class named LeapYear that has a main method that prompts the user for a year and then determines if it is or is not a leap year.

The rules are as follows $($though you might need to reorganize this logic to make it either clearer or more efficient$)$:

$1.$ Years before $1752$ are never leap years.

$2.$ Years from $1752$ onwards that are not divisible by $4$ are never leap years either.

$3.$ Years from $1752$ onwards that are divisible by $4$ are leap years unless they are also divisible by $100($because centuries are usually not leap years$)$ unless the century is also divisible by $400($because that is the exception$).$

NOTE: The United States adopted the Gregorian calendar in $1752,$ so the first rule could be different in other countries, but we won't worry about that here. Again, you may need to re$-$organize the above "logic" into an "equivalent" form that can be more easily programmed $($if you do it well, your code won't be very many lines$).$

DO NOT use AND or OR operators to combine Boolean expressions. Use only properly NESTED IF $-$ ELSE structures with one Boolean operator each to make your logic work.

A scoring goal it to make sure you can nest properly and avoid unreachable code or dangling statements.