John chooses three different numbers from $$2017$$, $$2018$$, $$2019$$, $$ \cdots $$, $$2033$$, $$2034$$, $$2035$$. How many ways can this be done if the sum of these $$3$$ numbers is to be divisible by $$4$$? 
Overseas Competition->Knowledge Point->Number Theory Modules->Division without Remainders->Applying the Properties of Dividing without Remainders