Teacher divides $$365$$ coins among $$3$$ kids. One of them gets an odd number of coins, and another gets also an odd number of coins. Which of the following would be the possible number of coins that the last kid gets? 
Overseas Competition->Knowledge Point->Number Theory Modules->Odd and Even Numbers
Odd number $+$ Odd number $=$ Even number  Odd number $-$ Even number $=$ Odd number 