Given that $$10$$ different whole numbers add up to $$2021$$, and the $$3$$\textsuperscript{rd~}greatest number is $$246$$. What is the minimum value of the $$4$$\textsuperscript{th~}greatest number? 
Overseas Competition->Knowledge Point->Combinatorics->Number Puzzles->Number Puzzles (sign of operations)->Obtaining Maximum/Minimum Values 