If you are given \(\color{Green}{\textbf{18 raw mangoes}}\), \(\color{Red}{\textbf{14 ripe mangoes}}\) and \(\color{Brown}{\textbf{10 rotten mangoes}}\), how many different groups of \(20\) mangoes can you form such that there are at least \(5\) mangoes of each type ?

\(\bullet\) This problem is a part of the set Vegetable combinatorics

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