You are given 3 tiny empty unmarked beakers of distinct capacities. Denote \(A,B,C\) as these beakers that can hold a maximum of 8 litres, 5 litres, and 3 litres respectively.

You are also given milk filled up to the brim of beaker \(A\).

What is the minimum number of moves required to divide the milk into two fours (i.e. separate them into 4 litres and 4 litres)?

Note that one move constitute of pouring milk from one beaker to another.

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