Acyclic Graph

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Given a acyclic graph with N nodes and E undirected edges and degree (number of edges incident on that node) of every node is less than 3. Find the maximum number of edges that can be added, such that there is no cycle of odd length in the final graph. Note: There is no restriction on the final degree of the nodes and there is no self loop or multiple edges in the final graph Input - The fir

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solution.cppC++17

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