New Year Games Part 1

Me and my friend Prateek Mehra were playing a game yesterday. My highest score was \({A}\) and his highest score was \({B} - {1}\). And there was something unusual with this score, that is-

\({A}^{2} = {2015} + {B}^{2}\)

Now we found out that \({A} * {B} * {3}\) minus \({400}\) gives us the name of the game. Tell me the number of characters in the name of creator of this game.

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