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Part 1

Bob and Jill are playing a competitive game in which they take turns calling out numbers. The first person to call the number 50 wins. The rules of the game are as follows:

The player who starts the game must call out an integer between 1 and 10

Each new number called must be larger than the previous number by at least 1 and by no more than 10.

If Bob & Jill both play optimally, should Bob want to go first to win the game?