Part One Instructions: Imagine your job is to draw districts and you happen to be a member of the Blue Party. The grid below gives the locations of 25 voters [each square = 1 voter] in a state. You must now divide this state into five districts with five voters each. In each district the party with the most voters [3 or more] will win. The districts must be non-overlapping and contiguous (that is, each square in a district must share a side with at least one other square in the district). Can you draw the districts such that the Blue Party wins more districts than the Red Party? In other words, gerrymander this state! Hint: To succeed, you're going to need to use a combination of "packing," and "cracking