I think my friend and I broke the match?
Remi rank list: 1. UIC 2. Mass
Xander rank list: 1. Mass 2. UIC
Daniel rank list: 1. Mass 2. UIC
Mass rank list: 1. Remi 2. Xander 3. Daniel
UIC rank list: 1. Xander 2. Daniel 3. Remi
Mass and UIC each have 1 spot left
So we tried going through the possible scenarios and kept getting stuck. Anyone have a clue as to who would end up matching where? It seems like the student's order of ranking would impact whether they would match or not.
Remi rank list: 1. UIC 2. Mass
Xander rank list: 1. Mass 2. UIC
Daniel rank list: 1. Mass 2. UIC
Mass rank list: 1. Remi 2. Xander 3. Daniel
UIC rank list: 1. Xander 2. Daniel 3. Remi
Mass and UIC each have 1 spot left
So we tried going through the possible scenarios and kept getting stuck. Anyone have a clue as to who would end up matching where? It seems like the student's order of ranking would impact whether they would match or not.
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