Question: This year for Valentine s Day, the n > = 2 CIS 1 6 0 0 TAs have decided to exchange candy. Any TA can

This year for Valentines Day, the n >=2 CIS1600 TAs have decided to exchange candy. Any
TA can exchange candy with any number of other TAs (including zero), but 2 TAs can only
exchange candy once. Prove or disprove that there must always be 2 TAs who exchanged candy
with the same number of people

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