Quote:
Originally Posted by altered
Can someone explain this to me? I've researched bid matching and am still confused.
A girl prefs at three houses. She ranks all of the houses she attends to maximize her options. She ranks the houses: ABC, DEF, and XYZ. Let's say she isn't high enough to make ABC's quota, but she is the #1 at DEF. Is it still possible for her to get XYZ, her third choice, even though she is on the first list at her second choice?
Finally, is there any way to change a true error?
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In that situation, there SHOULD NOT BE any way for her to end up in XYZ if she's #1 at DEF.
(Not saying it couldn't happen for some strange reason, due to human/computer error, or retarded campus rules.)