Here you'll find a description on how teams are ranked during an ICPC contest, including the ACPC regionals:
For example, consider the following team which submitted 6 runs, three for problem A, two for problem B, and one for C.
For each submitted run, the table shows the time of the submission, for which problem, and the judges' response for
that particular run.
| Time | 18 | 24 | 57 | 63 | 81 | 98 | |
| Problem | A | A | B | C | B | A | |
| Judge's Decision | no | no | no | yes | no | yes |
For solving problem C, the time consumed is 63 minutes. For solving problem A, the time consumed is 98 plus 2*20 for the two unsuccessful runs. So the total time for this team 63+98+2*20 = 201. (Notice that no penalties were added for problem B since it wasn't solved correctly.)
Teams solving the same number of problems with the same total time are
ranked by the geometric mean of the individual times for each solved problem
(smaller being better) without the penalties.
Any remaining ties are left unbroken unless they affect the regional winner,
in which case they are broken by a coin flip.
(Adopted from the Mid-Central USA Region)
Judges are solely responsible for accepting or rejecting submitted runs.
In consultation with the judges, the Regional Contest Director determines
the winners of the regional contest.
The regional contest director and judges are empowered to adjust
for or adjudicate unforeseen events and conditions.
Their decisions are final.
(The ICPC Regional Rules)