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)
Seymour E. Goodman
Title: Regents Professor and Professor of International Affairs and Computing
Office Phone:
Office Location: Habersham 302
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)
Alasdair Young
Title: Interim Associate Dean for Faculty Development, Professor and Neal Family Chair
Office Phone:
Office Location: Habersham 212B