Dundee High School Alumni

Dundee, Michigan (MI)

AlumniClass Home  >  Michigan  >  Dundee High School  >  Class of 1998  >  Andrea Irwin

Andrea Hickey (Andrea Irwin)

Dundee High School
Class of 1998

→ Join 1998 Alumni from Dundee High School that have already claimed their alumni profiles.
→ There are 69 classes, starting with the class of 1900 all the way up to class of 2024.

ANDREA'S PROFILE

This is a limited view of Andrea's profile, register for free or login to view all their profile information.
No photo uploaded
First Name Andrea
Last Name Hickey
Maiden Name Irwin
Graduation Year Class of 1998
Gender Female
City N/A
State/Province MI
Country United States
Married Yes
No photo uploaded

Class of 1998 Alumni and Other Nearby Classes

→ Reunite with 15 class of 1998 alumni that have joined.

Jeffery Blackburn

Jeffery Blackburn
Class of 1988

Rachel Motylinski

Rachel Motylinski
Class of 1995

Rosemary Purvis

Rosemary Purvis
Class of 1966

Gidget Cooley

Gidget Cooley
Class of 1982

Susie Eldred

Susie Eldred
Class of 1968

Serge Landry

Serge Landry
Class of 1982

Jean Pullou

Jean Pullou
Class of 1973

Jon Gawlak

Jon Gawlak
Class of 1987

Connie Wloch

Connie Wloch
Class of 1973

Sue James

Sue James
Class of 1981

Nicole Fugate

Nicole Fugate
Class of 2008

Brian Rath

Brian Rath
Class of 1982

Ilse Van Rooyen

Ilse Van Rooyen
Class of 1982

Monica Heck

Monica Heck
Class of 1998

Connie Bruns

Connie Bruns
Class of 1988

Recent Class of 1998 Reunions

Plan a Class of 1998 Reunion for Free

Holiday Splash Universe Holiday Inn

Invited Classes: All Classes

Date: Aug 20, 2013

More Details →

Homecomming Reunion of All Years

Invited Classes: All Classes

Date: Oct 09, 2010

Description: Dundee Class of 1975 invites all Dundee Alumni and friends to join in a MASSIVE CLASS REUNION. Our goal is a celebration...(read more)

More Details →

25th Reunion

Invited Classes: All Classes

Date: Oct 24, 2009

Description: Hello Classmates, We have made a decision regarding our reunion. With the economy the way that it is, and the number of ...(read more)

More Details →