Wilde Lake High School Alumni

Columbia, Maryland (MD)

AlumniClass Home  >  Maryland  >  Wilde Lake High School  >  Class of 1988  >  Jeremy Loomis

Jeremy Loomis

Wilde Lake High School
Class of 1988

→ Join 2356 Alumni from Wilde Lake High School that have already claimed their alumni profiles.
→ There are 51 classes, starting with the class of 1972 all the way up to class of 2023.

JEREMY'S PROFILE

This is a limited view of Jeremy's profile, register for free or login to view all their profile information.
No photo uploaded
First Name Jeremy
Last Name Loomis
Graduation Year Class of 1988
Gender Male
City N/A
State/Province PA
Country United States
No photo uploaded

Class of 1988 Alumni

→ Reunite with 66 class of 1988 alumni that have joined.

Courtney Miller

Courtney Miller
Class of 2003

Chaz Dunworth

Chaz Dunworth
Class of 2002

Leslie Jones

Leslie Jones
Class of 1978

Kara Baty

Kara Baty
Class of 2004

James Simmons

James Simmons
Class of 1995

Tricia Mallek

Tricia Mallek
Class of 1988

John Ritter

John Ritter
Class of 1987

Nicole Hill

Nicole Hill
Class of 2007

Margaret Kiesler

Margaret Kiesler
Class of 1979

Joe Burlas

Joe Burlas
Class of 2003

June Cash

June Cash
Class of 1995

Karen Bartholomew

Karen Bartholomew
Class of 1982

Dan Beyers

Dan Beyers
Class of 1977

Iva Horn

Iva Horn
Class of 1976

Tierra Hopkins

Tierra Hopkins
Class of 2010

Louis Hackett

Louis Hackett
Class of 1988

Thomas Mazzo

Thomas Mazzo
Class of 1994

Mike Stanford

Mike Stanford
Class of 1979

Recent Class of 1988 Reunions

Plan a Class of 1988 Reunion for Free

Class of 1989 30th Reunion Homecoming Night!

Invited Classes: 1986, 1987, 1988, 1990, 1991

Date: Sep 21, 2019

Description: Here's the link to get more information and buy tickets by 9/15. https://www.eventbrite.com/e/wlhs-class-of-89-30th-reu...(read more)

More Details →

20 Year reunion

Invited Classes: 1988

Date: Nov 28, 2008

Description: The cost per person above is for the night event only. There is a day event involving children for $15 (for first 2 chi...(read more)

More Details →