New Holstein High School Alumni

New Holstein, Wisconsin (WI)

AlumniClass Home  >  Wisconsin  >  New Holstein High School  >  Class of 1999  >  Sandra Stephani

Sandra Huyser (Sandra Stephani)

New Holstein High School
Class of 1999

→ Join 2549 Alumni from New Holstein High School that have already claimed their alumni profiles.
→ There are 75 classes, starting with the class of 1900 all the way up to class of 2021.

SANDRA'S PROFILE

This is a limited view of Sandra's profile, register for free or login to view all their profile information.
No photo uploaded
First Name Sandra
Last Name Huyser
Maiden Name Stephani
Graduation Year Class of 1999
Gender Female
City N/A
State/Province WI
Country United States
Occupation Enrollment Counselor
Married Yes
No photo uploaded

Class of 1999 Alumni

→ Reunite with 83 class of 1999 alumni that have joined.

Christian Waggoner

Christian Waggoner
Class of 1980

Susan Dyer

Susan Dyer
Class of 1972

Paul Wenig

Paul Wenig
Class of 1981

Ivonne Hau

Ivonne Hau
Class of 1986

Adrienne Leavitt

Adrienne Leavitt
Class of 1993

Kylie Klenke

Kylie Klenke
Class of 2017

Desiree Brey

Desiree Brey
Class of 1997

Roseann Guelig

Roseann Guelig
Class of 1985

Ed Miller

Ed Miller
Class of 1984

Shannon Rose

Shannon Rose
Class of 1998

Julie Steffes

Julie Steffes
Class of 1991

Nathaniel Puetz

Nathaniel Puetz
Class of 2000

Lisa Bonlander

Lisa Bonlander
Class of 1990

Pat Winkler

Pat Winkler
Class of 1983

Lindsay Thuecks

Lindsay Thuecks
Class of 1998

Dale Lorenz

Dale Lorenz
Class of 1985

Randy Roers

Randy Roers
Class of 1986

Brenda Beckmann

Brenda Beckmann
Class of 1982

Carolyn Klein

Carolyn Klein
Class of 1976

Jill Flynn

Jill Flynn
Class of 1995

Brian Jacklin

Brian Jacklin
Class of 1991

Jake Bord

Jake Bord
Class of 2015

Lisa Schoenborn

Lisa Schoenborn
Class of 1996

Paula Rumpf

Paula Rumpf
Class of 1999

Recent Class of 1999 Reunions

Plan a Class of 1999 Reunion for Free

Class Reunion

Invited Classes: 1999

Description: Please fill out and send back as soon as possible.

More Details →