Kendall Scott:
CLASS OF 1977
Bozeman High SchoolClass of 1977
Bozeman, MT
Wilson Middle School Class of 1977
Bozeman, MT
Irving Elementary SchoolClass of 1977
Bozeman, MT
Bozeman Junior High SchoolClass of 1977
Bozeman, MT
Sheridan Elementary SchoolClass of 1977
Lincoln, NE
Kendall's Story
Life
I was born in Manhattan, KS (1958). I grew up in Bozeman, MT (age 3 thru 1st grade), Lincoln, NE (2nd grade thru X-mas of 5th grade), and then Bozeman again (finished high school). I went to college in DeVry Institute in Phoenix, AZ. I was married to Gigi in 1981, divorced in 1993. I have two great boys, Alex and Ian, born in 1981 and 1983, respectively.
I lived in Portland, OR after college, then moved to Silicon Valley in '92. I've designed supercomputers, written Macintosh software, and had several successful internet startups. These days I'm building internet retail websites. You'll find links to them at "scott-trading-company.com". I'm not a millionaire yet, but I am married to a woman that I love very much, and do pretty much what I want whenever I want. What more could I ask for?
School
My mom's a teacher, so my education started at home. I'm an avid reader, presumably du...Expand for more
e to my parents (all four of them) being avid readers themselves. I probably read 20+ books a year, primarily science fiction or fantasy. Equally important was the fact that sloppy English was never tolerated. I'm not sure when my Inner Engineer woke up, but maybe it was when Mike Wilson and I designed a boat motor based on the Venturi Effect. I think I was 12.
I've moved around a LOT. I recently figured out that I've lived in 32 different homes in my 50 years. I have no idea what's up with that, but there must be something.
To my past friends, I apologize for not keeping in touch. However, you shouldn't feel alone. For some reason I don't keep in touch with people very well. Even my own family gets the silent treatment from me. Again, I don't know what's up with that. I definitely like people, so that's not it! Maybe it's as simple as an assumption that they'll always be there.
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