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CONSTRUCTION
METHODS
Different
methods
of
construction
are
more
or
less
suitable
for
-
different
hull
shapes - skill levels - available time -
accessibility to materials - cost
involved - additional benches and
equipment needed - etc.....
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)
NORTH
STAR
PERFORMANCE
REVIEW
|
REVIEWING
KAYAKS
Most
of us only have so many boats in our
futures, so design choice needs careful
consideration.
As home builders we are fortunate, in that
most of the good designers out there have
enough variety in their selections that
they are able to steer us appropriately in
our choices....
|
DESIGN
CONSIDERATIONS
-
SEA KAYAKS
Some
thoughts
on
design.
If
you
are
about
to
spend
months
building
a
boat
you
want
to
choose
the
right
one.
Consider where you will use it and
consider your size and weight. See below
about volume.......
|
|
CONSIDERING SKEGS
SKEG GALLERY
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)
Home
made kayak skeg construction
SKEG PLAN FULL SIZE
SKEG GALLERY
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SEA KAYAK
CAPSIZE
AN ANECDOTE
Oneparticular
capsizing experience comes to mind, I recall it
now with bemusement but I remember being annoying
at the time.
I was out
with a friend who is a very occasional (once or
twice a year) paddler, but otherwise a fit enough
guy who is a keen hiker. He was in one of my
boats, (a.......
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MY
THOUGHTS ON
SEA
KAYAKING WITH
BEGINNERS
In the past thirty
years or so I have undertaken scores of
expeditions with people who want to get an
afternoon on the water, People who
are not confident on their own and just
want to see the local environment from a
different perspective. These outings are
usually with either one or two people, usually
total
novices......
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