Divisions
and Markings - Standard Divisions
or - When is a division a marking, and when is a marking a division.
Huh?
Division
and marking are two terms
used in temari making that can sometimes be a bit confusing...
but they needn't be. It's easy to interchange them in discussions or
pattern notes, but it also helps to have a good idea of what's what.
TalkTemari members found this a topic of discussion not too long ago
and it spurred on some more research and digging, as well as
clarifications and help from our Japanese translators and teachers.
Applying a (usually) contrasting,
defining thread to the wrapped mari to create guidelines is the basis
of "marking" it - or, another
way to describe it is the process of adding marking threads (jiwari). Marking threads applied in a
specific designation creates a division.
In essence, applying marking threads divides the mari - either into one
of the three unique temari divisions, or into a some other arrangement
of spaces.
One may think that there could be
a multitude of "divisions" but - in reality, there are only
two! These basic divisions are either
- Simple/Vertical (in any
number, commonly abbreviated S#, where #
can be any number that the size of the mari can accommodate),
or
- Combination (commonly
abbreviated C#, where the # represents the number of initial
simple/vertical divisions the combination division begins from)
It's important to realize that
it's been thought that, when seeing the abbreviation "C8" or "C10" or
some other "C" division,
that the "C" was short for "complex". While it almost seems to
fit, according to the translated Japanese, the division names are "8
Combination" and "10 Combination" - the "combination" eventually having
been truncated to "C", at least in English vernacular (you rarely see
this used in Japan. In Japanese, the full #Combination description is
used).
When transition into English began, the "c" got
tagged with "complex". When we step back and readjust to the
translation from Japanese of "combination", a lot more things start to
fit and make sense.
- The Simple/Vertical
division is the one that divides the mari simply, or vertically, into wedges from north
to south (like an
orange). An obi may be added around the equator but is not required.
- A Combination
division starts with a specific simple division (with or without an
obi), and additional marking
threads are combined onto it,
to create another unique-by-definition (geometrically) division. For
example - the most common are Combination
8 (starts with a simple 8,
and then more symmetric lines
are combined onto it),
and Combination 10
starts with a
simple 10, and has additional symmetric marking lines combined onto it). by definition in
math and geometry, there is a C4, C6, C8, and C10 Combination division.
The C8 and C10 are by far the most common; in a few
Japanese references you may see use of a C4 (which by definition starts
with a simple
4), or a C6 (which by definition starts with a simple 6).
These basic, unique divisions are the
ones accepted in Japan and temari history, in terms of
definition, temari technique and execution - and also that meet
geometry
and math requirements. A division is an execution that divides the
mari into symmetrical,
geometric shapes using marking lines that go all away around the
circumference of the ball; the smallest shapes created are all the
same; these lines result in evenly spaced intersections (poles),
each with more than 4 angles around them (generally the same number of
angles created in the original simple division).
In terms of what makes a division
a division
by nature and math, there is a C4 (Simple 4 with Obi), a C6, a C8 and a C10, and only these
combinations. Executing these basic combination divisions as well as
simple divisions are the skills that one is expected to learn as a
temari crafter, which if you think about it makes learning Temari a
whole lot easier (rather than having to wangle your way through many
obscure markings). If a pattern requires something other than one of
these defined divisions, the special additional or modified markings
are carried as part of that pattern's directions. This is not to say
that
someone may
indeed someday, discover another true, unique-by-definition
(mathematical)
division -
but as yet, through
five-hundred-plus years of temari
history and practice (as well as math and geometry theory), a new one
has yet to be uncovered. For a
more rigorous presentation of the math involved in Temari, temari
making and patterns, link to
Debi's Temari Math pages.
There are of course, many (many!)
modifications of these divisions, that are accomplished by adding extra
marking lines, or perhaps removing some marking lines. These modified
markings
however, still start with one of the basic divisions listed
above,
rather than their own, unique technique and are not geometrically
unique by definition. You may see isolated, special
"divisions" described in a particular pattern, but it really turns out
that any one of these really starts with one of the unique basic
divisions, which then has specific marking lines added or removed from
the original division. The result could be considered to be an altered
or modified division.
When indicating such a modified
division, it's a
big help to others to indicate what standard division it begins with.
For example, one might specify a "C8 modified to XXX", or a "C10
modified to YYY". Further, to be technically accurate,
these modifications should be called something other than "division",
if the term division is going
to be reserved for the actual, unique divisions as defined above. So,
perhaps adopting a method of saying perhaps, a "XXX Marking - (created
from a __ Division)" is something to consider. This way, it will
not be confusing to others and to newcomers to the craft about what
constitutes
a division (hat is a prescribed method to be learned in temari
execution), versus any of an almost infinite number of isolated special
markings that are used on
particular, isolated designs.
All this being said - mastering the
standard divisions is indeed a major step in learning to make temari.
It's not difficult, since there are only a handful we need to learn.
Each has it's own "mathematical"/traditional method, and indeed
in many cases there are "shortcuts" that will bring you to the desired
division outcome (see the references to division instructions in the HowTo Section of TemariKai). Shortcuts
are fine - as long as there is an
understanding of what the outcome is, and why - recognizing the shapes
and layout on the mari in the end, and seeing it as a standard
division. When you understand the difference between a standard
division versus what is a modified marking, analyzing patterns photos
or illustrations so that you can "see" how to create the pattern,
writing up pattern notes and directions, as well as creating your own
patterns becomes much easier, and a lot more fun.
Thanks
to Ai M, and Debi A for
their help and input to this page.
Click to
enter Temarikai.com
Last updated 4/06 © 2005, 2006
G.Thompson, M. Koh; special thanks to Ai M.