CHAPTER
5: PENNY WANTS A CRACKER
The
table I am writing on is so soft that I can sometimes see my pencil marks
through the paper on the table top.
I
can also see the markings of some of those who were in the room before me.
Here.
I. Am. I am in a small room in a
building built to hold people who do not do very well in the world outside of
small rooms in buildings built to hold people like us. Well, us: me, actually.
Naught
duck, being one of the possibilities.
And but I am unclear how I came to know that the Northwest corner is
referred to as the Bora.
Just
as I somehow know that it is the Southwest quadrant that is the Sirocco.
Which
would explain wild desert wind as one of the definitions of sirocco.
Do very well would probably be difficult
to explain if I were to try. To
explain, I mean.
And
for would read might. As in might explain wild desert wind instead
of would explain etc.
One
probably led to the other. The
compass point, or the wind, I mean.
By
the way, which knowledge has not given me or left me with anything
substantial. Knowledge about the
compass points, I mean. Some
knowledge you just have. It
doesn’t, or isn’t supposed to, do anything substantial for you. Or to you.
When
I say substantial I want to be clear that I do not simply mean
materialistically substantial. But
because the knowledge about the compass points might be substantially rewarding
intellectually. Or some such.
It
is, however, not. Substantially
rewarding intellectually, I mean.
I
am not clear what I would consider substantial. I am not clear why I would expect knowledge to leave a
mark. By leave a mark I mean give
or leave something substantial.
Which for, again, see before.
One
of the markings that was already on the table from when before I became here
looks like this: -i m n ere i m.
Which
I do not pretend to comprehend.
There
are other markings around this one.
Things like partial dates and sort-of numbers. Things like streaks of lead that you can tell someone has
tried to clean out of the gouges that the lead produced. Things like holes.
Some
of them are deep.
The
gouges that the lead produced, I mean.
Are deep, I mean. Some are
so deep that I am almost not able to write on those spots anymore.
Because
it will tear my paper, is why.
Sort-of
numbers are where you can tell that a number is what was once there but now is
mainly gone because the wood has softened enough around it to leave it only
sort of looking like its original self.
Like maybe only the right side of a nine is still showing, so it’s a
curved line with the almost definition of its hump shooting out to the
left. Or the same thing with a
six, only all reversed.
Or
maybe what might have been a three or an eight. Or an eight turned on its side to create part of an infinity
sign. And something that looks
like Pi.
The
symbol, not the number.
Because
the number would take a long time to carve on a table. Especially the binary version. 11.00100100001111110110 and so on, kind
of ad infinitum.
Can
you imagine trying to carve all of those digits on a table with a pencil? Or trying to carve the set of Borromean
rings that someone was trying to whittle into the wood? It looks like they tired of it and gave
up.
Whittling,
I mean. I do not know if they gave up gave up. As in, the final give up.
But
Brunnian links. Unknots.
I
hope they eventually did not give up
give up. Anyone with the knowledge
of how to whittle Borromean rings, well, just the knowledge of how to whittle,
never mind the Borromean rings, should never give up.
I
was going to say whittle unknots should
never give up because the difficulty factor of making the crosses of the
links look right, like making sure the left is under the right and then the
right is under the left, or at least like being able to whittle the illusion
that the left is under the right and then the right is under the left, would
have to be unbelievably difficult.
So
difficult that I cannot begin to imagine.
I
was going to say. Well, say.
Even
attempting to carve the links of a Borremean ring, I mean. On a table, with a pencil.
I
do not know why the carver of the unknots would not have had paper. It would be, I would think, so much
easier to draw an unknot than to carve one. Or so I would think.
But then, there is the depth problem.
How
to render depth in two dimensions.
Because a paper drawing is going to be, no matter how hard you try, two
dimensions deep. At most,
two. Mainly, one. Unless the drawer is very skilled, and
then, maybe, two.
So
but not the three you really need to capture the depth required to fully
portray a Brunnian link. Which is
sort of like an infinity symbol gone awry. Or like the story of the Worm Ourobouros that the Great Man
used to tell me.
A
serpent that eats its own tail.
So
much energy spent on the irrational.
No
point in asking the question: the
answer is going to be Wu.
True
ink ate, I thought once. Just like
the worm was once thought to be a sigil.
Or is still. Thought to be
a sigil, I mean.
Which
I know is not just like my once thinking that truncate had three syllables
instead of two. Knowing that I
know that, I cannot rightly say why I said that. Rightly instead of
frankly, in this instance. Exactly
would have served the same purpose, I am aware.
I
cannot exactly say why I said that.
Which
is not, after all, the same thing as rightly.
© 2012 – Mark A. Douglas