Conditional Landing Probabilities by Prospero2013

It is not an entirely homogeneous or unitary concept.
It lacks solid theoretical foundations,
it is burdened with paradoxes.
It has only a number of forms
along a fuzzy continuum.

K. draws analogies between probability and measure,
an allusion to a mysterious hundred year old book
which has never been found.

Where or what is the origin of
the outcome of a single experiment,
something like tossing a coin?

A random event is defined
as a measurable set in a sample space,
going back as far as occult Magick.
Here the idea that thought creates reality
is based on the probability
of a random event.
K. claims this to be the measure.

Of course, this in an ancient philosophic concept:
The Paradox of the Great Circle.

Aliens land randomly on a perfectly spherical Earth.
They will tend to land in hotter climates.
But they tend not to have the extreme egoistic emphasis
which K. finds in the great circle
which has a measure zero,
spuriously throwing it back into an unverifiable past.

K. speculatively attests that
this apparent contradiction
in conditional landing probabilities
could physically rearrange the particles of the universe.

But these probabilities can not be rigorously calculated.