A Proposition (n.) seems dead without a sense, so we conclude something immaterial must be added to breathe life into the signs — Frege's mistake, and ours.
A Proposition (n.) is the name we give to the 'shadow of a fact' we invent as the object of thought — which only raises the question how something can be the shadow of a fact that doesn't exist.
A Proposition (n.) is worth exactly as much as its grounds; it supports as much as they support it.
A Proposition (n.) like there are infinitely many primes makes sense only within a large context — an extended technique of calculating already in place.
A Proposition (n.) seen as an instruction for making a model makes its pictorial nature clearer.
A Proposition (n.) is a signpost for a verification.
A Proposition (n.) true or false beyond any possible check is detached from reality and no longer works as a proposition.
A Proposition (n.) is not a sharply bounded concept; we may sharpen it as we may fix a pace at 75 cm.
A Proposition (n.) seems set over us like a judge, demanding that reality be compared with it.
A Proposition (n.) never stands isolated; it is a position in the game of language.
A Proposition (n.) is supposed by logicians to be too grand for itself, as if it did not quite grasp its own sense.
A Proposition (n.) is a measure of the world.
A Proposition (n.) says this is how it is and not that, presenting a possibility that stands out from a whole.
A Proposition (n.) is a standard to which facts behave, as one arrow points the same or opposite way as another; names are otherwise.