PhilConNone

PhilConNone is a term used in the context of knot theory, a branch of mathematics that studies how loops and strings can be tangled. It refers to a specific type of link (interlinked loops) where the linking number (a measure of how many times the loops wind around each other) is zero, and no crossings are present when the link is projected onto a plane. Essentially, PhilConNone describes a configuration of loops that are arranged so that they do not influence each other through linking or crossings—representing a "non-linked" and "untangled" state in mathematical terms.