The Great Anchor

Instructions

(UNFINISHED!!!) Not to be confused with the great attractor! ⚓ First off, before i explain the definition, let us discuss about mundane real life first. We'll just discuss the three main ones we all need to know: MRL, Yarnball and Tea. For the first one, MRL can be described as ordinary reality in which humans experience directly, including physical objects, phenomena, interactions and so on. Within many transconceptual frameworks, MRL serves as the baseline against which all higher realities, fictional constructs, and abstract domains are measured. It is the reference point from which distinctions between fiction and reality emerge. Then comes Yarnball. This can be understood as the structural web holding MRL together. It refers to the woven assumptions, expectations, and mundane patterns that collectively form the experience of ordinary existence. Essentially it refers to ideas and thinking to simplify things down. Then we have Tea, which is the genuine real life we're experiencing. Tea functions as an affirmation that a particular statement, event, or condition is genuinely instantiated. We can summarize it as the following: Statement: Dragons may be real (false verdict), then introduce Tea(x). We input our statement into Tea to get Tea(dragons are real), which leads to dragons genuinely being real. In otherwords: Dragons may be real -> Tea(x) -> Tea(dragons are real) -> dragons genuinely exist Now that we got that out of the way, let's discuss about the concept of ⚓. ⚓ functions as the logical consistency of the system of MRL, only accepting the logically consistent statements we say. Here's an example similar to how we did with Tea: "Square circles exist" gets inputed into ⚓(x), when this is read as ⚓(Square circles exist), it gets immediately rejected, due to there being no square circles found anywhere in real life. Even if someone were to use Tea(square circles exist), then ⚓ would block it first because the statement fails logical consistency. Let's give the dragon analogy another example: Statement: "There exists a dragon.", then apply ⚓, which leads to ⚓(dragons exist). This passes because there is no contradiction in the concept of a dragon. The statement may be false in MRL, but it is logically coherent. Now Tea can operate on it like so: dragons exist, then ⚓(dragons exist), which gets accepted as Tea(dragons exist), therefore dragons genuinely exist. The important distinction is that ⚓ does not determine truth, it just determines whether a statement is logically admissible, while Tea determines genuine realization. Simply, for any proposition P, if ¬⚓(P), then Tea(P) is undefined, otherwise if ⚓(P), then P is eligible for Tea. It's essentially the principle that determines which logical systems themselves are admissible, and which forms of consistency may exist. This is currently unfinished, but you get the idea of what ⚓ really is: If it's logically consistent, even if it's inherently not real, then it passes through ⚓, otherwise it's rejected. This will be finished later but anyways, onto the definition Definition Now that we got that out of the way, it's time to focus on the anchor itself. Inshort, Tea answers "What is real?", ⚓ answers "What may become real?", while the Great Anchor itself answers "Why is there a distinction between real and unreal in the first place?". Simply put, it's the philosophical notion and question of what's real and not real to be distinguished. ⚓(The condition that determines whether proposition x is logically admissible within MRL. If x is inconsistent, self-contradictory, or structurally invalid, ⚓ rejects it; if coherent, ⚓ permits it to proceed toward realization. A logical anchoring function applied to proposition x. Returns valid if x is internally consistent, otherwise returns null (non-anchored state). Only anchored (i.e. logically coherent) outputs may be evaluated by Tea. The anchoring check applied to x, determining whether it can exist within MRL by enforcing logical consistency prior to any realization process, considering it filters proposition x by logical coherence. If ⚓(x) holds, x is eligible for realization via Tea; if not, x is excluded from MRL processing.)