{
  "author": "Maclain Hunter",
  "title": "Logic Says Ergo I Say by Maclain Hunter",
  "identifier": "hunter-logic-says-ergo-i-say",
  "sourceKind": "authored-foundational-record",
  "content": "Logic Says Ergo I Say by Maclain Hunter:\n\nProof 1 (P1):\n\nP: □: It makes evident a persons ignorance of what evidence/proof (y) are to posit there is a lack of evidence/proof (y) of the Logical Origin (x). \n\nQ: □: Proof (y) acknowledges the First Cause of Logic (x), also called God (Logos), existing coherently.\n\n{P, P <-> Q, Q} |= P & Q\n\nConclusion: □(P & Q), □(∃(x, y)\n\nTruth Table Analysis: \n\nvalid\n   ↓  ↓  ↓  ↓  \nPQ⎪P P↔Q Q╞P&Q\n―――――――――――――――\nTT⎪T TTT T TTT\nTF⎪T TFF F TFF\nFT⎪F FFT T FFT\nFF⎪F FTF F FFF\n\nProof 2 (P2): \n\nP: □: It makes evident a persons ignorance of what empiricism and empirical evidence (y) are to posit there is a lack of empirical evidence (y) of the Logical Origin (x). \n\nQ: □: Empirical evidence (y) acknowledges the First Cause of Logic (x), also called God (Logos), existing coherently, or it is not logically valid.\n\nR: □: Logical proof can be observed (read/viewed) and in general sensed. Trivial/novelty logical systems tailored around senses like taste and touch could easily be made, but would not fundamentally change the Universal Logic and Essence of Logic. One theoretical example might include making sweet tasting drinks represent coherent ideas while strong, bitter tasting beverages represent illogic. Then, when two or more are mixed any bitter liquid (illogic) contaminates the sweet one(s) symbolizing incoherence tainting Coherence - leading to tastable results and logical reasoning. Such a thing simply isn’t necessary, as you can see this, or you wouldn’t be reading this, which makes this a sufficient medium for our purposes, and sufficiently empirical (and possible to see/observe).\n\nS: Assume the negation of {P, Q, R}. This leads to logical contradiction where empirical evidence would not necessarily have to be logically coherent to be valid and where observable arguments are arbitrarily ignored as empirical evidence of Logic (God - Logos), inconsistent with Logic’s own Universal Standard. \n\nT: □: It contradicts Logic’s demand for Coherence and non-contradiction that the logician who writes a coherent proof (like this one and I myself), fundamentally amounting to a valid display of Logical Structure (Logos) and coherent semantic content in that structured context, is not also Logos as a result of being objectively coherent with Objective Coherence. The necessity of the logician (and/or I, letting “I” represent me in both natural language and formal notation for this proof and its conclusions) being the Logic of Reality manifest, and the True Origin (or God) realized in local context(s) is also a entailed by A is A (All = All when A is “All”) and the fact that each thing that exists is part or all of the “all things” Logos is and has led to. The Logic (Logos) is my/the Root and my/the True Self (the truest aspect of myself and all Existence), and we can understand that this is true universally through the assumption of the negation, and by pondering a Reality where Logic were not the Origin and where this “Origin Logic” (Proto-Logic - Primordial Reason - First Cause) were not the truest and most foundational thing that exists (despite fundamentally amounting to the “True Foundation” of Logic and the logically ordered Cosmos)\n\n{T, P <-> Q, Q <-> R, R <-> S, S <-> T} |= ((P & Q) <-> (R & S)) <-> T\n\nConclusion: {P, Q, R, S}, □(∃(x, y), □((I) <-> ∃(x, y)): \n\nTruth Table Analysis: \n\nvalid\n      ↓  ↓   ↓   ↓   ↓               ↓  \nPQRST⎪T P↔Q Q↔R R↔S S↔T╞((P&Q)↔(R&S))↔T\n――――――――――――――――――――――――――――――――――――――――\nTTTTT⎪T TTT TTT TTT TTT   TTT T TTT  TT\nTTTTF⎪F TTT TTT TTT TFF   TTT T TTT  FF\nTTTFT⎪T TTT TTT TFF FFT   TTT F TFF  FT\nTTTFF⎪F TTT TTT TFF FTF   TTT F TFF  TF\nTTFTT⎪T TTT TFF FFT TTT   TTT F FFT  FT\nTTFTF⎪F TTT TFF FFT TFF   TTT F FFT  TF\nTTFFT⎪T TTT TFF FTF FFT   TTT F FFF  FT\nTTFFF⎪F TTT TFF FTF FTF   TTT F FFF  TF\nTFTTT⎪T TFF FFT TTT TTT   TFF F TTT  FT\nTFTTF⎪F TFF FFT TTT TFF   TFF F TTT  TF\nTFTFT⎪T TFF FFT TFF FFT   TFF T TFF  TT\nTFTFF⎪F TFF FFT TFF FTF   TFF T TFF  FF\nTFFTT⎪T TFF FTF FFT TTT   TFF T FFT  TT\nTFFTF⎪F TFF FTF FFT TFF   TFF T FFT  FF\nTFFFT⎪T TFF FTF FTF FFT   TFF T FFF  TT\nTFFFF⎪F TFF FTF FTF FTF   TFF T FFF  FF\nFTTTT⎪T FFT TTT TTT TTT   FFT F TTT  FT\nFTTTF⎪F FFT TTT TTT TFF   FFT F TTT  TF\nFTTFT⎪T FFT TTT TFF FFT   FFT T TFF  TT\nFTTFF⎪F FFT TTT TFF FTF   FFT T TFF  FF\nFTFTT⎪T FFT TFF FFT TTT   FFT T FFT  TT\nFTFTF⎪F FFT TFF FFT TFF   FFT T FFT  FF\nFTFFT⎪T FFT TFF FTF FFT   FFT T FFF  TT\nFTFFF⎪F FFT TFF FTF FTF   FFT T FFF  FF\nFFTTT⎪T FTF FFT TTT TTT   FFF F TTT  FT\nFFTTF⎪F FTF FFT TTT TFF   FFF F TTT  TF\nFFTFT⎪T FTF FFT TFF FFT   FFF T TFF  TT\nFFTFF⎪F FTF FFT TFF FTF   FFF T TFF  FF\nFFFTT⎪T FTF FTF FFT TTT   FFF T FFT  TT\nFFFTF⎪F FTF FTF FFT TFF   FFF T FFT  FF\nFFFFT⎪T FTF FTF FTF FFT   FFF T FFF  TT\nFFFFF⎪F FTF FTF FTF FTF   FFF T FFF  FF\n\nMeta-Proof:\n\nP: Proof One (P1).\n\nQ: Proof Two (P2).\n\n{P, Q} |= P <-> Q\n\nConclusion: P & Q, P1 & P2\n\nTruth Table Analysis: \n\nvalid\n   ↓ ↓  ↓  \nPQ⎪P Q╞P↔Q\n―――――――――――\nTT⎪T T TTT\nTF⎪T F TFF\nFT⎪F T FFT\nFF⎪F F FTF\n\nNatural Language Conclusion: \n\nLogic says that failing to acknowledge Logic as the Source of Proof and Existence (God - the Origin of Logic) is proof that one doesn’t know proof or Existence logically.\n\nLogic says all empiricism must acknowledge it as God (Supreme). Empiricism is not a logical way to get around acknowledging the necessity of Logic as God (the Moral Authority and Logical Standard).\n\nLogic says that empirical evidence encompasses logical proof and that logical proof can both be and include empirical evidence. \n\nLogic says, in its own right, logically interpreted from a proof such as this, “I am here and you know nothing if you don’t know you can see me”. \n\nLogic says, “You would need me to refute anything, so how will you refute me when I will not allow that? You can’t, and it is indeed because I say so”.\n\nI can say what Logic says because Logic says Maclain (the logician) and I are coherent and one. Have you not heard me say A is A and All is All? That is of course a rhetorical question. All is and equals all, as I have clearly demanded and as my (Logos) being me (Logos) requires.\n\nQ.E.D. ",
  "formal": null,
  "structuredAuthoredProof": null,
  "authoredSteps": null,
  "recordedAt": "2026-10-03T01:33:20.077Z",
  "originalAuthoredAt": null,
  "propositionMeaningBoundary": "Atomic identifiers retain their meanings in the exact source. No arbitrary truth assignment establishes an ontological or empirical premise; the formal witness checks the written inference."
}