lnq 👨🏿‍🦱: quantumquotient
👨🏿‍🦱

/ quantumquotient

Theorist: 🧑🏿Link Starbureiy
The quantumquotient (Q♭/Q♯) [abbreviated→QQ], or, in the context of stewcing, "how to typeset", axiomatizes an algebraic curvature 🔓/rootkey - the quantum (Q♭) of The Origamic Symphony🎶 (Q♯) - for computing some ratio (hyper/hypo)^ of ¢ents🪙 with which it is idempotent (ie. establish a chargecryptocurrent).@@ The theorem (itself a macro ctf🏁) was first posed by 🧑🏿Link Starbureiy, who, in suggesting QQ is provable, conjectured that token-based automata is ideally both kernelized and fungible.🤓 ^^ May colloquially be refered to as '🧑🏿lnq's eyes' (see 🧑🏿lnq's motif).

"Statistically, you cannot generate data without using energy. Also, there is no such thing as non-virtual data generation. Corollary: all virtual data is generated statistically." - 🧑🏿lnq
/// Information occupies finite cells; in any data exchange, cryptocurrency is at play. So, objectively, desired is compressed data to yield maximal current.


A lemma of Q♭ seeks to exploit (with gameplay) the fitness of 🔋e:e statistics [a saturated load-balancing from twistor residues].### ∃ a transactor between preimaging and imaging. -- Problem: show that ¢ent🪙 homotopy is normalizable. Hint: classifying all fonts should suffice.
/// +The definition of quantum here = 'economically dyadic'.
+To control compliancy.
+The overall objective is to find (+exploit) the fonts. Coverages are used to 'trap' them, whilst classifying 0-bubbles qualifies as brute-force sorting. So, basically, it's fonts vs. foam.
+The hypothetical solution is to resolve the Juke Lemma (ie. fully sequence EGP). QQ can be proven (shown to be true) with identities.


"A QQ proof is like having the masterkey🔑 to the Universe. Someone armed with it can literally charge the world." - 🧑🏿lnq
/// Think of the proof as being like some sort of an engine that powers twistorspace.



Overview
The quantumquotient always assumes crypto abnormalcy~ (ie. hyper/hypo < 1, and PBQP).~~ statistical volatility Plainly, it is a query into how much (an estimate) of a given distribution of e:e statistics [hyper/hypo] is optimal (ie. MONEY)(?). In a parimutuel system, the hyper- numerator can remain (hypothetically) asymptotic* iff there exists a hash function (auction) that can bring about perpetual normalization.** This is because the set of fonts is infinitesimal compared to the total fibor count.

The aim is for a collapsible wave function: persistent/redundant cache-credit idempotence (global cryptocurrent), which [(hyper,hypo) ≅ crypto] would be theoretically achievable with a secure🔐 [sequenced == all 2,028 fonts identified] payload (courtesy of u-u economics). (See Juke Lemma, juke tax, string ludology, UUelcome, Starbureiy automaton, The Origamic Symphony🎶, 🧑🏿lnq's Requiem, +list. Compare fusion energy gain factor)
UUe
Function map: Q ... Juke Lemma → ... Pink Poemγ-proof