A Conversation for The Limits of Quantum Mechanics: The Einstein-Podolsky-Rosen Paradox

Quantum Cryptography

Post 1

Robert

(+C+)×(MY)×(AM)×(YOU)×(I)=(HOW)=(O)÷(ME)÷(ARE)÷(YOUR)÷(-C-);

(HOW)=(Height-Origin-Width)
(ME)=(Mass-Energy),
(I)=(Information),
(YOU)={(Direction of Translation)}-(Origin)-(Unity),
(ARE)=(Action-Relative-Energy),
(AM)=(Action-Mass),
(O)=(Origin),
(+C+)=Input,
(-C-)=Output,
(m)=(r-n)
(S)=(C-C)
(T)=(Translation)


Legend:

(A)=(Action) (&ampsmiley - winkeye
(B)=(Basic) (2)
(C)=(Circumstance) (--)
(D)=(Direction) (-+-)
(E)=(Energy) (£)
(F)=(Fear)
(G)=(Greater) (&ltsmiley - winkeye
(H)=(Height)
(I)=(Information)
(J)=(Joules)
(K)=(Kinetic) (1)
(L)=(Lesser) (&gtsmiley - winkeye
(M)=(Mass) (4)
(N)=(Neutral)(0)
(O)=(Origin)(^)
(P)=(Perpetual) (?)
(Q)=(Quantum) (!)
(R)=(Relative) (.)
(S)=(Subterfuge)
(T)=(Translate)
(U)=(Unity)
(V)=(Vector)
(W)=(Width)(-+--+-)
(X)=(Multiplication)(-×-)
(Y)=(Division) (-÷-)
(Z)=(Zeta) (-=-)


(Yerba-Mate)=(4{3[2<0<-1->0>2]3}4),
(4{3[2<0<-1->0>2]3}4)=-=+>1]0}2}3)4(3{2{0[1<+,
==Equivalent.

(COMPARE)-(OMP)=(CARE)

(A)=(X)×(Y)÷(Z)

(A)=(3)×(1)÷(2)

(O)^0=(E)^3×(I)^1÷(A)^2

(I)×(ME)=(EM)

{(T)÷}(I){×(M)+(E)}=


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