JumPedal’s discoveries in Quantum theory and application are proving that the amount of information that can be transmitted within a finite string of digital bits and the per bit Information Load, “IL” along with the Complexity within the sequence “C” can both be increased on a vector towards infinity. This acceleration in transmitted, stored and retrievable information is open ended achievement that can be expressed as (IL & C => ∞).
This remarkable expression is based on a state of information capacitance that exists well beyond the information load capacity of the bit sequences that define it. We define Information capacitance as the ability to encode, store, and or transmit more information than is denoted by the collective zero-one potentials of the individually transmitted or stored bits. The encoding of (2N + {accelerated}) number of permutations per (N) bits, and the generation of information capacitance can be induced at the common to both Newtonian Quantum intersection when the applied mathematics exceed the complexity of the highly erratic singular bit variant oscillations of random occurrence on the Newtonian side of the surface.
