Faster than Light Communication: Quantum Entanglement

Standards of Duration

Example

Point A

• Standard of Duration of Observation-Measurement: 50 miliseconds

Point B

• Standard of Duration of Observation-Measurement: 200 miliseconds

Four Parts of 50s is 200 (i.e., 50 MS * 4 = 200 MS; at Point A, where there is a set of 4 consecutive observerations, each 50 MS in duration, then the total is 200 MS (the duration of the observation at Point B).
It takes four events of observations each at a duration of 50 miliseconds to elapse the duration of the observation at Point B of 200 miliseconds.

Standard Set Duration

• Example. At Point A - Four Observations each at durations of 50 miliseconds, equaling a total sum duration, at Point B, of a single, simultaneous observation of 200 miliseconds
• "Standard Set Duration" (also called, standard-set-duration-variable) refers to a variable which is assigned a value in a standard unit of measure of time (such as miliseconds) representing the duration of a set of observations used for comparison, for a calculation which solves for the measurement of the change in particle orientation for coding and/or decoding as and/or to character messages. The standard-set-druation-variable describes (is assigned a value which defines...) the duration of increments of observations of a set of observations of a-system-of-sets-of-observations; and where said variable is used to describe a fundamental unit of measure as an assigned specific value of measure by which other measures are compared; thereby, things (users, machines, and/or programs) use it as a point of reference, thus making it a "standard" for the system of measurements.
• There are multiple variables which the term, "standards set duration" describes. Example. (1) Point A standard-set-duration-variable; (2) Point B standard-set-duration-variable. At least one standard-set-duration-variable is assigned a value for each Point location of measurement of quantum entangled particles; and it's value can be unique (different) versus every other other Point location without causing measurement errors or conclusion errors.
• The "Standard Set Duration" is the regular duration of observation of a quantum entangled particle, at a particular Point (observation) location, which duration is used as a point of reference for: (1) purposes of measurement, as well as for (2) purposes of maintaining regular, timed, synchronous, simultaneous observations among multiple Point (observation) locations.
• Example. The "Standard Set Duration" may be a variable quantity per set-of-machine-devices-at-a-Point-location-for-measurement-of-messages-of-faster-than-light-communication-using-quantum-entanglement.

Sum Duration

A set's sum duration is its sum of durations where its numerical sum value is equal to the standard set duration at the mirrored point location.

Mirrored Point

For purposes of this document, the definition of "mirrored point" is as follows: Where Point A is measuring entangled particles corresponding to its entangled particles at Point B, Point A is a the mirrored point location of Point B, and Point B is a mirrored point location of Point A.

Standard Set of Particles

• Each particle observed is observed via the usage of a standard-set-duration, as described, above.
• Each code-message-character is deciphered via measuring a change in a particle position-observed.
• Each code-message-character is deciphered via measuring a set-of-particles. That is to say, for each single character to be sent from Point B to Point A, what is used to send said single (only-one-character) character message is a set-of-particles - a set of observations of a set of several particles, where each set of observations measures each particle of the set of particles one time (once; one measurement per particle of a set of particles per instance of a single set of observations).

Quantity of Particles Per Measurement Per Single-Digit Code Message of Particle(s) Position-Observed

Method 1

Where change in position = Code Message Sent

• If and only if change in particle position occurs at Point A as at least one observation of a set of four observations

Where a standard-set-duration of 4-observations-at-Point-A occurs for a standard-set-of-particles

• Where a variable is the variable-per-set-of-machine-devices-for-measuring-messages-from-said-set-of-devices-as-a-machine-for-measuring-said-messages
• Where an example-machine is an example-machine-measuring-system-of-a-set-of-devices (so-called, and example, because it is an example for purposes of this document, whereas, a machine-measuring-system-of-devices-for-measuring-messages-at-faster-than-light-speed may otherwise be use a different set of assigned quantities for variables versus the quantity-values assigned to the same variables in this document-example of such a machine-system.
• Where the variable-standard-set-of-particles is, for this example-machine is 100 particles in each set of particles. In other words, standard-set-of-particles-variable = 100, for this example.
• If Point B changes its observation-duration from 200 miliseconds to 100 miliseconds, then, it is expected (and required) that at least one particle in a set-of-particles will change its position, (2) and will be measured as a change in position at Point A within a set of 4 observations during the simultaneous change-in-duration-of-observation at Point B. It is, of course, expected, that the third observation (observation-3-of-4 of a set-of-4-observations) will notice the change in position of at least one particle in its set of observed particles as a reflection of the mirror of the change-in-duration-of-observation at Point B from 200 miliseconds to 100 miliseconds.

Method 2

Where change in position = Code Message Sent

• If and only if the change in the particle position-observed
• If a standard-set-of-particles-variable = 100
• If the 200 miliseconds observation duration changes to 400 miliseconds; correspondingly the change of a set of particles will not change for the duration of two (2) sets-of-observations of particles at Point A, and, thus, the observation at Point A will record that the absence of a change for 2 sets-of-observations represents a code-character of the message.

Where the probability is 50%, the odds are overcome via the measurement of a set, and, indeed, multiple sets for the same single-code-message-character where the said "sets" are sets-of-particles representing that single-code-message-character. That is to say, each code-character of a message is to be represented and measured-using-an-entire-set-of-particles versus merely using one-particle-per-code-character-of-a-message; and, in this way, the probability-problem of a measurement of a position of a particle per observation is overcome, additionally, via using a set of observations rather than merely a single observation to find a change (ambiguity, but understood).

Defintions and Explanations

"change in particle position" is the equivalent of "the change in the particle position-observed" single-code-message-character The term, single-code-message-character is used in this document to differentiate between using a single particle to measure a character versus using an entire set of particles to measure only one character of a message. And, the measuring system, described in this document, above, always uses a set of particles to measure any one, single character of a message, and it never uses a single particle, alone (only), to measure a single character.