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Now it is uniquely possible for a qubit to have a resonating fluctuation. Qubits would need to have been created by short wave quantum entanglement. They would need a very short atomic burst of energy kind of like a heart-beat. Knowing this will make the difference. This would then create a quantum computer with a very special benefit as it relates to other quantum computers. These kinds of qubits have very special benefit. Here to create short wave entanglement, simpler entanglement of qubits/bellstates it will be necessary to dilute quantum entanglement integrity fields. This would then make bellstates entanglement more simple, which in turn makes qubits more controllable.
Now when quantum bits are resonating and fluctuating it later creates a parity violation. This would then create a quantum computer with no match. Even when these qubits are created again and again the results will be better each time. This creates a frequency that can’t be matched.
Now when quantum bits operate this way a geometric phase regulator will be needed. The phase of each individual qubit needs to be regulated this will in turn regulate quantum circuits also.
To better get this theory off the ground quantum wavenumber/wavefunction of qubits needs to be cut in half. This would then make a better resonator as it pertains to quantum bits.
Now as the geometric phase regulator is up and running, a geometric phase converter will be needed also. Geometric phase converter should make the difference.
The qubits here give off a strange sinusoidal wave. This particular sine wave needs to be doubled and as process for creating these qubits goes on sine wave will need to be tripled.
As this theory is up and running geometric phase regulator will also help with the time anomaly that is present with in qubits. There is present in quantum computing a geometric phase anomaly that is present among qubits. This anomaly helps with the time anomaly that is present among quantum bits.
A phase shift conversion needs to take place here also, this would help with better understanding qubits that are resonating and fluctuating. This also helps with the creation of such type of qubits.
As this theory is up and running a reverse resonating qubit will have been created also. The is something to be keenly aware of qubits can be reversed. This is very similar to antiatom of an atom. This would then help create stranger quantum circuits and stranger quantum computers.
When reversed qubits are created this will also give rise to better understanding of time anomalies that are present with each individual quantum bit.
To better get this theory off the ground a berry phase conversion needs to take place.