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(Which is why Dirac's equation actually yields four solutions, one for each possible combination of spin and charge).
Neal pointed out we have four solutions (the Fibonacci sequence, the non-Fibonacci solution, and their complements) to the original problem.
Four solutions have been addressed.
Thus, (1.1) has at least four solutions.
Then, (BVP) (1.2) has at least four solutions.
Of the four solutions, FCB products had the highest accuracy.
There are four solutions that typically are discussed in the literature.
However, different outcomes can be gained when four solutions are adopted.
For each system, four solutions representing different levels of automation were created.
The inverse problem is decomposed to yield up to four solutions.
Nonetheless, we can consider the existence of four solutions as shown in the following examples.
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