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If the solution of the equation x4−4x−16=2−x\sqrt { { x }^{ 4 }-4x-16 } =2-xx4−4x−16=2−x can be written as x=abx=a\sqrt { b }x=ab such that aaa and bbb are coprimes, then the correct value of a+ba+ba+b is __________\text{\_\_\_\_\_\_\_\_\_\_} __________.
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