\( 10^{\log _{p}\left(\log _{q}\left(\log _{r} x\right)\right)}=1 \) and \( \log _{q}\left(\log ...

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\( 10^{\log _{p}\left(\log _{q}\left(\log _{r} x\right)\right)}=1 \) and \( \log _{q}\left(\log _{r}\left(\log _{p} x\right)\right)=0 \) then p equals
(A) \( r^{q / r} \)
(B) \( r q \)
(C) 1
\( \mathrm{P} \)
(D) \( r^{r / a} \)
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