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Two clocks are being tested against a standard clock located in a national laboratory. At \( 12: 00: 00 \) noon by the standard clock, the readings of the two clocks are :
\begin{tabular}{|l|c|c|}
\hline Day & Clock I & Clock II \\
\hline Monday & \( 12: 00: 05 \) & \( 10: 15: 06 \) \\
Tuesday & \( 12: 01: 15 \) & \( 10: 14: 59 \) \\
Wednesday & \( 11: 59: 08 \) & \( 10: 15: 18 \) \\
Thursday & \( 12: 01: 50 \) & \( 10: 15: 07 \) \\
Friday & \( 11: 59: 15 \) & \( 10: 14: 53 \) \\
Saturday & \( 12: 01: 30 \) & \( 10: 15: 24 \) \\
Sunday & \( 12: 01: 19 \) & \( 10: 15: 11 \) \\
\hline
\end{tabular}
If you are doing an experiment that requires precission time interval measurements, which of the two clocks will you prefer ?
\( \mathrm{P} \)
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