This question is based on the third law of thermodynamics.
According to the third law of thermodynamics, the entropy of a perfect crystalline substance at absolute zero temperature is zero.
Absolute zero temperature is:
\[
0\text{ K}
\]
At absolute zero, a perfect crystal has only one possible arrangement of particles.
Therefore, randomness becomes minimum.
Since entropy is a measure of randomness, the entropy becomes zero.
Thus:
\[
S=0\quad \text{at}\quad T=0\text{ K}
\]
Therefore, the absolute entropy for all perfectly crystalline substances at absolute zero is:
\[
\text{Zero}
\]