Question
Levinthal's paradox arises from an apparent exponential growth in complexity with this quantity. For 10 points each:
[10m] Name this quantity for which, as of Fallon et al. 2024's description of PKZILLAs ("P-K-zillas"), has been observed at values of up to 45,000. This quantity for titin ("TYE-tin") can exceed 35,000.
ANSWER: protein length [or polypeptide length; accept answers describing the number of amino acids in a protein; prompt on protein size or polypeptide size; prompt on answers describing the number of monomers in a polymer by asking "what are the monomers in this context?"]
[10h] PKZILLAs construct toxins called prymnesins ("pri-MEE-sins"), whose polycyclic "ladder-frames" feature repeats of this functional group. Polymers characterized by this group, like PEG ("P-E-G"), feature C and O atoms on opposite ends of their monomers.
ANSWER: ethers [or polyethers]
[10e] PKZILLAs are so large that they challenge current models of this process by which a protein gains three-dimensional tertiary structure.
ANSWER: protein folding
<Science - Chemistry>
Data
Summary
Tournament | Edition | Exact Match? | Heard | PPB | Easy % | Medium % | Hard % |
---|---|---|---|---|---|---|---|
2025 PACE NSC | 06/07/2025 | Y | 42 | 12.62 | 91% | 24% | 12% |