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MANIFOLD
How many psets does x do?
4
Ṁ225Ṁ51
2027
10.4 psets
expected
12%
0 - 2
22%
3 - 5
12%
6 - 8
12%
9 - 11
12%
12 - 14
12%
15 - 17
12%
18 - 20
8%
Above 20

x is a certain individual at Ross. At the time of writing, he has not fully completed a single pset.

Resolution criteria

This market resolves to the total number of problem sets (psets) fully completed by the individual "x" during their time at the Ross Mathematics Program.

  • Definition of "Fully Completed": A pset is considered fully completed if it is submitted and approved/marked as complete by their counselor (or equivalent program staff), or otherwise confirmed as fully complete by the creator.

  • Verification: Because "x" is an anonymous individual, this market will resolve based on the creator's honest disclosure of the final count of completed psets at the end of the program (nominally ending on or around July 24, 2026).

  • Edge Cases: If "x" leaves the program early, the market will resolve to the final number of fully completed psets at the time of their departure. If the creator does not provide a final number within one week of the program's conclusion, the market may resolve based on the best available consensus of traders or the last verified count.

Background

The Ross Mathematics Program is a highly rigorous, multi-week summer program where students explore advanced Number Theory through challenging proof-based problem sets (psets). Rather than using traditional numerical grading, participants work through these psets at their own pace, submitting their work to counselors who provide detailed feedback and revisions. This market tracks the total number of psets completed by a specific participant "x" who, at the time of the market's creation, has yet to fully complete their first pset.

This description was generated by AI. Review and verify everything here yourself. You can edit, replace, or delete any part of this description, including the resolution criteria. You do not need to trust the AI output.

Resolution criteria

This market resolves to the total number of problem sets (psets) fully completed by the anonymous individual "x" during their time at the 2026 Ross Mathematics Program (held from June 14 through July 24, 2026).

  • Definition of "Fully Completed": A pset is considered fully completed if it is submitted and officially approved or marked as complete by a program counselor (or equivalent staff), or is otherwise explicitly confirmed as fully complete by the market creator.

  • Verification: Because "x" is an anonymous individual, this market will resolve based on the creator's honest disclosure of the final count of completed psets at the end of the program.

  • Edge Cases:

    • If "x" leaves the program early, the market will resolve to the final number of fully completed psets at the time of their departure.

    • If the creator does not provide a final number within one week of the program's conclusion (by July 31, 2026), the market may resolve based on the best available consensus of traders or the last verified count.

Background

The Ross Mathematics Program is a highly rigorous, six-week summer program where students explore advanced Number Theory through challenging, proof-based psets. Rather than receiving traditional numerical grades, participants work through these psets at their own pace and submit their proofs to counselors for detailed feedback and revision. This market tracks the total completed psets for a specific participant "x" who, at the time of the market's creation, has not yet fully completed their first pset.

This description was generated by AI. Review and verify everything here yourself. You can edit, replace, or delete any part of this description, including the resolution criteria. You do not need to trust the AI output.

Market context
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