Which of these hypothetical mathematical objects will be shown to exist with an explicit example before 2030?
5
Ṁ125Ṁ1262029
34%
A perfect cuboid
34%
A magic square of squares
34%
A Wall–Sun–Sun prime
34%
A Moore graph of degree 57
29%
An odd perfect number
Various mathematical objects have been conjectured to exist despite no examples being known; for some of these conjectures, verification of an explicit example would be very simple. In this market, each option will resolve to YES if an example is found before 2030; proof of non-existence will resolve NO, and a general proof of existence without an example is not sufficient. These examples can be found using any method (by humans, AI, or a combination).
This question is managed and resolved by Manifold.
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