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+ 122 squared minus each of its prime factors squared is also prime. [Sladcik]

+ 122 is the smallest sum of two non-consecutive factorials of distinct primes (2! + 5!). [Gevisier]

+ The smallest dihedral semiprime in which all four associated semiprimes are distinct. Note that it contains the smallest dihedral semiprime (22) and also the smallest dihedral prime (2). [Capelle]

+ There are no twin primes between 122 squared and the next consecutive square. [Kremer and Rosenthal]

(There are 2 curios for this number that have not yet been approved by an editor.)

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