The convergence of these values is guaranteed by Hurwitz’s theorem. When the sum of “one minus the magnitude of these values” on the unit disc is finite, they can be prescribed using a Blaschke product. Dirichlet (“dee-rush-LAY”) L-functions are conjectured not to have a kind of these values named for Landau (-5[1])and Siegel. (15[1])The (15[1])Weierstrass (“VYE-ur-shtrahss”) factorization theorem constructs an entire function with a given set of these values, which are the (*) poles of a function’s reciprocal. (-5[1])A region “free” of these values logarithmically approaches the boundary of a “critical strip.” Whether all nontrivial instances of these values have real part one-half is the subject of the Riemann hypothesis. For 10 points, name these points at which a function outputs the origin. ■END■ (10[2])