Let S_{n} be the sum of the first n prime numbers. For example,
S_{5}=2+3+5+7+11=28
Does there exist an integer k such that S_{2023}<k^{2}<S_{2024} ?
Let S_{n} be the sum of the first n prime numbers. For example,
Does there exist an integer k such that S_{2023}<k^{2}<S_{2024} ?