A soma dos 2023 coeficientes binomiais com numerador 2022, \( \sum^{2022}_{n = 0} \binom {2022} {n} = \binom {2022} {0} + \binom {2022} {1} + \binom {2022} {2} + \cdots + \binom {2022} {2021} + \binom {2022} {2022} \), equivale a
A soma dos 2023 coeficientes binomiais com numerador 2022, \( \sum^{2022}_{n = 0} \binom {2022} {n} = \binom {2022} {0} + \binom {2022} {1} + \binom {2022} {2} + \cdots + \binom {2022} {2021} + \binom {2022} {2022} \), equivale a