(Solved): ( 1 point) A select survival model has a select period of 3 years. The ultimate survival rates are ...

( 1 point) A select survival model has a select period of 3 years. The ultimate survival rates are based on \[ { }_{t} p_{x}=e^{-0.003\left((x+t)^{1.03} x^{1.03} / 1.03\right.} \] The select survival probabilities are given by \[ { }_{t} p_{[x]+s}=\left({ }_{t} p_{x+s}\right)^{3}, \quad 0 \leq s+t \leq 3 \] Suppose that \( l_{[32]+1}=15375 \). What is \( l_{40} ? \) \[ l_{40}= \] Note: Round your answer to one decimal place.