Let \( I \) be the identity matrix of order \( 3 \times 3 \) and for the matrix 
\( |A|=-1 \). Let \( B \) be the inverse of the matrix \( \operatorname{adj}\!\left(A\,\operatorname{adj}(A^{2})\right) \). Then \( |(\lambda B+1)| \) is equal to _______________.
