The following text was written on the board: \(A869B\). Each of the letters \(A\) and \(B\) must be replaced by one digit (they may or may not be the same) so that the resulting five-digit number is divisible by \(15\). In how many ways can you do this?

Uz tāfeles bija uzrakstīts šāds teksts: \(A869B\). Katrs no burtiem \(A\) un \(B\) jāaizstāj ar vienu ciparu (tie var būt arī vienādi) tā, lai iegūtais piecciparu skaitlis dalītos ar \(15\). Cik dažādos veidos to var izdarīt?