If $+$ means $-$, $-$ means $÷$, $÷$ means $\times$, $\times$ means $+$, then what is the value of $125-5\times 10÷13+28=?$

Given the substitutions:$-$ becomes $÷$$\times$ becomes $+$$÷$ becomes $\times$$+$ becomes $-$ Let's rewrite the original equation $125-5\times 10÷13+28$:
$$\text{New expression}=125÷5+10\times 13-28$$
Applying the BODMAS rule:Division: $125÷5=25$ $
$\text{Expression}=25+10\times 13-28$$Multiplication:$ 10 \times 13 = 130
$\text{Expression} = 25 + 130 - 28
Addition and Subtraction:
$$25+130=155$$
$$155-28=127$$