I am little confused about the notations used in two articles at wikipedia.
According to the page on Fermat Primality test
$ a^{p-1}\equiv 1 \pmod{m}$ means that when $a^{p-1}$ is divided by $m$, the remainder is 1.
And according to the page on Modular Exponential
$c \equiv b^e \pmod{m}$ means that when $b^e$ is divided by $m$, the remainder is $c$.
Am I interpreting them wrong? or both of them are right? Can someone please clarify them to me?
Update: So given an equation say $x \equiv y \pmod{m}$, how do we interpret it? $y$ divided by $m$ gives $x$ as remainder or $x$ divided by $m$ gives $y$ as remainder?