Given the following logical propositions,

$p=$ "The sun is hot", $q=$ "Jack is thirsty", $r=$ "Jack drinks water", and $s=$ "Jack plays football".

Select the symbolic$($s$)$ of the following sentence:

"Jack plays football or the sun is not hot but not simultaneously"

svvnotp

$s^{{?}^{?}}$notp

$s$notp

$(s^{{?}^{?}}$notp$)vv(p^{{?}^{?}}$nots$)$