How can I express each of these quantifications in English?

Question

Let T(x) be the statement "x has visited Tashkent" where the domain consists of all students of my school. How can I express each of these quantifications in English?

∃xT(x)
¬∃xT(x)
∃xT(x)
∀xT(x)
¬∀xT(x)
∀x¬T(x)

EDIT: Especially, the difference between ∃(∀)x¬T(x) and ¬∃(∀)xT(x)

Answer 1

$T(x)=x$ has visited Tashkent.

$¬T(x)=x$ has not visited Tashkent.

$∃xT(x)$ : There exist some $x$ who has visited Tashkent.

$¬∃xT(x)=∀x¬T(x)$ :There exist no such $x$ who has visited Tashkent 'or' For all $x,x$ has not visited Tashkent.

$∀xT(x)$ :For all $x,x$ has visited Tashkent.

$¬∀xT(x)=∃x¬T(x)$ :For not all $x,x$ has visited Tashkent 'or' there exist some $ x$ who has not visited Tashkent.