A corollary (/ˈkɒrəlɛri/ KORR-əl-ur-ee or UK /kɒˈrɒləri/ ko-ROL-ər-ee) is a statement that follows readily from a previous statement.
In mathematics a corollary typically follows a theorem. The use of the term corollary, rather than proposition or theorem, is intrinsically subjective. Proposition B is a corollary of proposition A if B can readily be deduced from A or is self-evident from its proof, but the meaning of readily or self-evident varies depending upon the author and context. The importance of the corollary is often considered secondary to that of the initial theorem; B is unlikely to be termed a corollary if its mathematical consequences are as significant as those of A. Sometimes a corollary has a proof that explains the derivation; sometimes the derivation is considered self-evident.
Love showed its teeth to me, aiming an arrow
Followed me around until I shut her away
Now I'm a demon come climbing your tower
How long do you really want me to stay?
Soft, like the ring of a bell
Hard, like the ground when you fell
We're all alone, but who can you tell
Will you be my friend?
Is this the love we embrace in the novels
Is this the town that we ran through last night
Jimmy says one thing, but Jude has a camera
Maybe tomorrow we'll find out who's right
Soft, like the ring of a bell...
Above all I'm really a puller of strings babe
That's what I'm made of and that's who I'll be
My face is a map and i want you to read it
Show me the way to the words that I need