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Annual Aging Event 

Annual Aging Event also known as - Birthday.
Npc - So what are you gonna do for your 50th Annual Aging Event?
Lord Zhero - umm probably get a awesome dinosaur tattoo. =P

Unus Annus 

Latin for 'One Year'.
This YouTube channel was founded on November 15, 2019 by Mark Fischbach (Markiplier) and Ethan Nestor (Crankgameplays). They post one video every day for 365 days. After that time is up the channel along with all its videos will be deleted.
Me: Did you see Unus Annus's new video?
Friend: Yeah, Mark really is a masochist.
Unus Annus by _Magikarp_ August 11, 2020

Unus Annus 

1. Latin meaning "One Year" and the name of a channel created by Mark E. Fishbach (Markiplier) and Ethan Nestor "CrankGameplays" that will be deleted after one year of its first upload.

2. A channel. An excuse for Mark to display his masochism
Subscribe to "Unus Annus". Memento Mori
Unus Annus by SS_Derp May 11, 2020

Unus Annus 

A channel run by Ethan Eef Nestor and Mark Masochist Fishcbach, They started it on November 15th, 2019. Its about death, basically. They ocasianally tell people that the end is coming ever closer- But most of the time they just let things go wild for sh**s and giggles.
Some dude: hey whats that that one Unus Annus episode?
Another Dude: The one were they play children's games in the dark?
Some dude: Thats the one
Unus Annus by ZeeXtor August 26, 2020

Unus Annus Day 

The one day out of the entire year on november 13 where fellow unus annus fans go out and wear merch and celebrate all the life lessons that Mark and Ethan have taught us.
Bro make sure to wear your merch tomorrow for unus annus day

I wouldn't miss it for the world man
A geometric figure.

In mathematics, an annulus (the Latin word for "little ring", with plural annuli) is a ring-shaped geometric figure, or more generally, a term used to name a ring-shaped object. It is also used to describe the area between two concentric circles. The adjectival form is annular (for example, an annular eclipse).

The area of an annulus is the difference in the areas of the larger circle of radius R and the smaller one of radius r:

A = \pi R^2 - \pi r^2 = \pi(R^2 - r^2)\,.
Whats an Annulus?
An annulus consists of multiple circles that represents a ring.
Annulus by David Faustino November 28, 2012