by FunnyCrewmate April 16, 2022
Get the OMEGA_VR mug.A skin in Bear* that was obtainable in the Halloween 2020 event. It appears to be glitchy and purple-blue-ish, with a big smile going around its face. You would have to complete all puzzles in the map Yikes without the timer running out, so you could go to the small grave house thingy and teleport to the boss area.
Guy 1: Does anyone here have Omen_MAL?
Guy 2: Yeah, I have him.
Guy 1: Is he still obtainable?
Guy 2: Nope, he will never come back.
Guy 2: Yeah, I have him.
Guy 1: Is he still obtainable?
Guy 2: Nope, he will never come back.
by Some random person that is bor April 23, 2022
Get the Omen_MAL mug.slang for the phrase “omega with an i”
usually a being who is either a bored demigod, or someone who is a furry
usually a being who is either a bored demigod, or someone who is a furry
by omeiga May 11, 2022
Get the omeiga mug.by Iceak1 May 13, 2022
Get the Omega Virgin mug.The best supermarket there is!
Located in Las Vegas! Come and see all of the wonderful products! Like our tattoo chicken or lemons! Just make sure they aren’t Omega Mart lemons, only regular ones!
(Hours of lore included. Check out the other Meow Wolf locations too!)
Oh oh oh! Omega Mart! You have no idea what’s in store for yooouuuu!
Located in Las Vegas! Come and see all of the wonderful products! Like our tattoo chicken or lemons! Just make sure they aren’t Omega Mart lemons, only regular ones!
(Hours of lore included. Check out the other Meow Wolf locations too!)
Oh oh oh! Omega Mart! You have no idea what’s in store for yooouuuu!
by Oh-Oh-Oh-OmegaMart October 12, 2022
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The symbol: w+1. This is the smallest ordinal number after "omega". Informally we can think of this as infinity plus one. One formulation of ordinals is to treat them as sets of all smaller ordinals. In order to say omega and one is "larger" than "omega" we define largeness to mean that one ordinal is larger than another if the smaller ordinal is included in the set of the larger. The set w+1 would be {w,0,1,2,3,...}. It would be composed of all the non-negative integers plus omega. Thus w+1 by this definition is larger. However, since the cardinality of every ordinal is represented by the cardinality of it's set, we can also show that in a sense w = w+1, since w={0,1,2,3,...} and w+1={w,0,1,2,...} we can pair off arguments as: {(0,w),(1,0),(2,1),(3,2),...}, which shows both sets have the same number of elements, even though w+1 includes one more. Confused? Basically there is two ways to look at comparison of infinities: the cardinal view and the ordinal view. By the ordinal view, omega and one is greater, by the cardinal view omega and omega plus one are the same thing. Cardinals don't play a large role in googology, but the countable ordinals do. So for our purposes the distinction between w and w+1 is important. (I copied this off a google site)
by SauceQuest31 December 29, 2022
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