The People who induct strangers into their life and concealing them and giving them new identities as their 5th cousin twice removed. And them make them chop fire wood with a rusty anchor.
by Sesuj February 3, 2008
Get the Reaman mug.by Lilkel October 7, 2017
Get the Remanded mug.A lopsided, disproportionate human being who thinks she is capable of mass destruction but couldn't hurt an ant. She also likes to hang from fences held up by nothing but the back of her shorts because she is too clumsy to make it over. Whenever she can dismount herself (after everyone has taken pictures) she enjoys spending her time eating two dicks. Reema might trick you with her "deer in the headlights" innocent facial expressions, but that woman is PSYCHO. Reema is a clumsy person who falls on her bubbly booty.
"Bro, is that girl hanging off a fence okay?"
"Nahh kid, thats just Reema...she does that on the daily."
"Let's go take pictures."
"Why? She'll be in the same place same time tomorrow..."
"Nahh kid, thats just Reema...she does that on the daily."
"Let's go take pictures."
"Why? She'll be in the same place same time tomorrow..."
by kinkyxxx January 9, 2012
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Whiteman: "That damn redman needs to know who is in charge."
"The U.S. land was stolen from the redman."
"The U.S. land was stolen from the redman."
by Chase Hammer November 8, 2005
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Get the Riemann mug.The term 'Riemann time-series' refers to the shape of the wavelets or complex-number-surface-areas that lie between transfinite spaces.
A Rieman time-series describes a regression-shape such that the arc-length of a semi-circle is equivalent to its diameter.
A Rieman time-series describes a regression-shape such that the arc-length of a semi-circle is equivalent to its diameter.
Transfinite spaces are divided by wavelets or the surface areas of complex numbers.
These regression-shapes are half-moons or semi-circle-like shapes.
A Riemann time-series is a formalistic statement that the arc-length of a wavelet is equivalent to its diameter.
In terms of nature; the shape of a wavelet is most comparable to an eye-lid opening and closing.
These regression-shapes are half-moons or semi-circle-like shapes.
A Riemann time-series is a formalistic statement that the arc-length of a wavelet is equivalent to its diameter.
In terms of nature; the shape of a wavelet is most comparable to an eye-lid opening and closing.
by deepchurch January 6, 2022
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