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Vaggie (voiced by Stephanie Beatriz [3]) is the lesbian [citation needed] manager of the Hazbin Hotel [1] and Charlie's girlfriend. [ 4 ] [ 5 ] [ 6 ] She is highly supportive of Charlie and has a quick temper, but she often tries to be a level-headed and rational person, and she struggles to keep the hotel's image from being tarnished by ...
Hazbin Hotel is an American adult animated musical comedy television series created by Vivienne "VivziePop" Medrano. [1] [4] The series revolves around Charlie Morningstar, princess of Hell, on her quest to find a way for sinners to be "rehabilitated" and allowed into Heaven, via her "Hazbin Hotel", as an alternative to Heaven's annual "Extermination" of souls due to Hell's overpopulation.
Alastor was created by Medrano during her time at School of Visual Arts in New York City, [10] appearing unnamed on her DeviantArt page "circa. 2008". He was planned to be incorporated into her 2012 webcomic series ZooPhobia as a supporting character in a planned "Angels and Demons" story arc following his formal creation in 2011; [11] on the arc's cancellation in 2016 and subsequent ...
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Dr. Carmine D. Clemente, the editor who followed Goss, is in his 80s. In a phone interview, he said that in his experience with Lea & Febiger, Gray’s storied American publisher, the editor of each edition was granted full editorial autonomy. In other words, the decision to eliminate the clitoris in the 25th edition was likely made by Goss alone.
Times relative to the designation are indicated with +/−[Arabic numeral] after the letter, replacing -day or -hour with a count of the same unit: "D−1" (the day before D-Day), "L+9" (9 hours after L-Hour) etc. [citation needed] In less formal contexts, the symbol or numeral may be spelled out: "D minus 1" or "L plus nine." [citation needed ...
The first historical achievement in anesthesia occurred around 4000 BC in ancient Mesopotamia. [5] [10] [32] [33] [34] This was the advent of ethanol (commonly known as drinking alcohol), the first general anaesthetic agent.
Ptolemy's theorem states that the sum of the products of the lengths of opposite sides is equal to the product of the lengths of the diagonals. When those side-lengths are expressed in terms of the sin and cos values shown in the figure above, this yields the angle sum trigonometric identity for sine: sin(α + β) = sin α cos β + cos α sin β.