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Per Know Your Meme, this trend began on Twitter in 2017 but has since stretched over to TikTok. Twitter user @Brilligerent once tweeted, "If the Replies:RT ratio is greater than 2:1, you done ...
It was appropriated by marijuana culture in the 1980s to mean something excellent. In the 1990s, it came to describe high-quality cannabis, perhaps influenced by cannabis' pungent and moist attributes. The modern Internet meme version stems from 2013 on message boards such as Reddit and 4chan. "I like dank memes." Dank meme, Dankest meme [43] Ded
Diagram showing the golden ratio for zettai ryōiki. The ideal zettai ryōiki ratio for the length of the miniskirt, the exposed portion of thigh, and the over-knee part of the socks is 4:1:2.5, with a tolerance of 25%. [3] [4] [5] The ratio has also been referred to as a golden ratio (黄金比, ōgonhi) among fans. [6]
The hole gained worldwide attention on January 6, 2024, via a tweet by Chicago-based comedian and writer Winslow Dumaine. [2] [3] [4] The post quickly became viral, compelling many Chicago residents to visit the hole—in what has been described as a "pilgrimage"—and to make offerings to it, such as coins, flowers, candles, cheese, cigarettes, alcohol, children's toys, foodstuffs, and ...
Buchner says that the company’s targeting a 4x revenue-to-burnrate ratio. To help get it there, Trunk Tools this month closed a $20 million Series A funding round led by Redpoint.
Another meme that Trump posted is a screenshot from X that depicts Taylor Swift as Uncle Sam, declaring, “Taylor wants you to vote for Donald Trump.” Image Credits: Screenshot posted by Donald ...
Aside from firing back at Breton with insulting memes, Musk’s immediate response has been to accuse the EU of overreach by suggesting, via his interview with Trump, that it’s trying to censor ...
The golden ratio is also an algebraic number and even an algebraic integer. It has minimal polynomial. This quadratic polynomial has two roots, and. The golden ratio is also closely related to the polynomial. which has roots and As the root of a quadratic polynomial, the golden ratio is a constructible number.