Color Theory
a political statement walks into an art classroom. could be the walls, or her bones, either way she know some white structure will betray her soon. she takes narrative off her body like a coat. her skin the only negative space in the room. they put her here for contrast. they call it diversity. it just look good, you know? makes the lighter colors gunshow pop. you wouldn’t even see her in the dark if not for her teeth. you feel bitten into even though she hasn’t opened her mouth. all the eyes passing over her right now. dissecting her body like a corpse. eyes look just like she did. black center surrounded on all sides by white. a dominant gene. she the center of attention. takes a seat on top of the quota she just filled and gets comfortable. she’ll be here awhile. scribble in the corner of your eye. she pays you no mind. she’s painting entire canvases Black now. tells the teacher she’s making mirrors. she could look at anything Black and call it a mirror. this what Black art mean. catching yourself redhanded. not knowing if it’s from paint or blood. not knowing if basquiat broke the silence or became it. it’s the double take when you realize she’s been painting with bullets. wonder how she got all the color to stick to them like that. where she got all that color in the first place. whose mouth it fell out of. it coats the teachers throat. he says that’s not what art looks like/you can’t sharpen its fangs like that/who knows what might happen if you leave that in a gallery, it could eat everyone alive/and they wouldn’t even know how to hang that up without a noose anyway/a Black body of work is still a Black body. she smiles, like her bones have abandoned her, and breaks how she’s supposed to. you make sure to get every drop of her blood on canvas. it’s not erasure, it’s performance art. watch them photograph her chalk outline and have the nerve to sell it on t-shirts. a Black body of work is still a Black body. and you won’t even let her die properly. you got red paint in your teeth. red paint on every whitewhite wall.
It’s so easy to wash off.
by Imani Davis
from Split this Rock

“No one in the world feels the weakness of general characterizing more than I.” So lamented Johann Gottfried von Herder, towering figure of the German Enlightenment, in his 1774 treatise This Too a Philosophy of History for the Formation of Humanity. “One draws together peoples and periods of time that follow one another in an eternal succession like waves of the sea,” Herder wrote. “Whom has one painted? Whom has the depicting word captured?” For Herder, the Enlightenment dream of grasping human history as a seamless whole came up against the irreducible particularity of individuals and cultures.
In September 1991, a pair of German hikers in the Ötztal Alps, near the border between Austria and Italy, spotted something brown and human-shaped sticking out of a glacier. They immediately reported this to the authorities, thinking they had discovered the body of someone who had died while hiking. While they were correct about it being a dead body, they were a little off on the timing: what they found turned out to be the mummified corpse of a man who had died sometime before 3100 BCE.
Since it emerged
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Oates’s friend the novelist John Gardner once suggested that she try writing a story “in which things go well, for a change.” That hasn’t happened yet. Her latest book, the enormous and frequently brilliant “
The Sumerians were the first to develop a counting system to keep an account of their stock of goods – cattle, horses, and donkeys, for example. The Sumerian system was positional; that is, the placement of a particular symbol relative to others denoted its value. The Sumerian system was handed down to the Akkadians around 2500 BC and then to the Babylonians in 2000 BC. It was the Babylonians who first conceived of a mark to signify that a number was absent from a column; just as 0 in 1025 signifies that there are no hundreds in that number. Although zero’s Babylonian ancestor was a good start, it would still be centuries before the symbol as we know it appeared.
One of the greatest minds of the early mathematical production in Arabic was Abu Abdullah Muhammad ibn Musa al-Khwarizmi (b. before 800, d. after 847 in Baghdad) who was a mathematician and astronomer as well as a geographer and a historian. It is said that he is the author in Arabic of one of the oldest astronomical tables, of one the oldest works on arithmetic and the oldest work on algebra; some of his scientific contributions were translated into Latin and were used until the 16th century as the principal mathematical textbooks in European universities. Originally he belonged to Khwârazm (modern Khiwa) situated in Turkistan but he carried on his scientific career in Baghdad and all his works are in Arabic.
Jan Rubens was in love, and then he was on the run. Once the affair with Anna of Saxony was discovered and Jan was arrested, he ran back to his wife, Peter Paul’s mother, begging her for forgiveness and for help. Who knows what was in the man’s heart? Maybe the whole ordeal created deep within the soul of Jan Rubens a love of his wife that had never existed before. Maybe the fog of love was lifted from his eyes, the fog of lust cleared away and gone too was the clouding monomania that sets in when a married man runs into the arms of another woman. Maybe one passion had overtaken the mind of Jan Rubens as he fell into this desperate affair with Anna of Saxony, an otherwise difficult woman as the contemporary sources say, and it made him forget about the rest of the world. He started to see everything through the lens of this clawing need, the need to be with Anna of Saxony, the need to manufacture more and more reasons that he spend time with her, work on projects with her, center his life around her. This became a demanding and unforgiving logic. He stopped asking why, he stopped considering his life in any other light than the light of need. He needed to be with Anna of Saxony, dearest Anna, the only woman alive.
Bemoaning uneven individual and state compliance with public health recommendations, top U.S. COVID-19 adviser Anthony Fauci
According to the
When crew from CNN’s “Anthony Bourdain: Parts Unknown” contacted me in February 2014 to ask for assistance with an upcoming shoot in Thailand, of course I agreed without hesitation.
Alan Mathison Turing (1912 –1954) was one of England’s foremost mathematicians and computer scientists. Because of his work in artificial intelligence and codebreaking, along with his groundbreaking Enigma machine, he is credited with ending World War II. Turing’s life ended in tragedy. Convicted of “indecency” for his sexual orientation, Turing lost his security clearance, was chemically castrated, and later committed suicide at age 41.