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The inflorescence of Romanesco broccoli or Romanesque cauliflower. Each bud is composed of a series of smaller buds, each arranged in a logarithmic spiral. Mathematicians use the term fractal to describe a curve or geometrical figure, each part of which has the same statistical character as the whole. In Romanesco broccoli, the pattern is only an approximate fractal since the pattern eventually terminates when the feature is sufficiently small. For more information see: en.wikipedia.org/wiki/Romanesco_broccoli
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I am very grateful for the very kind comments and faves. Thanks for visiting.
There is a colour photo (shallower dof) in the first comment.
f/32 1.6sec ISO 800 Pentax 100mm Pentax K-1
Taken on the dark and rainy Nottingham Light Night 2021.
More information about the mill and the mathematician can be found here:
"Ooops ... I need to review the logarithms"
For Flickr group "Happy Caturday!", topics: "Our cats by numbers"
The Mathematician
The Father of Computer Science and Artificial Intelligence
The Logician
The Cryptanalyst
The Philosopher
The Genius
The Saver of Lives
One of the Greatest Persons of the 20th Century
One of the Greatest Ever Britons
.... and the victim of a cruel society.
Alan Turing
Read: 10 Facts About Enigma Codebreaker Alan Turing
Read: Alan Turing
Artwork ©jackiecrossley
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long stories shortened... (discarded and abandoned and intertwined short stories) well..actually they are chunks and fragmets and notes of stories that never made it
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a young PhD math candidate writing his dissertation on an obscure arab mathematician from the middle ages who specialized in cycles and periods in infinite series and develops a process to determine prime number density in a large number space. (which is all and good) except this makes it an excellent tool to decrypting military grade encryption, which is based on the computational difficulty of factoring large numbers into their prime components
the arab mathematician was ultimately censured by the religious mullahs for developing tools to rationalize the infinite, which is of course the nature of Allah and for man to attempt to place Allah into a human scale is blasphemy
so the arab mathematician disappears and the young phd candidate finds that his dissertation has been suspended pending review but cant get any information on who is reviewing it
finally another young mathematician approaches him and starts a long discussion on math and the nature of numbers and the mathematicians love of the underlying structure of reality that math represents. the phd candidate is leary of this mathematician cause he wont answer what he does or where he went to school or how he knows so many cutting edge fields in math
eventually, the young mathematician offers the phd candidate a position with the NSA, National Security Agency, (where all the big crypto and high math goes on) but explains that if he accepts that he will essentially disappear from his current world. his work will be classified, he will not be able to publish in academic journals or speak in public, or talk about his work to his friends on the outside, but the compensation is that he
would be able to work unfettered with the greatest math minds in the country, totally funded, free to explore any field or fancy he thought. after a few moments of thought, the phd accepts.
then the story will go back to the arab mathematician who is also approached my a young beared mullah, who offers him a position within his group of thinkers who do ponder and explore the nature of nature reality and Allah through mathematics, but that by joining them he would need to disappear from the world, after a few minutes of thought, he too accepts...
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Daniel sipped his 6th coffee (colloidal suspension for caffeine transport) while his batch jobs on ramanet, the Indian supergrid, finished their checksum verification. His chin, a bit stubbly, itched. His eyes, a bit red, were sore. The goa trance shoutcast feed had mushed into a fast cadence drone. The flat screen monitor warped and bulged with the oscillating fan blowing on Daniel's face
'O' glamorous larval life of a PhD student...' he jotted and doodle-circled on his notepad.
Daniel cracked his neck and jutted his jaw, stretching out the accumulation of kinks, as RamaNet finished the final integrity check on his dataset. this two hour round of processing on the Indian supergrid would cost about $130 out of his precious grant fund, but you couldnt beat the bargain. 120 minutes times 150,000 PCs in the RamaNet processing collective = 1,080,000,000 seconds or 18,000,000 minutes or 300,000 hours or 12500 days or 34.25 years of processing time for the price of a video game. Calculation was commoditized now. You uploaded your pre-fromatted dataset to RamaNet. the data was packeted and sent to out to 150,000 Indians who lent a few percents of never-to-be missed CPU cycles off their systems for background processing. when their alotted package was completed it was sent back to RamaNet for re-assembly into something coherent for the buyer. in return the Indians got a rebate on their net access charges or access to premier bollywood galleries or credit towards their own processing charges. a good deal all the way around. Daniel's dataset, an anthology of complex proofs from a long-dead arab mathematician, was queued with amateur weather forecast modeling, home-brewed digital CGI for indie movies, chaos theory-based currency trading algorithms, etc. the really high end, confidential jobs, like protein folding analysis or big pharm drug trials were more likely handled by the huge western collectives of several million collaborative systems, usually high-performance machines in dedicated corporate server farms. the cost there was out of Daniel's range, but you got a faster return and better promises of encryption for your buck.
Daniel scratched his scalp and flexed his fingers. 'two months from today i will be a doctor of mathematics...and no job. damnit. i need to find something fast.' Daniel calculated in his mind how quickly the student loans repayments would kick in and completely wipe him out. RamaNet would have done it in nanoseconds, ha! he laughed to himself. Daniel had avoided the rounds of job interviews and recommendations that passed his way. he was too absorbed in his research to look ahead, and perhaps a bit intimidated by the idea of the job hunt flea market. flexing his CV, getting a monkey suit, trying to explain his research to recruiters, who were often the same finger-counting business majors in college that made his skin crawl. Daniel always felt a bit embarrassed when he announced he was math PhD candidate. folks would immediately glaze over,
tsk tsk out a 'that's interesting', and swiftly change the subject. something will come up, he mantra'd to himself over and over, something will come up. stick with ali, there is something real in there, just a bit deeper. the real problem was his thesis advisor. dr. fuentes was not returning his calls, his secretary was not taking appointments from Daniel. he had submitted his finished draft of his thesis two weeks ago, but hadnt heard back since, except for a cryptic email saying that the review committee was having some issues with his paper and that Daniel would be hearing from him shortly. Daniel was rerunning his calculations on RamaNet to assuage the gnawing doubt that he completely botched some component of his argument and that the review committee was debating some manner of telling him to redo the entire effort. no PhD and no job. that would ice the cake. Daniel started calculating his body mass and general aerodynamic resistance relative to the height of the school cathedral to figure out if he had time to reach a terminal velocity before impact...only a failed math PhD would attempt to determine at what speed his body would smack concrete, he morbidly thought to himself.
ali ja'far muhammed ibn abdullah al-farisi slipped meditatively on his cup of water, thinking about his proof. he dipped a finger in the cup and held up a droplet of water under his fingertip, watching the sunlight prisimatically splay out on the mouth of the cup. 'praise be Allah and his wonderous bounty' he mumured to himself.
the elders had been in conference all day over his proof. though the heavy doors to their chamber were closed, he would occasionally hear muffled but distinctly angry shouts. ali sat on a divan in the anteroom, served numerous cups of tea by an obviously nervous secretary. ali knew there was deep resistance to his research, but for the life of him he couldnt figure out why. he was a simple mathematician. he came up with some unique observations. he wanted to share them with his peers...
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Overview: biotech researcher discovers a new life-extension technology and is murdered. He is cryogenically frozen for 150 years. When he is
revived he must stop a dark corporate conspiracy – and find his murderer.
Summer 2015 - Hot genius free-lance biotech researcher unravels the key component of a radical life-extension gene therapy that will ensure 300 years of robust life to its recipients. The researcher is murdered shortly after he hides the critical component. His distraught friend has him cryogenically frozen. 150 years later, the researcher is revived by the same major bio-med corporation for which he had originally been working.
Quickly he realizes that their motives are less than altruistic: his modification of the gene therapy is needed to resolve an unforeseen debilitation now creeping up in the recipients of the life-extension process. The recipients, now nearing 125 years off added life, are decompensating into psychotics. The researcher at first tries to remember and reconstruct what he did with the hidden critical component, but stops in disgust when he learns that in the past 150 years the life-extension therapy has been reserved solely for the ultra-affluent and has created an extreme and cruel global gerontocratic elite. He voices his disgust to his corporate minders, who cease being beneficent and show their true colors as trying to gain control of this critical technology in order to control the elites.
In the process of dealing with the corporation, he learns about his murder and begins investigating.As he comes closer to the identity of his murderer, he uncovers a wider conspiracy and is the target of more murder attempts.
He was killed by a friend in 2015. The friend was the CEO of a small bio-gen firm that the researcher was doing the LET work for. The CEO, a biz-head with a genetics academic background, took the researcher’s work and exploited it as his own, in the process growing his small firm into a bio-med powerhouse and him into one of the world’s wealthiest individuals.
The CEO also was the first recipient of the LET and is now 190 years old, but doesn’t look a day over 45. Smart, urbane, ruthless, the CEO used his wealth and position to start the cabal of Ultras. It is a faction of the top 50 smartest and wealthiest people in the world who have ‘ascended from the world’ (faked their demise) and control the global economy with their vast coordinated wealth. Perhaps they will call themselves ‘The Ascended’. We need to decide how the cabal lives. Are they sequestered on a luxurious island compound, or do they live in the open, surgically re-sculpted after each faked death, or do they live in the open.
Also we need to figure out what the world will look and feel like in 150 years.
As the ultras decompensate into psychosis, the CEO orders the researcher to be revived in order to find a cure. The CEO had the researcher’s lab notes decrypted and figured that the he was close if not successful in finding the missing component to stabilize the LET.
Tiberius Syndrome: the decline into cruel psychosis experienced by the ultras, named after the roman emperor Tiberius’ degenerate behavior after he sequestered himself on Capri.
The ironic twist might be that there is no cure, no stabilization. The psychosis is not the result of the LET alone, but also due in part to the unfettered ego/wills of the ultras. Absolute power corrupts…
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a brazilian hacking syndicate was subcontracted by a st petersberg crew to run interference on a hit on SWIFT, the global currency clearinghouse notification network. The UniFavela clan was going to run a multi-flank raid. They specialized in fast propagating virii and had created a custom mail-in virus that exploited a few microsoft vulnerabilities that they had discovered and kept mum. Their target was a Latin American PR spokesman listed on the corporate web site for press queries. The PR flak would be just the sleepy guard on the wall for their virus to slip past. 30 minutes after opening an inocuous spoofed email from a French e-trade publication requesting clarification on the SWIFT-Indentrus partnership. the virus would port scan and map its entire site LAN, salmoning its way up the router paths till it found the deep waters of the main corporate campus network in Brussels. Shortly, the internal LAN at Brussels would be suffering switch and router buffer overflows and traffic would gasp, ack, and sputter. UniFavela would then towel whip out a vanilla DDOS on the main company web site, any INTERNIC-registered addresses, and any other system in the IP block reserved for SWIFT that had previously port scanned as interesting, or ,even, as nothing. Mongols charging the village gates and tossing flaming torches on thatched roofs. IT Operations would be running to and fro, trying to figure out the internal bandwidth crunch and if there was a bleedout causing the external net problems.
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The Post-Human Story of Minos:
the CEO of a powerful commercial combine is bore an illegitimate son by his indiscreet wife in retaliation for his own dalliances. the son has a hideous deformity but is fantastically brilliant - brilliant enough for the father overcome his own repulsion of the child - as a bastard and a freak. the father sequesters the child in an elaborate virtual domain. the child, a hacker savant, is used to breach competitor nets. but as his power in the digital realm expands, the child transforms into the tyrant-monster. using the nets, he lashes out at people who have caused him pain, then evolves into enjoying the taste of terror and fear. He becomes the Minotaur.
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'there was a mad scramble amongst all the big spook governments, dark side corporations, and the privacy maccabees once it was determined that quantum computation had left the tidal pool of academia, grown legs and air-breathing lungs, and was headed for the nat sec intel highlands. all previous encryption models were rendered obsolete, and worse, exposed. QC became an undefiable xray spotlight, laying bare any encrypted secret with a ease of opening a mathematical candy wrapper. And for a while it swung the advantage back to the state in the digital Boer War against the freecon partisans.'
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The Oort, to the Intras, looked as one people. Extra-stellar hillbillies, ekeing out a subsistance existence on extracted organics from the frozen crud comets and other planetesimals of the Oort Cloud that slung around the solar system in a 1K AU circuit. To the Oort there was no Oort. Each station, each kampong was distinct and seperate. Seperate dialects, traditions, norms, goals. Some were scientific collectives, some were tired mining operations, some were intense sectarian cults - they shared little between themselves beyond necessary trade links for scarce commodities.
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A young prince is disgraced in an internal court scandal and sent into a quasi-exile on a worthless mission. On his travels he builds the wisdom and learns the skills necessary to be a just and effective leader.
His exile was a gambit by his patriarch to remove Genji from the arena of pointless court intrigues and develop him as a real leader. The patriarch dispatched a team of loyal praetorians to discreetly follow and protect Genji on his odyssey.
Genji was sent as an emissary to the Oort system. He must pass through the Martian-Saturnine corridor, populated with industrial trading guilds and their private militias.
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Genealogy becomes paramount in a closed culture; hierarchy by heredity. Reference the roman patrician class’ death-grip obsession with lineage, or the medieval Japanese imperial court’s strict intra-elite caste system.
But in an era of extreme genetic engineering, how can bloodlines retain their importance? Perhaps this is the wrong question. Perhaps in an era of extreme genetic engineering, authentic bloodlines can only retain their importance. The longevity of an unchanged gene line demonstrates success in evolutionary competition. Over time however, the fitness of a rigidly enforced and ‘sequestered’ gene line will degrade. Consider the hemophilia of the European royal strata.
I would not want the imperial court of the inner system to be pure blue bloods, eschewing genetic manipulation. Rather I would have them take the opposite tack – and embrace genetic engineering in the pursuit of perfecting particular socially valued or distinctive attributes; a roman nose, elongated refined fingers, even the possession of certain ‘noble’ afflictions (for ex., the aforementioned hemophilia as a sign of noble lineage).
The elites should pursue genealogy with the same passion and gusto as horse breeders; studs and mares and percentages of bloodlines, enforced and suppressed gene expressions, surrogates, and gene modes des saisons.
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a bum finds a the wallet and keys of a man who jumped from a bridge
he goes to his townhouse to find something to eat or steal
is impressed and overwhelmed with the man's townhouse
showers, eats, gets cleaned up, finds some clothes
is ready to leave when he helps a woman wrestling with groceries at her door
she thanks him, but looks stunned.
‘are you the man in #560? umm..i have lived here for 3 years and have never actually seen you. you seem to leave so early in the morning and get
home so late and keep to yourself.’
they spend 30 minutes talking, having a generally warm friendly encounter.
‘well, I am so glad to have finally met you. Hope to see you soon.’ As she closes her door, the bum turns to leave but pauses and thinks for a moment, then goes back into the man's townhouse
he pours through the man's papers and keepsakes and learns that the man has no family that he speaks with, no friends, lives off a well-endowed trust fund
and
the bum moves in and takes over the mans identity
he brings warmth and sincerity to the man's identity
what makes a hermit tick? what lengths do they go to to remove themselves from society? does it become a game to avoid contact, trying to become a shadow, a phantom? does society dissolve away as a mental force in their thoughts, atrophy away or does it become an amputated impression?
what divsion line stands between a hermit and convict in solitary? the hermit, by and large, chooses their isolation, the convict has it enforced upon them. at what point does the human need for society or socialization collapse? is there anything left that we can inspect and evaluate? a hermit, however, is able to maintain walls against the Great Other, which would imply that they are seeking refuge from the world. a schizo or an autistic will be physically surrounded by others but unable or incapable of making contact.
when does the will to contact die? what is left over? do humans require contact to retain our humanity? can you love and sacrifice in a vacuum?
what defines humanity? oooh, a big question...
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genetic engineering will continue to deconstruct the human species
there will be catastrophic disasters: gene sequence specific viruses engineered to attack 'types' of people. Der Genkampf
petroleum will be replaced- hydrogen-powered locomotion and green power (in the wealthy states). the poor states will continue to be held hostage to oil politics
(cultures and civilizations do not move forward uneringly. they spasticly jerk forward and fro, in clumps andgrains, never ever as a lemming death drive.)
developed economies will be netized. a new state structure will be needed to manage and dsitribute resources. the corporate structure, the commercial backbone of the capitalist democracy, will replace the republic. it is flexible to markets and political forces, insistent on accountability, it provides a sufficient compromise between individual representation and republican government. they will begin their political evolution as projects in community development. assurances of an educated workforce by charter education. assurances of uninterrupted utilities by running their own power/water etc. net-based marketplaces create corporate agoras. employees are in fact de facto citizens of the corporation. citizenship, or regular employment, will be a reward for merit, stock shares will count towards suffrage.
great corporate collectives will arise. housing, education, security...all the needs of the middle class will be absorbed in the corporate state. the tradtional state will cede roles and responsibilities to the corporate state as their resources dwindle. a few isolated violent reactions (military or legal)by the republics against the corporate states, but they will fail over time. against, or more so, in conjunction with the homogenized corporatsists wil be the diasporae, non-corporates will glom to other modes of networked alignment, ethnic allegiance will become stronger over time - as the chinese, indian, and jewish disporaestrengthen as a formula for a successful competition against/with the corporates.
the american state, succored by its overwhelming techo-military supremancy, loses its mission, its vision - substitutes will to dominate for will to excel - and falls into the deep narcotic, insulated slumber of the unassailable. GE, nano, and the banknote net weaken the mythic cohesion of the american spirit. we are no longer united by common experience (mass-mediated or otherwise) the promise of science to make us stronger, smarter, near immortal is held like a manifest destiny or a divine IOU for services rendered to humanity.
Galileo Galilei was an important Italian scientist, physicist, mathematician, astronomer and philosopher. His scientific contribution started a new era in the history of astronomy, he was the first astronomer to access new knowledge using the telescope. He defended the concept that the Earth was not the center of the universe.
Galileo Galilei was born in Pisa, Italy, on February 15, 1564, son of Vincenzo Galilei and Julia Ammannati. His parents noticed Galilei's great intelligence and special aptitudes from an early age. The boy showed an interest in the arts and performed excellent paintings, demonstrating manual skill and creativity to manufacture toys and contraptions. He played the organ and zither with aplomb. Thus, Galilei excelled in studies at the Sunday school in Vallombrosa and planned to enter the monastery, but his father did not agree with the idea and enrolled him to study medicine at the University of Pisa. Two years after joining, he dropped out of the course and went to dedicate himself to the study of mathematics. The move did not please his father, and Galilei ended up dropping out of the University in 1585. He did not complete any degrees, but in the same year he went to Florence and began giving private lessons to support himself. He stood out for his research in geometry and continued with his mathematical studies.
It was at this time that he invented the hydrostatic balance, a mechanism that would be published in a detailed treatise in the year 1644. In 1589, in recognition of his scientific contributions and brilliant reasoning, he was appointed to the chair of mathematics at the University of Pisa. He was not welcomed by teachers, as he was only 25 years old, had incomplete academic training and publicly discredited Aristotle's established theories. In 1590 Galilei published a treatise on the motion of bodies. In 1591 he was removed from the professorship, after succumbing to intrigues and disputes with Aristotle's supporters. In 1592 he was appointed by the Senate of Venice to teach mathematics at the University of Padua, a position he would hold for 18 years. In 1609 he built a telescope based on the one previously invented by Hans Lippershey in Holland. Galilei made meticulous observations of the sky and incredible discoveries: he located the four largest moons of Jupiter and the mountains and craters on the Moon's surface. And when he detected spots present on the Sun's surface, the discovery helped to prove his theory that the star rotated on an axis. He investigated Saturn and observed what appeared to be two fixed moons, which were the edges of Saturn's ring system, but Galilei's telescope was not accurate enough to determine exactly what those points were.
His findings were collected and published in March 1610 in the book “The Messenger of the Stars”. The work was acclaimed and also generated much controversy, as Galilei publicly defended Nicolaus Copernicus' theory that the Sun was the center of our Solar System, not the Earth. At that time, the Catholic Church fully controlled science and held the opposite view, that the center was the Earth.
In 1616 Galilei was cornered by the authorities of the Inquisition and threatened with the death penalty if he did not publicly deny the scientific truths he had proved. He was expressly prohibited from teaching and propagating ideas that were contrary to the position of the Church. Even so, in 1632 he published the "Dialogue Concerning the Two Greatest Systems of the Universe", causing the Church's total rejection and intolerance. Prevented from continuing with his research and theories, the scientist retired to his castle located in Arcetri, a village near Florence, where he dedicated himself to pursuing his experiments alone.
Galileo Galilei died on January 8, 1642 in Arcetri, Italy. He was almost blinded by the observation of sunspots done without adequate protection for decades. Three hundred and fifty years later, through Pope John Paul II, on October 31, 1992, the Catholic Church formally recognized the legitimacy of Galilei's theories.
***
He is reburied here:
Hannah Fry ~ Waterstones ~ St James's Church ~ Piccadilly ~ London ~ England ~ Thursday March 28th 2019.
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Have a Fabulous Friday Y'all..:)
Secret #26: Having a degree in maths does not mean I can count! Seriously, I can prove theorems like "i to the power of i is a great number of real distinct numbers"... but I suck at splitting the restaurant bill.
If you are not a mathematician, you are unlikely to know of a gentleman named August Ferdinand Möbius, who was a professor of Mathematics and Astronomy at the University of Leipzig. Despite being outlandishly talented, the good professor didn’t exactly blaze through academic ranks because he was unable to attract paying students to take his class and would advertise his lectures as ‘free’ to get adequate enrollment. However, the absentminded professor considered mathematics to be poetic, and ended up defining and lending his name to one of the most enigmatic two-dimensional structures: the Möbius band (or, Möbius strip).
Yes, all of us have seen a Möbius band: the recycling sign on plastic or the infinity sign are great examples of Möbius band. To make a Möbius strip of your own, find yourself a rectangular strip of paper and glue both ends of the strip together after half-twisting the paper (by 180 degrees). Many things are extremely remarkable about this structure. Most uniquely, this two-dimensional structure has one surface. Don’t believe? Find yourself a ink pen and mark your initials anywhere on the surface. Now, with your finger tip, travel away from your initials along the central line of the strip surface. Keep going without lifting your finger from the paper. When you will have traveled the whole strip twice, you will find your fingers back on your initials –– convinced, that’s only one surface?
This 'one surface' property leads to another unintuitive – almost tantalizing – nature of this unique structure where the laterally inverted (mirror image) form of any physical point exists on the same surface! In a regular piece of paper, your initials and its mirror image (bleed-through the paper) would be on two different surfaces; To travel between them, you will have to switch surfaces. But in your personal paper Möbius strip, it is now possible to start from your initials, and without altering surfaces, reach their bleed-through mirror image, which is apparently on the other side of the surface from your initials! Also, one could keep walking on the only surface of the strip forever without ever needing to turn around – if you didn’t already, now you know why the infinity sign looks as it does!
Finally, the most unintuitive signature of Mobius structures is that they are unorientable. What’s that, right? Points on orientable things, like a ball or a bat, can be ‘inward’ and ‘outward’ or ‘upward’ and ‘downward’. No matter how you rotate the ball, an ‘outward’ point will always remain outward. But on a Möbius band, a point can slide from an ‘outward’ to an ‘inward’ orientation by rotating the strip. Simply put, the Möbius band has no ‘sidedness’. Here, every point and its mirror-image have collapsed on the same surface. It is as if, all dichotomies have disappeared and dimensions have warped-up somewhere!
Do Möbius bands exist in nature? Yes, they do. Despite the illusory visual of being so, the famous namesake arch in Alabama hills, CA is geometrically not a Möbius band. But, non-fictitious Möbius bands exist in nature elsewhere. Crystals of certain chemical compounds (e.g., niobium and selenium, NbSe3) display Möbius structures. In quantum physics, waveforms for fermions (not bosons) curiously reminds one of the Möbius pattern. Now, imagine how nice would it be if we had Möbius roller coasters or freeways in our perceivable world? We could then hop on them to simultaneously be ourselves and our mirror image – our alter ago – thereby drawing a closure to all our dichotomies. Wouldn’t it be nice if that happened?
Let me close with a crazy thought. What if, Möbius bands come into existence somewhere in those ten dimensions (M-theory) around us somewhen during magical times of the day, but due to limitations of our perceptual faculties, we are unable to acknowledge their presence?
Graffiti in an abandoned gas station in Two Guns along Route 66. Ted Kaczynski, also known as the Unabomber, was a mathematician and domestic terrorist. He was a mathematics prodigy but abandoned his academic career in 1969 to pursue a primitive lifestyle. As a lone bomber, he terrorized the nation for nearly 20 years, planting and mailing bombs that killed three people and injured many more before his capture in 1996. His Manifesto was published by the Washington Post in 1995 with the approval of the FBI.
I am amazed that someone who would be attracted to scribbling graffiti on an abandoned building in a remote area of Arizona would have the education to be aware of the philosophies of the Unabomber.
Monument to the Discoveries, Belem, Portugal.
The Age of Discovery or Age of Exploration was a period from the early 15th century that continued into the early 17th century, during which European ships traveled around the world to search for new trading routes and partners. Global exploration started with the Portuguese discoveries of the Atlantic archipelagos of Madeira and the Azores in 1419 and 1427, the coast of Africa after 1434 and the sea route to India in 1498.
Thirty three prominent Portuguese figures from the history of the Discoveries are featured around this inspiring monument inaugurated in 1960 on the north bank of the Tagus River in Lisbon to commemorate the 500th anniversary of the death of Henry the Navigator, seen at the forefront of the edifice holding a carrack. Other figures include monarchs, missionaries, cartographers, explorers, navigators, mathematicians, painters and discoverers including Vasco da Gama, Ferdinand Magellan and Saint Francis Xavier. All are positioned to show movement towards the front, bravely facing unknown seas.
In the background, the 25th April Bridge, (Ponte 25 de Abril in Portuguese) is the longest suspension bridge in Europe. It has two levels, the top level for cars and the lower added in 1999 for trains. It was designed by the American Bridge Company, also responsible for the San Francisco Golden Gate Bridge.
The wind and rain were lashing so hard on this day that I had to abandon my DSLR equipment in favor of quick takes with my iPhone 8 Plus.
Melba Roy Mouton (1929-1990) was a mathematician and computer programmer in NASA’s Trajectory and Geodynamics Division, acting as the Assistant Chief of Research Programs. Mouton worked at NASA’s Goddard Space Flight Center, coding computer programs to calculate the trajectories and locations of various aircraft. She also led the group of "human computers," who tracked the Echo satellites. Roy and her team's computations helped produce the orbital element timetables by which millions could view the satellite from Earth as it passed overhead.
Image Credit: NASA
#nasa #NASAmarshall #history #blackhistorymonth #BHM
This Group become a mathematicians today at a University of Szeged . Found them drinking vodka ,beer and other good stuff at side of the fountain ! two of them had math hat !
Rachel Riley ~ Trolled ~ Kingspace ~ Kings Cross ~ London ~ England ~ Sunday September 15th 2019.
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Purchase some of my images here ~ www.saatchiart.com/account/artworks/24360 ~ Should you so desire...go on, make me rich..lol...Oh...and if you see any of the images in my stream that you would like and are not there, then let me know and I'll add them to the site for you..:))
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Well, I had the absolute awesome pleasure of seeing & meeting the always gorgeous Mathematician & TV Presenter Rachel Riley at the @kingsplacelondon in #london for a live #podcast of #trolled Both, she, Tracy Ann Oberman & Nick Cohen were as awesome as you'd expect on the difficult subject of "On line" abuse!!! 😊
Have a great Monday Y'all..:)
In 1961, mathematician Edward Lorenz from the Institute of Technology in Boston was running simulations on a computer about the evolution of the climate of a certain region and discovered that small perturbations in the initial conditions of the system generated significant divergences over time. It was nothing more and nothing less than the birth of the famous phrase "A butterfly's flap of wings could cause a hurricane" and, with it, the beginnings of Chaos Theory. Over the years, mathematicians such as Mitchell Feigenbaum, David Ruelle, Floris Takens, and even Benoit Mandelbrot (father of fractal geometry) were working on the theory.
Towards the end of the 1980s, G. J. Sussman, J. Wisdom, and J. Laskar used powerful computers to perform a numerical simulation of the behavior of the outer and inner planets and discovered that, after a significant number of years, their orbits exhibited chaotic behavior. In particular, the orbital motion of the Earth and with it the Moon, was unstable after ten million years.
For now, regardless of changes, scientific advances, our finitude and contingency, and the fragile flutter of a butterfly, the planets and their moons remain there, within reach of our telescopes, beyond chaos and order in the bowels of disorder.
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From left to right: Ganymede, Europa, Jupiter and Io.
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Maksutov Cassegrain Telescope "Explore Scientific" 127, f/15.
Player One Ceres-C Camera.
Jupiter captured with Barlow Celestron X-Cell LX, 2x.
Moons captured without barlow for the final composition.
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December 24, 2023, 00:35 UT. Rural area, Concordia, Entre Ríos, Argentina.
Tracy Ann Oberman ~ Trolled ~ Kingspace ~ Kings Cross ~ London ~ England ~ Sunday September 15th 2019.
www.flickriver.com/photos/kevenlaw/popular-interesting/ Click here to see My most interesting images
Purchase some of my images here ~ www.saatchiart.com/account/artworks/24360 ~ Should you so desire...go on, make me rich..lol...Oh...and if you see any of the images in my stream that you would like and are not there, then let me know and I'll add them to the site for you..:))
You can also buy my WWT card here (The Otter image) or in the shop at the Wetland Centre in Barnes ~ London ~ www.wwt.org.uk/shop/shop/wwt-greeting-cards/european-otte...
Well, I had the absolute awesome pleasure of seeing & meeting the always gorgeous Mathematician & TV Presenter Rachel Riley at the @kingsplacelondon in #london for a live #podcast of #trolled Both, she, Tracy Ann Oberman & Nick Cohen were as awesome as you'd expect on the difficult subject of "On line" abuse!!! 😊
Have a great Tuesday Y'all..:)
Rachel Riley ~ Trolled ~ Kingspace ~ Kings Cross ~ London ~ England ~ Sunday September 15th 2019.
www.flickriver.com/photos/kevenlaw/popular-interesting/ Click here to see My most interesting images
Purchase some of my images here ~ www.saatchiart.com/account/artworks/24360 ~ Should you so desire...go on, make me rich..lol...Oh...and if you see any of the images in my stream that you would like and are not there, then let me know and I'll add them to the site for you..:))
You can also buy my WWT card here (The Otter image) or in the shop at the Wetland Centre in Barnes ~ London ~ www.wwt.org.uk/shop/shop/wwt-greeting-cards/european-otte...
Well, I had the absolute awesome pleasure of seeing & meeting the always gorgeous Mathematician & TV Presenter Rachel Riley at the @kingsplacelondon in #london for a live #podcast of #trolled Both, she, Tracy Ann Oberman & Nick Cohen were as awesome as you'd expect on the difficult subject of "On line" abuse!!! 😊
Have a great Hump Day Wednesday Y'all..:)
de/from: Wikipedia.
La iglesia de San Ignacio de Loyola
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es.wikipedia.org/wiki/Iglesia_de_San_Ignacio_(Roma)
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La iglesia de San Ignacio de Loyola (en italiano, Chiesa di Sant'Ignazio di Loyola in Campo Marzio, en latín, Ecclesia Santi Ignatii a Loyola in Campo Martio) es una iglesia barroca de Roma, construida en 1626 y dedicada a San Ignacio de Loyola, el fundador de la Compañía de Jesús.
El Colegio Romano contaba con la pequeña capilla de la Anunciación (del 1562) como espacio para las celebraciones litúrgicas, con unas pinturas de los Zuccari. En el primer cuarto del siglo XVII la capilla se había quedado pequeña y la familia Ludovisi, a la que pertenecía el pontífice de ese momento, Gregorio XV, se compromete a construir una nueva. Llevará el nombre del recién canonizado Ignacio de Loyola.
Ludovico Ludovisi, sobrino del papa Gregorio XV, se encargó del patrocinio de la nueva iglesia y de dirigir el proyecto después de la muerte del pontífice. Para ello se convoca un concurso entre los arquitectos jesuitas, para poder así economizar el proyecto. Primero se presentó el arquitecto Antonio Sasso pero después fue desbancado por el proyecto del jesuita Horazio Grassi que fue aceptado en 1627.
En 1640, con motivo del centenario de la fundación de la Compañía de Jesús, se celebra una eucaristía en una iglesia a medio construir, con un techo provisional. En el proceso de construcción de la iglesia se plantean dos problemas que hacen modificar el proyecto original de Grassi. El primero será la fachada, cuyo segundo piso se modificará y se adaptará a la altura más baja de las naves laterales, empleando para ello unas elegantes volutas. Otro grave problema que se planteó fue la construcción de la cúpula. El espacio era excesivamente amplio y la comisión de arquitectos reunida para buscar una solución, no encuentra una adecuada, ni siquiera la propuesta por Grassi, y que además se adaptase al nuevo recorte de presupuesto por parte del competente Ludovisi, que marchó a Cerdeña y al poco tiempo murió. Grassi también fallece sin darle solución. La solución más sencilla y a la vez la más genial viene de la mano de otro jesuita, Andrea Pozzo en 1685, que realiza una falsa cúpula pintada sobre tela. Terminados todos los trabajos, la iglesia es inaugurada finalmente en 1722.
El interior sigue el modelo de la Iglesia del Gesù: una gran sala que tiene tres capillas a cada lateral, más un crucero formando una cruz latina. Las capillas tienen todas un techo plano, a excepción de las del presbiterio que son ovales. En la contrafachada aparecen dos figuras alegóricas de la religión y la magnificencia que sujetan una inscripción en latín.
La bóveda de la nave central fue realizada por Andrea Pozzo. Tiene como título: El papel de San Ignacio en la expansión del nombre de Dios por el mundo. El mismo artista describe la iconografía: Imágenes relacionadas con el fuego y la luz se repiten en toda la iglesia, ya sea en forma de antorchas o flechas de fuego, sostenidas por ángeles en los diversos frescos del templo, incluida la sacristía. La razón es que se asocia a la iconografía de Ignacio el fuego y la luz, inspirado en el texto de San Lucas capítulo 12, versículo 49: «He venido a arrojar un fuego sobre la tierra y ¡Cuánto desearía que ya hubiera prendido!» Palabras de Jesús que Ignacio y Compañía se proponen llevar a cabo.
En los cuatro extremos de la bóveda aparecen las figuras simbólicas de los cuatro continentes. Europa aparece representada como matrona sobre un caballo. En lo alto del cielo pintado, San Luis Gonzaga y San Francisco de Borja y el beato Estanislao de Kostka se dirigen hacia el cielo. La figura de Asia está sentada sobre un camello. En lo alto del cielo San Francisco Javier que conduce a las almas de los asiáticos a la Gloria. La figura de África es una mujer de facciones árabes, sentada sobre un cocodrilo y en su mano un colmillo de elefante. También sobre la mujer aparecen varios misioneros jesuitas que desempeñaron su trabajo en África. Por último la figura de América, como mujer vestida con ropajes indios y en su mano una lanza con la que hiere a uno de los gigantes, y detrás de ella un ángel blanco con una llama que simboliza la expansión de los jesuitas por América a través de las reducciones.
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Sant'Ignazio, Rome
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en.wikipedia.org/wiki/Sant%27Ignazio,_Rome
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The Church of St. Ignatius of Loyola at Campus Martius (Italian: Chiesa di Sant'Ignazio di Loyola in Campo Marzio, Latin: Ecclesia Sancti Ignatii a Loyola in Campo Martio) is a Roman Catholic titular church, of deaconry rank, dedicated to Ignatius of Loyola, the founder of the Society of Jesus, located in Rome, Italy. Built in Baroque style between 1626 and 1650, the church functioned originally as the chapel of the adjacent Roman College, that moved in 1584 to a new larger building and was renamed the Pontifical Gregorian University.
The Collegio Romano opened very humbly in 1551, with an inscription over the door summing up its simple purpose: "School of Grammar, Humanity, and Christian Doctrine. Free". Plagued by financial problems in the early years, the Collegio Romano had various provisional centres. In 1560, Vittoria della Tolfa, Marchesa della Valle, donated her family isola, an entire city block and its existing buildings, to the Society of Jesus in memory of her late husband the Marchese della Guardia Camillo Orsini, founding the Collegio Romano. She had previously intended to donate it to the Poor Clares for the founding of a monastery. The nuns had already started to build what had been intended to become the Church of Santa Maria della Nunziata, erected on the spot where the Temple of Isis had stood.
Although the Jesuits got the marchesa's land, they did not get any money from her for completing the church. Budgetary constraints compelled them to hire their own architect. Construction of the church was taken over by the Jesuit architect Giovanni Tristano. Built entirely by Jesuit labour, the Church of the Annunciation was first used for worship in 1567. A three-aisled church dedicated to the Most Holy Annunciation (Italian: Santissima Annunziata) was built by the Collegio Romano between 1562 and 1567 on the foundations of the pre-existing construction. Since the earlier church had already been built to the height of the ground floor in 1555, there was no way for the Jesuits to expand the structure to hold the increasing number of students attending the Collegio Romano. The facade was very similar to that of the contemporary Church of Sant'Andrea al Quirinale, which was also designed by Giovanni Tristano. In accordance with the wishes of the marchesa, the façade proudly displayed the Orsini arms. The Church of the Annunciation was enlarged in 1580 when Pope Gregory XIII expanded the Collegio Romano itself, especially the side chapels.
The old church became insufficient for over 2,000 students of many nations who were attending the College at the beginning of the 17th century. Pope Gregory XV, who was an old pupil of the Collegio Romano, was strongly attached to the church. Following the canonization of Ignatius of Loyola in 1622, he suggested to his nephew, Cardinal Ludovico Ludovisi, that a new church dedicated to the founder of the Jesuits should be erected at the college itself. The young cardinal accepted the idea, asked several architects to draw plans, among them Carlo Maderno. Ludovisi finally chose the plans drawn up by the Jesuit mathematician, Orazio Grassi, professor at the Collegio Romano itself.
The foundation stone was laid only on August 2, 1626, four years later, a delay which was caused by the fact that a section of the buildings belonging to the Roman College had to be dismantled. The old church was eventually demolished in 1650 to make way for the massive Church of St. Ignatius of Loyola, which was begun in 1626 and finished only at the end of the century. In striking contrast to the Church of the Annunciation, which occupied only a small section of the Collegio Romano, the Church of St. Ignatius of Loyola took up a quarter of the entire block when it was completed.
The church was opened for public worship only in 1650, at the occasion of the Jubilee of 1650. The final solemn consecration of the church was celebrated only in 1722 by Cardinal Antonfelice Zondadari. The church's entrance now faces on to the Rococo Place of San Ignazio was planned by the architect Filippo Raguzzini.
Andrea Pozzo, a Jesuit lay brother, painted the grandiose fresco that stretches across the nave ceiling (after 1685). It celebrates the work of Saint Ignatius and the Society of Jesus in the world presenting the saint welcomed into paradise by Christ and the Virgin Mary and surrounded by allegorical representations of all four continents. Pozzo worked to open up, even dissolve the actual surface of the nave's barrel vault illusionistically, arranging a perspectival projection to make an observer see a huge and lofty cupola (of a sort), open to the bright sky, and filled with upward floating figures. A marble disk set into the middle of the nave floor marks the ideal spot from which observers might fully experience the illusion. A second marker in the nave floor further east provides the ideal vantage point for the trompe-l'œil painting on canvas that covers the crossing and depicts a tall, ribbed and coffered dome. The cupola one expects to see here was never built and in its place, in 1685, Andrea Pozzo supplied a painting on canvas with a perspectival projection of a cupola. Destroyed in 1891, the painting was subsequently replaced. Pozzo also frescoed the pendentives in the crossing with Old Testament figures: Judith, David, Samson, and Jaele.
Pozzo also painted the frescoes in the eastern apse depicting the life and apotheosis of St Ignatius. The Siege of Pamplona in the tall panel on the left commemorates the wounding of Ignatius, which led to the convalescence that transformed his life. The panel over the high altar, Vision of St Ignatius at the Chapel of La Storta, commemorates the vision that gave the saint his divine calling. St Ignatius sends St Francis Xavier to India recalls the aggressive Jesuit missionary work in foreign countries, and finally, St Ignatius Receiving Francesco Borgia recalls the recruitment of the Spanish noble who would become General of the Company of Jesuits. Pozzo is also responsible for the fresco in the conch depicting St. Ignatius Healing the Pestilent.
NGC 253 is one of the brightest spiral galaxies visible, and also one of the dustiest. Some call it the Silver Dollar Galaxy for its appearance in small telescopes, or just the Sculptor Galaxy for its location within the boundaries of the southern constellation Sculptor. First swept up in 1783 by mathematician and astronomer Caroline Herschel, the dusty island universe lies a mere 10 million light-years away. About 70 thousand light-years across, NGC 253 is the largest member of the Sculptor Group of Galaxies, the nearest to our own Local Group of Galaxies.
Data acquired using a shared setup in Australia:
System Description:
Telescope: Astro Physics 12" Riccardi-Honders f3.8
Camera: SBIG STXL16200
Filters: Astrodon LRGB Gen II, Ha, SII, OIII, all 5nm.
Mount: Software Bisque Paramount ME II
FOV: 88 x 66 arcmins
Image Scale: 1.07 arcseconds per pixel.
Srinivasa Ramanujan FRS was an Indian mathematician who l had almost no formal training in pure mathematics. He made substantial contributions to mathematical analysis, number theory, infinite series, and continued fractions, including solutions to mathematical problems then considered unsolvable. Ramanujan initially developed his own mathematical research in isolation. Seeking mathematicians who could better understand his work, in 1913 he began a postal partnership with the English mathematician G. H. Hardy at the University of Cambridge, England. Recognizing Ramanujan's work as extraordinary, Hardy arranged for him to travel to Cambridge. In his notes, Ramanujan had produced groundbreaking new theorems, including some that Hardy said had "defeated him and his colleagues completely", in addition to rediscovering recently proven but highly advanced results.
Otton Nikodym and Stefan Banach who were sitting here in Cracow in October 1916 and met another famous mathematicial - prof. Hugo Steinhaus;
commemorative monument - the author Stefan Dousa; financed by the Astor company; October 2016; Poland
Ah! Coincidences! It was only yesterday that I mentioned great Thunberg and his work on botany in South Africa, and today I must recall him. Here's Plumbago auriculata, Cape Leadwort, which was named Plumbago capensis by Thunberg in 1794. He didn't then know that our plant had already been called specifically 'auriculata' by Jean-Baptiste Lamarck, French botanist (1744-1829), in 1786. Lamark's designation therefore has precedence.
Plumbago the Plant is thus-named because it was thought to be an antidote for lead poisoning, and that brings us to this espionage ship of the French navy.
The Bâtiment d'Essais et de Mesures Monge (A601) is a so-called Missile Range Instrumentation Ship which supports the firing and tracking of missiles. It's painted white because that keeps down its temperature; the usual lead gray of navy ships would make the ship too warm to function properly electronically.
Anyway... 'Monge' (1990) is for Gaspard Monge, comte de Péluse (1746-1818). He was a great physicist and geometer and mathematician and a lot more, too. As a metallurgist he was fascinated as well by the refining of iron/steel. In this context, he and his colleagues worked with the mineral plumbago, an old name for a form of graphite or lead. And there we are again at the beginning of my little remark...
I took this photo from a beautiful park named for a Saint Catherine above Avenida Sá Carneiro in Funchal.
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I'm stampolina and I love to take photos of stamps. Thanks for visiting this pages on flickr.
I'm neither a typical collector of stamps, nor a stamp dealer. I'm only a stamp photograph. I'm fascinated of the fine close-up structures which are hidden in this small stamp-pictures. Please don't ask of the worth of these stamps - the most ones have a worth of a few cents or still less.
By the way, I wanna say thank you to all flickr users who have sent me stamps! Great! Thank you! Someone sent me 3 or 5 stamps, another one sent me more than 20 stamps in a letter. It's everytime a great surprise for me and I'm everytime happy to get letters with stamps inside from you!
thx, stampolina
For the case you wanna send also stamps - it is possible. (...I'm pretty sure you'll see these stamps on this photostream on flickr :) thx!
stampolina68
Mühlenweg 3/2
3244 Ruprechtshofen
Austria - Europe
* * * * * * * * *
great stamp Helvetia 40c Celestial globe, Himmelsglobus, Globus coelestis (by Jost Bürgi, 1552-1632, swiss mathematician, watchmaker and astronomer; Globe céleste, Звёздный глобус, 天球仪)
Egnazio Danti (Perugia 1536 - Alatri 1586)
Mathematician, astronomer, Dominican friar and even cosmographer.
In 1567 or so, Cosimo I de Medici, Duke of Tuscany summoned him in his court to develop and share the mathematical and astronomical studies in the territory of his competence.
He became soon a Grand Ducal cosmographer working hard on the maps that are still decorating the Hall of Charts in Palazzo Vecchio.
During his permanence in Florence Danti lived at the convent of Santa Maria Novella assembling the armillary sphere, the gnomon and the gnomonic holes on the façade.
The armillary sphere, installed it on the building in 1574, is on the left side of the front of the church and was used to determine the time of the vernal or Spring equinox by the shadow of the sun on its equatorial ring.
It was with this instrument that Fra' Egnazio Danti established that the calendar was 10 days late. He presented his plan to the pope who approved it. Thus was born the Gregorian calendar which is also ours, jumping from 4 to 14 October
Hypatia of Alexandria was born in Alexandria, Egypt, then part of the Roman Empire, around 355 CE. She was the daughter of Theon of Alexandria, a mathematician and astronomer associated with the Museum and the scholarly traditions that followed the legacy of the great Hellenistic centers of learning. Unlike most women of her time, Hypatia received a rigorous scientific and philosophical education. Under her father’s guidance she studied mathematics, astronomy, geometry, and philosophy, eventually surpassing many of her contemporaries in reputation and intellectual authority.
She became the head of the Neoplatonic school of Alexandria, where she taught philosophy in the Platonic tradition, along with advanced mathematics and astronomy. Her students included both pagans and Christians, some of whom later occupied high public offices. Hypatia wrote or edited commentaries on key scientific works, including Diophantus’ “Arithmetica” and Ptolemy’s “Almagest,” contributing to the preservation and transmission of classical scientific knowledge. Ancient sources also associate her with the construction or refinement of scientific instruments such as the astrolabe and hydrometer, reinforcing her practical as well as theoretical engagement with science.
Hypatia was not only a scholar but a respected public intellectual. She moved freely in civic life and was known for her integrity, independence, and rhetorical skill. She advised Orestes, the Roman prefect of Alexandria, during a period of intense political and religious tension in the city. Alexandria in the early fifth century was marked by escalating conflict between imperial civil authority and the growing power of the Christian episcopate under Bishop Cyril. As a pagan philosopher of high status, intellectually influential and politically connected, Hypatia became a symbolic figure within this struggle.
According to ancient sources such as Socrates Scholasticus, in March 415 CE a mob of Christian extremists, reportedly led by a church reader named Peter and associated with radical factions linked to the bishop’s circle, intercepted her carriage as she was returning home. She was dragged into the Caesareum, which had been converted into a church, stripped, and brutally killed using ostraka—sharp pottery shards or tiles. Her body was dismembered, and the remains were burned outside the city. The killing was widely recognized even by some Christian historians as a disgraceful act. There is no clear evidence of formal punishment for those directly responsible. Her murder stands as a documented case of politically charged religious violence directed against an independent intellectual woman whose authority crossed boundaries of belief and power.
Hypatia’s death has come to represent the violent suppression of philosophical inquiry and scientific freedom in a period of profound transformation within the Roman world. She embodied intellectual autonomy, female authority in public life, and commitment to rational discourse in a polarized society. Her life and death continue to be studied not as legend, but as a historically grounded episode revealing how knowledge, influence, and gender could become threats in times of ideological consolidation.
I publish this series to remember that freedom, dignity, knowledge, and justice are never abstract ideals but realities defended by real people who often paid with their lives. Behind every right there are names, faces, biographies, and violent ruptures. I publish these works to oppose the normalization of political and religious violence, to speak to younger generations, and to affirm that silence always benefits unchecked power. This is not passive commemoration; it is active memory, a conscious choice, and a form of resistance.
The image used for this work is based on artistic representations of Hypatia found in historical paintings and later visual interpretations, given the absence of authentic contemporary portraits due to the antiquity of the period.
Simon Stevinplein in Brugges is named after and dominated by the statue of the Brugges-born mathematician Simon Stevin, best known for proving the law of equilibrium on an inclined plain. The bronze sculpture of Stevin stands atop a plinth made of Belgian bluestone measuring in total 3 meters high. It was erected in 1839 by resolution of The Brugges City Corporation and the provincial government of West Flanders
The spray from the tail matched a Fibonacci Spiral surprisingly well. I have cropped it slightly differently. I am by no means a Mathematician, but I'm pretty certain that a single equation could describe this group of curves and that altering a single variable would allow one to describe each individual curve. Nerd alert!
Tune: Rome Streetz & Ransom - No Remorse
[Intro: Ransom]
Shit about to get real dark
Hey Streetz, you ready?
Hahaha, yeah I already know you ready
Let's get it boy, let's get it
[Verse 1: Ransom]
Yeah, I don't know what y'all think this is
There's no life after death, you ready to die for thinkin' big?
You either thirsty or you drink to live
Sink your ribs, winked and slid, arm all plastic just like Inky's is
Yeah, I was never known for the back and forth
Ask your boss, he was my passenger when I crashed the Porsche
Eager to speak, but what you lack is force
You just flap your jaws
Would've shot you and left you back when I had remorsе
But now I'm stuck with all these savage thoughts
Sincе they never passed the torch, light and gas a cross on a rapper's porch
My worst fear is going back to court
My heart froze, I spit cold, you die by the time the track defrost
I got no class, I couldn't pass the course
I was thinkin' forward when everybody said I'm an afterthought
Subtract a nigga when the math is off
Ain't no passion lost
You did some time on the island, that was your last resort
Die by the sword is what I often quote
When I got involved with dope, I almost lost my hope until I saw the growth (That's facts)
And now I'm drunk tryna park the boat
The sharpest quotes done turnt this black sheep into the darkest GOAT
Before the crew love, pictures and group hugs
Niggas was true thugs, ignorant heathens before we grew up
The forty blue slugs, lick a shot at ya son's neck
I'm vicious, when it comes to these digits, get 42 dug
[Chorus: Ransom]
We don't feel remorse (No!)
We ain't never care and we ain't sorry for your loss
Throw a party for the boss (Wooo!)
What we gon' spin in, the Ferrari or the Porsche?
We ain't gon' finish 'til your body's in the morgue, 'cause
We don't feel remorse (Nah)
We ain't never care and we ain't sorry for your loss
Throw a party for the boss (Let's go)
What we gon' spin in, the Ferrari or the Porsche? (Which one?)
We ain't gon' finish 'til your body's in the morgue, nigga
[Verse 2: Rome Streetz]
Ayo, no remorse for the opposition
A Glock shot'll twist ya top, turn an opp into apparition
Serve powder to the preacher like I never had religion
Just make sure my numbers right like a mathematician
To beat poverty properly, that was half the mission
I need a Panama property, fuck average livin'
My time, you gotta pay for it like a bad decision
It's never free like you trapped in prison
My path is different, when I was dead broke I had to get the cream
Made thousands off a phone that I had to flip the screen
What I hold in the SIG'll kill you like nicotine
Was servin' nicks to fiends, now I'm that nigga on ya bitch's screen
She watch faithfully, masturbate to me
Ten thousand hours made me a master, you niggas make believe (Fuck outta here!)
Fuck remorse, compassion left my heart with a vacancy
So I feel nothin' when I smoke you like an eighth of trees
Turn my crumbs to Cristal, no government pay receipt (Nah)
Real shit, I built this brick by brick like masonry
Stylin' on you niggas like I'm down with fashion agencies
The main attraction, who they paid to see blatantly, nigga
I take mine, fuck waitin' for what they offer ya
My aura is warrior, from Austin to Austria
Remember before when I had a probation officer
She violated me, now I'm probably cakin' more than her, fuck that bitch
(Fuck outta here!)
[Chorus: Ransom]
We don't feel remorse
We ain't never care and we ain't sorry for your loss
Throw a party for the boss (Wooo!)
What we gon' spin in, the Ferrari or the Porsche?
We ain't gon' finish 'til your body's in the morgue, 'cause
We don't feel remorse (Nah)
We ain't never care and we ain't sorry for your loss
Throw a party for the boss (Let's go)
What we gon' spin in, the Ferrari or the Porsche? (Which one?)
We ain't gon' finish 'til your body's in the morgue, nigga
Mathematician, navigator, and first mate of the Henri, Myles Bowditch is signing up for Eslandola and the East Trade Wind Company! For gold and country! - and the ETWC.
My sig-fig for Brethren of the Brick Seas. Check it out here!
"Violence is the diplomacy of the incompetent".
“Don't you see? It's Galaxy-wide. It's a worship of the past. It's a deterioration - a stagnation!”
“Q. Would you repeat, Dr. Seldon, your thoughts concerning the future of Trantor?
A. I have said, and I say again, that Trantor will lie in ruins within the next three centuries.
Q. You do not consider your statement a disloyal one?
A. No, sir. Scientific truth is beyond loyalty and disloyalty."
Q. You are sure that your statement represents scientific truth?
A. I am.
Q. On what basis?
A. On the basis of the mathematics of psychohistory.
Q. Can you prove that this mathematics is valid?
A. Only to another mathematician.
Q. ( with a smile) Your claim then is that your truth is of so esoteric a nature that it is beyond the understanding of a plain man. It seems to me that truth should be clearer than that, less mysterious, more open to the mind.
A. It presents no difficulties to some minds. The physics of energy transfer, which we know as thermodynamics, has been clear and true through all the history of man since the mythical ages, yet there may be people present who would find it impossible to design a power engine. People of high intelligence, too. I doubt if the learned Commissioners—
At this point, one of the Commissioners leaned toward the Advocate. His words were not heard but the hissing of the voice carried a certain asperity. The Advocate flushed and interrupted Seldon.
Q. We are not here to listen to speeches, Dr. Seldon. Let us assume that you have made your point. Let me suggest to you that your predictions of disaster might be intended to destroy public confidence in the Imperial Government for purposes of your own!
A. That is not so.
Q. Let me suggest that you intend to claim that a period of time preceding the so-called ruin of Trantor will be filled with unrest of various types.
A. That is correct.
Q. And that by the mere prediction thereof, you hope to bring it about, and to have then an army of a hundred thousand available.
A. In the first place, that is not so. And if it were, investigation will show you that barely ten thousand are men of military age, and none of these has training in arms.
Q. Are you acting as an agent for another?
A. I am not in the pay of any man, Mr. Advocate.
Q. You are entirely disinterested? You are serving science?
A. I am.”