#scienceUnmoderated tag#scienceHotblurt.media in # geeknews • 2 days ago • 7 min readClaude Science: AI Workbench for Scientists #1868by Todd Cochrane on Geek News Central View my bio on Blurt.media: In this episode, Ray Cochrane digs into Claude Science, Anthropic’s new AI workbench for researchers, and explains why its auditable, reproducible outputs matter more than the AI itself. He also covers Google’s June AI recap, the Pulpie web-cleaning model, the PamStealer…cleanenergygarro in Blurt Science • 2 days ago • 8 min readThe Unlimited Food Forests They Erased From Every City On EarthThe Last Unlimited Food Forest Is Still Growing In The Amazoncosmicboy123 in # blurthispano • 4 days ago • 4 min readXephem 4.3.0 Liberado!La imágen fue obtenida de la siguiente liga: Esta es una traducción del siguiente sitio: Escrito por @brandon-rhodes efectuó esta liberación el 6 de Marzo de 2026 El autor original de Xephem y encargado de mantenerlo por un largo tiempo, Eldwood Downey, falleció en el mes de Enero de este año 2026, pero hizo una contribución…vscampbell memberin Curators Community • 5 days ago • 5 min read2026 New COVID-19 Vaccine Study MischiefYoung person getting a COVID-19 Vaccine by cdc on Unsplash To those of you who know me, it is no surprise that I never tire of being right. To be fair, there is that occasion when I’m not correct, but it happens so rarely. Take the COVID-19 fiasco, for instance. I wrote on that subject exhaustively for several years, and I was right on…tdvtv in # ericdubay • 5 days ago • 2 min readPredators Don't Regulate Preyby @ericdubay on Eric Dubay View my bio on Vigilante.TV: When pressed on the question of why the world must have such a predatory food chain of life feeding upon life, both theists and atheists alike, tend to claim that the reason is because predators serve the function of regulating the numbers of their prey, preventing them from…blurt.media in # geeknews • 5 days ago • 7 min readThe $200k Star Wars LEGO Consignment War #1867by Todd Cochrane on Geek News Central View my bio on Blurt.media: In this episode, Chris Cochrane leads with a $200,000 Star Wars LEGO collection that exploded into lawsuits, arrests, and a YouTube crusade. Additional stories cover Summer Game Fest 2026, the first Enhanced Games where doping is allowed, an AI collar that claims to…mes in # math • 6 days ago • 2 min readTheorem 2: Series of Sums is equal to Sum of SeriesIn this video, I go over Theorem 2, which states that we can move a constant out of the sum of a series as well as add or subtract series individually. These follow from the Limit Laws of Sequences, and I use this to prove that the series involving an addition of terms is equal to an addition of the individual series. I go over an example, as…tdvtv in # ericdubay • 8 days ago • 2 min readFlat Earth Philosophy (Full Audiobook)by @ericdubay on Eric Dubay View my bio on Vigilante.TV: Flat Earth Philosophy (Full Audiobook): Flat Earth Philosophy explores and exposes the gamut of pseudo-scientific sophistry and logical fallacies employed in defense of the modern heliocentric spinning globe Earth model. Using philosophical frameworks such as the Zetetic…tdvtv in # ericdubay • 8 days ago • 1 min readWelcome to my New Home!by @ericdubay on Eric Dubay View my bio on Vigilante.TV: Over 500 years before the birth of the nation of Thailand, back then known as Siam, there existed a far more ancient culture that extended across nearly all of South East Asia... Get Connected with and Help Support Eric: Website: Patreon: Books: French: All My Other…mes in # math • 9 days ago • 2 min readTheorem 1 and the Test for the Divergence of Infinite SeriesIn this video, I go over Theorem 1, which states that the terms of a convergent series approach zero. Conversely, if the terms don't approach zero, the series diverges, hence providing a useful test for divergence. I prove Theorem 1 by re-arranging the n-th term as a difference of two partial sums, which, since they are convergent, are equal and…mes in # math • 11 days ago • 1 min readMES Math Q/A 65: What are Maxwell's Equations?Maxwell’s equations, together with the Lorentz force law, form the foundation of classical electromagnetism. The four Maxwell equations are Gauss’s law for electricity, Gauss’s law for magnetism, Faraday’s law of induction, and the Ampère–Maxwell circuital law. June 17, 2026 Wednesday at 10:00 AM PST YouTube - Rumble - Odysee -…mes in # math • 11 days ago • 2 min readHarmonic Series: Proving it diverges via an ingenious methodIn this video, I show that the harmonic series, 1 + 1/2 + 1/3 + 1/4 + ..., diverges by showing its even power partial sums are greater than a similar but smaller series involving repeating 1/2 terms. This is a very clever derivation, and it was due to the French scholar Nicole Oresme from the 14th century. 3Speak - YouTube - Telegram…condividisulweb in Ecoer • 14 days ago • 4 min readSmart Fabric That Turns Air Into Drinking Water Raises Global HopesNew smart fabrics can extract drinkable water from air humidity using advanced materials like MOFs, offering hope for water scarcitymes in # math • 14 days ago • 2 min readTelescoping Sum: All the terms of this series cancel out except for the first and last termIn this video, I go over an infinite series in which arises an example of the famous telescoping sum such that all the terms of the series cancel except for the first and last term. The series with terms 1/(n(n+1)) is not a geometric series, so we have to start off with the definition of a convergent series and begin by writing out the terms of…cleanenergygarro in Electric Universe • 14 days ago • 3 min readThe Sumerian Tablets described the last Micronova~!90,000 People Hid Undergroundmes in # math • 16 days ago • 2 min readGeometric Series: Sum of x^n series = 1/(1 - x) if |x| is less than 1Example on finding the sum of the infinite series x^n where |x| < 1 by noticing it is a convergent geometric series.mes in # math • 18 days ago • 2 min readConverting the number 2.3171717... into the fraction 1147/495 via the Geometric Series3Speak - YouTube - Telegram - Notes - Playlist - Sequences and Series - MES Links In this video, I go over an example of converting the number 2.3171717... (with infinite repeating 17) into a fraction by writing the repeating 17s as an infinite geometric series with common ratio 1/100, hence the sum is convergent.…mes in # math • 20 days ago • 2 min readExamples on Identifying Geometric Series and Determining if it Converges or Diverges3Speak - YouTube - Telegram - Notes - Playlist - Sequences and Series - MES Links In this video, I go over two examples and two methods of identifying if a series is a geometric series, and then finding its sum if it converges. In the first example, we are given the first 4 terms of a series, which we can identify the…mes in # math • 23 days ago • 2 min readGeometric Series: Deriving the Sum using an Ingenious Method (and via Similar Triangles)3Speak - YouTube - Telegram - Notes - Playlist - Sequences and Series - MES Links In this video, I go over the geometric series, which is the sum a + a r + a r^2 + ..., and show that if the absolute value of the common ratio r is less than 1, then the sum is just the first term divided by one minus the common ratio. I…mes in # math • 25 days ago • 1 min readMES Math Q/A 64: What are Electromagnetic Potentials?YouTube - Rumble - Odysee - BitChute - X - Twitch - Math Q/A playlist Electromagnetic potentials are mathematical fields introduced via vector calculus identities to satisfy the homogeneous Maxwell equations that follow from physical electromagnetic laws. The Aharonov–Bohm effect demonstrates that the vector potential…
