27 Matching Annotations
  1. Last 7 days
    1. No one's going to care. And does that mean that I'm I'm worthless? I'm pointless. I'm I'm meaningless. No,

      for - adjacency - existential isolation - footprints in the sand - noone will care for us a thousand years from now - Milarepa - alone vs loneliness - Donald Hoffman - I've often thought about this on walks in nature - plants sit next to each other, - some just sprouting, - others in full, vibrant maturity, - some withering, - and others dead and decayed - life and death are juxtapositioned - A blade of grass may live and die without the rest of the world knowing anything about it - When a tree falls in the forest, does anybody hear? - To live a life embodying the sacred, it doesn't matter if no-one knows anything about you - and yet, in contrast, biology and psychology tells us e are social beings, INTERbeings by nature - How do we reconcile these opposites? - Milarepa - the yogi living in solitude mountain retreat - in a yogic song I wrote, there's a difference between being alone and loneliness - How do we flip the loneliness of existential isolation of being human - to the fullness of the boundless wisdomin the aloneness of one particular headset in this lifetime?

      New meme - the fullness of being alone - the Fullness of Emptiness

  2. May 2025
  3. Apr 2025
  4. Nov 2023
  5. Oct 2023
    1. Mit drastischen Repressionsmaßnahmen versuchte die Polizei, Proteste gegen die Internationale Automobilausstellung IAAA in München zu unterdrücken. Verdächtig wirkende Personen wurden in der Stadt festgehalten und durchsucht, während der Automobiliindustrie große Flächen als „open spaces“ zur Veerfügung gestellt wurden. Dennoch erregten Proteste und Aktionen große öffentliche Aufmerksamkeit. https://taz.de/Protest-gegen-Automobilausstellung-IAA/!5956556/

  6. Aug 2022
  7. Apr 2022
    1. Wax tablets were the standard erasable surfacefrom antiquity to the Renaissance: one or more boards, often bound togetherin a codex form, were coated in wax to be inscribed with a stylus then erased forreuse.7 In early modern England one could also purchase pocket-sized writingtablets featuring paper that had been treated so as to offer a rigid writing surfaceon which markings made with the accompanying metal stylus could be erasedwith a little moisture.8 The slate blackboard is also attested in Europe in musicinstruction in the sixteenth century, sized either for group or for personal use(as is still the case today), and was used at least by the eighteenth century in theteaching of astronomy. The sand tray, a board or slab spread with a fine layer ofsand that one inscribed with a stick and could easily erase, was another long-lived medium: used in ancient Babylon and medieval Islam for calculations andin Europe principally for children and artists learning to write or sketch down tothe Victorian period.9 None of these temporary notes have left any traces, exceptthrough extant higher- order notes made from them.
  8. Dec 2017
    1. Again there are some who, without regarding it as infinite, yet think that no number has been named which is great enough to exceed its multitude.

      Archiomedes' main reason for writing the Sand Reckoner is not so that he can get an accurate estimate of the number of sands in the Universe. It is so that he can put forth his arguments about the number system the Greeks used at this time and how that system should deal with very large numbers. The Greeks knew about the concepts of zero and infinity and even negative numbers. But, they rejected them as things that should be used in math. Archimedes is making his case for very large numbers.

    2. We must however take Aristarchus to mean this: since we conceive the earth to be, as it were, the centre of the universe, the ratio which the earth bears to what we describe as the 'universe' is the same as the ratio which the sphere containing the circle in which he supposes the earth to revolve bears to the sphere of the fixed stars.

      It's really hard to understand what he is saying here. So, most scholars use the description of the math below to figure out what he meant to say here.

    3. some exceed in multitude the number of the sand which is equal in magnitude to the sphere referred to

      Archimedes is saying that he will prove that he has thought up numbers that are bigger than the number of sands in the Universe. Unfortunately, we have lost all copies of his work called "The Principles" that he is referring to. So, we use this work to talk about Archimedes' very large numbers until we find a copy of that original work (if one still exists).

    4. some have tried, as you are of course aware, to prove that the said perimeter is about 300,000 stadia

      Archimedes' good friend Eratosthenes is the person who has estimated the perimeter of the Earth to be about 300,000 stadia. Eratosthenes actually said that the circumference of the Earth was 252,000 stadia which converts to about 44,452.8 km. The actual value of the polar (north-south) circumference of the Earth is approximately 39,940.6 km. While this yields a 10% error it was a vastly superior estimate than any other we have a record of from a 1,000 years before or after Eratosthenes.

  9. Sep 2017