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InitialsDiceBearhttps://github.com/dicebear/dicebearhttps://creativecommons.org/publicdomain/zero/1.0/„Initials” (https://github.com/dicebear/dicebear) by „DiceBear”, licensed under „CC0 1.0” (https://creativecommons.org/publicdomain/zero/1.0/)A
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236
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2 yr. ago

  • or if it required the appropriately complex sexy dance with pronounced hip thrusts?

  • Worth it: Cleaning service if you or they have a structured approach where they clean every dang thing over the course of 6 months, instead of dusting your blinds weekly.

    Worth it: Hot sauce of the month.

    Worth it: Leetcode/Linkedin only as long as you’re on the job market

    Not worth it: most streaming that you never watch.

    Not worth it: HVAC service plan that costs >300 a year or where they just change filters.

    Not worth it: Most any “influencer guru” premium access. Especially financial.

  • it will probably require lots of tokens though

  • their decisions all seem very formulaic, and they could definitely be made faster if you just typed it into ChatGPT

  • surely you mean Algol style languages?

  • Check out “densly packed decimal” encoding,

  • my two-year-old has a Yoto player.

    and yes, you’re correct, teenagers these days know nothing about computers and can’t even type.

  • How many months would the lump sum be equivalent to?

  • https://youtu.be/b7OIbMCIfs4

    In this video, we explore the mystery of spinors! What are these strange, surreal mathematical things? And what role do they play in physical reality? We'll talk about the algebra of SO(3) and SU(2), and the profound physical implications of spinors, particularly as it relates to spin-statistics and the stability of matter!

    Video notes PDFs available for download on Patreon:

      / richardbehiel  

    All support is highly motivating and greatly appreciated! :)

    Recommended reading: "An introduction to spinors" by Andrew M. Steane: https://arxiv.org/abs/...

    For a more advanced and comprehensive treatment of spinors, see "Spinors and Space-Time" by Penrose. The homotopy class animations in SO(3) were based on Section 1.5 of that book.

    To learn more about the Spin-Statistics Theorem, see "Pauli and the Spin-Statistics Theorem", by Ian Duck and E. C. G. Sudarshan.

    Also, check out the wonderful YouTube series "Spinors for Beginners" by EigenChris!    / @eigenchris  

    Chapters:

    0:00 Intro 3:08 Topology Warmup 9:22 Axis-Angle Representation of 3D Rotations 13:15 Homotopy Classes of Loops in the Axis-Angle Space 22:50 The Algebra of Rotations, SO(N) 33:48 SU(2) 39:35 SU(2) Double Covers SO(3) 49:15 Exploring the Mystery 1:01:20 Superconductivity 1:05:00 Let's get Existential 1:07:50 Conclusion

  • The remains of different individuals are never intermixed, and fireproof serial number tokens are placed with the body before it’s cremated and remain with the ashes through delivery if verification is needed.

  • Not sure why it’s shitty - easy to assemble, cheap, effective at eliminating contact noise with a high-compliance wiping contact.

    the only shitty part is the exposed retaining clip which gets broken off

  • Clearly 6P2C

  • OP is a “C guy”

  • A systems language, one of the oldest but still in use and modeled after, used to build expensive research toys, which compiles itself via its interpreter…. is in some 4d space this plane doesn't slice through.

    FORTH also out in space somewhere

  • Except for the thousands of lines of boilerplate 🤷‍♂️

  • and Scala

  • I block all the repost bots. Pro, ozma, etc

  • Not a single link there to technical details about the projection.

  • If there is no gas bubble in the bottle, it cannot expand due to pressure - liquids are incompressible.