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Joined 1 year ago
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Cake day: April 13th, 2024

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  • It functions like this:

    US American importers pay the tariffs to the US American state.

    The effect on EU entities is secondary in nature: The US American importers will either buy less from the EU entities and substitute the rest from other countries or they will try to buy the same more cheaply because they can’t keep up their previous value chain when the tariffs are included. Thereby demand for products from the EU will fall, hurting EU based exporters and more indirectly everyone up the chain from there.

    It will also hurt the US American importers and more indirectly everyone down the chain from there.

    Trump ignores the latter effect, and thinks the money raised for the US American state is more significant than it is. He also lies about the first step, but I think he knows how it really is, sometimes he lets it slip that he actually knows how tariffs work.










  • Seems to me like they were already aware when writing this Press Release, they mentioned the policy on DSD:

    Athletes that are deemed to be male at birth, as evidenced by the presence of Y chromosome genetic material (the SRY gene) or with a difference of sexual development (DSD) where male androgenization occurs, will be eligible to compete in the male category.

    Athletes that are deemed to be female at birth, as evidenced by the presence of XX chromosomes or the absence of Y chromosome genetic material (the SRY gene) or with a DSD where male androgenization does not occur, will be eligible to compete in the female category.










  • Using G.657.A2 fiber you could get away with 7.5 mm bend radius, or 15 mm diameter, for the innermost layer of the spool. That’s around 5/8 inch for freedom units.

    But then again if you went that tight you’d need like 56’000 windings for 10 km. That sounds like a fuckton, and like we can’t ignore the outer diameter being larger.

    Approaching it from the other side: The fiber diameter with coating but without any mantle is 0.25 mm. If you want to put 10 km on a 100 mm long spool you could put in 400 layers lengthwise, and each layer would have to be a spiral of 25 m (of course you’d spool it outside in, not layer by layer, but should be mathematically similar enough). Using this spiral calculator and some random changing of the values it looks like an outer diameter of 91 mm (3 & 5/8 inch), and inner of 15 mm and a thinkness of 0.25 mm would work for a 25 m spiral.

    Or if we go for 125 mm drum length, so 500 layers, with 20 m each we get 82 mm (3 & 1/4 inch) outer diameter.

    Or if we go for 150 mm drum length, so 600 layers, with 16.7 m each we get 75 mm (3 inch) outer diameter.

    So yeah I think your estimate was pretty spot on, if the 10 km length is the right assumption.