daanmulderdaan.bsky.social
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The Ones Who Say “Harteloos En Racistisch Kutland” in Omelas
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ergens bemoedigend dat dit dan de reacties zijn op die Joe Rogan podcast. can't fool all the people all the time
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❌❌❌❌HALSEMA HOOLIGANS ❌❌❌
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Als de beelden die sommige mensen iedere dag via Instagram zien iedere dag op het journaal waren, dan zou zelfs dit kabinet niet langer kunnen wegkijken
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2 likes… onze tijd te ver vooruit…
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zo mooi om iemand in Kousbroek te kunnen verwelkomen ❤️❤️❤️
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in t land der etc etc
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ontpop jij je nou als de nederlandse derek guy?
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events.flextickets.nl/event/boeufm...
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youtu.be/QMszJ2SdaLw?...
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idem met “Hogwarts-for-do-gooders”, ook zo’n rolmodel van uitzonderlijkheid (“The Boy That Lived”). er moet eens effectief-altruïstisch berekend worden hoe goed het voor de wereld zou zijn als deze types genezen worden van hun verlosserscomplex
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bsky.app/profile/jpos...
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die grimassen ja! die vielen mij ook op
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ik werd gister in een telefoonwinkel door twee jongens niet-begrijpend aangekeken toen ik zei dat ik een dumb phone "met T9" zocht. ééntje zei: "deze heeft wel lettertjes op de toetsen".
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“Ze weten allemaal waar ik mee bezig
ben en vinden het niks: de tijd dat de postbode de arme
burger achternazat, de tijd dat de goede postbode
symbool stond voor de dood, hebben we toegestaan
te transformeren tot de nadagen van een hippe planeet.” www.poetryinternational.com/nl/poets-poe...
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Thanks a lot to my collaborators, Pieter Rein ten Wolde and Tom Ouldridge, and also to the super constructive referees! (16/n)
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We can quantify this difference and use it to explain the behavior of multiple systems. (15/n)
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The answer is no: it’s actually an approximation. Apply a large force, and the way your system tick-tocks might start to differ from how an actual clock tick-tocks. That’s when the approximation breaks down. (14/n)
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But - and this is the topic of our paper - is measuring time in units of transitions the same as the usual way we measure time? (13/n)
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The device itself becomes your clock - you measure time in units of transitions. When you look at the problem from this angle, the ugly mathematical beasts you couldn’t control before suddenly become docile as little lambs, and you can shepherd them right where you want them - really amazing. (12/n)
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Remember that at this small scale, everything is constantly bouncing and wiggling. This allows you to think in terms of an activity rate: how often is the particle in my box moving from left to right (TICK!) and back again (TOCK!)? (11/n) www.youtube.com/watch?v=iP6X...
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... people looked at the optimal way to bring a particle from A to B with a fixed average number of transitions between the states. This turns out to be a lot easier—but what does it mean? (10/n)
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Very recently, there has been quite a breakthrough in addressing this problem: rather than looking at the optimal way to bring a particle from A to B in a fixed time (which is very hard), ... (9/n)
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But if you want results for the fast case, you really need to include in your analysis how the way you perturb the system changes the way your particle wiggles—and there are basically infinitely many ways for that. So how do we proceed? (8/n)
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It turns out that a general solution is very hard to find. Different systems react differently to the forces that are applied to them. There are some nice results for the case when the force is applied very slowly. (7/n)
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If we had infinite time, the solution would be simple: apply the force infinitely slowly. But what if we want the result a bit faster? How should we apply the force to achieve this? (6/n)
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Perhaps the simplest way to picture this problem is to imagine a particle randomly moving around in a small box. The left and right sides represent different states, and your goal is to bring the particle to the right side. (5/n)
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Another example comes from biology: think of a protein that takes on different shapes depending on the force applied to it. How would you stretch it using the least amount of work, even as it constantly wiggles due to thermal motion? (4/n)
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Think, for example, of the tiny components in your computer that store information and constantly need to change value as you use it. Understanding how to optimally switch a system from one state to another could help in designing low-cost computers. (3/n)
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At the molecular scale, everything is constantly wiggling and bouncing around. Despite all this noise—known as thermal motion—we might still want to control a system by applying a force to it. (2/n)
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people tell me it’s a sin/ to know and feel too much within/ i still believe she was my twin/ but she verhuisde naar buiten de Ring
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oke laatste!! i’ve been to the Wallen and I been to gay Zeedijk/ I’ve followed the Amstel and I got to ‘t IJ
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i’d like to spend some time at westergasfabriek/ the sunny sky is aqua blue
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positively spuistraat
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het metrum kan nog strakker. singel vier zes vier? rijmt weer minder
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i’ll look for you in ol’ Venserpolder/ Hoofddorppleinbuurt, grachtengordel/ you’re gonna have to leave me now I know
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while riiiiiiding on a tram in oud west, i fell asleep for to take my rest
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stuck inside of Sloten with that Spuistraat blues again
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“Die Stagevergoeding van U, weet U wel, wordt dat nog wat?”
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de stage zelf is de vergoeding!! (efeziers 2:8)
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“Het is met het koninkrijk Gods als met een horecaondernemer die bij het ochtendgloren een advertentie op Temper plaatste om dagloners voor zijn wijnbar te zoeken” (Matteus 20:1)