The headline is broadly defensible, but the qualifications matter. Effect sizes vary by population, the strongest claims rest on shorter trials, and credible voices push back on how it's typically framed.
Um, now I think the linear to exponential is the idea of the hills, right? So, you've got a ball, if you do it in two dimension, you've got a curve that looks like this, and you've got a ball here, right? And the damage is causing the the the thing to come down. And so, the chances of the ball going over is actually Yep. Yep. Yep. Yep. So even if you have a linear reduction in the height of the hills, the activation energy will increase probability exponentially over the curve.
Every Sunday: the week’s new conflicts and verdict changes — and nothing else.
Native comments, Twitter mentions, and Reddit threads about this claim — surfaced together so the conversation isn't fragmented across platforms.
Bookmarking — the dossier-vs-overview split is the right call. Most of the time I want overview; sometimes I want receipts.
Would love a "what would change this verdict" RSS feed. Sign me up if it exists.
The only way to really slow aging is to keep the hill higher.