AG, your pattern of projection and self-righteousness is noted. If you’re
offering the last word, I’ll simply say this: your behavior throughout this
discussion speaks for itself. Take care.



Le sam. 11 janv. 2025, 23:35, Alan Grayson <[email protected]> a
écrit :

>
>
> On Saturday, January 11, 2025 at 3:03:46 PM UTC-7 Quentin Anciaux wrote:
>
> AG, your endless insults and dramatics don’t make your point any more
> valid. If you already acknowledged your mistake, great—but don’t act like
> you’re above criticism when you’ve spent the entire discussion sowing
> confusion and bad faith. The fact that you circle back to hostility every
> time someone engages with your nonsense says more about you than anyone
> else. Maybe reflect on why this is your go-to response instead of expecting
> everyone else to tolerate it.
>
>
> *You refer again to my bad faith, which is an accusation without merit, a
> product of your malicious character and foolish belief you can know
> someone's soul. You can have the last word. AG *
>
>
>
> Le sam. 11 janv. 2025, 22:57, Alan Grayson <[email protected]> a écrit :
>
>
>
> On Saturday, January 11, 2025 at 1:46:02 PM UTC-7 Quentin Anciaux wrote:
>
> AG, your pathetic attempt to claim credit after spewing nonsense about
> "uncountable solutions" and an "unsolvable problem" is exactly what I’d
> expect from you. Now you’re suddenly saying you "already knew" the
> conclusion after wasting everyone’s time with your confusion and bad takes.
> That’s pure dishonesty.
>
> What you’re doing is classic backpedaling. You throw out baseless claims,
> derail the discussion, and then pretend your nonsense was part of some
> grand reasoning when you realize you’re wrong. Newsflash: nobody’s buying
> it.
>
> The so-called paradox was resolved long before you jumped in with your
> distractions. Stop pretending you’ve contributed anything meaningful here.
> You’re not a misunderstood genius—you’re just a time-wasting troll who
> thrives on unnecessary conflict. Done.
>
>
> *Now you seem brain-dead. Before you posted that I was mistaken about
> uncountable solutions, I had ALREADY posted that I was mistaken. What the
> fuck is the matter with you? AG *
>
>
> Le sam. 11 janv. 2025, 20:25, Alan Grayson <[email protected]> a écrit :
>
>
>
> On Saturday, January 11, 2025 at 12:07:23 PM UTC-7 Quentin Anciaux wrote:
>
> AG, your latest claim about "an uncountable number of solutions" is yet
> another attempt to complicate something that is already well understood.
> The "paradox" you keep referencing is entirely resolved through the
> principles of special relativity, specifically length contraction and the
> relativity of simultaneity. Let’s address your confusion point by point.
>
>
> *That was my solution as well. You should have read it before replying.
> And NO, I wasn't trying to complicate anything. AG *
>
>
> 1. The paradox is fully resolvable
> The car’s position in both frames is fully determined by the Lorentz
> transformations. These transformations provide exact relationships for
> space and time coordinates between frames. There’s no ambiguity or
> "uncountable number of solutions" because the math directly links events in
> one frame to events in another. Your assertion that it’s "impossible to
> determine the car’s exact location" is baseless.
>
>
> 2. Simultaneity provides the necessary information
> The disagreement between frames arises because simultaneity shifts the
> ordering of events. In the garage frame, the back of the car enters the
> garage while the front is still inside. In the car frame, the back enters
> after the front has already exited. The Lorentz transformations calculate
> these relationships precisely. There is no missing information.
>
>
> * That's essentially what I wrote. AG*
>
>
>
> 3. Your "length contraction only" approach is incomplete
> Length contraction shows that the garage is shorter in the car frame, but
> without simultaneity, you can’t determine how events align in time. This
> alignment is critical to resolving the disagreement. The so-called paradox
> exists only when you refuse to account for simultaneity.
>
>
> 4. There’s no "uncountable" problem
> The problem is entirely countable and deterministic. The Lorentz
> transformations give you precise equations for determining the position and
> timing of events. If you’re struggling to see this, it’s not because the
> problem is unsolvable—it’s because you’re either misunderstanding or
> overcomplicating it.
>
>
>
> Your suggestion that the paradox remains unresolved because of a supposed
> infinite ambiguity is simply wrong. The tools of special relativity,
> including length contraction, time dilation, and simultaneity, resolve the
> problem completely. If you truly want clarity, work through the Lorentz
> transformations instead of inventing unnecessary complications.
>
>
> *I was thinking out loud, and later reached the same conclusions you have
> described, and posted it. AG *
>
>
>
>
> Le sam. 11 janv. 2025, 18:08, Alan Grayson <[email protected]> a écrit :
>
>
>
> On Friday, January 10, 2025 at 2:46:16 PM UTC-7 Alan Grayson wrote:
>
> On Friday, January 10, 2025 at 12:30:01 PM UTC-7 John Clark wrote:
>
> On Fri, Jan 10, 2025 at 2:15 PM Alan Grayson <[email protected]> wrote:
>
> *>>>If I believe in SR, then I can use length contraction to establish the
> car won't fit in garage in car's frame.*
>
>
>
> *>> That depends entirely on what you mean by "the car won't fit in the
> garage". In the above I've told you exactly what I mean by the term. What
> do you mean? *
>
>
> *> What do I mean; what any sane person would mean; that the car's length
> is fixed from the pov of the car's frame when car is moving, but the
> garage's length is shortened from an initial condition where it starts out
> shorter. AG *
>
>
> *That's all very nice but that's not what I asked. What exactly do you
> mean by "the car won't fit in the garage" if it's not "the front of the car
> is fully within the garage while SIMULTANEOUSLY the back of the car is also
> fully within the garage"?*
>
> *John K Clark    See what's on my new list at  Extropolis
> <https://groups.google.com/g/extropolis>*
>
>
> *Length contraction can show that the car won't fit from the pov of the
> car frame, but won't resolve the possibility of a paradox. But solving the
> paradox issue with simultaneity is not simple since there are an
> uncountable number of ways the car can fit in the garage if its velocity is
> large enough. So the easiest way to approach the solution is to find the
> velocity which allows the car to fit perfectly in the garage frame, and
> then transform its endpoint events, the back and front of garage, using the
> t' transformation formula given by the LT. For higher velocities, the
> problem is substantially more difficult since now the car will loosely fit
> in the garage from the pov of the garage frame, in which case we'd have an
> uncountable number of endpoint events for which we'd have to transform to
> the car frame. I think it's do-able but more difficult. So the best
> approach is to determine the velocity such that the car perfectly fits in
> the garage from the pov of the garage frame, and perform the transformation
> using the two endpoint events in the garage frame to the car frame. I
> really can't explain why I thought length contraction alone could also
> resolve the paradox problem, but I can say it wasn't deliberate. Just an
> error on my part. AG *
>
>
> *Clark, thanks for clearly defining the paradox. Somehow, in the course of
> this discussion, I lost contact with its meaning. However, when
> contemplating the solution, using a specific configuration of fitting from
> the pov of the garage frame, and then trying to mathematically solve the
> location of the car in the car frame using the disagreement of
> simultaneity, I just came to a disquieting conclusion; namely, that the
> mathematical problem seems insoluble. The reason is that there is an
> uncountable number of solutions of the car NOT fitiiing from the pov of the
> car frame. We know it can't fit using length contraction, but it seems
> impossible to determine its exact location due to the uncountable number of
> soluttions. There's simply not enough information to solve the problem
> exactly, which I think is necessary to resolve the paradox. I'd like your
> opinion in this matter, and anyone who has an interest in the solution. TY,
> AG  *
>
> *X*
>
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