*Why do refer to transformations that don't preserve time ordering? IIUC, 
such transformations only occur when assuming motion faster than light. *


No, that’s not correct. Motion faster than light would be required if there 
was a claim of causal influence between events with a spacelike separation; 
but there’s no such claim here; in both Brent’s example and mine, if we 
consider the event A of the back of the car passing the front of the garage 
and the event B of the front of the car reaching the back of the garage, 
there is a spacelike separation between those events, and neither event has 
a causal influence on the other.


*I'm asking a general question. Why do you refer to failure of time 
ordering? What was the point you thought you were making? AG*


*But if so, you're not within the postulates of SR, which is what this 
discussion is about. So what point do you think you're making? AG*

*Re: paradox: Assume there's an observer located in the garage. This 
observer is in the garage frame. This observer sees the car easily fit in 
the garage. Imagine another observer riding in the car. This observer is in 
the car frame and observes being in the garage but never fitting in the 
garage. What are the observations when the two observers pass each other, 
in juxtaposed positions?*


I’ve asked this before, but by “see” do you mean in terms of when the light 
from different events reaches their eyes, or something more abstract like a 
computer animation they create of when events occur in their frame, once 
they have measured the time and position coordinates of all events using 
local readings on rulers and clocks at rest relative to themselves?


*Nothing more abstract. One observer sees the car sticking outside the back 
of garage, the other sees it inside, when both are juxtaposed. AG *


Jesse

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