That time and space are left untouched. The alteration or change is with light.

https://www.youtube.com/watch?v=Mpw68rvF4pc

To my mind the errors are here :

2.25 "But remember, we've agreed that, we all agree on what the speed of light is, no matter how anyone moves around"

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No, surely not. We have only agreed on the speed of light in one frame. We haven't agree on the speed of light -between frames- , which is what this setup discusses.

Light speed is always measured, for example in the Michelson-Morley experiment, in one frame ; the frame in which the apparatus is situated. We can always deem this frame to be "stationary" and so light speed is always constant only in one frame. Not between frames. What light does between frames, is not agreed.

And here :

2:50 : "what does that imply? ... you see my clock run slower, than I do. -----Why? Because the light had to travel further, to make one tick.."

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No, surely not. All that has been demonstrated here is that light travels further (and at different rates) between frames, but the ticks in the stationary frame and the moving frame are coincident-- the rays arrive simultaneously.

So there is no difference in the clock rates in the moving and stationary frames-- the alteration is with light, how light behaves between frames -- but the clocks in the moving frame and the stationary frame remain the same (the events are coincident or simultaneous).

And here :

3:07 : "So that's a prediction, a very strange predictions-- says that moving clocks run slow, time slows down when you move".

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No, surely not. What has been demonstrated here is that light moves at a different rate between frames-- only. In fact this setup actually demonstrates the reverse to the above conclusion : it demonstrates that time is the same in the moving and stationary frames : the ticks (events) are coincident or simultaneous. Light contrives or organises itself to make this so.

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That is to say : light alters or manifests itself so as to ensure the reality is consistent among the (relatively moving) observers.

In this case, this means the light makes sure the events (the ticks) in the moving frame coincide with the events (the ticks) in the stationary frame.

The fact that these events are coincident, means, "time" has not changed.

What this experiment does demonstrate is that light has two lengths, one for the stationary observer, and one for the moving observer. A very extraordinary thing.

The further mistake is to suppose the equation obtained pertains to "time" itself -- it doesn't, -- it pertains to light only,-- the offsets and corrections pertain only to the light matter. Not to the "space". Not to the "time". These remain unaltered, as Newton left them.

So the Lorentz relations describe the corrections or offsets to light rays only-- and leave time and space, as we normally understand them, untouched.

This would also mean the corrections or offsets described by the Minkowski scheme apply to the light matter only. Not to time. Not to space. And not to mass.

So there is no time-dilation for moving clocks. There is no length contraction for moving rods, and there is no mass-augmentation for moving mass. This latter point was admitted by Einstein, (privately but not publicly, as far as I know,) in a letter to Lincoln Barnett, in 1948.

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