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Both "scenarios" describe the same events: Meeting ##(C=0, A=0)## Meeting ##(C=2, B=3)##

In Scenario 2, clock C indicates 0 at the start, advances by interval 2 during motion and therefore indicates time C=2 when it meets B...

As you can see on the images, in both scenarios the clock indications of B and C when they meet are B=3 and C=2, thus $$C=2<B=3$$ But...

You may have a look at the images in the German Wikipedia that precisely describe, and solve, your scenarios: In scenario 1 (rest frame...

In defense of Laue it should be clarified that he was talking about changing frames in which the clocks were at rest (in The principle...

Depends on what one means by "reason why". Try this analogy: The rate at which an odometer reading increases is not directly affected...

There's no single, correct way to explain the twin paradox. People on YouTube who prefer a certain explanation like to say that everyone...

Pretty much everything related to the twin paradox has already been discussed and solved between 1910 and 1921. History of the twin paradox

You may be interested in the following paper: Relativity for Retired Engineers https://arxiv.org/abs/2605.21660