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Chaos is still deterministic in classical physics. If you start out with the same initial conditions, the system always evolves in the same perfectly deterministic (but chaotic) way.

They are connected and as such influence each other. This creates non-trivial evolution which contains what may be called “continuous tipping points” that heavily depend on the past and also create a whole worlds of futures in the tipping vicinity. Ofc that is just a discrete analogy, because it’s all continuous and it works for any situation. You may see it as tipping points at infinitely many discrete calculations.

Sensitive dependence on initial conditions.