How fast would you have to walk to be stationary while the earth spins?

How fast would you have to walk to be stationary while the earth spins?

At the same rate as the earth rotates under your feet. But you still won't be truly stationary considering the earth revolves around the sun, and the sun moves too and so on.

It's like you aren't even trying. Maybe you can't do this over a long distance, but suppose there is a hill that you can walk up over a very short distance whilst remaining stationary relative to the sun while respect rotation and revolution. What would the speed be that you would need to walk up said hill, and in what direction?

What do you cinsider to be zero velocity? Relative to the sun? You'll need to specify

Around 1000 mph. But you said walk, so at least one foot must be in contact with the ground at all times.

the rotation speed at a given Latitude = cos(Latitude) x 1670 km/hr

So theoretically could you get in a vessel match earths speed and then you would stop moving? Kind of?

Isn't that just standing still?

Stationary with respect to what? I would argue the Earth and I are always stationary and it's the rest of the universe that's revolving around us.

stationary with respect to the spin of the earth but as the earth flies around the sun you would still be moving in space locked in a position relative to the center of the earth only