At a given point in time I am standing still at a given place on the surface of the planet Earth. For the sake of argument, let us consider this the reference point. Let us drop an independent, non-corporeal observer at this reference point. This observer does not interact with the universe in any other way except to observe.
At what speed do I move away from the observer? And in what direction?
After a given period of time, how far away will I be from the observer?
Unfortunately, your question can’t be answered as stated. There is no such thing as ‘stationary’ in the sense you mean. All motion must be measured relative to some object or group of objects. [Look into the Michaelson-Morley experiment or the Theory of Relativity to understand why.]
So, pick an object. Perhaps the center of the Milky Way (our galaxy) would be a good one.
Of course, I am also incapable of giving you a good answer. Adding up all those vectors would take me quite a while, even if I knew where to find the necessary values and directions.
I think a better choice of reference point might be your current location. Then you remain at your reference point, unmoving, while everything revolves around you.
If you’re more concerned about the speed of Earth’s rotation, treating the sun as a fixed point, we’re orbiting the sun at about 67,000 miles per hour and revolving at about 1000 miles per hour times the cosine of your latitude. So in that case, your reference point would fly to the west at somewhat less than 1000 miles an hour, while rocketing into the sky at about 67000 miles per hour.