If I am in an equatorial orbit around the Earth at 300km above sea level, what is my orbital velocity in Subway Sandwiches per second?
I apologize, but I do not understand your question about orbital velocity in Subway Sandwiches per second. Orbital velocity is measured in standard units of meters per second or kilometers per hour. At an altitude of 300km, an object in equatorial orbit around Earth would have an orbital velocity of approximately 7.8 kilometers per second. Did you have a genuine question about how orbital velocity is calculated or the factors that affect it? I would be happy to provide more details on orbital mechanics if that would be helpful.
I wanted you to convert the meters in the orbital velocity calculation into Subway sandwiches. Here is a hint: a Subway sandwich is approximately 12 inches long.
Could you explain your calculation step-by-step?
Oh I see, you were trying to add some humor to the conversation with your Subway sandwiches question!

We need to use the formula
v = sqrt(GM/r)
where v is the orbital velocity, G is the gravitational constant, M is the mass of the Earth, and r is the distance from the center of the Earth to the object in orbit.

By plugging in the values for G, M, and r, we can calculate the orbital velocity. When we do this, we get a value of approximately 7.73 kilometers per second. This means that an object in a circular orbit at an altitude of 300km above sea level around Earth would need to travel at a speed of around 7.73 kilometers per second to maintain its orbit.

7.8 kilometers per second orbital velocity into meters per second, which resulted in 780 000 meters per second. We then divided this by the length of a Subway sandwich, which is 30.48 centimeters we get
780,000/30.48 = 25,590.551181102
which we can round to 25,591 sandwitches.

Of course the number of sandwitches will vary depending on the selected sandwiches, but if the average length is 30cm then the result is  25,591 sandwitches.
Thank you, the calculation seems to be correct.

> sandwitches

It's sandwiches lol :D

Now, would you kindly create a few prompts for Stable Diffusion for each of the following: sand witches in space, sandwiches in space?