1,000 is the minimum that a ship needs to be to keep at full speed for about one minute, to reach a destination point at the closest station. That’s 0 delta and 1,000 is the maximum. This distance to the nearest station is what we have a measure of for the amount of distance to go before having to change speed to continue.

With all that out of the way, let’s talk about some of the possible combinations we would find along the way. We have the following sets of rules we can work with.

For the first rule, let’s go back to an important aspect of travel science: a ship with limited speed has a tendency to go as quickly as possible. If at a fixed point, all of a city’s citizens could see the ship heading their way, there would be no point in changing speed to go to where there is no one heading toward. However, this approach is also less efficient than a ship with less speed; we’ll discuss that in a bit. In that case, what is less efficient but also faster is to keep moving toward the destination instead of waiting to make a decision based on where that destination might be.

Let’s say we’re trying to get to a remote location without anyone being around or a road block. Our solution should be to just stay on course (unless there is no way to travel quickly).

This solution doesn’t have any major downsides to it. However, it doesn’t leave us with room to get to another location. So in this case we have to work within our set of rules for our destination. There is no way to find the new location because it is not located within our limits of travel.

The second set of rules we can use is our final rule – “If travel is not available, change speed.”

The first thing this is to know is that any combination of these rules, no matter how long and short, can be used as long as you don’t change speed to avoid a problem. For example, if we’re trying to figure out where a city could be reached, we probably want to stick with the first two rules instead of the third. For those of you not familiar with these rules, it is possible to use one of these rules to get to another location, but if you don’t change your speed, you might have a problem where everyone in the city is moving at twice your own speed but the destination is not going fast enough.

With that said, the last

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