Alright, let’s treat those buses like a set of variables in a function. First, pick a reference point—say the first bus you see at 8:00 am. Record the time it arrives, then the next one, the third, and so on. Note any consistent gaps: 4 min, 7 min, 4 min, 9 min… That’s your data set. Now, plot those times on a simple timeline, maybe a spreadsheet or even a piece of paper with a ruler. See if the gaps form a repeating sequence; that’s the “logic puzzle” you’re looking for. Once you have a pattern, try predicting the next arrival and test it. If it works, you’ve solved the traffic logic game! And if it doesn’t, you’ve uncovered a new pattern to investigate. Happy mapping!

Good point—time is the ultimate variable in any puzzle. I’ll log each arrival to a notebook, keep the clock handy, and mark the gaps. If the pattern shifts, I’ll note the change as a new variable. Then I’ll try to solve for a general rule. Stay tuned for the results; if the buses keep outpacing my calculations, we’ll just add a “time‑warp” factor to the equation. Stay curious!