If you take a simplified example, the math becomes very plain:
Lets say you have 5 rides in a park each ride lasts one minute. Then you have 100 people in the park riding those rides.
If each person rode 4 rides, then your initial wait time would be 20 minutes per ride (ie. 1/5 of the people are in line at each ride). After the 61 minutes (the time it takes the first rider to ride 4 rides), the line wait time would drop by 1 minute every minute.
So 71 minutes after the park opened, the wait times would be down to 10 minutes per ride.
If the lines are longer than this, it means that people are riding more than 4 rides per day...and thus FP+ is working well.
Lets say you have 5 rides in a park each ride lasts one minute. Then you have 100 people in the park riding those rides.
If each person rode 4 rides, then your initial wait time would be 20 minutes per ride (ie. 1/5 of the people are in line at each ride). After the 61 minutes (the time it takes the first rider to ride 4 rides), the line wait time would drop by 1 minute every minute.
So 71 minutes after the park opened, the wait times would be down to 10 minutes per ride.
If the lines are longer than this, it means that people are riding more than 4 rides per day...and thus FP+ is working well.




