This time, I will bring you the guide to solve the puzzle on the third day of "Honkai Star Railway" Pilot Compass and share the solution. In fact, many people don't know how to solve it, so the editor will give you detailed steps to solve this problem, so that you can solve this problem in one go.
Specific operations to save flow: 2 times inside + 2 times outside + 3 times inside (the first time I didn’t pay attention to combining practical operations, it was pure reasoning, don’t scold me if I’m wrong)
The outer ring is 4 o'clock and 3 times a circle
Center circle 3 o'clock 2 times a circle
Inner circle 1 point 6 times a circle
Mode: Inner+Middle+OuterInner+Outer
Calculate how many times it takes to reach the correct position initially
4 o'clock on the outer ring requires 2 times
3 o'clock in the middle circle requires 1 time
It takes 5 times to reach 1 point in the inner circle
Need 5 inside, 1 outside, 2 inside
It is necessary to add one circle to the middle and the outside. One more circle in the middle is 1+2=3, which is exactly 3 in the center+2 in the outside=5.
Inside 5, inside 3, outside 2
Inside + Outside 2 times Inside + Center 3 times
Get 5 inside, 3 outside, and 2 outside
Specific operations to save flow: 1 time inside + outside 2 times inside + 2 times outside
The outer ring is 1 point 6 times a circle
Center circle 4 o'clock 3 times a circle
Inner circle 2 o'clock 3 times a circle
Mode: Inner+Middle+OuterInner+Outer
Calculate how many times it takes to reach the correct position initially
It takes 3 times to reach 1 point on the outer circle
4 o'clock in the middle circle requires 2 times
1 time is required for 2 points in the inner circle
Need inner 1, middle 2, outer 3
1 time inside + outside 2 times inside + outside
Get inner 1, middle 2, outer 3
Specific operations to save flow: 3 times inside + outside 3 times inside + 1 time inside
Inner circle 2 o'clock 3 times a circle
The middle and outer rings are 3 o'clock and 2 times a circle
Mode: inner + middle inner + outer middle + outer
Calculate how many times it takes to reach the correct position initially
3 o'clock on the outer ring requires 1 time
3 o'clock in the middle circle requires 1 time
1 time is required for 2 points in the inner circle
This shows that it cannot be completed in one pass, so it is necessary to increase
When the inner part is increased, it is 1+3=4, the middle / outer part is increased to 1+2=3, the middle part + the outer part is 1+3=4 / 3+1=4
That is, any one of the middle and outer ones can be added by one circle.
1/3 times outside, 1/3 times inside, 4 times inside
Inside + inside 1 time Inside + outside 3 times
You can get 1 out of 4 inside and 3 out of 4
Specific operations to save flow: 2 times inside + 2 times inside + 2 times outside
The middle and outer rings are 3 o'clock and 2 times a circle
Inner circle 1 point 6 times a circle
Mode: Inner+Middle+OuterInner+Outer
Calculate how many times it takes to reach the correct position initially
3 o'clock on the outer circle requires 0 times
3 points in the middle circle requires 0 times
It takes 4 times to reach 1 point in the inner circle
It is also necessary to increase
Middle 2 Outside 2 Inside 4
Inside + inside 2 times Inside + outside 2 times
Get 2 out of 4 inside and 2 out of 4