Free life simulation escape from the little black house route sharing free life simulation escape from the little black house.

Free life simulation how to escape from the little black house by sharing the free life simulation? I believe many friends are not very clear about this piece. Next, Bian Xiao will introduce how to escape from the little black room by sharing the route of free life simulation. Interested friends can come and find out.

Escape from the little black house route introduction

Starting point-6-10-7-5-2-1-4-8-3-9-1-kloc-0/2-end point

The method is as follows:

1. Number all squares: 1 ~ 12+ start point+end point.

2. Draw the connection diagram according to the principle of Ma Lisun. (Look at a few more pictures and you will understand that it is the second encirclement, and there are two squares next to the diagonal, so a grid has at most 8 connected grids. Take the grid numbered 10 as an example, and its connected grids are 7, 4, 6, 1 1).

3. Find the connection path from the start point to the end point. This process is the most complicated. My idea is to narrow down the scope and find a path with a fixed order first. What is a path with a fixed order? For example, there are only two connected grids in the graph of 12-the end point and 1 1. Then, if you want to pass 12, do you have to take the road1-12-the end point? Therefore, if you want to find a fixed order path, you have to find the grid with the least number of connected grids (that is, two). For example, the number of connected lattices in the graph is 2,7, 12. With less uncertain grids, the complexity of determining the remaining connection paths will be reduced, and drawing on paper is almost the same. )