There is an 8 square box, I have to put the numbers 1-8 in the eight boxes, BUT no consecutive numbers can be by each other, and cannot be by each other vertically, horizontally, or diagonally. How can the numbers 1-8 fit in there when they can't be by each other. I tried doing this but I always end uo with 2 numbers by each other.

To solve this puzzle, you need to find a valid arrangement of the numbers 1 to 8 in an 8 square box, where no consecutive numbers are adjacent to each other horizontally, vertically, or diagonally. Here's a step-by-step guide on how to approach this problem:

1. Start by placing the number 1 in any of the squares. This will be our first step in finding a solution. Let's assume we put the number 1 in the top-left corner.

2. Now, consider the possible positions for the number 2. Since no consecutive numbers can be adjacent, there are limited choices. For our example, the number 2 can only be placed in one of the two remaining corners opposite to the corner where we placed the number 1. Let's assume we put the number 2 in the bottom-right corner.

3. Next, consider the possible positions for the number 3. It cannot be placed horizontally, vertically, or diagonally adjacent to the number 2. In our example, the only valid position for the number 3 is the center square.

4. Now, consider the possible positions for the number 4. It cannot be placed horizontally, vertically, or diagonally adjacent to the numbers 2 and 3. In our example, the valid position for the number 4 is the top-right corner (since the bottom-right corner is adjacent to the number 2).

5. Continue this process of analyzing the possible positions for each number, making sure to consider the restrictions on adjacent squares. You will need to carefully evaluate the valid positions until you fill all the squares with the numbers 1 to 8 without any consecutive numbers being adjacent.

Note that finding a valid arrangement based on these constraints may require some trial and error, as there are limited valid positions for each number based on the arrangement of the previous numbers. It's important to carefully consider the options and constraints at each step to reach a successful solution.

To summarize, the key steps to solving this puzzle are:
- Start with any number and place it in a square.
- Determine the possible positions for the next number based on the restrictions.
- Continue this process, evaluating valid positions for each number until all squares are filled without any consecutive numbers being adjacent.

Good luck!