Direct Turn Snake Puzzle Instructions
Draw a snake in the grid, whose head and tail (if given) are grayed squares. The snake doesn't touch itself, not even diagonally. The number outside shows the count of squares covered by the snake body in the corresponding row or column. Additionally, the snake passes through every square having a circle. Snake takes a 90-degree turn and goes straight at alternate circles.
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| Direct Turn Snake Puzzle |
How to solve the Direct Turn Snake Puzzle?
Start by identifying the gray squares, which represent the head and tail of the snake. These are your starting and ending points.
Look for the circles on the grid. The snake must pass through every square with a circle.
The numbers outside the grid indicate how many squares in the corresponding row or column are covered by the snake's body. Use these numbers as clues to help you determine the snake's path.
Remember that the snake cannot touch itself, not even diagonally. It must form a continuous path from the head to the tail while passing through the circles.
The snake takes a 90-degree turn and goes straight at alternate circles. This means that at every circle, the snake must either turn left or right, and on the next circle, it continues straight in the new direction.
Use deduction and logic to trace the path of the snake, making sure it satisfies all the rules mentioned above.
Continue this process until you have successfully drawn the snake's path through all the circles, covering the specified number of squares in each row and column.
Double-check your work to ensure that the snake's path is continuous, it doesn't touch itself, and it passes through every circle correctly.
By following these instructions and applying logical deduction, you should be able to solve the Direct Turn Snake Puzzle. Good luck!
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