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Main (Required) In addition to the above classes, students will have a sudoku.py file, where the main function will be run. This file will contain code to create the different screens of the project (game start, game over, and game in progress), and will form a cohesive project together with the rest of the code. Sudoku Generation Generating a Sudoku board involves a process known as backtracking, which is beyond the scope of this class. Students will implement some of the functions necessary to generate a Sudoku board, and the rest of the backtracking algorithm will be provided. The overall process of generating a Sudoku board follows 3 main steps: 1. Generate values along boxes on the diagonal 2. Fill in the remaining values using backtracking 3. Make some of the cells blank A Sudoku board after steps 1, 2, and 3 of generating the board. 'O' digits represent empty spaces. Notice that the board is filled after step 2 is completed. This is the solution to the Sudoku, so it should be stored in your program to verify if the solver's guess is correct or incorrect for a certain cell.

Main (Required) In addition to the above classes, students will have a sudoku.py file, where the main function will be run. This file will contain code to create the different screens of the project (game start, game over, and game in progress), and will form a cohesive project together with the rest of the code. Sudoku Generation Generating a Sudoku board involves a process known as backtracking, which is beyond the scope of this class. Students will implement some of the functions necessary to generate a Sudoku board, and the rest of the backtracking algorithm will be provided. The overall process of generating a Sudoku board follows 3 main steps: 1. Generate values along boxes on the diagonal 2. Fill in the remaining values using backtracking 3. Make some of the cells blank A Sudoku board after steps 1, 2, and 3 of generating the board. 'O' digits represent empty spaces. Notice that the board is filled after step 2 is completed. This is the solution to the Sudoku, so it should be stored in your program to verify if the solver's guess is correct or incorrect for a certain cell.

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Main (Required) In addition to the above classes, students will have a sudoku.py file, where the main function will be run. This file will contain code to create the different screens of the project (game start, game over, and game in progress), and will form a cohesive project together with the rest of the code. Sudoku Generation Generating a Sudoku board involves a process known as backtracking, which is beyond the scope of this class. Students will implement some of the functions necessary to generate a Sudoku board, and the rest of the backtracking algorithm will be provided. The overall process of generating a Sudoku board follows 3 main steps: 1. Generate values along boxes on the diagonal 2. Fill in the remaining values using backtracking 3. Make some of the cells blank A Sudoku board after steps 1, 2, and 3 of generating the board. 'O' digits represent empty spaces. Notice that the board is filled after step 2 is completed. This is the solution to the Sudoku, so it should be stored in your program to verify if the solver's guess is correct or incorrect for a certain cell.
Transcribed Image Text:Main (Required) In addition to the above classes, students will have a sudoku.py file, where the main function will be run. This file will contain code to create the different screens of the project (game start, game over, and game in progress), and will form a cohesive project together with the rest of the code. Sudoku Generation Generating a Sudoku board involves a process known as backtracking, which is beyond the scope of this class. Students will implement some of the functions necessary to generate a Sudoku board, and the rest of the backtracking algorithm will be provided. The overall process of generating a Sudoku board follows 3 main steps: 1. Generate values along boxes on the diagonal 2. Fill in the remaining values using backtracking 3. Make some of the cells blank A Sudoku board after steps 1, 2, and 3 of generating the board. 'O' digits represent empty spaces. Notice that the board is filled after step 2 is completed. This is the solution to the Sudoku, so it should be stored in your program to verify if the solver's guess is correct or incorrect for a certain cell.
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