- How do I win the game?
+
+ How do I
+ win the game?
-
The objective is to capture more boxes than your opponent. Each box you complete by drawing lines between adjacent dots scores you a point. The player with the most points when all boxes are claimed wins the game.
+
+ The objective is to capture more boxes than your opponent. Each box
+ you complete by drawing lines between adjacent dots scores you a
+ point. The player with the most points when all boxes are claimed
+ wins the game.
- How do I set up the game?
+
+ How do I
+ set up the game?
-
Choose your desired grid size to customize the game's difficulty. Start by connecting the dots on the grid, taking turns with your opponent.
+
+ Choose your desired grid size to customize the game's difficulty.
+ Start by connecting the dots on the grid, taking turns with your
+ opponent.
- What happens if I complete a box?
+
+ What
+ happens if I complete a box?
-
Completing a box by drawing its final line scores you a point and grants you an extra turn. This strategic element adds depth to gameplay.
-
+
+ Completing a box by drawing its final line scores you a point and
+ grants you an extra turn. This strategic element adds depth to
+ gameplay.
- When does the game end?
+
+ When
+ does the game end?
-
The game ends when all boxes on the grid have been claimed by drawing lines. At this point, the player with the highest score, based on the number of boxes captured, wins.
+
+ The game ends when all boxes on the grid have been claimed by
+ drawing lines. At this point, the player with the highest score,
+ based on the number of boxes captured, wins.
- Is there a strategy involved in playing this game?
-
+
+ Is there
+ a strategy involved in playing this game?
-
Yes, strategic line selection is crucial. Thinking ahead to maximize the number of boxes you can capture while preventing your opponent from doing the same is key to winning.
-
+
+ Yes, strategic line selection is crucial. Thinking ahead to maximize
+ the number of boxes you can capture while preventing your opponent
+ from doing the same is key to winning.
- What if I need help or have more questions about gameplay?
-
+
+ What if
+ I need help or have more questions about gameplay?
-
If you have any more questions or need assistance with the rules, feel free to refer to the instructions or ask your opponent for clarification.You can also add suggestions in Feedback Form.Enjoy the game!
+
+ If you have any more questions or need assistance with the rules,
+ feel free to refer to the instructions or ask your opponent for
+ clarification.You can also add suggestions in Feedback
+ Form.Enjoy the game!
+
-
-
+
\ No newline at end of file
diff --git a/pages/about.html b/pages/about.html
index 9253b27..8036ede 100644
--- a/pages/about.html
+++ b/pages/about.html
@@ -1,18 +1,28 @@
-
+
About Us
+
+
-
-
-
-
-
+
+
+
+
+
+
+
+
+
-
🕹️ About Us 🕹️
+
🕹️ About Us 🕹️
-
Dot-Box is a game where players take turns drawing lines between dots to create boxes.
- The player who completes the most boxes wins.It's a simple yet strategic game enjoyed by people of all ages.
+
+ Dot-Box is a game where players take turns drawing lines between dots to create boxes.
+ The player who completes the most boxes wins.It's a simple yet strategic game enjoyed by people of all ages.
-
+
History and Origin:
- Dot and Boxes, also known as Dots and Boxes, is a classic pencil-and-paper game that has a charming history dating back to the late 19th century. It was first described by the French mathematician Édouard Lucas in the 1880s. Édouard Lucas is well-known for his contributions to mathematics, particularly for his work on the Fibonacci sequence and the Tower of Hanoi puzzle. He introduced Dot and Boxes as a recreational game in his book "Récréations Mathématiques" (Mathematical Recreations), where it captured the imagination of puzzle enthusiasts and gamers alike.
+ Dot and Boxes, also known as Dots and Boxes, is a classic pencil-and-paper game that has a charming history
+ dating back to the late 19th century. It was first described by the French mathematician Édouard Lucas in the
+ 1880s. Édouard Lucas is well-known for his contributions to mathematics, particularly for his work on the
+ Fibonacci sequence and the Tower of Hanoi puzzle. He introduced Dot and Boxes as a recreational game in his book
+ "Récréations Mathématiques" (Mathematical Recreations), where it captured the imagination of puzzle enthusiasts
+ and gamers alike.
Functionalities🕹️
@@ -59,18 +75,31 @@
Functionalities🕹️
How to Play🎮
-
-
- Objective: Capture more boxes than your opponent by drawing lines between adjacent dots.
-
Setup: Choose your grid size and start connecting the dots.
-
Rules: Take turns drawing lines. Complete a box to score a point and get an extra turn. The player with the most boxes wins.
+
+
+ Objective: Capture more boxes than your opponent by drawing lines between adjacent dots.
+
Setup: Choose your grid size and start connecting the dots.
+
Rules: Take turns drawing lines. Complete a box to score a point and get an extra turn. The player with the
+ most boxes wins.
Scoring: Each box is worth one point. The game ends when all boxes are claimed.
FAQs
How do I win the game?
+