The Siege of Stalingrad is a matching/timeline project that teaches students about the events of the Siege of Stalingrad and focuses on pattern recognition. Credit: 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data:image/png;base64,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 sprite introduces himself and talks about the goal of this program. The score variable that changes in the program is reset to zero every time the player restarts the game..The block below describes the object of the game and what the player is tasked to do.The five blocks to the right all receive broadcasts, or signals, from the gray box sprites when the player places the events in the correct gray box. Therefore, these blocks change the score by 1.This block tells the program what to do when the player places all the events correctly. It broadcasts to the other sprites to hide and says a congratulatory message.When the gray box is touching the correct event and is clicked, it will broadcast a message to John, the main sprite. He receives it adds to the CorrectAnswerScoreWhen John broadcasts that the game is over, this block hides.When the flag is clicked, this block hides.Position of the gray box.Match the comments of similar blocks in BlockPart1 to these blocks.Same comments as BlockPart1.Same comments as BlockPart1.Same comments as BlockPart1.Sets the size and location of this sprite when the spacekey is pressed. When John says the game is over, this sprite hides,Same comment as Part 1.Same comment as Part 1.Same comment as Part 1.same comment as Part 1.

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