<snapdata remixID="13479483"><project name="Ball" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Whoa! I learned how to use these things. Anyhoo, this is a game about popping the Balloon! This is something I cooked up during class, it was originally a program about simulating a ball bouncing.&#xD;&#xD;Here are the game instructions:&#xD;&#xD;Press space to throw the turtle, that&apos;s it!&#xD;&#xD;Make sure the balloon lines up with the turtle so you can pop it. &#xD;&#xD;HIWD (How It Was Done)&#xD;&#xD;I used sin in graphing form and translated it to one axis, which is the Y axis. Basically, Sin on the graph goes on a horizontal wavy line that continually moves across X axis. If you want to see how it&apos;s simulated, check out my Double Pendelum Project to see how it works. I flattened this wavy line so it only moves up and down without moving across the screen. Then I added in a turtle, made it smaller and move towards the center when space is pressed, placed in a sprite at the end of the sprite, made it so when the sprite touches the balloon the balloon pops, and voala! You have a balloon popper, or in this terms, "Ball." &#xD;&#xD;I hope you learned a thing or two from this and you can apply this to your own stuff so you can express your own ideas. I love seeing people create something they&apos;re passionate about. If not, I hope what I do can inspire you to create something you&apos;re passionate about. Whether that&apos;d be music, art, or programming, I hope you find something that fits you :)</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Ball"><notes>Whoa! I learned how to use these things. Anyhoo, this is a game about popping the Balloon! This is something I cooked up during class, it was originally a program about simulating a ball bouncing.&#xD;&#xD;Here are the game instructions:&#xD;&#xD;Press space to throw the turtle, that&apos;s it!&#xD;&#xD;Make sure the balloon lines up with the turtle so you can pop it. &#xD;&#xD;HIWD (How It Was Done)&#xD;&#xD;I used sin in graphing form and translated it to one axis, which is the Y axis. Basically, Sin on the graph goes on a horizontal wavy line that continually moves across X axis. If you want to see how it&apos;s simulated, check out my Double Pendelum Project to see how it works. I flattened this wavy line so it only moves up and down without moving across the screen. Then I added in a turtle, made it smaller and move towards the center when space is pressed, placed in a sprite at the end of the sprite, made it so when the sprite touches the balloon the balloon pops, and voala! You have a balloon popper, or in this terms, "Ball." &#xD;&#xD;I hope you learned a thing or two from this and you can apply this to your own stuff so you can express your own ideas. I love seeing people create something they&apos;re passionate about. If not, I hope what I do can inspire you to create something you&apos;re passionate about. Whether that&apos;d be music, art, or programming, I hope you find something that fits you :)</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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