<snapdata remixID="11942077"><project name="Some Random Game" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>A minigame to play when you have nothing else to do, like me. As long as you know how everything works, the rules are pretty straightforward. Don&apos;t get hit by the spikes.&#xD;&#xD;Instructions:&#xD;Every ten points, your game mode and gravity changes (or stays the same in rare cases). The mode changes randomly and instantly, so be careful!&#xD;&#xD;Normal gravity: Color at top of screen&#xD;Inverted gravity: Color at bottom of screen&#xD;No gravity: Color at center of screen&#xD;&#xD;- Triangle mode (green background):&#xD;     - Normal gravity: hold SPACE BAR to move upward&#xD;     - Inverted gravity: hold SPACE BAR to move downward&#xD;     - No gravity: hold ARROW KEYS to move directly around the screen&#xD;- Circle mode (blue background):&#xD;     - Normal gravity: hold SPACE BAR to accelerate upward&#xD;     - Inverted gravity: hold SPACE BAR to accelerate downward&#xD;     - No gravity: hold ARROW KEYS to slide around the screen&#xD;- Square mode (red background):&#xD;     - Normal gravity: press SPACE BAR to flap upward&#xD;     - Inverted gravity: press SPACE BAR to flap downward&#xD;     - No gravity: press ARROW KEYS to inch around the screen&#xD;&#xD;For normal and inverted gravity, use left and right keys to move forward and backward normally.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Some Random Game"><notes>A minigame to play when you have nothing else to do, like me. As long as you know how everything works, the rules are pretty straightforward. Don&apos;t get hit by the spikes.&#xD;&#xD;Instructions:&#xD;Every ten points, your game mode and gravity changes (or stays the same in rare cases). The mode changes randomly and instantly, so be careful!&#xD;&#xD;Normal gravity: Color at top of screen&#xD;Inverted gravity: Color at bottom of screen&#xD;No gravity: Color at center of screen&#xD;&#xD;- Triangle mode (green background):&#xD;     - Normal gravity: hold SPACE BAR to move upward&#xD;     - Inverted gravity: hold SPACE BAR to move downward&#xD;     - No gravity: hold ARROW KEYS to move directly around the screen&#xD;- Circle mode (blue background):&#xD;     - Normal gravity: hold SPACE BAR to accelerate upward&#xD;     - Inverted gravity: hold SPACE BAR to accelerate downward&#xD;     - No gravity: hold ARROW KEYS to slide around the screen&#xD;- Square mode (red background):&#xD;     - Normal gravity: press SPACE BAR to flap upward&#xD;     - Inverted gravity: press SPACE BAR to flap downward&#xD;     - No gravity: press ARROW KEYS to inch around the screen&#xD;&#xD;For normal and inverted gravity, use left and right keys to move forward and backward normally.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="enable left &amp; right" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="changeXPosition"><l>-5</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="changeXPosition"><l>5</l></block></script></block></script></block-definition><block-definition s="reset player speeds" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>FallSpeed</l><l>0</l></block><block s="doSetVar"><l>leftSpeed</l><l>0</l></block><block s="doSetVar"><l>rightSpeed</l><l>0</l></block><block s="doSetVar"><l>upSpeed</l><l>0</l></block><block s="doSetVar"><l>downSpeed</l><l>0</l></block></script></block-definition><block-definition s="reset score" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Score</l><l>0</l></block><block s="doSetVar"><l>Speed</l><l>0</l></block></script></block-definition><block-definition s="reset position" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setYPosition"><l>0</l></block><block s="setXPosition"><l>0</l></block></script></block-definition><block-definition s="set x to %&apos;xPos&apos; &amp; randomize y" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setXPosition"><block var="xPos"/></block><block s="setYPosition"><block s="reportRandom"><l>-240</l><l>240</l></block></block></script></block-definition><block-definition s="loop to right &amp; randomize y" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><l>480</l></block><block s="setYPosition"><block s="reportRandom"><l>-240</l><l>240</l></block></block></script></block-definition><block-definition s="randomize x from %&apos;a&apos; to PlayerXPos + %&apos;b&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setXPosition"><block s="reportRandom"><block var="a"/><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>x position</option></l><l>Player</l></block><block var="b"/></list></block></block></block></script></block-definition><block-definition s="randomize y from %&apos;a&apos; to PlayerYPos + %&apos;b&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setYPosition"><block s="reportRandom"><block var="a"/><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>y position</option></l><l>Player</l></block><block var="b"/></list></block></block></block></script></block-definition><block-definition s="become circle" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Circle</l></block><block s="doBroadcast"><l>blue</l><list></list></block></script></block-definition><block-definition s="become triangle" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Triangle</l></block><block s="doBroadcast"><l>green</l><list></list></block></script></block-definition><block-definition s="become square" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Square</l></block><block s="doBroadcast"><l>red</l><list></list></block></script></block-definition><block-definition s="accelerate by %&apos;value&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doChangeVar"><l>FallSpeed</l><block s="reportVariadicProduct"><list><block var="Gravity"/><block var="value"/></list></block></block><block s="changeYPosition"><block var="FallSpeed"/></block></script></block-definition><block-definition s="change y by %&apos;value&apos; of gravity" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="changeYPosition"><custom-block s="%s of gravity"><block var="value"/></custom-block></block></script></block-definition><block-definition s="%&apos;x&apos; is not %&apos;y&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="x"/><block var="y"/></block></block></block></script></block-definition><block-definition s="%&apos;value&apos; of gravity" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="Gravity"/><block var="value"/></list></block></block></script></block-definition><block-definition s="circleFalse" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportOr"><custom-block s="%s is not %s"><block var="Mode"/><l>2</l></custom-block><custom-block s="%s is not %s"><block var="Gravity"/><l>0</l></custom-block></block><script><block s="changeYPosition"><block var="downSpeed"/></block><block s="changeXPosition"><block var="leftSpeed"/></block><block s="changeYPosition"><block var="upSpeed"/></block><block s="changeXPosition"><block var="rightSpeed"/></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doChangeVar"><l>leftSpeed</l><l>-0.5</l></block></script><script><block s="doIf"><custom-block s="%s is not %s"><block var="leftSpeed"/><l>0</l></custom-block><script><block s="doChangeVar"><l>leftSpeed</l><l>0.5</l></block></script></block></script></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doChangeVar"><l>rightSpeed</l><l>0.5</l></block></script><script><block s="doIf"><custom-block s="%s is not %s"><block var="rightSpeed"/><l>0</l></custom-block><script><block s="doChangeVar"><l>rightSpeed</l><l>-0.5</l></block></script></block></script></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doChangeVar"><l>upSpeed</l><l>0.5</l></block></script><script><block s="doIf"><custom-block s="%s is not %s"><block var="upSpeed"/><l>0</l></custom-block><script><block s="doChangeVar"><l>upSpeed</l><l>-0.5</l></block></script></block></script></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doChangeVar"><l>downSpeed</l><l>-0.5</l></block></script><script><block s="doIf"><custom-block s="%s is not %s"><block var="downSpeed"/><l>0</l></custom-block><script><block s="doChangeVar"><l>downSpeed</l><l>0.5</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="circleTrue" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><custom-block s="%s is not %s"><block var="Mode"/><l>2</l></custom-block><script><block s="doIfElse"><block s="reportKeyPressed"><l><option>space</option></l></block><script><custom-block s="accelerate by %s"><l>-0.5</l></custom-block></script><script><custom-block s="accelerate by %s"><l>0.5</l></custom-block></script></block></script></block></script></block-definition><block-definition s="triangleTrue" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportOr"><custom-block s="%s is not %s"><block var="Mode"/><l>1</l></custom-block><block s="reportEquals"><block var="Gravity"/><l>0</l></block></block><script><block s="doIfElse"><block s="reportKeyPressed"><l><option>space</option></l></block><script><custom-block s="change y by %s of gravity"><l>-5</l></custom-block></script><script><custom-block s="change y by %s of gravity"><l>5</l></custom-block></script></block></script></block></script></block-definition><block-definition s="triangleFalse" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="changeYPosition"><l>-5</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="changeYPosition"><l>5</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="480" costume="1" 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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" mediaID="Stage_cst_StageUp"/><costume name="StageDown" center-x="240" center-y="240" 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" mediaID="Stage_cst_StageDown"/><costume name="StageCenter" center-x="240" center-y="240" 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" 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