<snapdata remixID="11455123"><project name="U7L1P2 - Base Case" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L1P2 - Base Case"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size: %&apos;size#&apos;" type="command" category="looks"><comment x="0" y="0" w="171" collapsed="false">Moves the sprite the amount of steps the user inputs and multiplys the steps by negative one so it moves backwards.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size#"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script></block-definition><block-definition s="tree 2, size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size#"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script><scripts><comment x="266" y="52.19999999999999" w="90" collapsed="false">Moves the sprite forward by the user&apos;s input and turns and multiply the size by 0.65 so the branches are bigger</comment></scripts></block-definition><block-definition s="tree 3, size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size#"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script><scripts><comment x="242" y="80.19999999999999" w="90" collapsed="false">Creates more branches by changing the degrees of the sprite and multiplying the sprite by decimials to increase the length</comment></scripts></block-definition><block-definition s="tree 4, size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size#"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script><scripts><comment x="230" y="32.19999999999999" w="90" collapsed="false">Creates more branches</comment></scripts></block-definition><block-definition s="tree, level: %&apos;level#&apos; size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level#"/><l>1</l></block><script><block s="forward"><block var="size#"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script><script><block s="forward"><block var="size#"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree, level: %n size: %n"><block s="reportDifference"><block var="level#"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size#"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree, level: %n size: %n"><block s="reportDifference"><block var="level#"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size#"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block></script></block></script><scripts><comment x="376" y="25.19999999999999" w="90" collapsed="false">Used an if-else statement so the program will only move forward and back if the level is 1. Else, the s[rite moves and changes degrees based on the user&apos;s number input for level and size. I subtracted 1 from level number because level 1 equals a straight line and not branches. </comment></scripts></block-definition></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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