<snapdata remixID="13489232"><project name="U7L1P2 - Base Case" app="Snap! 9.0, 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="90" collapsed="false">this function takes a parameter that determins the size of the steps taken that draws the tree</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"><comment x="0" y="0" w="90" collapsed="false">this function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 1 function to use as the branches</comment><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></block-definition><block-definition s="tree 3, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">this function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 2 function to use as the branches</comment><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></block-definition><block-definition s="tree 4, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">his function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 3 function to use as the branches</comment><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></block-definition><block-definition s="tree 5, size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="90" collapsed="false">his function takes a parameter that determines the number of steps the sprite will move. it uses recursion because it calls the tree 4 function to use as the branches</comment><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 4, 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 4, 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></block-definition><block-definition s="tree, level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><comment x="0" y="0" w="99" collapsed="false">this function takes two parameters, the level parameter determines the size of the pen while the size parameter determines the number of steps the sprite moves. it uses recursion by calling the function within itself and an if statement that continues the recursion until level = 1</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="level"/></block><block s="forward"><block var="size"/></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="turnLeft"><l>25</l></block><block s="setColor"><color>2,6,0,1</color></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></script><list></list></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></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" id="204"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="205"></list></costumes><sounds><list struct="atomic" id="206"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-12" y="-119.99999999999977" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,6,0,1" pen="tip" id="211"><costumes><list struct="atomic" id="212"></list></costumes><sounds><list struct="atomic" id="213"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28.48828125" y="21"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>-120</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree, level: %n size: %n"><l>9</l><l>50</l><comment w="90" collapsed="false">draws a black tree by calling the function within itself</comment></custom-block></script><script x="401.48828125" y="277.83333333333337"><custom-block s="tree 5, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 4 as branches</comment></custom-block></script><script x="401.48828125" y="207.83333333333337"><custom-block s="tree 4, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 3 as branches</comment></custom-block></script><script x="404.48828125" y="135.83333333333337"><custom-block s="tree 3, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 2 as branches</comment></custom-block></script><script x="403.48828125" y="70.83333333333334"><custom-block s="tree 2, size: %n"><l>50</l><comment w="90" collapsed="false">draws a small tree using tree 1 as branches</comment></custom-block></script><script x="403.48828125" y="23.833333333333343"><custom-block s="tree 1, size: %n"><l>50</l><comment w="90" collapsed="false">draws a line</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L1P2 - Base Case" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>