<snapdata remixID="9351143"><project name="U7L1-Tree" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-2.2737367544323206e-12" y="-89.99999999999994" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="12"><block s="clear"></block></script><script x="29" y="58"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree 1 size %n"><l>50</l></custom-block></script><script x="33" y="204"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Tree 2 size %n"><l>50</l></custom-block></script><script x="298" y="59"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Tree 4 size %n"><l>50</l></custom-block></script><script x="794" y="61"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Tree 3 size %n"><l>50</l></custom-block></script><script x="299" y="287"><block s="clear"></block></script><script x="1041" y="531"><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Tree 5 size %n"><l>50</l></custom-block></script><script x="88" y="462"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">FUNKY TREE</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</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></custom-block></script></scripts></sprite></sprites></stage><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 block will move depending on the size implemented. There is a move -1xsize so it can go back to its orginal position.</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="reportProduct"><l>-1</l><block var="size"/></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">There are a lot of turns so that it can draw the branches necessary. It has tree 1 size to make the root of 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="turnLeft"><l>25</l></block><custom-block s="tree 1 size %n"><block s="reportProduct"><block var="Size"/><l>.65</l></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="reportProduct"><block var="Size"/><l>.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="Size"/></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 is the same exact code that is implemented in tree 2 size but just replaced tree 1 size with tree 2 size in the code to draw those 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="reportProduct"><block var="Size"/><l>.65</l></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="reportProduct"><block var="Size"/><l>.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="Size"/></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">This is the same exact code that is implemented in tree 3 size but just replaced tree 2 size with tree 3 size in the code to draw those 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="reportProduct"><block var="Size"/><l>.65</l></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="reportProduct"><block var="Size"/><l>.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="Size"/></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">This is the same exact code that is implemented in tree 4 size but just replaced tree 3 size with tree 4 size in the code to draw those 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="reportProduct"><block var="Size"/><l>.65</l></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="reportProduct"><block var="Size"/><l>.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="Size"/></block></block></script></block-definition><block-definition s="Tree level: %&apos;level&apos; Size: %&apos;Size&apos;" type="command" category="looks"><comment w="90" collapsed="false">The levels mean the tree branches depending on what you inputted as the number. The size changes how long the tree is going to be.  </comment><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="reportProduct"><l>-1</l><block var="Size"/></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="reportProduct"><block var="Size"/><l>0.65</l></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="reportProduct"><block var="Size"/><l>0.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="Size"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U7L1-Tree" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>