<snapdata remixID="11074878"><project name="Large tree generator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>This is an old project that I made in December 2021, and I finally published this project in 17 March, 2024, over 2 years not shared!&#xD;&#xD;Change the "levels" to make a beautiful tree.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Large tree generator"><notes>This is an old project that I made in December 2021, and I finally published this project in 17 March, 2024, over 2 years not shared!&#xD;&#xD;Change the "levels" to make a beautiful tree.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree with %&apos;levels&apos; $levels-1.2-255-255-0 with width %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%n">100</input></inputs><script><block s="doChangeVar"><l>Iterations</l><l>1</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block><l>100</l></list></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="levels"/><l>1</l></list></block><script><block s="forward"><block var="width"/></block><block s="turnLeft"><l>45</l></block><custom-block s="tree with %n $levels-1.2-255-255-0 with width %n"><block s="reportDifference"><block var="levels"/><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>2</l><l>3</l></block><block var="width"/></list></block></custom-block><block s="turn"><l>90</l></block><custom-block s="tree with %n $levels-1.2-255-255-0 with width %n"><block s="reportDifference"><block var="levels"/><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>2</l><l>3</l></block><block var="width"/></list></block></custom-block><block s="turnLeft"><l>45</l></block><block s="forward"><block s="reportDifference"><l></l><block var="width"/></block></block></script><script><block s="forward"><block var="width"/></block><block s="forward"><block s="reportDifference"><l></l><block var="width"/></block></block></script></block></script></block-definition><block-definition s="time format %&apos;time&apos; include decimals? %&apos;decimals?&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">90</input><input type="%b">true</input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>3600</l></block></block><l>:</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>3600</l></block><l>600</l></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>600</l></block><l>60</l></block></block><l>:</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>60</l></block><l>10</l></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>10</l></block><l>1</l></block></block><block s="reportIfElse"><block var="decimals?"/><block s="reportJoinWords"><list><l>.</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="time"/></block><l>1</l></block><l>0.1</l></block></block></list></block><l></l></block></list></block></block></script></block-definition><block-definition s="is %&apos;number&apos; between %&apos;n1&apos; and %&apos;n2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="number"/><block var="n1"/></list></block><block s="reportVariadicGreaterThan"><list><block var="number"/><block var="n2"/></list></block></list></block></block></block></script></block-definition></blocks><stage 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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="195"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="196"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-130.00000000000256" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,5.000000000000011,5.000000000000011,1" pen="tip" id="201"><costumes><list struct="atomic" id="202"></list></costumes><sounds><list struct="atomic" id="203"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="281.6666666666663"><block s="receiveGo"></block><block s="setColor"><color>255,8,5,1</color></block><block s="doResetTimer"></block><block s="gotoXY"><l>0</l><l>-130</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doSetVar"><l>Iterations</l><l>0</l></block><block s="doSetVar"><l>Target</l><block s="reportDifference"><block s="reportMonadic"><l><option>2^</option></l><block var="Levels"/></block><l>1</l></block></block><custom-block s="tree with %n $levels-1.2-255-255-0 with width %n"><block var="Levels"/><l>100</l></custom-block><block s="up"></block></script><script x="491" y="10"><block s="receiveGo"></block><block s="doForever"><script><block s="doIfElse"><custom-block s="is %n between %n and %n ?"><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block><l>0.01</l><l>0.99</l></custom-block><script><block s="doSetVar"><l>Progress</l><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block><l>100</l></list></block><l>100</l></list></block></block><l>100</l></block><l>% done</l></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block><l>0.5</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Iterations"/><block var="Target"/></list></block><script><block s="doSetVar"><l>Progress</l><l>Completed</l></block></script><script><block s="doSetVar"><l>Progress</l><block s="reportJoinWords"><list><l>1</l><l>/</l><block s="reportRound"><block s="reportQuotient"><l>1</l><block s="reportDifference"><l>1</l><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block></block></block></block><l> left</l></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Iterations"/><l>0</l></list></block><script><block s="doSetVar"><l>Progress</l><l>Started</l></block></script><script><block s="doSetVar"><l>Progress</l><block s="reportJoinWords"><list><l>1</l><l>/</l><block s="reportRound"><block s="reportQuotient"><l>1</l><block s="reportQuotient"><block var="Iterations"/><block var="Target"/></block></block></block><l> done</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>Iterations per second</l><block s="reportRound"><block s="reportQuotient"><block var="Iterations"/><block s="getTimer"></block></block></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Iterations"/><l>0</l></list></block><script><block s="doSetVar"><l>Time remaining</l><l>--</l></block></script><script><block s="doSetVar"><l>Time remaining</l><custom-block s="time format %n include decimals? %b"><block s="reportQuotient"><block s="reportDifference"><block var="Target"/><block var="Iterations"/></block><block var="Iterations per second"/></block><l><bool>false</bool></l></custom-block></block></script></block><block s="doWait"><l>1</l></block></script></block></script></scripts></sprite><watcher var="Levels" style="slider" min="3" max="30" x="13" y="9" color="243,118,29"/><watcher var="Iterations" style="normal" x="13" y="42.000001999999995" color="243,118,29"/><watcher var="Target" style="normal" x="14" y="64" color="243,118,29"/><watcher var="Time remaining" style="normal" x="2" y="312" color="243,118,29"/><watcher var="Progress" style="normal" x="1" y="292" color="243,118,29"/><watcher var="Iterations per second" style="normal" x="2" y="333" color="243,118,29"/><watcher var="t" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Levels"><l>15</l></variable><variable name="Iterations"><l>32767</l></variable><variable name="Target"><l>32767</l></variable><variable name="Progress"><l>Completed</l></variable><variable name="Time remaining"><l>0:00:00</l></variable><variable name="Iterations per second"><l>5461</l></variable><variable name="t"><l>0</l></variable></variables></scene></scenes></project><media name="Large tree generator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/></media></snapdata>