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</pentrails><costumes><list struct="atomic" id="386"></list></costumes><sounds><list struct="atomic" id="387"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-150.00000000000014" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="392"><costumes><list struct="atomic" id="393"></list></costumes><sounds><list struct="atomic" id="394"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91" y="10"><custom-block s="tree 1 size : %n"><l>100000</l><comment w="90" collapsed="false">FYTD: step 1</comment></custom-block></script><script x="14" y="117.80000000000013"><custom-block s="reset position"></custom-block><custom-block s="tree 1 size : %n"><l>50</l><comment w="90" collapsed="false">FYTD: step 1</comment></custom-block></script><script x="10" y="219.16666666666669"><custom-block s="reset position"></custom-block><custom-block s="tree 3 Size: %n"><l>50</l><comment w="90" collapsed="false">FYTD: step 4.</comment></custom-block></script><script x="10" y="268.1666666666667"><custom-block s="reset position"></custom-block><custom-block s="tree 4 size: %n"><l>50</l><comment w="90" collapsed="false">FYTD: step 5.</comment></custom-block></script><script x="11" y="320.1333333333334"><custom-block s="reset position"></custom-block><custom-block s="tree 5 size: %n"><l>50</l><comment w="90" collapsed="false">FYTD: step 6.</comment></custom-block></script><script x="10" y="172.16666666666669"><custom-block s="reset position"></custom-block><custom-block s="tree 2 size %n"><l>50</l><comment w="90" collapsed="false">FYTD: step 2.</comment></custom-block></script><script x="11" y="376.1333333333334"><custom-block s="reset position"></custom-block><custom-block s="tree level: %n size: %n"><l>9</l><l>50</l><comment w="90" collapsed="false">FYTD: step 7&amp;8: it move, but it gets stuck in infinte iteration.</comment></custom-block></script><comment x="259" y="117.16666666666674" w="90" collapsed="false">FYTD: step 3.</comment><comment x="280" y="208.86666666666667" w="80" collapsed="false">FYTD: step 9: the recursive block ree does not know when to terminate as there is no &quot; base  case&quot; that tells it to stop once it reaches level 1.</comment><script x="410" y="45.03333333333336"><custom-block s="reset position"></custom-block><custom-block s="pg step 1 tree level: %n size %n"><l>9</l><l>50</l><comment w="90" collapsed="false">FYTD step 1 </comment></custom-block></script><script x="405" y="122.16666666666686"><custom-block s="reset position"></custom-block><custom-block s="pg tree level: %n size: %n v2"><l>9</l><l>50</l><comment w="90" collapsed="false">FYTD; step 1 pg 2</comment></custom-block></script><script x="414" y="282.8333333333333"><custom-block s="reset position"></custom-block><custom-block s="tree level: %n size: %n (2)"><l>9</l><l>50</l><comment w="90" collapsed="false">Alt version. </comment></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="shapes"><l>0</l></variable><variable name="position"><list struct="atomic" id="432">-555.0710900473933,-470.9004739336493</list></variable></variables></scene></scenes></project><media name=" U7L1: Trees in a Forest (pgs. 1-2)" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>