<snapdata remixID="12159598"><project name="Sierpinski gasket" 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="Sierpinski gasket"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Sierpinski gasket %&apos;n&apos; %&apos;len&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">5</input><input type="%n">150</input></inputs><script><block s="doIf"><block s="reportEquals"><block var="n"/><l>0</l></block><script><block s="doReport"><l></l></block></script></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="len"/></block><block s="turnLeft"><l>120</l></block><custom-block s="Sierpinski gasket %n %n"><block s="reportDifference"><block var="n"/><l>1</l></block><block s="reportQuotient"><block var="len"/><l>2</l></block></custom-block></script></block></script><scripts><comment x="155.6689453124999" y="77" w="153" collapsed="false">概要:&#xD;シェルピンスキーのギャスケット&#xD;を描く動き&#xD;引数：&#xD;n:図形の次数&#xD;len:大きい三角形の一辺の長さ</comment></scripts></block-definition></blocks><stage name="ステージ" 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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app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>