<snapdata remixID="12440860"><project name="epirograf" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="epirograf"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="dibuixa un quadrat de costat %&apos;longitud&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="longitud"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></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="17"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="131.81022208971854" y="80.58955992027222" heading="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><script x="301" y="274.9999999999999"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doRepeat"><l>35</l><script><custom-block s="dibuixa un quadrat de costat %s"><l>80</l></custom-block><block s="forward"><l>10</l></block><block s="turnLeft"><l>15</l></block></script></block></script><script x="509" y="192.33333333333337"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="epirograf" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>