<snapdata remixID="9355500"><project name="sg_flaggen" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Bühne" width="700" height="700" costume="0" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts><script x="31.666666666666668" y="69.83333333333334"><block s="setBackgroundColor"><color>255,255,255,1</color></block></script></scripts><sprites><sprite name="Objekt" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="47,47,47,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.833333333333348" y="14.666666666666663"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>47,47,47,1</color></block><block s="doSetVar"><l>n</l><l>5</l></block><block s="doSetVar"><l>fahnenstange</l><l>100</l></block><block s="doSetVar"><l>länge</l><l>60</l></block><block s="down"></block><block s="doForever"><script><block s="clear"></block><block s="doWarp"><script><block s="doRepeat"><block var="n"/><script><custom-block s="flagge_quadrat"></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="n"/></block></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Objekt" s="yPosition" style="normal" x="8.183506493506684" y="8.183506493506513" color="74,108,212" hidden="true"/><watcher scope="Objekt" s="direction" style="normal" x="8.549932157394778" y="8.549932157394842" color="74,108,212" hidden="true"/><watcher var="n" style="slider" min="1" max="360" x="20.911961038961635" y="8.638560078259744" color="243,118,29"/><watcher var="länge" style="slider" min="1" max="150" x="505.1835064935067" y="9.151263974363644" color="243,118,29"/><watcher var="fahnenstange" style="slider" min="1" max="200" x="247" y="5" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pi" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.14159265359</l></block></script></block-definition><block-definition s="flagge_quadrat" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><block var="fahnenstange"/></block><custom-block s="quadrat %s"><block var="länge"/></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block></script></block-definition><block-definition s="quadrat %&apos;l&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="l"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables><variable name="n"><l>5</l></variable><variable name="länge"><l>60</l></variable><variable name="fahnenstange"><l>100</l></variable></variables></project><media name="sg_flaggen" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>