<snapdata remixID="10967919"><project name="draw polygon" 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="draw polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="x %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="y %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="go to point %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><custom-block s="x %s"><block var="point"/></custom-block><custom-block s="y %s"><block var="point"/></custom-block></block></script></block-definition><block-definition s="point %&apos;x&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="pinwiel, brasjes: %&apos;numder of brasjes&apos; size %&apos;size&apos; beckup %&apos;beckup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numder of brasjes"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="beckup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numder of brasjes"/></block></block></script></block></script></block-definition><block-definition s="sqwer size %&apos;size&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="size"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="2 pinwiels branches %&apos;size&apos; size %&apos;size2&apos; beckup %&apos;beckup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="up"></block><block s="gotoXY"><l>-150</l><l>30</l></block><block s="down"></block><custom-block s="pinwiel, brasjes: %s size %s beckup %s"><block var="size"/><block var="size2"/><l></l></custom-block><block s="up"></block><block s="gotoXY"><l>120</l><l>-30</l></block><block s="down"></block><custom-block s="pinwiel, brasjes: %s size %s beckup %s"><block var="size"/><block s="reportVariadicSum"><list><block var="size2"/><block var="size2"/></list></block><block var="beckup"/></custom-block></script></block></script></block-definition><block-definition s="asterisk branches %&apos;branches&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwiel, brasjes: %s size %s beckup %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="poligon branches %&apos;branches&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwiel, brasjes: %s size %s beckup %s"><block var="branches"/><block var="length"/><l></l></custom-block></script></block-definition><block-definition s="polygon 2 branches %&apos;branches&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="sirkel in vierkant" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>212,0,26,1</color></block><custom-block s="polygon 2 branches %s length %s"><l>300</l><l>1</l></custom-block><block s="setColor"><color>29,54,255,1</color></block><block s="forward"><l>48</l></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>90</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>48</l><l>2</l></list></block></block></script></block><block s="turn"><l>90</l></block><block s="forward"><l>48</l></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="263"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="264"></list></costumes><sounds><list struct="atomic" id="265"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-29.999999999998863" y="-53.000000000000114" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="102,102,102,1" pen="tip" id="270"><costumes><list struct="atomic" id="271"></list></costumes><sounds><list struct="atomic" id="272"></list></sounds><blocks></blocks><variables></variables><scripts><script x="604.8333333333334" y="415.83333333333337"><block s="xPosition"></block></script><script x="578.8333333333334" y="514.6666666666666"><block s="yPosition"></block></script><script x="791" y="331"><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>40</l><l>140</l></block><block s="setHeading"><l>120</l></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>90</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block></script><script x="457" y="739.3333333333331"><block s="clear"></block></script><script x="825.5078125" y="190.16666666666663"><block s="reportRandom"><l>0</l><l>360</l></block></script><script x="10" y="10"><block s="receiveKey"><l><option>p</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-50</l><l>-50</l></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>20</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>50</l><l>-50</l></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>20</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-10</l></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>20</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>50</l></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>20</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block></script><script x="308" y="48"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-30</l><l>-53</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportJoinWords"><list><block s="reportRandom"><l>0</l><l>255</l></block><l>,</l><block s="reportRandom"><l>0</l><l>255</l></block><l>,</l><block s="reportRandom"><l>0</l><l>255</l></block></list></block></block><custom-block s="polygon 2 branches %s length %s"><l>10</l><l>20</l></custom-block><block s="doSetVar"><l>staart</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>staart</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x %s"><block var="item"/></custom-block><custom-block s="y %s"><block var="item"/></custom-block></block></script></block><block s="gotoXY"><custom-block s="x %s"><block var="staart"/></custom-block><custom-block s="y %s"><block var="staart"/></custom-block></block></script></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>36</l></block></script></block></script></scripts></sprite><watcher var="polygon points" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="staart" style="normal" x="10" y="153.000002" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="polygon points"><list id="623"><item><list struct="atomic" id="624">-50.450849718746326,-23.610737385376467</list></item><item><list struct="atomic" id="625">-34.27050983124741,-35.36644243122589</list></item><item><list struct="atomic" id="626">-28.09016994374838,-54.387572757128964</list></item><item><list struct="atomic" id="627">-34.27050983124741,-73.40870308303204</list></item><item><list struct="atomic" id="628">-50.45084971874621,-85.16440812888152</list></item><item><list struct="atomic" id="629">-70.45084971874621,-85.16440812888152</list></item><item><list struct="atomic" id="630">-86.63118960624513,-73.40870308303204</list></item><item><list struct="atomic" id="631">-92.81152949374405,-54.387572757128964</list></item><item><list struct="atomic" id="632">-86.63118960624513,-35.36644243122589</list></item><item><list struct="atomic" id="633">-70.45084971874621,-23.610737385376467</list></item></list></variable><variable name="staart"><ref id="633"></ref></variable></variables></scene></scenes></project><media name="draw polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>