<snapdata remixID="11124286"><project name="Egyptisch motief" 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="Egyptisch motief"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rechthoek, breedte: %&apos;breedte #&apos; lengte: %&apos;lengte #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="breedte"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="breedte"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="molen, met rechthoeken, wieken: %&apos;aantal wieken #&apos; grootte %&apos;grootte #&apos; backup: %&apos;backup#&apos; breedte: %&apos;breedte #&apos; lengte: %&apos;lengte #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="aantal wieken"/><script><block s="forward"><block var="grootte"/></block><custom-block s="rechthoek, breedte: %s lengte: %s"><l></l><l></l></custom-block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="aantal wieken"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Draaimolen" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>aantal wieken</l><l>12</l></block><block s="doSetVar"><l>grootte</l><l>30</l></block><block s="doSetVar"><l>backup</l><l>15</l></block><block s="doSetVar"><l>breedte</l><l>3</l></block><block s="doSetVar"><l>lengte</l><l>50</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="molen, met rechthoeken, wieken: %s grootte %s backup: %s breedte: %s lengte: %s"><l></l><l></l><l></l><l></l><l></l></custom-block></script></block></script></block></script></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="down"></block></script></block-definition><block-definition s="pinwheel with polygons, branches: %&apos;branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; numer of sides: %&apos;sides&apos; side length: %&apos;lenght&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><block var="size"/></block><custom-block s="polygon, number of sides: %n side length: %n"><block var="sides"/><block var="lenght"/></custom-block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Initalize pinwheel" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Number of branches</l><l>12</l></block><block s="doSetVar"><l>size</l><l>30</l></block><block s="doSetVar"><l>backup</l><l>15</l></block><block s="doSetVar"><l>number of sides</l><l>3</l></block><block s="doSetVar"><l>lenght</l><l>50</l></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with polygons, branches: %n size: %n backup: %n numer of sides: %n side length: %n"><block var="Number of branches"/><block var="size"/><block var="backup"/><block var="number of sides"/><block var="lenght"/></custom-block></script></block></script></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" 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