<snapdata remixID="10164192"><project name="FractalsIterats" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Continuació del projecte FractalsIterats_Triangle que calcula el Fractal del Triangle de Sierpinsky a partir del Joc del Caos.&#xD;Es repeteix exactament el mateix procés per un pentàgon, un hexàgon, … fins que trobem la manera en que es va repetint i podem construir l’algorisme per qualsevol nombre de costats que tingui el polígon. Per això, ens caldrà preguntar al principi del programa de quants costats volem que sigui el polígon a partir del qual volem construir el fractal. &#xD;Aquest projecte és dins dels materials que trobareu a http://ja.cat/matsnap</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Escenari" 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" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Objecte" idx="1" x="-96.18860428315702" y="71.31887721919185" heading="137" scale="0.02" volume="100" pan="0" rotation="2" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo" center-x="45" center-y="60" 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id="10"/></item><item><costume name="Puntasso" center-x="15.5" center-y="15" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAeCAYAAADU8sWcAAABLklEQVRIicXXvy4EURQH4G+xSBQ8hpZHoNGKSoeWQqFgo1AqiEZCoyaeQqVSSCQa8V8pdiOiYxTrJpPN7GYmuzv3JL9uMl/m3pk755C/prGPSzziC994xhVOMINKgXt2rCpWcIskZ16xhbFu0DW8FEBb844axovi6/jtAk7nQM6tqPxf3As0nXOM5HniXsMhh53gRfz0EU+wmwUP4r7PcII6JlrxpRLgkJ1W/KZE/BPDAZ4sEQ6ZC/hmBPw44GcR8OuAX0TAGwF/ioAnGI2OR132qC9c1E8t6iFDucdrXep4JfKPZQh3JcANbXq6Bb3r29plIwsO1c826qgTHGq7D/ApBvLgNAeF0lvndM3jrQv0A6tF0XRVsaz4uFTTxbiUVVPY0xwUH2QPirMKLPEfZVG8HeU3W+sAAAAASUVORK5CYII=" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="68" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="setScale"><l>90</l></block><block s="doSwitchToCostume"><l>alonzo</l></block><block s="doAsk"><l>Quants punts vols que tingui el poligon per construir el fractal?</l></block><block s="hide"></block><block s="doSetVar"><l>Punts</l><block s="getLastAnswer"></block></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><block s="reportQuotient"><l>-450</l><block var="Punts"/></block><l>-130</l></block><block s="doSetVar"><l>LlistaDePunts</l><block s="reportNewList"><list><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></list></block></block><block s="doRepeat"><block s="reportDifference"><block var="Punts"/><l>1</l></block><script><block s="forward"><block s="reportQuotient"><l>900</l><block var="Punts"/></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="Punts"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="LlistaDePunts"/></block></script></block><block s="show"></block><block s="doSwitchToCostume"><l>Puntasso</l></block><block s="setScale"><l>2</l></block><block s="doWarp"><script><block s="doForever"><script><block s="doSetVar"><l>Vertex</l><block s="reportListItem"><block s="reportRandom"><l>1</l><block var="Punts"/></block><block var="LlistaDePunts"/></block></block><block s="doFaceTowards"><block var="Vertex"/></block><block s="forward"><block s="reportQuotient"><block s="reportProduct"><block var="Punts"/><block s="reportRelationTo"><l><option>distance</option></l><block var="Vertex"/></block></block><block s="reportSum"><block var="Punts"/><l>3</l></block></block></block><block s="doStamp"></block></script></block></script></block></script></scripts></sprite><watcher var="Punts" style="normal" x="10" y="103.000002" color="243,118,29" hidden="true"/><watcher var="Vertex" style="normal" x="10" y="145.00000599999998" color="243,118,29" hidden="true"/><watcher var="LlistaDePunts" style="normal" x="15" y="37.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Punts"><l>5</l></variable><variable name="Vertex"><list struct="atomic" id="125">90,-130</list></variable><variable name="LlistaDePunts"><list id="126"><item><list struct="atomic" id="127">-90,-130</list></item><item><ref id="125"></ref></item><item><list struct="atomic" id="128">145.6230589874906,41.1901729331276</list></item><item><list struct="atomic" id="129">0,146.99151834577276</list></item><item><list struct="atomic" id="130">-145.6230589874906,41.1901729331276</list></item></list></variable></variables></project><media name="FractalsIterats" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>