<snapdata remixID="12478128"><project name="M6p1-1 FractalsIterats_polígon" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><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><scenes select="1"><scene name="M6p1-1 FractalsIterats_polígon"><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><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="-36.49582707025911" y="120.8969547841045" heading="284" scale="0.02" volume="100" pan="0" rotation="2" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Objecte_cst_alonzo"></ref></item><item><ref mediaID="Objecte_cst_Puntasso"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></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="reportVariadicProduct"><list><block var="Punts"/><block s="reportRelationTo"><l><option>distance</option></l><block var="Vertex"/></block></list></block><block s="reportVariadicSum"><list><block var="Punts"/><l>3</l></list></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><variables><variable name="Punts"><l>6</l></variable><variable name="Vertex"><list struct="atomic" id="130">-75,129.8076211353316</list></variable><variable name="LlistaDePunts"><list id="131"><item><list struct="atomic" id="132">-75,-130</list></item><item><list struct="atomic" id="133">75,-130</list></item><item><list struct="atomic" id="134">150,-0.09618943233419941</list></item><item><list struct="atomic" id="135">75,129.8076211353316</list></item><item><ref id="130"></ref></item><item><list struct="atomic" id="136">-150,-0.09618943233419941</list></item></list></variable></variables></scene></scenes></project><media name="M6p1-1 FractalsIterats_polígon" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="alonzo" center-x="45" center-y="60" image="data:image/png;base64,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