<snapdata remixID="10337656"><project name="FractalsIterats_Triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes> Començarem calculant el Triangle de Sierpinsky amb el joc del caos. El mètode consisteix en primer lloc en posar les coordenades dels vèrtexs en una llista de punts. Llavors cal seguir el següent algorisme:&#xD;1) Prendre un punt qualsevol de dins del triangle&#xD;2) Escollir un dels 3 vèrtexs de forma aleatòria&#xD;3) Calcular la distància entre el punt i el vèrtex escollit&#xD;4) Acostar-te en direcció al vèrtex a un punt que està a la meitat de la distància calculada al punt 3&#xD;5) Tornar al punt 1 considerant com a nou punt el que hem calculat al punt 4.&#xD;Aquest projecte és dins dels materials que trobareu a http://ja.cat/matsnap&#xD;</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="84.0153417010622" y="-15.208675065048084" heading="243" 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="show"></block><block s="doSwitchToCostume"><l>Puntasso</l></block><block s="setScale"><l>2</l></block><block s="setHeading"><l>90</l></block><block 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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>8</l></variable><variable name="Vertex"><list struct="atomic" id="91">-150,-130</list></variable><variable name="LlistaDePunts"><list id="92"><item><ref id="91"></ref></item><item><list struct="atomic" id="93">150,-130</list></item><item><list struct="atomic" id="94">0,129.8076211353316</list></item></list></variable></variables></project><media name="FractalsIterats_Triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>