<snapdata remixID="12478027"><project name="M6p1-1 FractalsIterats_Quadrat" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><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><scenes select="1"><scene name="M6p1-1 FractalsIterats_Quadrat"><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><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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</pentrails><costumes><list 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s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></list></block></block><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><l>900</l><l>4</l></block></block><block s="turnLeft"><l>90</l></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="doWarp"><script><block s="doForever"><script><block s="doSetVar"><l>Vertex</l><block s="reportListItem"><block s="reportRandom"><l>1</l><l>4</l></block><block var="LlistaDePunts"/></block></block><block s="doFaceTowards"><block var="Vertex"/></block><block s="forward"><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>4</l><block s="reportRelationTo"><l><option>distance</option></l><block var="Vertex"/></block></list></block><block s="reportVariadicSum"><list><l>4</l><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>8</l></variable><variable name="Vertex"><list struct="atomic" id="105">75,-130</list></variable><variable name="LlistaDePunts"><list id="106"><item><list struct="atomic" id="107">-150,-130</list></item><item><ref id="105"></ref></item><item><list struct="atomic" id="108">75,95.00000000000001</list></item><item><list struct="atomic" id="109">-150,95.00000000000001</list></item></list></variable></variables></scene></scenes></project><media name="M6p1-1 FractalsIterats_Quadrat" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" mediaID="Objecte_cst_alonzo"/><costume name="Puntasso" center-x="15.5" center-y="15" image="data:image/png;base64,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" mediaID="Objecte_cst_Puntasso"/></media></snapdata>