<snapdata remixID="13446358"><project name="Fractals Polígonals - Mètode joc del Caos" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Fractals Polígonals - Mètode joc del Caos"><notes></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 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="95.159369476748" y="-36.855712810254886" heading="150" scale="0.02" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Objecte_cst_Punt"></ref></item><item><ref mediaID="Objecte_cst_alonzo"></ref></item><item><ref mediaID="Objecte_cst_Punt2"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="103" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>alonzo</l></block><block s="setScale"><l>100</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="doAsk"><l>Quants punts vols que tingui el polígon del teu fractal?</l></block><block s="doSetVar"><l>Punts</l><block s="getLastAnswer"></block></block><block s="doSwitchToCostume"><l>Punt2</l></block><block s="setScale"><l>2</l></block><block s="gotoXY"><block s="reportQuotient"><l>-450</l><block var="Punts"/></block><l>-130</l></block><block s="setHeading"><l>90</l></block><block s="doStamp"></block><block s="doSetVar"><l>LlistadeVertexs</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="LlistadeVertexs"/></block><block s="doStamp"></block></script></block><block s="doForever"><script><block s="doSetVar"><l>Vertexactual</l><block s="reportListItem"><block s="reportRandom"><l>1</l><block var="Punts"/></block><block var="LlistadeVertexs"/></block></block><block s="doFaceTowards"><block var="Vertexactual"/></block><block s="forward"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="Punts"/><block s="reportRelationTo"><l><option>distance</option></l><block var="Vertexactual"/></block></list></block><block s="reportVariadicSum"><list><block var="Punts"/><l>3</l></list></block></block></block><block s="doStamp"></block></script></block></script></scripts></sprite><watcher var="Punts" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Vertexactual"><list struct="atomic" id="126">149.99999999999977,-130</list></variable><variable name="LlistadeVertexs"><list id="127"><item><list 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