<snapdata remixID="11959901"><project name="PAC 2. Exercici funcions" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="PAC 2. Exercici funcions"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="quadrat %&apos;color&apos; %&apos;mida&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="mida"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="cercle %&apos;color&apos; %&apos;mida&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>12</l><script><block s="forward"><block var="mida"/></block><block s="turn"><l>30</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="zig zag %&apos;color&apos; %&apos;mida&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><l>4</l></block><block s="doFaceTowards"><l><option>random position</option></l></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="mida"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="mida"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script></block-definition></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" id="62"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="63"></list></costumes><sounds><list struct="atomic" id="64"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="-77.90138574941487" y="86.4512805671947" heading="292.11" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="46.799999999999834,0,234,1" pen="tip" id="69"><costumes><list struct="atomic" id="70"></list></costumes><sounds><list struct="atomic" id="71"></list></sounds><blocks></blocks><variables></variables><scripts><script x="172" y="228.16666666666697"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="hide"></block><block s="setColor"><color>88,234,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-170</l><l>150</l></block><block s="reportRandom"><l>-120</l><l>150</l></block></block><custom-block s="quadrat %s %s"><block s="reportRandom"><l>1</l><l>300</l></block><block s="reportRandom"><l>9</l><l>27</l></block></custom-block><block s="gotoXY"><block s="reportRandom"><l>200</l><l>-200</l></block><block s="reportRandom"><l>-150</l><l>120</l></block></block><custom-block s="cercle %s %s"><block s="reportRandom"><l>5</l><l>300</l></block><block s="reportRandom"><l>5</l><l>10</l></block></custom-block><block s="gotoXY"><block s="reportRandom"><l>120</l><l>-120</l></block><block s="reportRandom"><l>300</l><l>-300</l></block></block><custom-block s="zig zag %s %s"><block s="reportRandom"><l>5</l><l>300</l></block><block s="reportRandom"><l>5</l><l>20</l></block></custom-block></script></block></script></scripts></sprite><watcher var="color" style="normal" x="10" y="9.999999999999988" color="243,118,29"/></sprites></stage><variables><variable name="color"><l>0</l></variable></variables></scene></scenes></project><media name="PAC 2. Exercici funcions" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>