<snapdata remixID="10394511"><project name="JocDelDau_PuntMat" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Es col·loca una fitxa a la casella de sortida del tauler. Es tira un dau dues vegades. Si surt 1, 2 o 3 s’avança una casella i es puja. Si surt 4, 5 o 6 s’avança i es baixa. En quines caselles pot acabar el joc? Tirant 900 vegades quantes vegades s’espera acabar a cada casella? I si variem el joc i només es puja quan surti l’u i es baixa amb les altres tirades? &#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><stage 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" 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s="down"></block><custom-block s="moure i gira: %s º"><block s="reportIfElse"><block s="reportLessThan"><block var="dau"/><l>4</l></block><l>90</l><l>-90</l></block></custom-block><block s="up"></block></script></block><block s="doChangeVar"><l>groc</l><block s="reportIfElse"><block s="reportEquals"><block s="reportRound"><block s="yPosition"></block></block><l>120</l></block><l>1</l><l>0</l></block></block><block s="doChangeVar"><l>verd</l><block s="reportIfElse"><block s="reportEquals"><block s="reportRound"><block s="yPosition"></block></block><l>0</l></block><l>1</l><l>0</l></block></block><block s="doChangeVar"><l>marro</l><block s="reportIfElse"><block s="reportEquals"><block s="reportRound"><block s="yPosition"></block></block><l>-120</l></block><l>1</l><l>0</l></block></block></script></block></script></scripts></sprite><watcher var="dau" style="normal" x="367" y="164" color="243,118,29"/><watcher var="groc" style="normal" x="10" y="10" color="243,118,29"/><watcher var="verd" style="normal" x="10" y="37.800002000000006" color="243,118,29"/><watcher var="marro" style="normal" x="10" y="65.60000400000001" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="moure i gira: %&apos;graus&apos; º" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><l>80</l></block><block s="turnLeft"><block var="graus"/></block><block s="forward"><l>60</l></block><block s="setHeading"><l>90</l></block></script></block-definition></blocks><variables><variable name="dau"><l>2</l></variable><variable name="groc"><l>41</l></variable><variable name="verd"><l>40</l></variable><variable name="marro"><l>19</l></variable></variables></project><media name="JocDelDau_PuntMat" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>