<snapdata remixID="14030878"><project name="CentDausForçaBruta" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>Simulador de tirar 100 daus.&#xD;Cada vegada que surt un 6 en un dau, aquest desapareix. Els que no surten 6, els torna a tirar. A la pantalla es mostra el número de tirades que ha calgut per fer desaparèixer tots els 100 daus seguint el procés.&#xD;Al principi es pregunta el número de simulacions que es volen realitzar.&#xD;I al final es diu la mitjana del nombre necessari de tirades per eliminar els 100 daus.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CentDausForçaBruta"><notes>Simulador de tirar 100 daus.&#xD;Cada vegada que surt un 6 en un dau, aquest desapareix. Els que no surten 6, els torna a tirar. A la pantalla es mostra el número de tirades que ha calgut per fer desaparèixer tots els 100 daus seguint el procés.&#xD;Al principi es pregunta el número de simulacions que es volen realitzar.&#xD;I al final es diu la mitjana del nombre necessari de tirades per eliminar els 100 daus.</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Objecte_cst_alonzo"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>Quantes simulacions vols fer?</l></block><block s="doSetVar"><l>TiradesTotals</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doWarp"><script><block s="doSetVar"><l>Sisos</l><l>0</l></block><block s="doSetVar"><l>Tirades</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block var="Sisos"/><l>99</l></list></block><script><block s="doSetVar"><l>Daus</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportDifference"><l>100</l><block var="Sisos"/></block><script><block s="doAddToList"><block s="reportRandom"><l>1</l><l>6</l></block><block var="Daus"/></block></script></block><block s="doForEach"><l>element</l><block var="Daus"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="element"/><l>6</l></list></block><script><block s="doChangeVar"><l>Sisos</l><l>1</l></block></script><list></list></block></script></block><block s="doChangeVar"><l>Tirades</l><l>1</l></block></script></block></script></block><block s="doAddToList"><block var="Tirades"/><block var="TiradesTotals"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="write"><block var="Tirades"/><l>15</l></block><block s="up"></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="doSayFor"><block s="reportJoinWords"><list><l>La mitjana de tirades és de  </l><block s="reportQuotient"><block s="reportCombine"><block var="TiradesTotals"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="TiradesTotals"/></block></block></list></block><l>5</l></block><block s="hide"></block></script></scripts></sprite><watcher var="sim" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Sisos" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Tirades" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="Daus" style="normal" x="189" y="19.000001999999995" color="243,118,29" hidden="true"/><watcher var="TiradesTotals" style="normal" x="96" y="27.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="sim"><l>1</l></variable><variable name="Daus"><list struct="atomic" id="147">1,6</list></variable><variable name="Sisos"><l>99</l></variable><variable name="Tirades"><l>22</l></variable><variable name="TiradesTotals"><list struct="atomic" id="148">24,23,20,26,23,22,18,30,21,37,24,23,26,27,21,18,21,23,28,40,22,25,24,28,23,21,23,25,19,24,29,30,28,28,24,25,23,20,31,30,19,27,19,31,20,27,27,26,25,24,27,26,26,30,26,21,23,20,31,28,18,26,20,27,23,26,33,24,23,21,27,29,20,21,23,21,28,24,20,22,20,19,24,26,23,17,34,16,23,26,16,25,16,20,22,29,21,27,23,22</list></variable></variables></scene></scenes></project><media name="CentDausForçaBruta" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="alonzo" center-x="45" center-y="60" 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0zUHnl5VAjcozKpr0GWZijP14ns65/txS8aN7ztGOy+3VDtA8CIbvonwknr9opEkXkApC2bwNXgEPM1BdvAjMZa+Wtg8HaMo2gkDjkZXpdEo8+lB94gszWLvvJ6urRxB1zNxkhlaPDBqqxniqEDJ/sa7jzlLEc4D2SlPGJ+b1VkOZPqOu1rAfzz4DwtFZFQ2Hc5pR5cT5YWLx16xjx/9Ek5qrXH9qXO5THAKanBf0CiLXJMsekG9VWsSHrpHEo73KlYDKSydZsrTJ1MBM7GpdXhWPuJMaLxR2ICguubn+rMUO0NQPqOPPXhkZj4hMC81uHqbyWxiKitoW81ZFeGhGd5Pz62AXqCRNa8vwI8u6whPVZxW7+sARgNO3ORTNg8h1iaCU/s5lb9NahlGBi9MPVI4UFwNHbGc/8SsFiDWDkmlhS69z4TSthm5+LlsHbQyVEqWZMBFQw0ZZjJf6BHkJEG4b8ap0EQekM9lXl+Ql6PA9hAn75OByWtwHlrvi4gnNqpKHVrzzWphXnRUeIjYawfbi66ZV6PB1d/d1O2nqSkpK9vA0QURhmdassntxoMFnilKi2S8RNv+ERgvYABiKyDbpzacXp8i4X5XLqAQ2cOzYieZURjThM3CyfqVEe0VFWYtJIicd2KEDZuKuyLA/FAqwRg4wuvMyVIZD+jYzcs6GeRAHO4qvUG1c2MGT1PAA7o63ZbCPLAWorSsToei8KTaJA40H07Rt+L/J+XCAi42IgwBJBj5KbM6zZso/8u+gCs14JkDt6R2SNBCe5lcCELFzxRPTLX4lqEwB9WqXF6DxMCpj+mmOKnUmrTlrsii8AFA8vSCWBUVNqfaKLU5KWa1noh553oCm2qaXcVwnryogoMX5UaHJy8jZ1KXIlcmIjgnSSRJU4SLK+H598gY01TZ1MdQ6GV1NlJofwQLe3NEvOrZlM9uHwkBubH+Vxcc2lZdP7jDZ0EMNHqJxXoD2ijpV8wrKIc3zM3F7A13fdd+oFhd/SUadykttntzoHqWmVwgMjZrmBWiqwHDQvLKinxzMPEHZBuwmuLjHGb/JSXdlZDyPas99m/QZUbMRGKEXolFegNaV4cCcckt5iP4Sy2q0i9OVqhAN2tHYa12RStQzpLUXuQjJje75yHAeAmOn6RkDWlcAEiCrHZ/ydEwM5ZVwUR8d/q/Oi+jKqyrrIQ9AzEeG8xEHtJKhXWkYpMZJQcakOdBgBwCMFg1DO3pSVQc2DGIIHT4TtVXCgJ13igaPRvp5VawAk9MZangScDgSwGqoiqzjt7rKcwiVQBBLvmurDDvQ3NlLg7Q97brzqloztsiG1YNPczXZtEozByBMFoIw4IVpmxeKxgR4XVeHkn0K8/Ik4HwRQYmjhihbtPGaKxinYHk0FucsXNjtti3OVqAF2Xb9vBUmhyZhE/6o53/LlREeL8ercGUYakyibd4oGpNTxnCUVy22M+1BNgWvEwamB9sVIOq5OgN8EqBFGSOvQEeZkMN2ZMLCTMZuFKlUpQwb6ch3Kemo8wzT7/+xuuPjf93XTwAAAABJRU5ErkJggg==" mediaID="Objecte_cst_alonzo"/></media></snapdata>