<snapdata remixID="12016108"><project name="M4-MCD" 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="M4-MCD"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Divisors Número %&apos;número&apos; Divisors %&apos;Divisors&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="changePenColorDimension"><l><option>hue</option></l><l>40</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportMonadic"><l><option>sqrt</option></l><block var="número"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="número"/><block var="i"/></block><l>0</l></block><script><block s="doAddToList"><block var="i"/><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block var="i"/><l>25</l></block><block s="doAddToList"><block s="reportQuotient"><block var="número"/><block var="i"/></block><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block s="reportQuotient"><block var="número"/><block var="i"/></block><l>25</l></block></script></block></script></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" 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</pentrails><costumes><list struct="atomic" id="52"></list></costumes><sounds><list struct="atomic" id="53"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Objecte" s="yPosition" style="normal" x="270.99999999999955" y="35.000005999999985" color="74,108,212" hidden="true"/><watcher scope="Objecte" s="xPosition" style="normal" x="270.99999999999955" y="8.00000399999999" color="74,108,212" hidden="true"/><watcher var="Divisors1" style="normal" x="20" y="20" color="243,118,29" extX="80" extY="70.00000000000003" hidden="true"/><watcher var="MCD" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Divisors2" style="normal" x="208" y="25.00000399999996" color="243,118,29" extX="80" extY="69.99999999999996" hidden="true"/><sprite name="Objecte" idx="1" x="187.0625" y="-80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,31,115,1" pen="tip" id="63"><costumes><list id="64"><item><ref mediaID="Objecte_cst_Sense títol"></ref></item></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="68" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>10</l></block><block s="doAsk"><l>Introdueix el primer nombre</l></block><block s="doSetVar"><l>Nombre1</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Divisors1</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Introdueix el segon nombre</l></block><block s="doSetVar"><l>Nombre2</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Divisors2</l><block s="reportNewList"><list></list></block></block><block s="setXPosition"><l>-130</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doFor"><l>i</l><l>1</l><block var="Nombre1"/><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="Nombre1"/><block var="i"/></block><l>0</l></block><script><block s="doAddToList"><block var="i"/><block var="Divisors1"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>7</l></list></block><l>40</l></block><block s="write"><block var="i"/><l>25</l></block></script></block></script></block><block s="setXPosition"><l>-130</l></block><block s="setColor"><color>17,0,133,1</color></block><block s="doFor"><l>i</l><l>1</l><block var="Nombre2"/><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="Nombre2"/><block var="i"/></block><l>0</l></block><script><block s="doAddToList"><block var="i"/><block var="Divisors2"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>7</l></list></block><l>0</l></block><block s="write"><block var="i"/><l>25</l></block></script></block></script></block><block s="doSetVar"><l>MCD</l><l>1</l></block><block s="doForEach"><l>element</l><block var="Divisors2"/><script><block s="doIf"><block s="reportListContainsItem"><block var="Divisors1"/><block var="element"/></block><script><block s="doIf"><block s="reportGreaterThan"><block var="element"/><block var="MCD"/></block><script><block s="doSetVar"><l>MCD</l><block var="element"/></block></script></block></script></block></script></block><block s="gotoXY"><l>-200</l><l>-10</l></block><block s="setColor"><color>125,255,54,1</color></block><block s="doAsk"><block s="reportJoinWords"><list><l>Quin és el MCD de </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l>?</l></list></block></block><block s="gotoXY"><l>-200</l><l>-50</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="MCD"/></block><script><block s="write"><l>Molt bé! </l><l>16</l></block><block s="write"><block s="reportJoinWords"><list><l>El MCD entre </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l> és </l><block var="MCD"/></list></block><l>16</l></block></script><script><block s="write"><l>Torna a provar-ho.</l><l>16</l></block><block s="gotoXY"><l>-200</l><l>-10</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Quin és el MCD de </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l>?</l></list></block></block><block s="gotoXY"><l>-40</l><l>-50</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="MCD"/></block><script><block s="write"><l>Ara si!</l><l>16</l></block><block s="write"><block s="reportJoinWords"><list><l>El MCD entre </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l> és </l><block var="MCD"/></list></block><l>16</l></block></script><script><block s="write"><l>No. </l><l>16</l></block><block s="write"><block s="reportJoinWords"><list><l>El MCD entre </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l> és </l><block var="MCD"/></list></block><l>16</l></block></script></block></script></block><block s="setColor"><color>255,31,115,1</color></block><block s="write"><l></l><l>20</l></block><block s="gotoXY"><l>-200</l><l>-10</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>El </l><block var="Nombre1"/><l> i el </l><block var="Nombre2"/><l> són primers entre ells</l><l>?</l></list></block></block><block s="gotoXY"><l>-200</l><l>-80</l></block><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block s="getLastAnswer"></block><l>si</l></block><block s="reportEquals"><block var="MCD"/><l>1</l></block></block><block s="reportAnd"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><block s="reportNot"><block s="reportEquals"><block var="MCD"/><l>1</l></block></block></block></block><script><block s="write"><l>Correcte! Són primers entre ells quan el MCD=1</l><l>16</l></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="write"><l>Això significa que no tenen cap divisor en comú.</l><l>16</l></block></script><script><block s="write"><l>Compte! Són primers entre ells quan el MCD=1</l><l>16</l></block></script></block></script><script x="829.7265625" y="1256.8333333333335"><block s="reportJoinWords"><list><l>El MCD de </l><block var="Nombre1"/><l> i </l><block var="Nombre2"/><l> és </l><block var="MCD"/></list></block></script><script x="190" y="1463.1666666666674"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="Nombre1" style="normal" x="5" y="124" color="243,118,29"/><watcher var="Nombre2" style="normal" x="5" y="164.00000199999994" color="243,118,29"/></sprites></stage><variables><variable name="Nombre1"><l>4</l></variable><variable name="Nombre2"><l>6</l></variable><variable name="Divisors1"><list struct="atomic" id="375">1,2,4</list></variable><variable name="Divisors2"><list struct="atomic" id="376">1,2,3,6</list></variable><variable name="MCD"><l>2</l></variable></variables></scene></scenes></project><media name="M4-MCD" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Sense títol" center-x="240" center-y="180" 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