<snapdata remixID="10391446"><project name="Problema aniversaris Facebook" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes>Imagineu un usuari de Facebook, al qual li encanta felicitar els aniversaris als seus amics.&#xD;La pregunta és:&#xD;Quants "amics" hauria de tenir (de mitjana) a Facebook, per assegurar-me que TOTS els dies de l&apos;any podré felicitar, al menys, a un amic?&#xD;&#xD;S&apos;ha deft una simplifcació considerant 12 mesos de 30 dies, i la distribució de naixemens uniforme entre 0 i 360&#xD;&#xD;La variable que es mosatra el el número d&apos;amics, que va augmentant fins a omplir tot el calendari.&#xD;&#xD;Referència: 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struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="calendari" idx="2" x="-220" y="-90" heading="90" scale="0.05" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="171.71700000000007,0,232.05,1" pen="tip" id="32"><costumes><list id="33"><item><ref mediaID="calendari_cst_calendarday"></ref></item><item><ref mediaID="calendari_cst_calendarday_ok"></ref></item></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><blocks></blocks><variables></variables><scripts><script x="72.56993006993005" y="7.2992700729927"><block s="receiveGo"></block><block s="show"></block><block s="setScale"><l>5</l></block><block s="doSwitchToCostume"><l>calendarday</l></block><block s="gotoXY"><l>-220</l><l>150</l></block><block s="doWarp"><script><block s="doRepeat"><l>12</l><script><block s="doRepeat"><l>30</l><script><block s="createClone"><l><option>myself</option></l></block><block s="forward"><l>15</l></block></script></block><block s="setXPosition"><l>-220</l></block><block s="changeYPosition"><l>-20</l></block></script></block></script><comment w="90" collapsed="false">Dibuixa el calendari a la pantalla (12 mesos de 30 dies)</comment></block><block s="hide"></block><block s="doBroadcast"><l>go!</l><list></list></block><block s="doForever"><script><block s="doTellTo"><block s="reportListItem"><block var="aniversari"/><block s="reportGet"><l><option>clones</option></l></block></block><block s="reifyScript"><script><block s="doSwitchToCostume"><l>calendarday_ok</l></block></script><list></list></block><list></list></block><block s="doTellTo"><block s="reportListItem"><block var="aniversari"/><block s="reportGet"><l><option>clones</option></l></block></block><block s="reifyScript"><script><block s="changeEffect"><l><option>brightness</option></l><l>-5</l></block></script><list></list></block><list></list></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="140" y="-155" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="109"><costumes><list struct="atomic" id="110"></list></costumes><sounds><list struct="atomic" id="111"></list></sounds><blocks></blocks><variables></variables><scripts><script x="7.2992700729927" y="7.2992700729927"><block s="receiveMessage"><l>go!</l><list></list></block><block s="gotoXY"><l>50</l><l>-160</l></block><block s="write"><l>Amics</l><l>20</l></block><block s="gotoXY"><l>140</l><l>-155</l></block><block s="doResetTimer"></block><block s="bubble"><l></l></block><block s="doSetVar"><l>dies</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>resultats</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><l>360</l><script><block s="doAddToList"><l>0</l><block var="dies"/></block></script></block></script></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="doReplaceInList"><block var="i"/><block var="dies"/><l>0</l></block></script></block></script><comment w="90" collapsed="false">Fa el mateix que l&apos;anterior bloc, però d&apos;una altra manera</comment></block><block s="doSetVar"><l>amics</l><l>0</l></block><block s="doUntil"><block s="reportNot"><block s="reportListContainsItem"><block var="dies"/><l>0</l></block></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>2</l></block><l>1</l></list></block><script><block s="doSetVar"><l>aniversari</l><block s="reportRandom"><l>241</l><l>271</l></block></block></script><script><block s="doSetVar"><l>aniversari</l><block s="reportRandom"><l>1</l><l>360</l></block></block></script></block><block s="doReplaceInList"><block var="aniversari"/><block var="dies"/><l>1</l></block><block s="doChangeVar"><l>amics</l><l>1</l></block><block s="doSetVar"><l>Percentatge ocupat</l><custom-block s="%n amb %n decimals"><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportCombine"><block var="dies"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>360</l></block><l>100</l></list></block><l>2</l></custom-block></block></script></block><block s="doAddToList"><block var="amics"/><block var="resultats"/></block></script><script x="209.398833630003" y="18.107896434810176"><block s="doRepeat"><l>1000</l><script></script><comment w="90" collapsed="false">Està preparat per a fer 1000 simulacions i calcular la mitjana, si cal</comment></block></script><script x="8.02919708029197" y="675.7688564476891"><block s="doSayFor"><block s="getTimer"></block><l>2</l></block><block s="doSayFor"><block s="reportQuotient"><block s="reportCombine"><block var="resultats"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>1000</l></block><l>5</l></block></script></scripts></sprite><watcher var="aniversari" style="normal" x="902.3573378839615" y="284.6722554038683" color="243,118,29" hidden="true"/><watcher var="resultats" style="normal" x="76.66851766995035" y="76.66851766994634" color="243,118,29" hidden="true"/><watcher var="dies" style="normal" x="129.2389747163511" y="209.85271884780815" color="243,118,29" hidden="true"/><watcher var="Percentatge ocupat" style="normal" x="64.52611111111116" y="332.349998" color="243,118,29"/><watcher var="amics" style="large" x="386.3799999999999" y="314.68999999999994" color="243,118,29"/></sprites></stage><variables><variable name="dies"><list struct="atomic" id="273">0,0,1,1,1,0,0,0,0,1,0,0,1,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,1,1,0,1,0,0,0,0,0,0,1,0,0,1,0,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,1,1,1,0,1,0,0,0,1,0,1,0,0,0,1,1,0,0,0,0,0,0,0,0,1,0,0,0,0,1,0,0,1,0,1,1,0,0,0,0,0,1,0,1,0,0,0,0,1,0,0,0,0,0,0,0,0,1,0,0,1,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,0,0,1,0,1,0,0,0,1,0,1,0,1,0,0,1,1,0,1,0,0,0,0,0,0,0,1,0,1,0,1,0,0,0,1,1,1,0,0,0,0,1,0,0,1,1,1,0,0,1,0,1,0,0,0,0,0,0,0,0,1,1,1,0,0,1,0,0,0,0,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,1,0,0,0,0,1,0,0,0,0,0,1,0,0,0,1,0,1,0,0,0,0,0,0,0,1,1,0,1,0,0,0,0,0,0,1,1,0,0,0,1,0,0,0,0,1,1,0,1,0,0,0,0,1</list></variable><variable name="aniversari"><l>68</l></variable><variable name="amics"><l>200</l></variable><variable name="resultats"><list struct="atomic" id="274"></list></variable><variable name="Percentatge ocupat"><l>31.67</l></variable></variables></scene></scenes></project><media name="Problema aniversaris Facebook" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="calendarday" center-x="180" center-y="180" 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" 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" 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