<snapdata remixID="10394545"><project name="Collatz" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes> L&apos;any 1937 el matemàtic alemany Lothar Collatz es va posar a jugar amb nombres amb les següents regles:&#xD;* Tria un nombre natural qualsevol per començar&#xD;* Si és parell divideix-lo per dos&#xD;* Si és senar multiplica’l per tres i suma-li u&#xD;* Continua aplicant les dues regles anteriors als resultats que vas obtenint.&#xD;* Si arribes a 1 ja has acabat.&#xD;Aquest projecte és dins dels materials que trobareu a http://ja.cat/matsnap&#xD;</notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Objecte" idx="1" x="178.88888359069824" y="30" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="67" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-240</l><l>150</l></block><block s="doAsk"><l>Digues un nombre per mirar si compleix la Conjectura de Collatz</l></block><block s="doSetVar"><l>nombre1</l><block s="getLastAnswer"></block></block><block s="write"><block s="reportJoinWords"><list><block var="nombre1"/><l> </l></list></block><l>20</l></block><block s="doUntil"><block s="reportEquals"><block var="nombre1"/><l>1</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="nombre1"/><l>2</l></block><l>0</l></block><script><block s="doSetVar"><l>nombre2</l><block s="reportQuotient"><block var="nombre1"/><l>2</l></block></block></script><script><block s="doSetVar"><l>nombre2</l><block s="reportSum"><block s="reportProduct"><l>3</l><block var="nombre1"/></block><l>1</l></block></block></script></block><block s="doSetVar"><l>nombre1</l><block var="nombre2"/></block><block s="write"><block s="reportJoinWords"><list><block var="nombre1"/><l> </l></list></block><l>12</l></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>210</l></block><script><block s="setXPosition"><l>-240</l></block><block s="changeYPosition"><l>-20</l></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>-170</l></block><script><block s="clear"></block><block s="gotoXY"><l>-240</l><l>150</l></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="nombre2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="nombre1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="nombre2"><l>1</l></variable><variable name="nombre1"><l>1</l></variable></variables></project><media name="Collatz" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>