<snapdata remixID="11134325"><project name="Conjectura de Gilbreath" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>La conjectura de Gilbreath.&#xD;Cada fila és el resultat del valor absolut de la diferències de la fila anterior. La primera és la llista dels nombre primers.&#xD;La conjectura diu que el primers la llista sempre és 1. </notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Conjectura de Gilbreath"><notes>La conjectura de Gilbreath.&#xD;Cada fila és el resultat del valor absolut de la diferències de la fila anterior. La primera és la llista dels nombre primers.&#xD;La conjectura diu que el primers la llista sempre és 1. </notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage 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="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="-229.99999999999957" y="-243.9999999999921" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71.07142857142857" y="25.000000000000014"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-230</l><l>170</l></block><block s="doAsk"><l>Quants nombres primers vols? (no et passis)</l></block><block s="doSetVar"><l>Nombres primers</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>màxim</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Criba</l><block s="reportNumbers"><l>2</l><block var="màxim"/></block></block><block s="doSetVar"><l>primer</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThanOrEquals"><block var="primer"/><block s="reportMonadic"><l><option>sqrt</option></l><block var="màxim"/></block></block><script><block s="doSetVar"><l>primer</l><block s="reportListItem"><l>1</l><block var="Criba"/></block></block><block s="doAddToList"><block var="primer"/><block var="Nombres primers"/></block><block s="doSetVar"><l>Criba</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><block s="reportModulus"><l></l><block var="primer"/></block><l>0</l></block></autolambda><list></list></block><block var="Criba"/></block></block></script></block><block s="doSetVar"><l>Nombres primers</l><block s="reportConcatenatedLists"><list><block var="Nombres primers"/><block var="Criba"/></list></block></block><block s="doSetVar"><l>taula Gilbreath</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block var="Nombres primers"/><block var="taula Gilbreath"/></block><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="Nombres primers"/></block><l>1</l></block><script><block s="doSetVar"><l>llista auxiliar</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><block var="índex"/><block var="llista"/></block><block s="reportListItem"><block s="reportSum"><block var="índex"/><l>1</l></block><block var="llista"/></block></block></block></autolambda><list><l>valor</l><l>índex</l><l>llista</l></list></block><block s="reportListItem"><l><option>last</option></l><block var="taula Gilbreath"/></block></block></block><block s="doDeleteFromList"><l><option>last</option></l><block var="llista auxiliar"/></block><block s="doAddToList"><block var="llista auxiliar"/><block var="taula Gilbreath"/></block></script></block><block s="clear"></block><block s="gotoXY"><l>-230</l><l>170</l></block><block s="write"><block s="reportCombine"><block var="Nombres primers"/><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>8</l></block><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-9</l></block><block s="doForEach"><l>element</l><block s="reportCDR"><block var="taula Gilbreath"/></block><script><block s="write"><block s="reportCombine"><block var="element"/><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>8</l></block><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-9</l></block></script></block></script></scripts></sprite><watcher var="Criba" style="normal" x="328.1875000000002" y="16.46500222500002" color="243,118,29" extX="117.6953125" extY="150" hidden="true"/><watcher var="primer" style="normal" x="10.01249999999925" y="357.335002225" color="243,118,29" hidden="true"/><watcher var="Temps" style="normal" x="11.125000000000227" y="11.124999999999972" color="243,118,29" hidden="true"/><watcher var="màxim" style="normal" x="11.125000000000227" y="42.052502225000026" color="243,118,29" hidden="true"/><watcher var="Nombres primers" style="normal" x="13.349999999999568" y="77.87499999999993" color="243,118,29" extX="117.69531250000011" extY="150" hidden="true"/><watcher var="llista auxiliar" style="normal" x="197.60352422907545" y="152.20176446696033" color="243,118,29" extX="117.6953125" extY="149.99999999999997" hidden="true"/><watcher scope="Escenari" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Escenari" s="reportMouseY" style="normal" x="10" y="34.400002" color="4,148,220" hidden="true"/><watcher var="taula Gilbreath" style="normal" x="158.95348837209303" y="88.28193832599118" color="243,118,29" extX="200" extY="150" hidden="true"/></sprites></stage><variables><variable name="Nombres primers"><list struct="atomic" id="208">2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199</list></variable><variable name="Criba"><list struct="atomic" id="209">19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199</list></variable><variable name="primer"><l>17</l></variable><variable name="Temps"><l>6</l></variable><variable name="màxim"><l>200</l></variable><variable name="taula Gilbreath"><list id="210"><item><ref id="208"></ref></item><item><list struct="atomic" id="211">1,2,2,4,2,4,2,4,6,2,6,4,2,4,6,6,2,6,4,2,6,4,6,8,4,2,4,2,4,14,4,6,2,10,2,6,6,4,6,6,2,10,2,4,2</list></item><item><list struct="atomic" id="212">1,0,2,2,2,2,2,2,4,4,2,2,2,2,0,4,4,2,2,4,2,2,2,4,2,2,2,2,10,10,2,4,8,8,4,0,2,2,0,4,8,8,2,2</list></item><item><list struct="atomic" id="213">1,2,0,0,0,0,0,2,0,2,0,0,0,2,4,0,2,0,2,2,0,0,2,2,0,0,0,8,0,8,2,4,0,4,4,2,0,2,4,4,0,6,0</list></item><item><list struct="atomic" id="214">1,2,0,0,0,0,2,2,2,2,0,0,2,2,4,2,2,2,0,2,0,2,0,2,0,0,8,8,8,6,2,4,4,0,2,2,2,2,0,4,6,6</list></item><item><list struct="atomic" id="215">1,2,0,0,0,2,0,0,0,2,0,2,0,2,2,0,0,2,2,2,2,2,2,2,0,8,0,0,2,4,2,0,4,2,0,0,0,2,4,2,0</list></item><item><list struct="atomic" id="216">1,2,0,0,2,2,0,0,2,2,2,2,2,0,2,0,2,0,0,0,0,0,0,2,8,8,0,2,2,2,2,4,2,2,0,0,2,2,2,2</list></item><item><list struct="atomic" id="217">1,2,0,2,0,2,0,2,0,0,0,0,2,2,2,2,2,0,0,0,0,0,2,6,0,8,2,0,0,0,2,2,0,2,0,2,0,0,0</list></item><item><list struct="atomic" id="218">1,2,2,2,2,2,2,2,0,0,0,2,0,0,0,0,2,0,0,0,0,2,4,6,8,6,2,0,0,2,0,2,2,2,2,2,0,0</list></item><item><list struct="atomic" id="219">1,0,0,0,0,0,0,2,0,0,2,2,0,0,0,2,2,0,0,0,2,2,2,2,2,4,2,0,2,2,2,0,0,0,0,2,0</list></item><item><list struct="atomic" id="220">1,0,0,0,0,0,2,2,0,2,0,2,0,0,2,0,2,0,0,2,0,0,0,0,2,2,2,2,0,0,2,0,0,0,2,2</list></item><item><list struct="atomic" id="221">1,0,0,0,0,2,0,2,2,2,2,2,0,2,2,2,2,0,2,2,0,0,0,2,0,0,0,2,0,2,2,0,0,2,0</list></item><item><list struct="atomic" id="222">1,0,0,0,2,2,2,0,0,0,0,2,2,0,0,0,2,2,0,2,0,0,2,2,0,0,2,2,2,0,2,0,2,2</list></item><item><list struct="atomic" id="223">1,0,0,2,0,0,2,0,0,0,2,0,2,0,0,2,0,2,2,2,0,2,0,2,0,2,0,0,2,2,2,2,0</list></item><item><list struct="atomic" id="224">1,0,2,2,0,2,2,0,0,2,2,2,2,0,2,2,2,0,0,2,2,2,2,2,2,2,0,2,0,0,0,2</list></item><item><list struct="atomic" id="225">1,2,0,2,2,0,2,0,2,0,0,0,2,2,0,0,2,0,2,0,0,0,0,0,0,2,2,2,0,0,2</list></item><item><list struct="atomic" id="226">1,2,2,0,2,2,2,2,2,0,0,2,0,2,0,2,2,2,2,0,0,0,0,0,2,0,0,2,0,2</list></item><item><list struct="atomic" id="227">1,0,2,2,0,0,0,0,2,0,2,2,2,2,2,0,0,0,2,0,0,0,0,2,2,0,2,2,2</list></item><item><list struct="atomic" id="228">1,2,0,2,0,0,0,2,2,2,0,0,0,0,2,0,0,2,2,0,0,0,2,0,2,2,0,0</list></item><item><list struct="atomic" id="229">1,2,2,2,0,0,2,0,0,2,0,0,0,2,2,0,2,0,2,0,0,2,2,2,0,2,0</list></item><item><list struct="atomic" id="230">1,0,0,2,0,2,2,0,2,2,0,0,2,0,2,2,2,2,2,0,2,0,0,2,2,2</list></item><item><list struct="atomic" id="231">1,0,2,2,2,0,2,2,0,2,0,2,2,2,0,0,0,0,2,2,2,0,2,0,0</list></item><item><list struct="atomic" id="232">1,2,0,0,2,2,0,2,2,2,2,0,0,2,0,0,0,2,0,0,2,2,2,0</list></item><item><list struct="atomic" id="233">1,2,0,2,0,2,2,0,0,0,2,0,2,2,0,0,2,2,0,2,0,0,2</list></item><item><list struct="atomic" id="234">1,2,2,2,2,0,2,0,0,2,2,2,0,2,0,2,0,2,2,2,0,2</list></item><item><list struct="atomic" id="235">1,0,0,0,2,2,2,0,2,0,0,2,2,2,2,2,2,0,0,2,2</list></item><item><list struct="atomic" id="236">1,0,0,2,0,0,2,2,2,0,2,0,0,0,0,0,2,0,2,0</list></item><item><list struct="atomic" id="237">1,0,2,2,0,2,0,0,2,2,2,0,0,0,0,2,2,2,2</list></item><item><list struct="atomic" id="238">1,2,0,2,2,2,0,2,0,0,2,0,0,0,2,0,0,0</list></item><item><list struct="atomic" id="239">1,2,2,0,0,2,2,2,0,2,2,0,0,2,2,0,0</list></item><item><list struct="atomic" id="240">1,0,2,0,2,0,0,2,2,0,2,0,2,0,2,0</list></item><item><list struct="atomic" id="241">1,2,2,2,2,0,2,0,2,2,2,2,2,2,2</list></item><item><list struct="atomic" id="242">1,0,0,0,2,2,2,2,0,0,0,0,0,0</list></item><item><list struct="atomic" id="243">1,0,0,2,0,0,0,2,0,0,0,0,0</list></item><item><list struct="atomic" id="244">1,0,2,2,0,0,2,2,0,0,0,0</list></item><item><list struct="atomic" id="245">1,2,0,2,0,2,0,2,0,0,0</list></item><item><list struct="atomic" id="246">1,2,2,2,2,2,2,2,0,0</list></item><item><list struct="atomic" id="247">1,0,0,0,0,0,0,2,0</list></item><item><list struct="atomic" id="248">1,0,0,0,0,0,2,2</list></item><item><list struct="atomic" id="249">1,0,0,0,0,2,0</list></item><item><list struct="atomic" id="250">1,0,0,0,2,2</list></item><item><list struct="atomic" id="251">1,0,0,2,0</list></item><item><list struct="atomic" id="252">1,0,2,2</list></item><item><list struct="atomic" id="253">1,2,0</list></item><item><list struct="atomic" id="254">1,2</list></item><item><list struct="atomic" id="255">1</list></item></list></variable><variable name="llista auxiliar"><ref id="255"></ref></variable></variables></scene></scenes></project><media name="Conjectura de Gilbreath" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>