<snapdata remixID="578841"><project name="BisectionMethod" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Bisection method to find roots of a polynomial function.&#xD;&#xD;This algorithm is useful in analysis curriculum for a third last year student in high school.&#xD;&#xD;Algorithme de dichotomie.&#xD;&#xD;#SnapCon19&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Scène" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" 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="Sprite" idx="2" x="2" y="48" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="84.15,0,168.3,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Algorithme" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="Lutin" idx="1" x="-38.907724460168765" y="-97.59413630697804" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="15"><costumes><list id="16"><item><costume name="alonzo" center-x="45" center-y="60" 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" id="136"/></item></list></costumes><sounds><list struct="atomic" id="137"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><watcher var="p" style="normal" x="2.0804392496744413" y="32.37923302859497" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="2.8200225830078125" y="32.391294472468076" color="243,118,29" hidden="true"/><watcher var="a" style="normal" x="7.997105916341184" y="10.955439249674484" color="243,118,29" hidden="true"/><watcher var="a.Et.b" style="normal" x="176.53854166666633" y="27.17968750000002" color="243,118,29" hidden="true"/><watcher var="m" style="normal" x="119.25925699869788" y="2.40509033203125" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Dichotomie a= %&apos;a&apos; b= %&apos;b&apos; précision= %&apos;p&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>m</l></list></block><block s="doUntil"><block s="reportLessThan"><block s="reportDifference"><block var="b"/><block var="a"/></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportProduct"><l>-1</l><block var="p"/></block></block></block><script><custom-block s="%anyUE ← %s"><block var="m"/><block s="reportQuotient"><block s="reportSum"><block var="a"/><block var="b"/></block><l>2</l></block></custom-block><block s="doIfElse"><block s="reportGreaterThan"><custom-block s="f ( %n )"><block var="m"/></custom-block><l>0</l></block><script><custom-block s="%anyUE ← %s"><block var="b"/><block var="m"/></custom-block></script><script><custom-block s="%anyUE ← %s"><block var="a"/><block var="m"/></custom-block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="f ( %&apos;x&apos; )" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block s="reportDifference"><block s="reportProduct"><block s="reportProduct"><block var="x"/><block var="x"/></block><block var="x"/></block><block s="reportProduct"><l>2</l><block var="x"/></block></block><l>1</l></block></block></script></block-definition><block-definition s="bisection method on %&apos;f&apos; using a %&apos;a&apos; b %&apos;b&apos; precision %&apos;p&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%anyUE"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doUntil"><block s="reportLessThan"><block s="reportDifference"><block var="b"/><block 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