<snapdata remixID="10256117"><project name="monte_carlo_pi_calculation" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Monte Carlo method to get approximate value of π.&#xD;Original python code at: https://gist.github.com/louismullie/3769218&#xD;----------------&#xD;https://en.wikipedia.org/wiki/Monte_Carlo_method</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="1" x="60" y="93" heading="130" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="costume2" center-x="1.5" center-y="2.5" image="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHNuYXA9Imh0dHA6Ly9zbmFwLmJlcmtlbGV5LmVkdS9ydW4iIHZlcnNpb249IjEuMSIgcHJlc2VydmVBc3BlY3RSYXRpbz0ibm9uZSBtZWV0IiB2aWV3Qm94PSIxMDE2LjUgNDQ5LjUgMyA1IiB3aWR0aD0iMyIgaGVpZ2h0PSI1Ij48cGF0aCBzdHJva2U9InJnYigwLDUxLDIxNykiIHN0cm9rZS1saW5lam9pbj0icm91bmQiIHN0cm9rZS13aWR0aD0iMyIgZmlsbD0ibm9uZSIgcHJvdG90eXBlPSJWZWN0b3JQb2x5Z29uIiBzdHJva2UtbGluZWNhcD0icm91bmQiIGQ9Ik0xMDE4IDQ1MSBMIDEwMTggNDUyIEwgMTAxOCA0NTMgTCAxMDE4IDQ1MyIvPjwvc3ZnPg==" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables><variable name="x2"><l>3600</l></variable><variable name="y2"><l>8649</l></variable><variable name="pi"><l>3.108</l></variable><variable name="y"><l>93</l></variable><variable name="x"><l>60</l></variable><variable name="test"><l>-11</l></variable><variable name="inside"><l>777</l></variable></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doUntil"><block s="reportGreaterThanOrEquals"><block s="xPosition"></block><l>100.0</l></block><script><block s="turn"><l>1</l></block><block s="changeXPosition"><l>1.0</l></block><block s="setYPosition"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><l>10000</l><block s="reportPower"><block s="xPosition"></block><l>2</l></block></block></block></block></script></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="yPosition"></block><l>-100.0</l></block><script><block s="turn"><l>1</l></block><block s="changeYPosition"><l>-1.0</l></block><block s="setXPosition"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><l>10000</l><block s="reportPower"><block s="yPosition"></block><l>2</l></block></block></block></block></script></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="xPosition"></block><l>-100.0</l></block><script><block s="turn"><l>1</l></block><block s="changeXPosition"><l>-1.0</l></block><block s="setYPosition"><block s="reportProduct"><l>-1.0</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><l>10000</l><block s="reportPower"><block s="xPosition"></block><l>2</l></block></block></block></block></block></script></block><block s="doUntil"><block s="reportGreaterThanOrEquals"><block s="yPosition"></block><l>100.0</l></block><script><block s="turn"><l>1</l></block><block s="changeYPosition"><l>1.0</l></block><block s="setXPosition"><block s="reportProduct"><l>-1.0</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><l>10000</l><block s="reportPower"><block s="yPosition"></block><l>2</l></block></block></block></block></block></script></block><block s="setXPosition"><l>100</l></block><block s="setYPosition"><l>-100</l></block><block s="setXPosition"><l>-100</l></block><block s="setYPosition"><l>100</l></block><block s="setXPosition"><l>0</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>inside</l><l>0</l></block><block s="doSetVar"><l>total</l><l>1000</l></block><block s="doFor"><l>i</l><l>1</l><block var="total"/><script><block s="doSetVar"><l>x</l><block s="reportQuotient"><block s="reportRandom"><l>-100</l><l>100</l></block><l>1</l></block></block><block s="doSetVar"><l>y</l><block s="reportQuotient"><block s="reportRandom"><l>-100</l><l>100</l></block><l>1</l></block></block><block s="doSetVar"><l>x2</l><block s="reportPower"><block var="x"/><l>2</l></block></block><block s="doSetVar"><l>y2</l><block s="reportPower"><block var="y"/><l>2</l></block></block><block s="doIf"><block s="reportLessThan"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block var="x2"/><block var="y2"/></block></block><l>100.0</l></block><script><block s="doSetVar"><l>inside</l><block s="reportSum"><block var="inside"/><l>1</l></block></block></script></block><block s="up"></block><block s="setXPosition"><block var="x"/></block><block s="setYPosition"><block var="y"/></block><block s="down"></block><block s="doStamp"></block></script></block><block s="doSetVar"><l>pi</l><block s="reportProduct"><block s="reportQuotient"><block s="reportProduct"><block var="inside"/><l>1.0</l></block><block var="total"/></block><l>4</l></block></block><block s="doShowVar"><l>pi</l></block></script><script x="381" y="180.00000000000003"><block s="clear"></block></script></scripts></sprite><watcher scope="Sprite" var="x2" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="y2" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="y" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="x" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="pi" style="normal" x="5" y="8.00000799999998" color="243,118,29"/><watcher scope="Sprite" var="test" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher var="total" style="normal" x="129" y="37.00001599999996" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="inside" style="normal" x="124" y="7.0000179999999546" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="total"><l>1000</l></variable></variables></project><media name="monte_carlo_pi_calculation" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>