<snapdata remixID="9150507"><project name="U3-Test Project" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3-Test Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="point %&apos;x&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="x-coordinate from %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="y-coordinate from %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="circle center: %&apos;center&apos; , radius: %&apos;radius&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="center"/><block var="radius"/></list></block></block></script></block-definition><block-definition s="%&apos;point&apos; is inside? %&apos;circle&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="distance from %&apos;point1&apos; to %&apos;point2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="center of %&apos;circle&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="circle"/></block></block></script></block-definition><block-definition s="radius of %&apos;circle&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="circle"/></block></block></script></block-definition><block-definition s="DrawCircle %&apos;circle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>circle-points</l><l>number of points</l></list></block><block s="doSetVar"><l>number of points</l><block s="reportRound"><block s="reportVariadicProduct"><list><custom-block s="radius of %l"><block var="circle"/></custom-block><l>1.5</l></list></block></block></block><block s="doSetVar"><l>circle-points</l><custom-block s="generate better points list %l , %n"><block var="circle"/><block var="number of points"/></custom-block></block><custom-block s="connect the dots %l"><block var="circle-points"/></custom-block></script></block-definition><block-definition s="generate points list %&apos;circle&apos; , %&apos;number of points&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>list of points</l></list></block><block s="doSetVar"><l>list of points</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>0</l><block s="reportQuotient"><block var="number of points"/><l>2</l></block><script><block s="doDeclareVariables"><list><l>x</l></list></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block s="reportDifference"><l>0</l><custom-block s="radius of %l"><block var="circle"/></custom-block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><block var="i"/><custom-block s="radius of %l"><block var="circle"/></custom-block></list></block></list></block><block s="reportQuotient"><block var="number of points"/><l>2</l></block></block></list></block></block><block s="doAddToList"><custom-block s="point %n %n"><block var="x"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><block s="reportPower"><custom-block s="radius of %l"><block var="circle"/></custom-block><l>2</l></block><block s="reportPower"><block var="x"/><l>2</l></block></block></block></custom-block><block var="list of points"/></block></script></block><block s="doFor"><l>i</l><block s="reportQuotient"><block var="number of points"/><l>2</l></block><l>0</l><script><block s="doDeclareVariables"><list><l>x</l></list></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block s="reportDifference"><l>0</l><custom-block s="radius of %l"><block var="circle"/></custom-block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><block var="i"/><custom-block s="radius of %l"><block var="circle"/></custom-block></list></block></list></block><block s="reportQuotient"><block var="number of points"/><l>2</l></block></block></list></block></block><block s="doAddToList"><custom-block s="point %n %n"><block var="x"/><block s="reportDifference"><l>0</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportDifference"><block s="reportPower"><custom-block s="radius of %l"><block var="circle"/></custom-block><l>2</l></block><block s="reportPower"><block var="x"/><l>2</l></block></block></block></block></custom-block><block var="list of points"/></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="shift %l by %l"><l/><custom-block s="center of %l"><block var="circle"/></custom-block></custom-block></autolambda><list></list></block><block var="list of points"/></block></block></script></block-definition><block-definition s="connect the dots %&apos;list of points&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="list of points"/></block></block><block s="down"></block><block s="doForEach"><l>point</l><block s="reportCDR"><block var="list of points"/></block><script><block s="doGotoObject"><block var="point"/></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAxes" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>180</l></block><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>-10</l></block><block s="write"><l>180</l><l>12</l></block><block s="gotoXY"><l>0</l><l>180</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="up"></block><block s="changeXPosition"><l>10</l></block><block s="write"><l>-180</l><l>12</l></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="changeYPosition"><l>10</l></block><block s="write"><l>-240</l><l>12</l></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="down"></block><block s="gotoXY"><l>240</l><l>0</l></block><block s="up"></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-30</l></block><block s="write"><l>240</l><l>12</l></block></script></block-definition><block-definition s="shift %&apos;point&apos; by %&apos;starting point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="point %n %n"><block s="reportVariadicSum"><list><custom-block s="x-coordinate from %l"><block var="starting point"/></custom-block><custom-block s="x-coordinate from %l"><block var="point"/></custom-block></list></block><block s="reportVariadicSum"><list><custom-block s="y-coordinate from %l"><block var="starting point"/></custom-block><custom-block s="y-coordinate from %l"><block var="point"/></custom-block></list></block></custom-block></block></script></block-definition><block-definition s="generate better points list %&apos;circle&apos; , %&apos;number of points&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>list of points</l></list></block><block s="doSetVar"><l>list of points</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>0</l><block var="number of points"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="reportVariadicSum"><list><custom-block s="x-coordinate from %l"><custom-block s="center of %l"><block var="circle"/></custom-block></custom-block><block s="reportVariadicProduct"><list><custom-block s="radius of %l"><block var="circle"/></custom-block><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><block var="i"/><block s="reportQuotient"><l>360</l><block var="number of points"/></block></list></block></block></list></block></list></block><block s="reportVariadicSum"><list><custom-block s="y-coordinate from %l"><custom-block s="center of %l"><block var="circle"/></custom-block></custom-block><block s="reportVariadicProduct"><list><custom-block s="radius of %l"><block var="circle"/></custom-block><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block var="i"/><block s="reportQuotient"><l>360</l><block var="number of points"/></block></list></block></block></list></block></list></block></custom-block><block var="list of points"/></block></script></block><block s="doReport"><block var="list of points"/></block></script></block-definition></blocks><primitives></primitives><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" 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</pentrails><costumes><list struct="atomic" id="419"></list></costumes><sounds><list struct="atomic" id="420"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="pointList" style="normal" x="2.1685498046872453" y="2.168549804687501" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="231.673828125" y="10.000000000000227" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="426"><costumes><list struct="atomic" id="427"></list></costumes><sounds><list struct="atomic" id="428"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.926605504587144" y="10"><block s="doSetVar"><l>pointList</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>7</l><l>13</l></custom-block><custom-block s="point %n %n"><l>-81</l><l>95</l></custom-block><custom-block s="point %n %n"><l>47</l><l>-32</l></custom-block><custom-block s="point %n %n"><l>57.1</l><l>-41</l></custom-block><custom-block s="point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>-6</l><l>-18</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-21</l></custom-block><custom-block s="point %n %n"><l>232</l><l>141</l></custom-block></list></block></block></script><script x="17.33944954128441" y="119.20183486238528"><custom-block s="y-coordinate from %l"><l/></custom-block></script><script x="274.2201834862387" y="95.7706422018349"><custom-block s="point %n %n"><l></l><l></l><comment w="90" collapsed="false">use this CONSTRUCTOR funtion to build a point</comment></custom-block></script><script x="262.29357798165165" y="179.08256880733933"><custom-block s="%l is inside? %l"><l/><l/><comment w="90" collapsed="false">BUILD THIS FUNCTION&#xD;&#xD;It should check if POINT is inside? CIRCLE&#xD;&#xD;It reports true if the point is inside the circle and false if the point is outside the circle.</comment></custom-block></script><script x="23.76146788990826" y="218.0366972477063"><custom-block s="center of %l"><l/></custom-block></script><script x="110.9174311926605" y="220.11926605504584"><custom-block s="radius of %l"><l/></custom-block></script><script x="10" y="346.72477064220175"><custom-block s="distance from %l to %l"><l/><l/><comment w="90" collapsed="false">Calculates the distance from point to point.  We will build this together in class.</comment></custom-block></script><comment x="266.46788990825706" y="320.53211009174305" w="90" collapsed="false">Your Task:  Build the &quot;is inside?&quot; block, and use it to write a command which returns a list of points inside a given circle.  Start with the circle centered at (1,4) and radius 3.2.  After that, I will give you other circles to test.</comment><script x="29.174311926605526" y="156.35779816513752"><block var="pointList"/></script><script x="19.645769622833853" y="97.90417940876654"><custom-block s="x-coordinate from %l"><l/><comment w="90" collapsed="false">use these SELECTOR FUNCTIONS instead of &quot;item (1) of (point)&quot; </comment></custom-block></script><script x="24.687393815834184" y="194.74209989806326"><custom-block s="circle center: %l , radius: %n"><l/><l></l><comment w="90" collapsed="false">this CONSTRUCTOR builds a circle ADT, and the SELECTORs get the center and radius for you</comment></custom-block></script><script x="20.81481481481478" y="581.7821100917432"><custom-block s="DrawAxes"><comment w="90" collapsed="false">Use this block to draw the X and Y axes on the stage.</comment></custom-block></script><script x="219.81481481481478" y="577.6154434250765"><custom-block s="DrawCircle %l"><custom-block s="circle center: %l , radius: %n"><custom-block s="point %n %n"><l></l><l></l></custom-block><l></l></custom-block><comment w="90" collapsed="false">Use this block to draw a circle.</comment></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="pointList"><list id="500"><item><list struct="atomic" id="501">7,13</list></item><item><list struct="atomic" id="502">-81,95</list></item><item><list struct="atomic" id="503">47,-32</list></item><item><list struct="atomic" id="504">57.1,-41</list></item><item><list struct="atomic" id="505">10,120</list></item><item><list struct="atomic" id="506">-6,-18</list></item><item><list struct="atomic" id="507">0,-21</list></item><item><list struct="atomic" id="508">232,141</list></item></list></variable></variables></scene></scenes></project><media name="U3-Test Project" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>