<snapdata remixID="8771599"><project name="U2L2-Madala Design" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="-48.53264782097449" y="11.04716631173332" heading="0" 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><comment x="30" y="20" w="204" collapsed="false">Name: Arvind Majumder&#xD;Partnername: Tahmid Mahbub&#xD;Duration: 240 Minutes&#xD;&#xD;Description: In this project, a polygon will be drawn and a madala within the polygon will be drawn.&#xD;&#xD;Honorcode: I did not receive any help from this project.</comment><script x="30" y="182"><block s="receiveGo"><comment w="90" collapsed="false">Once the green flag is clicked, it will intialize the list, and then draw a polygon with a Madala inside.</comment></block><block s="clear"></block><block s="doSetVar"><l>Point</l><block s="reportNewList"><list></list></block></block><custom-block s="Polygon branches %s Size %s"><l>10</l><l>60</l></custom-block><custom-block s="Madala Points %s"><block var="Point"/></custom-block></script></scripts></sprite><watcher var="Point" style="normal" x="2.7062499999999545" y="1.80416666666666" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon branches %&apos;number of branches&apos; Size %&apos;Size&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">The block will follow an input for the number of branches.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="Size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="doAddToList"><custom-block s="Point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="Point"/></block></script></block></script></block-definition><block-definition s="go to point %&apos;point&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">This block will go to a specific point.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doGlide"><l>0.1</l><custom-block s="x coordinate of %l"><block var="point"/></custom-block><custom-block s="y coordinate of %l"><block var="point"/></custom-block></block></script></block-definition><block-definition s="x coordinate of %&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 of %&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><option>last</option></l><block var="point"/></block></block></script></block-definition><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="Diagonal Starting Point: %&apos;Starting Point&apos; Points: %&apos;Points&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">This block will go to the starting point, then to the point and back to the starting point.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="go to point %l"><block var="Starting Point"/></custom-block><block s="doForEach"><l>item</l><block var="Points"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block var="Starting Point"/></custom-block></script></block></script></block-definition><block-definition s="Madala Points %&apos;Points&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">This block will draw a Madala by following the points in the points list.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doForEach"><l>item</l><block var="Points"/><script><custom-block s="Diagonal Starting Point: %s Points: %s"><block var="item"/><block var="Points"/></custom-block></script></block></script></block-definition></blocks><variables><variable name="Point"><list id="108"><item><list struct="atomic" id="109">-48.53264782097449,71.04716631173332</list></item><item><list struct="atomic" id="110">-13.265532683426091,119.58818597423017</list></item><item><list struct="atomic" id="111">43.7978582942831,138.12920563672702</list></item><item><list struct="atomic" id="112">100.86124927199235,119.58818597423014</list></item><item><list struct="atomic" id="113">136.1283644095407,71.0471663117333</list></item><item><list struct="atomic" id="114">136.1283644095407,11.047166311733282</list></item><item><list struct="atomic" id="115">100.86124927199235,-37.49385335076354</list></item><item><list struct="atomic" id="116">43.7978582942831,-56.0348730132604</list></item><item><list struct="atomic" id="117">-13.265532683426136,-37.49385335076354</list></item><item><list struct="atomic" id="118">-48.53264782097453,11.047166311733282</list></item></list></variable></variables></project><media name="U2L2-Madala Design" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>