<snapdata remixID="8711818"><project name="unit1-Test1 Verson A 1.1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><sta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name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-63.63137778540025" y="87.82983180409424" heading="305.52714673159426" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="46,255,5,1" pen="tip" id="10"><costumes><list id="11"><item><costume name="pencil b" center-x="57.5" center-y="67.5" image="data:image/svg+xml;base64,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id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="30" y="10" w="539" collapsed="false">Kai Yan&#xD;60 mins&#xD;A program that allows user to draw different flower using different input shape and number of petals. Also the fowers wil appear in different location with random color.&#xD;Honor code: i didnt use any help from the internet or other people.</comment><script x="61" y="219"><block s="receiveGo"><comment w="350" collapsed="false">When green flag is clicked, the sprite will ask the player for the value of the variable. Then the shape, number, and petal of the flower will chnage base on player&apos;s answer.</comment></block><custom-block s="Initialize variable"></custom-block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Draw square, Side: %s Length: %s"><l>4</l><l>50</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="Draw flower, Number of petal: %s Length of the petals: %s Shape: %s"><l>5</l><block s="reportRandom"><l>50</l><l>100</l></block><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Changing variable"></custom-block><custom-block s="Field of flower, Number of flower: %s Number of the petals: %s Shape of the petal: %s Length: %s"><block var="Number of flower"/><block var="Number of petals"/><block s="reportModulus"><block var="Shape of the petals"/><l>10</l></block><block s="reportModulus"><block var="Length of the flower"/><l>51</l></block></custom-block></script></scripts></sprite><watcher var="Number of petals" style="normal" x="-0.7070312499998863" y="0.04713541666665577" color="243,118,29"/><watcher var="Number of flower" style="normal" x="-1.952864583333053" y="20.719151310790636" color="243,118,29"/><watcher var="Shape of the petals" style="normal" x="-2.8903645255913943" y="42.47498095214311" color="243,118,29"/><watcher var="Length of the flower" style="normal" x="-4.005007390983337" y="62.80767738359202" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw square, Side: %&apos;Side&apos; Length: %&apos;Length&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">A block use to draw a square and different shape if the side input chnage</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="Side"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Side"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Draw flower, Number of petal: %&apos;Number of petals&apos; Length of the petals: %&apos;Length&apos; Shape: %&apos;Shape&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">A block use to draw flower using square and other shape if the input shape chnage</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="Number of petals"/><script><custom-block s="Draw square, Side: %s Length: %s"><block var="Shape"/><block var="Length"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of petals"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Field of flower, Number of flower: %&apos;Number of flower&apos; Number of the petals: %&apos;Number of the petal&apos; Shape of the petal: %&apos;Shape&apos; Length: %&apos;Length&apos;" type="command" category="motion"><comment w="90" collapsed="false">A block draws flower using different input that chnage. The size of the flower is random</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Number of flower"/><script><block s="doIfElse"><block s="reportLessThan"><l>30</l><block var="Length"/></block><script><block s="gotoXY"><block s="reportRandom"><l>-110</l><l>110</l></block><block s="reportRandom"><l>-50</l><l>50</l></block><comment w="364" collapsed="false">Part of the flower is outside the stage when using the calculated ratio</comment></block></script><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-120</l><l>120</l></block><comment w="331.9999989999999" collapsed="false">When the x=-215 &amp; 215 and y=-155 &amp; 155, Part of the flower is outside the stage</comment></block></script></block><block s="down"></block><custom-block s="Random color, Color: %s"><block s="reportRandom"><l>0</l><l>120</l></block></custom-block><custom-block s="Draw flower, Number of petal: %s Length of the petals: %s Shape: %s"><block var="Number of the petal"/><block var="Length"/><block var="Shape"/></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="Random color, Color: %&apos;Color&apos;" type="command" category="pen"><comment w="90" collapsed="false">A block use ot create different color using different color</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><l>0</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>255,72,30,1</color></block></script></block><block s="doIf"><block s="reportEquals"><l>1</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>238,255,40,1</color></block></script></block><block s="doIf"><block s="reportEquals"><l>2</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>46,255,5,1</color></block></script></block><block s="doIf"><block s="reportEquals"><l>3</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>252,250,255,1</color></block></script></block><block s="doIf"><block s="reportEquals"><l>4</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>61,51,255,1</color></block></script></block><block s="doIf"><block s="reportEquals"><l>5</l><block s="reportModulus"><block var="Color"/><l>6</l></block></block><script><block s="setColor"><color>255,10,194,1</color></block></script></block></script></block-definition><block-definition s="Initialize variable" type="command" category="variables"><comment w="90" collapsed="false">Intialize the answer of the player</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Number of petals</l><l>0</l></block><block s="doSetVar"><l>Number of flower</l><l>0</l></block><block s="doSetVar"><l>Shape of the petals</l><l>0</l></block><block s="doSetVar"><l>Length of the flower</l><l>0</l></block></script></block-definition><block-definition s="Changing variable" type="command" category="variables"><comment w="90" collapsed="false">Block that chnage the varbale according to player&apos;s answer</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What shape of petals you want? (max is 9 side shape)</l></block><block s="doSetVar"><l>Shape of the petals</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the petal? (Max is 50)</l></block><block s="doSetVar"><l>Length of the flower</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many petals?</l></block><block s="doSetVar"><l>Number of petals</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many flowers?</l></block><block s="doSetVar"><l>Number of flower</l><block s="getLastAnswer"></block></block></script></block-definition></blocks><variables><variable name="Number of petals"><l>9</l></variable><variable name="Number of flower"><l>9</l></variable><variable name="Shape of the petals"><l>9</l></variable><variable name="Length of the flower"><l>9</l></variable></variables></project><media name="unit1-Test1 Verson A 1.1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>