<snapdata remixID="13736319"><project name="FlowerFieldStarter - Samanvi" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="FlowerFieldStarter - Samanvi"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawFlower %&apos;numSides&apos; %&apos;stepSize&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="stepSize"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="drawRainbow" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>195,36,0,1</color></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="direction"></block><l>180</l></list><comment w="90" collapsed="false">180 is what Snap considers facing &quot;down&quot;</comment></block><script><block s="forward"><l>1</l><comment w="90" collapsed="false">You will have to adjust the numbers here depending on how big your arc is</comment></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="drawTitle %&apos;message&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="stampFlower %loopTimes" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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 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struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="194" y="185.33333333333337" w="228.66666666666666" collapsed="false">HINT: Make one zigzag, then USE A LOOP</comment><script x="778" y="66.33333333333334"><block s="receiveGo"></block><block s="doRepeat"><l>1000</l><script><block s="gotoXY"><l>-50</l><l>-132.239258</l></block><block s="doStamp"></block><block s="forward"><l>100</l></block><block s="doStamp"></block><block s="forward"><l>100</l></block><block s="doStamp"></block><block s="forward"><l>100</l></block><block s="doStamp"></block><block s="forward"><l>100</l></block><block s="doStamp"></block><block s="forward"><l>100</l></block><block s="doStamp"></block></script></block></script><script x="1011.6666666666665" y="60.888888888888914"><block s="receiveGo"></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script></scripts></sprite><sprite name="flowerStamper" idx="2" x="4600" y="-83" heading="90" 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x="755.509765625" y="398.00000000000006" w="391" collapsed="true">Can change the pen&apos;s color. Putting it in a loop can give a rainbow effect. </comment><script x="442" y="118.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="doWait"><l>0.0001</l></block><block s="hide"></block><block s="gotoXY"><l>-74</l><l>95</l></block><block s="doSetVar"><l>size</l><l>40</l></block><block s="doSetVar"><l>message</l><l>Flower Fields</l></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="setColor"><color>255,168,192,1</color></block><block s="doRepeat"><l>13</l><script><block s="write"><block s="reportLetter"><block var="i"/><block var="message"/></block><block var="size"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></scripts></sprite><watcher scope="grassDrawer" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="grassDrawer" s="xPosition" style="normal" x="10" y="8" 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" 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mediaID="grassDrawer_cst_Untitled"/><costume name="Untitled" center-x="64.5" center-y="101.5" 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" mediaID="flowerStamper_cst_Untitled"/><costume name="Untitled" center-x="98" center-y="84" 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" 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