<snapdata remixID="9778718"><project name="Clover Project" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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s="doRepeat"><l>36</l><script><block s="forward"><l>10</l></block><block s="turn"><l>10</l></block></script></block></script><script x="383" y="330.9999999999999"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>-40</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>0.3</l></block></script></block></script><script x="551.634765625" y="25.56575012207017"><block s="receiveKey"><l><option>1</option></l></block></script><script x="574" y="490.1666666666665"><custom-block s="Field of clover, amount: %s size: %s"><l>20</l><l>20</l></custom-block></script><script x="296" y="651.1666666666665"><custom-block s="draw clover, size: %s"><l></l></custom-block></script><script x="463" y="681.3"><block s="gotoXY"><l>-40</l><l>0</l></block></script><script x="541" y="554.3"><block s="clear"></block></script><script x="157" y="681.9666666666667"><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size of clover"/></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>90</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw clover, size: %&apos;size of clover&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>143,171,0,1</color></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size of clover"/></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Field of clover, amount: %&apos;Amount of clovers&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Amount of clovers"/><script><block s="doGotoObject"><l><option>random position</option></l></block><custom-block s="draw clover, size: %s"><block var="size"/></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="Clover Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>