<snapdata remixID="12255740"><project name="Count to 10!" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Count to 10!"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="frog" idx="2" x="157.82663847780168" y="-116.51479915433413" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="66.3,0,47.73599999999999,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="frog_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="55" y="59.33333333333337"><block s="receiveMessage"><l>circle to frog</l><list></list></block><block s="doSetVar"><l>numbers</l><block s="reportVariadicSum"><list><block var="numbers"/><l>1</l></list></block></block><block s="doSayFor"><block var="numbers"/><l>2</l></block><block s="doBroadcastAndWait"><l>frog to circle</l><list></list></block></script></scripts></sprite><sprite name="Circle" idx="1" x="-174.8551797040177" y="-122.69661733615237" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="37"><costumes><list id="38"><item><ref mediaID="Circle_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30.333333333333343"><block s="receiveGo"></block><block s="doSetVar"><l>numbers</l><l>1</l></block><block s="doSayFor"><block var="numbers"/><l>2</l></block><block s="doBroadcast"><l>circle to frog</l><list></list></block></script><script x="38" y="236.33333333333337"><block s="receiveMessage"><l>frog to circle</l><list></list></block><block s="doUntil"><block s="reportEquals"><block var="numbers"/><l>10</l></block><script><block s="doSetVar"><l>numbers</l><block s="reportVariadicSum"><list><block var="numbers"/><l>1</l></list></block></block><block s="doSayFor"><block var="numbers"/><l>2</l></block><block s="doBroadcastAndWait"><l>circle to frog</l><list></list></block></script></block><block s="doSayFor"><l>I&apos;m done!</l><l>2</l></block></script></scripts></sprite><watcher var="numbers" style="normal" x="6.818181818181529" y="6.818181818181827" color="243,118,29"/></sprites></stage><variables><variable name="numbers"><l>10</l></variable></variables></scene></scenes></project><media name="Count to 10!" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><costume name="download" center-x="81" center-y="60.5" image="data:image/png;base64,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" mediaID="frog_cst_download"/><costume name="Untitled(2)" center-x="45" center-y="47" image="data:image/png;base64,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" mediaID="Circle_cst_Untitled(2)"/></media></snapdata>