<snapdata remixID="9262029"><project name="#4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="19"><block s="receiveGo"></block><custom-block s="reset"></custom-block><block s="doAsk"><l>What is the value of leg a?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the value of leg b?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>c</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportProduct"><block var="a"/><block var="a"/></block><block s="reportProduct"><block var="b"/><block var="b"/></block></block></block></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The length of the hypotenuse is </l><block var="c"/></list></block><l>2</l></block></script></scripts></sprite><watcher var="a" style="normal" x="12.428464977645035" y="166.1169895678093" color="243,118,29"/><watcher var="c" style="normal" x="369.82190760059575" y="146.7034336289122" color="243,118,29"/><watcher var="b" style="normal" x="297.93282179347716" y="267.88333226000606" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>a</l><l></l></block><block s="doSetVar"><l>b</l><l></l></block><block s="doSetVar"><l>c</l><l></l></block></script></block-definition></blocks><variables><variable name="a"><l></l></variable><variable name="b"><l></l></variable><variable name="c"><l></l></variable></variables></project><media name="#4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>