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category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables><scripts><script x="311.38313802083337" y="315.83333333333337"><block s="reportMonadic"><l><option>sqrt</option></l><l></l></block></script><script x="141" y="360.33333333333337"><block s="reportPower"><l></l><l>2</l></block></script><script x="152" y="412.33333333333337"><block var="c"/></script><script x="495.4814453125" y="366"><block s="getLastAnswer"></block></script><script x="362" y="36"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doAsk"><l>what is the value of </l></block><block s="doSetVar"><l>a</l><l>3</l></block><block s="doAsk"><l>Enter value b:</l></block><block s="doSetVar"><l>b</l><l>4</l></block></script><script x="445" y="233.83333333333337"><block s="bubble"><block s="getLastAnswer"></block></block></script><script x="151" y="226"><block s="doSetVar"><l>c</l><l></l></block><block s="doSetVar"><l>c squared</l><l></l></block></script><script x="517.1376953125" y="364.83333333333337"><block var="c squared"/></script><script x="356.4658203125" y="172"><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block></script></scripts></sprite></sprites></stage><variables><variable name="a"><l>3</l></variable><variable name="b"><l>4</l></variable><variable name="c"><l>5</l></variable><variable name="c squared"><l>25</l></variable></variables></scene></scenes></project><media name="Pythagorean Theorem Starter" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="176" center-y="180" 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" 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