<snapdata remixID="10923847"><project name="booleans" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="A" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="B" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="C" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="13" y="4" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="225" y="216.00000000000003"><block s="receiveGo"></block><block s="doAsk"><l>What is the length of side one</l></block><block s="doSetVar"><l>A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side two</l></block><block s="doSetVar"><l>B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side three</l></block><block s="doSetVar"><l>C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="A"/><block var="B"/></block><block var="C"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="A"/><block var="C"/></block><block var="B"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="B"/><block var="C"/></block><block var="A"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The permimeter is </l><block s="reportSum"><block var="A"/><block s="reportSum"><block var="B"/><block var="C"/></block></block></list></block><l>2</l></block><block s="doIf"><block s="reportEquals"><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 s="reportProduct"><block var="C"/><block var="C"/></block></block><script><block s="doSayFor"><l>It&apos;s a right triangle</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportEquals"><block var="B"/><block var="C"/></block></block><script><block s="doSayFor"><l>This is an equilateral triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportOr"><block s="reportEquals"><block var="B"/><block var="C"/></block><block s="reportEquals"><block var="A"/><block var="C"/></block></block></block><script><block s="doSayFor"><l>This is a Isocilies triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>This is a scalene triangle</l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>This isn&apos;t a real triangle</l><l>2</l></block></script></block><block s="clear"></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="5" y="29.000005999999985" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="4" y="58.00000799999998" color="4,148,220" hidden="true"/><sprite name="Sprite(4)" idx="4" x="116.60941988739933" y="-110.65925826289066" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="229,167.32000000000005,0,1" pen="tip" id="153"><costumes><list struct="atomic" id="154"></list></costumes><sounds><list struct="atomic" id="155"></list></sounds><blocks></blocks><variables></variables><scripts><script x="926" y="445.33333333333337"><block s="receiveGo"></block><block s="hide"></block><block s="down"></block><block s="setColor"><color>229,0,80,1</color></block><block s="doForever"><script><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script><script x="831" y="224.00000000000003"><block s="receiveGo"></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="-121.41180954897482" y="-63.68048769915089" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="77.00000000000001,255,85.2400000000003,1" pen="tip" id="178"><costumes><list struct="atomic" id="179"></list></costumes><sounds><list struct="atomic" id="180"></list></sounds><blocks></blocks><variables></variables><scripts><script x="276" y="421.33333333333337"><block s="receiveGo"></block><block s="hide"></block><block s="down"></block><block s="setColor"><color>255,249,77,1</color></block><block s="doForever"><script><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script><script x="503" y="305"><block s="receiveGo"></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-193.36935067622653" y="153.3195123007351" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="148.8800000000001,119,255,1" pen="tip" id="203"><costumes><list struct="atomic" id="204"></list></costumes><sounds><list struct="atomic" id="205"></list></sounds><blocks></blocks><variables></variables><scripts><script x="210" y="339.33333333333337"><block s="receiveGo"></block><block s="hide"></block><block s="down"></block><block s="setColor"><color>119,236,255,1</color></block><block s="doForever"><script><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script><script x="531" y="235.00000000000003"><block s="receiveGo"></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="106.41180954897482" y="56.680487699264916" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,112.52000000000004,25.999999999999986,1" pen="tip" id="228"><costumes><list struct="atomic" id="229"></list></costumes><sounds><list struct="atomic" id="230"></list></sounds><blocks></blocks><variables></variables><scripts><script x="247" y="80.16666666666663"><block s="receiveGo"></block><block s="hide"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doForever"><script><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script><script x="455" y="86.66666666666654"><block s="receiveGo"></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="A"><l>6</l></variable><variable name="B"><l>6</l></variable><variable name="C"><l>16</l></variable></variables></project><media name="booleans" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>