<snapdata remixID="8738574"><project name="longsdorf lab 2.3" app="Snap! 5.1, http://snap.berkeley.edu" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="doAsk"><l>think of a shape. how many sides does it have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>its a triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>its a quadralateral </l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>its a pentagon</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>its a hexagon</l><l>2</l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block></block><script><block s="doSayFor"><l>i wonder what it was you must be smart thinking of such a big polygon</l><l>4</l></block></script></block></script></block></script></block></script></block></script></block><block s="doSayFor"><l>thanks for playing!!</l><l>3</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="10" y="494"><block s="receiveGo"></block><block s="setColor"><color>255,29,20,1</color></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script><script x="502" y="21"><block s="receiveKey"><l><option>space</option></l></block><block s="doAsk"><l>think of a shape. how many sides does it have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>its a triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>its a quadralateral </l><l>2</l></block><block s="doAsk"><l>are all sides the same?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>its a square </l><l>2</l></block></script><script><block s="doAsk"><l>is every angle 90 degrees?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>its a rectangle</l><l>2</l></block></script><script><block s="doAsk"><l>are all of the sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>its a parallelagram</l><l>2</l></block></script><script><block s="doAsk"><l>are 2 sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>its a trapazoid</l><l>2</l></block></script><script><block s="doSayFor"><l>you have found an unknown quadralateral</l><l>2</l></block></script></block></script></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>its a pentagon</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>its a hexagon</l><l>2</l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block></block><script><block s="doSayFor"><l>i wonder what it was you must be smart thinking of such a big polygon</l><l>4</l></block></script></block></script></block></script></block></script></block></script></block><block s="doSayFor"><l>thanks for playing!!</l><l>3</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="208" y="493"><block s="receiveKey"><l><option>space</option></l></block><block s="setColor"><color>255,152,148,1</color></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="longsdorf lab 2.3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>