<snapdata remixID="9245335"><project name="2.3 Inputs and Conditionals" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAcU0lEQVR4Xu2deZhdVZXof2ce7jzUPKYyzyQhhMgkKK0iowPtExFRVBzbdu4n2r62u/9QebxWW9ux/RqfHw7tCC12Kx3FAREJSAhJCKGS1DzdurfufM/wvnNDIISEujfUS6XqnvNf1V177XPW/p2199p77X0EwMW/fAvMkwUEH8B5srxfbdUCPoA+CPNqAR/AeTW/X7kPoM/AvFrAB/BUza/dB8KyZ0oXk6eqqaHL+QCeSvMrt4D0vmeXdF0oNZ2KtoYu4wN4Ks2vT5y4lO8F67amD2C9JpPeBso/nriU7wXrtaY/DVO3xfTxp2avTlLSvhMqb6pbbaMW8D1gPS0vnwPyf9RWwu+Oa7KTD2BNZnpK6GRjv5Pp8CGc1bo+gLOa6CkB5TaQrq9V2p+eqdFSPoA1Gop6vd+xen1PeFIr+wDWAqA2BoJ4jKSXQOSZrsbLB9AHsEZUniv2HPhOQZMPoA/gKWADYheoO0+p6LMK+QD6AJ4SRc/xfhYg16/KB9AHsH5qoN7AI1VYWa0mZux9dnU+gD6AdQF4omSDWRTs2n8RHR0jJwbQ+S2Ur6rrFhpF2I+CT9TSpzDlclLvd1S/7wVP+E75APoAzquz9QE83vzKh0H6cM2N8q73fpNgeIaPfuwLJ+5+fQ/4vLb0ATzePHV2v0e7Xk/ND77/Ct5y/f85scH9Ltjvgmd1a9ouEFpnFTte4FgITxgFe//0AfQBnJWsOr3fUX01AehD6AP4vACeInyezmdFwLMNanxP+KxmmM1cszqNRSGg/gjE80/wKLUlHcw6BXO85vImcA4vCtO90IfwATxqwRfgAf/6Q1/hts+8rc62qED5nIYH0QdwDgCsk7ynxCeBRMMHJz6AHg7aThC6To2jF1LKLYBgNDSEPoAeQC+g+62Pv+cZUzq/gfLV9albBNI+gPqg5wLntCk/+fefqer75C0fqj+wsW4C60dzej9nsrLGBnCuEk6Pa+HZo+JZ8grdQ1DafCZzM2f31rgA1gnf+Rfez0/ufiOC4D433w94443f5Z+++HFcV6jKeNdz8gKfbrbpp/aURE7ekA0yX9i4ANYx7qtlpcM0iwxObnwaqN2PruC8s3/6wjxFA0DYmAAeA99UftWzvZp3vovw7B1vxwI4ONjKumW/OilYx8PqecS4uefUQLQuA+v+Uyu7QEo1HoDaIRDMp5fPjrbTibrLG2/6Dv/785+oiowMN7P/8V6ueNntJ23ah/e8hO6eAb7yxet51bV3kkymqrJf+/Lr+dD7/vbUkFjkXrDxANQnuOzyX/J/v/fOp4E42VjtqDd78xtu44f/fllNAH3iU7fydx//wNOyn/yHz/DJj50oGq5J3RGhRQxhYwH4VNd7fDf51+/+FN/8+rXPIeJoMOF1oy/0+vRt/4u33vxtXv/aL/GzOy+pXZ27/8hJrIt0/bhxANS/C1zCa/7yTr76zSMeyvN8R2H0xmlzAdrJyDpaT0fiYfJ5vXYAq5JPTdu4I1BaV2fZM1u8MQDU/gDC0mpL/Nsd7+GKq/6zGhh4wH3rO+/mlVf+19NA/v9orod2v5SeJUeyX04+NVNjzc5dUL6hRuEzX2xxA6jeC+LqWVvhOZHwrCXqF/jpz69/3gCmLo2LaEy4OAE8xuPV1bALSXiRQLj4AFQ+DtJfnVEo3freD/CBz906t/fkAzi39pwzbV6k6/wM3F0gHTf9UWwC+SpwW0HcfqRK6ZVs6Xw/guQwkH4VI9MX1nwryzu+AVKZaFxl69pDlMp9fP17b6yW/+iHDnPb51oplZST6DsuM6ZyyzNy9peP+YSfANVzqY+5ypvBOVTzfZ7JgovPA9Zp7Xd85LM8+MN/wZZsDDNEpVRiIl+mvaOTAA7nXriWWFuEww8fZM265Si6RnEiixIIU3BtHvnN/eRLNgFFwtV1ytlpVm1cSUQL07l+A7lcgT2PHyI9cIimqMM/fOXfmc5kn7rLhje/f0r+6177Nnb+/i4cwSEej4MkUCxDJBqjK2rS2R5HSOfoHx6jc2kb7c0drDx7Iw/84rdVMMf6hzn7Fa9g9OA+wq3dyEqFR39xH10b1tO2tIXh3U9SEUK0rV7J/T/4Drd+6/sUy+U6X5PFK97wr+CrLn0tf3jwHpAFuru7mJ4pkkzEUF2brdtWMrL7AK4i4yoBmmMq4fZ2KjMSonuYzmVryI6UsaUcy1atZWDfXjpWLaf/kUcpuXDuRS8FTaOYmyEzMcPU+CjZfJm/u/VzZDKZxUtVHU/W8AC++pKX8+uH7sPQNGLxGD1LlhDSFSZHR5kcHOO69/4Pdv7iIVqXtyCjUJzJMTE6QcJQWf/irWhSGEUTMFyZQ/seoXl5L0HZYGxwGltysF2FZFuE3+34JZe++hrGx7MIqspb3vxX5Iv5OppqcYo2NIDBYJDtS5exc+AQiiywdu1qmpNLsYF4e4TxPbsolQWGxsZpjuqIgkVTUxI1oNPSlsSsuBiSwpZLz+PAnx7BaG1n+oknePHrXsd/3fFtzrnscp7YuxeHMs3xJv7433+gc+VSLr3yEu6+axdvevuNi5OqOp6qoQE0TZPty1fx2NAhFFOnvbmZ/v5DCJLCpi2bWdIRYdeDu5kqFokEdNLTObZuW8v00Bh9y5fR25skPTrJ2s3bCUYilAvj7Nv9BKZq0LKkl+xwijXb1vOn3/yWSDLBvsf2s+nsjbz8L2/mZ9/6MZdd33h7QI5ns+EBPH/9Gg6lJnFxaWntZHiyxMihPQTMIK+77kruveu/MWMmtu1SsGz6OppxBImIBGvW9dLe1UGspQ3VcRAFmezkYcx4O5XpKfrWreXR3Qdo6urg8Z1/ZPcDe3jPbZ9m1/d/xY7f3M9nv/ONOnzF4hRtcACDnLdxPY8e2E8sEWPNWeez4557EKjgOjaXXXYxo3seZzKfQ9VUprMlDFWhta2ZiKmxYtUSurvakOwKkiDg6CZhoUQiEibU3IksqIilIgcmZtiz8w8YyQDX3vRBdnzqm2SI8OZb37U4qarjqRoawHfe/BH27bybw2OTNHf3YMoGe5/YRz5fpFgqsn7dGsJuicFUFkNXkBRvHChQyedJJgJs2rKRwug46y44H13WsKYmCCaTJJraCIRVFMErI2DEgjzwq98yMzXCmotfzd++53+SD7Vw3713YZWLdTTX4hNtaADffdN7ePSBHTgBg1C0mUMHDmLbedL5IrIioQoCrU0xipUymhZEERxymQJ6QCdgBmhNRlm+YTXWSAozruNkcmy86DzGhgdQjTDJaCu6Ccs3bOKhHXcycnCIgt7Ov37t66SyGQ4MT1A+RQBTbqJKY0zwTlhYuFdDA/jWG9/K4MHdOKqOU3AZHxliIDVFMV/ACJgYmk57awjDNJkZyxJNBBibSBEJBrARkV2Fs1+0mrAsEgwINMU6aW5rIhCOIwsSpWIeI5Sgd2Uf9931H5Rx+PVP72Fn/wC4Je57YgDrFCeljwK40CFsWAB1M8y1V1/Ngd27kENRWlpj9LZHOfDoPpSASmYqz8DEMEYojp0vYEYC5KbTlF0ImgE0TQFRoCkYoK85RjgeI9zWRGtzmKiZpHtJL5V8kanpKQwthJZoIW1N8sh/PowdNJja9QgZs5lvfPd2JsdH63Zhw/kEunGk2EL2gg0LoCjKvOry1zA1PUSl5JBoDrFiWTeyIGNVSgw9Ocj+g4er672KLCMjEIkFyWbyqKKEHgwgyzJNPQnW9m0g3tVKfjqDapXo6euhoz1OorOdgT/twqVCpG85xbxAduIQ8WQL7SvXse+hP/PSq65leqr+bvRYD7iQIWxYAHU9yF+87BXkMxOk0hMoSGzcchbl7AwzmTzj6RQT41MIikQiGsaURKSASS6VIdkcx865WKJFPp2nva+N1s5uZobTrDl3I0ZhgkSymU3bz4NSDkfUOfjkk3SsWMqe++9n68UXEW1awlj/Ae749A/4yDfq3zHnA1h3p3FmFXjtDR9hZPe9ODqUsxnKlk1EM1FlmYprky2VKM3kUE0NwXEIhiPEkwaCJaJrGhXHJTUxzUwxTzKW5KxztnL48Sfo6mynb2kHYnGazmWrOeeCC5jJl/j5V7+G3tSCFo+j2CJdfT2YkSh7D/Rz1dWvrts4xwN4vIIv/1OJj77vaNZN3epPW4GG9YCXX/VGJkcfo1wsIogK2AVCsQhCyWJwKoUpKYQTCWyriO661eW5gBZADxgYqgsVl4PD4+QrFqphsGz1Woae2M/mLVvobG0lGhHRJIntF11Sld216zGUsEQ6V6GSLXBw504SfUsxFZGdB0aIrryYW97+ypobfqwcR1FOvlvP+yW6ACLkhgRQllVefukVZIsTUCqSnU6BqmKqMtO5MrLo0N7TyeiTh+ha0YGVs4hGI1SyOSwBYoEA0zN5Dg+Oo6gC+XwBp+KiGiZdvUtY0hRn6boVmILMWZtXEY5HGRk9zMDwBN3LVzI6OEo+B4P7HubsSy5j18OP8o73vbdm+GbzfgtpTNigAMpcfOHLKOTGCOs6M+VSdd5Pciwy+RlUQcMI6tXlt/TkNIlkkJgZRZJcisUyyViAXAX27ztQ7bplXcRFISQpWNi0tyRwRqe59j03sv6czVQyaURR574dO4g3d2HFkgw89EfWvPgCCpPjKKFmrrriGizL2375/Ndigs970oYEUNdNXvaSi1BkkeJMnqnUMKIeJpPN0tPbxnD/COGgjCgL5HNlVq9bTlCSyGZTSJKJWyyTrbgcHpogMz3FWHqGUFCnJx5neGiEWDjCqr5mXnXzO+hqbcWQbGId7fz8h3fRu24NB3Y9ykxmBr25lWV9S9j98F6+eMc9PHz/z5+XvlrgO6rAHwPO9irP4+/XvemDVFL7kCUolS0GBwZRVJn0TIb2znYUy1vb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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="squirrel1" center-x="115" center-y="166" 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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="424.33333233333315" y="12.999999000000116"><block s="receiveKey"><l><option>space</option></l></block></script><script x="10" y="10"><block s="receiveMessage"><l>Quads</l></block><block s="doAsk"><l>Do all sides have the same length and measure? (Y=Yes, N=No)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doAsk"><l>Are you thinking of a square?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doAsk"><l>Do the sides have different lengths but same angles?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doAsk"><l>Are you thinking of a rectangle?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doAsk"><l>Are the sides parallel to the opposite sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doAsk"><l>Is it a parallelogram?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>Is it a trapezoid?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Unknown Quadrilatteral</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block></script><script></script></block></script></block></script></block></script><script x="423.33333233333315" y="71.99999900000023"><block s="receiveGo"></block><block s="doAsk"><l>How many sides to the shape are there?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doAsk"><l>Are you thinking of a triangle? (Y=Yes, N=No)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doBroadcast"><l>Quads</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doAsk"><l>Is it a pentagon?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doAsk"><l>Is it a hexagon?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block></block><script><block s="doSayFor"><l>Unknown Shape, thanks for playing though.</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.3 Inputs and Conditionals" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>