<snapdata remixID="9084876"><project name="SK_41272316423" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMS0lEQVR4Xu2deYxdVR3HP3eW1755s5TpRlRocUmbVkIEF5YWRKh/qCQgtGLqErQYSgONCEIXIEihiAgphoIsEjVIaEUNiia2iNiiRhaj2NqqDQXU0HY605np7Ms1Z6avTqfz3rv33bPed27SkJZzzu/3+/4+53fuPe+8+4IwDEP85RUwpEDgATSkvDc7ooAH0INgVAEPoFH5vXEPoGfAqAIeQKPye+MewAkY6Oc5DrOBfn4vhZAMZ1PPSjJcIGW8NA1S8QAOsps2PssQb2rNazUncwJPUsMcrXZtM1aRAB7iSnr5qVW5yPJpmnjYKp90OFMxAB5iGb38TIemiW1M5mKm8GjicVwYINUADvA3DvJRF/JQ0Mep/JZa3u90DMWcTyWAndxFF/ekKmk5rqeBm1IVU+o+Ceng63TzvdQlaWxAdXyJRu5OTYypqIACOgFfJV0CQgGj65fzAL7NNNdzkMj/E2lJ1N90Z2cB3MdJhPSY1s8K+wFZZvKWFb7EdcI5AId4gwOcETfOimg/jZepYbZTsToFYAtnMcg/nRJYt7M1vI9p/EG32bLtOQNgpd/rxc2wK/eG1gMY0s4+3hNXf98emMkeApqs1sJqALt5nA5usFpA251r5FvUcYW1bloLoI0HBqzNYgnHJnMJU3jESvetBPAgH2eAV60UzFWnajmdqfzaOvetA7CF8xhkh3VCpcGhGuYzjResCsUqAFu5mH62WyVQ2pzJsIBmi46lWQNgB2vp5qG05dvKeOq4ikbWWeGbFQD28wKtXGqFIJXiRDNPk+E84+FaAaDfZDbDgQ2b1cYB9PCZgS9v1TSERgH08JmFzwYIjQHYxbfpZL0dGahwLxpYRY6vGVHBGIC++hnJd0GjppZiIwB6+OyCz+RSrB3AHp6gnZV2ZqDCvWpiA1mWalVBO4Aqq1+GM2nmF5EE7OePtPKpSG0rqZHupVgrgKoOGSQVrY+ttHF5JXFWMFbdhxa0Aii7+iUFb3wW+vgVbXxeC4iN3EUdy0raGhx5u8NFhHSWbCurgWxdi/mlDcD9zGOY/VI0quMrNHKnlLEmGkT2RMnbaGANOb5att/DtLCfuWX3j9qxihnMYGfU5onaaQNQVlKn8xLVnJIo6CidZR4Lq+dG6iWf7JalZyEtdFVBLQC2cSl9Es6hzWAHVcyMwo+UNi2czSD/SDSWykS2sZg+nk/kX6HOkziPE3haydhjB9UCoIzZ2sAt5LhWuSDjDZTrexXNzEgIb5Rg+9lGK5dEaRq7jcrJk3dGOYBihoqZmvSSIcbGjRtZsWLFMa488MADXH311UXdiwthNScxnT8nDTly/0H+RQtnRm4fteEJbGYS50dtXlY75QDGTd5EUciALwiCogIV+8GouC+3lOFv3Gx28zAdrI7brWR71bFUBICl4MtnoRiEUSeS6oQVIyaqjyWpG9NAdTxKAexiA53cHife49o28xMynFv2GFHhKwVhlOQ2cR/ZI/uIL774IgsWLDjG7+3bt3POOeeUHUuUjlH8jDJOvk0DN5NT+NGpUgBliJFkBm7evJklS5bE0ZtNmzaxePHx96xiIokJVezK+zp37lx27949YdM5c+awa9euWD7FadzCQgb5e5wuJdsmyUGpwVMNYNzql6QKZllCExtZvXo169cXP+e4atUq7rzTnY10JwGUtWufJHidAOb9jGpT5a/kylh5xlauGeyiStGLQJVVwIMsYkDCVoRLAIotHrHVE+USWz9iC0jFJRvAWj7AVLaocFXdz7XKEsEeAAd5mxMLJkH4GbX6lVrqk2ZalvZj/UiSh2LxKKuAskRIEnhcIIqB0c4KenjKA5h0dozrbz2AjXyTOr5cVthr167ljjvuiNV3zZo1rFt3/FsDSk0oXwFjyXy0sRIAh9nHfuaX59EEvXRWwUIPB5UOoKqDIEoA7OJeOiWe10sC4M6dO5k/P9pk2LFjB/PmzTtuChzgNIb4T8k9wLhLvqon4VKTpZzK0MBqclxXTteifZQAKN5iL95mL/NKAuHWrVtZtGhRUXe2bNnChRdeOGGbKAlN+xJczSym84rMlI6MpQTAKAmLG0mGj9DMs3G7HdN+9uzZvPHGsRNj1qxZ7N27t+C4UWOp5TQ2PXhZyZM1eUNiu2b58uWJ4inUOarPcY0nKQKFbDkDoAiggdvJoSZpEwkUN5FxqqBLy29em4oHUAhRz3XUKzh2NB7AuPCJ/lkW89r2pSxcuLBocdm2bdtxBxXiViPd1U/Y8wAeUT1gEjNLPBQkSWg58I2tEuJzXrGdM9EltoXE58UqriR+R/HHAzhOpWaeIcPZUbSL1EYcbRdH3JNehT4XVrXsCn91vN7YA1iAjCYeIstlZXOjInkqklUowMPcjfij+lIRk1MPIVEErucm6rm+aNNh2mlnmbJvlKm8aR8fWDvL6WFzFGkSt/EAJpZQ/wAqkpaPQvU933i1VMSSugqoH7HSFmV/RbOb79LBxA85pb0pv4UHsHztrOhZRRMz2FO2L53cQhfRzhuWbaRIR2cAPMgFDPAXFRqkZkzx/pUpPEaGswrGFHKYdq6ll2eMxy0+6ZnKc9L9ULIEd/MYHdwo3Vk/oDkFkhyLK+a1EgBDetnHu8yp5S1LV2Am/yZgsvRxlQAovNT9hCZdGT/gMQqouP8TBjyAHrRICngAI8nkG6lSwDkAD3EFvfxclR5+XI0KTOYipvC4EovKlmB/H6gkX0YGVVX9lN4DegCNsKLEqAdQiaxyBw3P7KHq+cmE2eLvIZRrVc9ozgLYy7Mc4ot6VDJoJTy5G94KRz3IBgTddQa9kWt6Ct9nMp+UO+iY0ZTeA1bCMhzWdEEugI4jAJ5RBa8ME4Q5ZUnTObDK6qf8HjDtAIZBF8ytgl3DEzKRBgidB1D8OI34kZq0XSPwfawafjNUNDSXIRQ/ViMOTai8lC/BaayCI/DFuFyFUHX107IECyOHuZ3DJV5vGyOfRpvGhS/vbPBmHZzkzhNyPSup52blWmupgGmpguXCdzSLT04iuLxGeVJlGNBR/bRVQGFIbMeIbRlXr8TwHQk8uKYW7s9YLYPYdhHbLzoubRXQ5SooC76jCT2jiuDlrI78lmVDV/XTWgGFsU5upQs170UuS+kInaTDJ2yKT0t6Qiv3CnOsoIHbIigjp4nWCuhaFVQC37i82faErLP6aa+AwuAQb3KA0+VMH4Wj6IDv6BOyJZ+aTOdVqjlZoarHD629AlpfBbtDwly31iSMVgLzH93prn5GKmA+s1Z+Z2TPMOF7e7TDZ0MlNAGfUQDF94bF94etubYNEZ7ba9yd4K9ZOLVKqx/i+77ie78mLiNLcD5QFe+SLkvEp4YILzcP39FK+GAGrqotK5S4nVS9+zmqH0YBtOJ+8L5Bwuv6ouqlr93nagh+OEm5PVNL7/9vO1S+NTGifMbuB2/oJ7xnIKKX+psF766CPeo2rE3DZ/QecHw6tUO4tI/wR4P6qYphMXhHQPhfNRvWNsBnFYD9/IlWPhEjPQmaBl0cOb+cYBBNXS+rhh8PSd2maeaXZPiwpgCKmzF+DzjWvR5+QLuCX+MxprQ4KN0m/gwTtkLQFhK2hUf+O/p3jv4bhK2jfx/p03nsFJG1T9jEvWT5gjFJxhu2CkDhXBf308k3rBEoTY40cAs5rrUqJOsAFOp08wgdrLJKKNedaWQ9dVxpXRhWAihU6uc5WvmMdYK56FAzT5GxadN/jIjWAjjqYx9v804Xc26NzyeO/KCP+v3EcgO2HMDRsLRv0ZSrpmX9bNlqKSaLEwB6COOT7QJ8IipnABx9OHmIDtbGz0YF9WhkHXVc5UzETgGYV9UvyRPz5UrVG+u9kwCKADq5jS6+48xMV+lojmto4FaVJpSN7SyAvhqOKuBi1UtFBRw/JSttWXYdvHz+nK+AY0Ec4nUO8CFly4UNA0/jJWo4xQZXpPiQKgDzioR0si9FSRJxzeR1AhqkJN2mQVIJ4FiBD/BBhthrk+aRfalmNtN5OXJ7FxumHsB8UgZ4jYOc70SOpvI8tZzqhK9JnawYAMcKNcBODnJuUu2k9p/K76hN4Ys8S4lUkQCOF6WHJ2hnZSmtpP7/JjaQZanUMV0czANYIGv9bKObRxO/Uk686qyOZWRY6CIfyn32ACqX2BsopoAH0PNhVAEPoFH5vXEPoGfAqAIeQKPye+MeQM+AUQX+ByL23NVTyF55AAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></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="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="176" center-y="163" 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id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="81" y="78"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doAsk"><l>Think of a shape, give me the sides, and I&apos;ll guess it!</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>That&apos;s a triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>That&apos;s a Pentagon!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>That&apos;s a Hexagon!</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>I don&apos;t know any shapes like that!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Hmmm...</l><l>2</l></block><block s="doBroadcast"><l>1</l></block></script></block></script><script x="410" y="49"><block s="receiveMessage"><l>1</l></block><block s="doAsk"><l>Do all four sides have the same length and all angles&#xD;have the same measure</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>That&apos;s a Square!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Is it not a square and all four angles have the same&#xD;measure</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>That&apos;s a rectangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Is it not a rectangle and each side is parallel to one&#xD;other side</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>That&apos;s a paralelogram!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Is it not a parallelogram and two sides are parallel to&#xD;each other</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>That&apos;s a trapezoid!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>I don&apos;t know then</l><l>2</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="SK_41272316423" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>