<snapdata remixID="10609278"><project name="Triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE71JREFUeF7tnQlUVFeax/9VRRUUqwiIxCXjgm0yejQdTdSYmbTHE6KmXaLtTKJxiYmYNu6KS1RQISpu4JjE2LRrYiaZUVsdNdombWY6rpNWj8Z4BNtBjaiAgGgVVVBVc+4rHryqeq/eUg+p5d5zOAeo737vvu/71Xfv9+5992ocDocDtFALNJMFNBTAZrI8vSxjAQogBaFZLUABbFbz04tTACkDzWoBCmCzmp9enAJIGWhWC1AAm9X89OIUQMpAs1qAAtis5qcXpwBSBprVAn4HoOklIPKHJ2sTy4dAeDZ5LK/edU09nLqMfwY0rdTTG2yamg1ASwZgO+pqzsiLgK8ACun15jjzUMC4B4BeXfeSthjmKgfQ1BNA/Ux9xOeAtru67fMHbc0GIHvz5jTAyAGRAfCvgOnXgCELCBtWL2kDTC8C2q4AcYZYcddbuxnQjwVqJgMOSz1wAHgjlQ0wDwccN51yms7OqxGgCKS240DkmcYW1IwF7Jecf2t7AhE7GuXdAbR+BNR9JR4ZCXyR/wMgxvVOSV3rSkDTATDuc35WMx6wFwKR3wOmvkDkufpoLtNmYjZtis/9EkBNEmD8E2B6Hoj80Xnbpj5A5GlnRGCMTH73UvgArP0UIFG27j8ATSKg+40AKLWN0dClDT2AyAvE44B5JGA8DJhfA4wHnfIEZqKfLe4RsOZNIGKnU9Y8GDAeABDGfxPuujykqgHzWMC4v/G6TJ0LgGU+EJ4r32ZNAZiYTr8EkB0Dkm82iSb2i0DNONdb4Tqa7yb5AAx7g7875OsqCWCOIqdm9lpse5gvRP1YVQ6AbLRl2xu+DtANFACwXj+5Dh4BrKz9PFAz0flF1LR29h5sW9j2kfvRj5FvMzFYmuLzwADwCmD7C6CfKt0EvgDIjT5cPbwADgdIxCZgMN2yTjgCikY1zu1xZUmXT4quN1CTDkT8u/Nvtm28AE6QbzPp1lVPMiAAZCJOD8CQCWifBSxzAeN/eTeCVAAd9wFrNqCf4uyWScZq6gWErwBq9wL2s94jIBmrkXbp+jjrs4kMn97az4Darc4uu3Y7YCBjSoFiOwJYFjrvs7YA0PV3/pChiHEvYB7hPQIyXbBMm6mHlXRNzQ6g9Kb6pyQ3UllXAbAChqX+2VZ/bBUF0EevEABJMqFpD5j+CYgoALS/8lFpCFWnAPrg7OzsbCxZsgT0tRrlRqQAKrcdNBoNCr58CXOmXEZlZaUPmkK3KgVQoe/btm2LaQuiMfEDB5I113D9+nV07NhRobbQrUYBVOD7srIyJCUl4Z6jS0NtAiHtiuUbkwIo32ZM18uFj6jo1qoCU6dORWZmpgKNoVuFAijT9+vXr8fKlSvxU2lLj5o0Cso0Jn0vWIHBeKIfq2XLhjp8scWAn3/+Wb7iEK1BI6AMx6empuLdGTom8RAqJArm5ORg0aJFMjSHrigFUKLv+RIP96pt9H9HXV0dtFotbDabRM2hLUYBlOh/vsSDrbohuwqrl94HeTRz69YthIWFYf/+/Rg8eLBE7aErRgGU4Pu8vDxkZWXhWmWyhzSJehMnTmTGfQS+4uJiIPUoUJhGH8tIsC0FUIqReBIPNupVOZKxSvMYn7YIQ8XfxgMd8hgAtRVf4PV+lUwkpEXYAhRAETqeeeYZjJlsxeRZjUuXSdTLsBmxwBGFdQYrcnVmmK+kOzXVA8j8TqOg6HePAujFRA8fPkRcXFzDQ2du1CPVNsVosPjxPdivT2/UwgUQQNz90XSe2IuNKYDejMPperlRj1TZ8VQspt25BtyY6arBDUASBQsLC9G5c/2bTaIxIbQEKIAC/t66dStmz56N9+dGMBkuGeux5T9TU/BO4XlP+IjAq4M8NdKuWPBbRQEUMA157EIep7BjPa5YLO7ywycAYFLlWDpPLGRnuke0p2W6dOnCdJsP0drjQ6/wCUVAmpDQCCh1ZGUymRAVFaUMPvfxH+eicXUHkKQ7yoBNS6MFaBfsRgPpehVFPqLHC4DMZQrT8PjxY0RGRlIG6y1AAeSgsHv3brz33nu4a4p1AUS022WlxQCkXbHHF48CyDEJX/STDJ+UCAgg/OZQ7N27l84T0wjo+mV87rnnMPLaHcwwaRs+kAWfRADZrpgu33eamUZAsusCT+JB4Ht6/b+geESK+Hgt7zSQX79bElmIIFLIPPFrL5Th0KFDYqJB/zkFkOy5otOh0t64iySBLyn7tygd08k7APXgOWK+c36bqwc4V8JIKYVpsNvtzPsloVxCHsCvv/4a48aNQ6klnuGgZVgZ9HNfhjm9fotTPjrcwGNFNK3Jvm7SS9SdN/Do0SPpFYJQMuQB5CYeycYq1P7+edR90Ivf1QLgKQWQPJYh6wi7du0ahGhJu6WQBrBfv35I+9s1zLbo0SnJhtK3OgEz+3haLu80NBvPwB79rVeryo2AjLIQnycOWQCtVivCw8OZh87dnw5H8fAUT/jyTkO36RzqIv8s+nWWNf7jaivfhazpnUP2feKQBZAkHt999x3mzJkDsu6v8NiQBixaPr+T+V+t8ZgoeA3db/UAZI7oi2X7TklPRNjKIRwFQxLAAwcOYPTo0Xj55Zdx8eJFlJ4dw6AQ13MbzGYzLOHfSAaPC6Bj5xzmz6x9JxkQw1MmwRI9WlRXkvYbxNkOhuQ8cUgCSBKPUaNG4ejRozh8+DAGDRrEPBJ5rBPZdtULSqQLZgFkxVgQ0XIskPC2dxAL05iV02QFdiiVkAPwlVdewZkzZ0DGgAaDgVnzV60h29X7VvgAZDUu338amXt+gCiIIdgVhxSAbOLBdLdxcai01x+04Rt7TG1vALLq80/8jJlbDwuCSOaJyXPJoUOHqtCiwFARUgCysw7szIWaLtI9Hgjb9lmSVerfyUdMTAwqEuu3vA/RhCRkAPz2228xcOBAZGRkIDc3F5mG8cgKHy8ZGFHBj5XN65Jx4or9Z2DvdIS5RFjVl/jn7rdw/Hj92QyiFw5sgZABkEQ/MuW2ZkfjEUtrssqxdlm5OjAqBNA9YSH7Ti9evDhk5olDAkAS+SL7voJX5y3G6Fj+Lezbhf8fw4KSRzBMRZUAJKrmZibgkzVmZvV0sJegB5DsUkUy3X+rcm6pNi3Oc3dTrpOVREUpCQgfSOxjmoWIBvnRL52NVhtWoOhhCrPv9KVLl9CtW7egZjDoAdTr9dhQ3rhKRQxAPhizo97Fh9q3BEGQCmD2wbNYfeQ8swKGhY6rlCwDC7V9p4MawO+//x4DBgxAfkXjXn1yAGThEIuK3gDkRjny3HGO1SAIcoK+HLetHRo+J9e1V4/HunXrgjYKBjWAJPFgu17Wg0oAFOui3QF071ql0OMe/dg6wb7vdNACOGTIEGh6vojX5rse3DYjXocSm+/7tGxabULOojuIjo5mFi6QxQ1kOo/smEW6V7klTnMPd+2pHtW2f6zFZ+utzDkkwViCEkDywg/ZJtc9+rEOFMqE5TiY7Zb5xnJy9BDZFtr7Xr8UJAoG6zxxUAIYERGBtfdrBDlQAiCJeGSlDHluqAZ03pIPvoYHa1ccdACeOnUK/fv3d0k83B0qdRzIRjmj0cismp5vV39Hg1YRlSg2txcNmu0jirFz505mGVkwlaADkC/xkAOgml2rFFCEko9QiYJBBeCwYcNg6/a8R+LhDcC1yx5g48pqWCwW1btWMQA7JNTiSlmCmFjD52SH1lPHu+LEiROS6/i7YNAAKJZ4cB0xt1UEAxy7hJ4sTNjT5UecvFz2RP0lJ/pxH8sE0/vEQQMg2VJtdYnw3OnhlVk4smoZA13WiH4NoEW8twk1hiP4rOUxTClexbszVlNQuRKPMNPxlCLVZDxYUyOcZClS2kyVggLAc+fO4YUXXnB57EKA+2b1cuasDnfoWFtrxq2D+9pAvflVJtloioRDbuYrxEQwzRMHBYAk8di+fTu+unqDiXLJGUDrDKDt+CHM/ivu72qwjs16t4x3TeAy60585NiNMqvniZhqBIrVWhOm2zx3XxXT/elaC7LmFaP9knDcXGEJioNwAh7AMWPGYN++fYidZmagY4v+y3YoWlLNPMDlA5Av+rkDQKbYNqakYkJJtRgbsj5XMvYjy8WSk5PR8vwt5lp3c4E3rTOxYcMGWdf2N+GAB5BEvx48ucPFRKB169YoyXW+cskteX+5gto/dcC8ulGi/siy7IDVukfR9Bqf8rV6C6Zak0Svywqwj4WE7jHQt3kLaABJ4pF60+ThTAIf2fGARBql0Y+rVM0ERU70I2M9djjBR6xtWxIq8gy4ffu2ZKD9TTBgAbxw4QLIppLukYGFjxg6Jaoajz6d4mJzslIl63iOIj/4mqCQk5U0OTF4Z5r3y/dqb0ZJSQn+8W6daDvJ/ZaWliIxMVFU1h8FAhZAvq73Sooe5bXOB7vxulLUbXM7xYi8PsmT+cpxjC8Jilj0+zjXjOXzb6FDViRiP/CM7ELtJBAGalcckABOmjQJhxK3uiQdj17sxCQL7Ba7fN1v9Pub8Uh7UA5vgrJyE5TtKTG4P92EaQuieHWm6IqQNNfuck9SG1r0dBS2bNmCt94SXrUtVdeTlgtIAN2jX/kGPd7OCXdJFPJGdcaSoS+62NPX6OfuHDkJilD085ZkyIEhUKNgwAHYokUL/MP1qgbfRO3phAuzSlyOVuCLfmrDxzZAaoKSvcyGOUudu7CyRSzJkANgRX44Ovx3n4CbJw4oAK9evQpyfi838eAmHazD+ACMn/5HVNj2yvGpLFlvCYp79Ov5VDUqKirwq9vqTqcRW9TV1TGrswOlBBSA7l0vH3zE8DE7XZ/9NVX0c3eyUIKyIqsOczNbIv+janz0YQm65MTBmN4YxdWE5Wqb8ICaJw4YANPT07G/xZaGQboQfHzRb/nkB1iqF9keTUUKuAkKac/ly5fRvXt3tJrnUJRkyGkascv58+fRs2dPOdWaTTZgAORGP/ItL+jUA8Ou3PQwnDuATyr6cRuySvMVFj78jEmKyKoXUnJycvB1+odPxNGBlJAEBIDcxIPMgb6fn8AskXcvuTozVmx7t+HfKw//iLi/9sbvq3gOkW4CFEhWvMy6A1OmTGEi3tSpU5mrkPd6169fj19++QWdV8Qg6n1155bdb4XYaHhVOjZv3twEd6muSr8HsKioCKmpqUzi8XBTJLS7UnD+Ov+6v+aIfix03M0nW5a/yYzDTD9NZrwVlroJEyZMQI91fwC7LtHbFJsaLg6UKOj3AHK7Xu5MB5+TuLMfvky5SQEgxjGUOeIrsu1kPAofwVQhR3DZy3bynrKkyT8D/Sc/Yl2ppUE9eUeZRPd21x5IuaQsGd0XbXAvF34/T+zXAM6aNQtfGvKYgbtQ0sF6JdHwAJaCxknWphj78UW7BioK04AZffjPGeGi0yEP7+RvxnMT0hv+y0bFlAVatJprlwWaN+FAmCf2awBJ9CPvP5CXzPkOkeYan9v9kt1H5Ryx4M2JOfbdWPy4QHh/5/JdwIPPgRue886CevNOY5AxDYMXZrmIkMW0BEY1u2d/74r9FsCkpCQsXLjQeY4HxFcPr3+jIzKH92Ucyr7n4UsoYaOdJuFtOMgu924lxXAcJT+tgWZmXzhmuE75SbluylfFKFmwT3D3hkVtY5kuvtu9xo2VpOh1lyHzxPn5+SDz5/5Y/BLAGzduoGPHjoiNjcWquDYYe6vCq+240c+XrtdrF8tpQXTJSGa2oerCRJ99ShKUtIwlgq+SqpG0+HMU9EsASddLHqS+fukGMmxGUSdzARR6z8ObEmPtYJCNLKPapaNS91tBUc2Dz+Eo34V2a3+HWyPbiLZLqgBfguJe90R+LvYsna+oeybzxG2O/xonT56U2qQnJud3AJIud+PGjUhISEDhPWln6W4e2w3zXu0ha62f1GgnO8nwxXU8CQqfOjYqkpeT4mc0ZtViCYk/zhP7HYAk+pGfKkeyJFey0e+TH4pQtTsZC/GvgvWW1+5CZs028QNjuBrKd0FT8QUcf58hqT0+CwkkKN5AlJq0+OM8sV8B2LZtW2a2QErSwTqEBdDb2I+NdtrEcbDHe76kxOfclo5DeFC0EWFz+gufH+wzbfwKxBIUvlqzEw3MuNTbChsyFjx79ix69+7dRC2Xr9ZvALxz5w7atGkjC751BiuyCiaCHIW19NgKl7uX3cVyakf+MgLkhSf2EEP5ZlWnhliCoiQq+ltC4jcAck8ul+o+Jvo5HEyXTXY4yDPuR0bFJ0wkqGm3X6qaRjklz/TkX0VWDSkJCp/CY2uycTB7iUfSQuaJXy+fhIKCAlntaCphvwCQvNFFjlKQmnSwxiDb2j777LPMrvPFxcXyxnbuFpU6k9FUnhDTKzFB8RYV2XWI/hQF/QJA9gw3MR8IfU5mSsjp52bjSGUqHnyOXr164X9fCpNXf2YfefI+SncaeBBdfjfWYwZFqlo2e46Pj2e+8Pfv35datcnk/ALAJrs7OF9XJI8fhH5qa2u9fu5eT64833Xl6lAqL/aqptjnTekXVnfQA/gkjEivodwCFEDltqM1VbAABVAFI1IVyi1AAVRuO1pTBQtQAFUwIlWh3AIUQOW2ozVVsAAFUAUjUhXKLUABVG47WlMFC1AAVTAiVaHcAhRA5bajNVWwAAVQBSNSFcotQAFUbjtaUwULUABVMCJVodwCFEDltqM1VbAABVAFI1IVyi1AAVRuO1pTBQtQAFUwIlWh3AIUQOW2ozVVsAAFUAUjUhXKLUABVG47WlMFC/w/rzpuL/R09d0AAAAASUVORK5CYII=</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" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="0" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="914.8349609375" y="10"><block var="Side c"/></script><script x="31.000000000000114" y="13.1666666666666"><block s="receiveMessage"><l>What is the triangle?</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side a"/><block var="Side a"/></block><block s="reportProduct"><block var="Side b"/><block var="Side b"/></block></block><block s="reportProduct"><block var="Side c"/><block var="Side c"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side a"/><block var="Side a"/></block><block s="reportProduct"><block var="Side c"/><block var="Side c"/></block></block><block s="reportProduct"><block var="Side b"/><block var="Side b"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side c"/><block var="Side c"/></block><block s="reportProduct"><block var="Side b"/><block var="Side b"/></block></block><block s="reportProduct"><block var="Side a"/><block var="Side a"/></block></block></block></block><script><block s="doSetVar"><l>Right Triangle?</l><l>1</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportSum"><block var="Side c"/><block var="Side b"/></block><block s="reportSum"><block var="Side b"/><block var="Side a"/></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportSum"><block var="Side a"/><block var="Side b"/></block><block s="reportSum"><block var="Side a"/><block var="Side c"/></block></block><block s="reportEquals"><block s="reportSum"><block var="Side a"/><block var="Side c"/></block><block s="reportSum"><block var="Side b"/><block var="Side c"/></block></block></block></block><script><block s="doSetVar"><l>Equilateral?</l><l>1</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side c"/><block var="Side b"/></block><block s="reportNot"><block s="reportEquals"><block var="Side a"/><block var="Side b"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side a"/><block var="Side c"/></block><block s="reportNot"><block s="reportEquals"><block var="Side a"/><block var="Side b"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="Side a"/><block var="Side b"/></block><block s="reportNot"><block s="reportEquals"><block var="Side a"/><block var="Side c"/></block></block></block></block></block><script><block s="doSetVar"><l>Isosceles?</l><l>1</l></block></script><script><block s="doSetVar"><l>Scalene?</l><l>1</l></block></script></block></script></block><block s="doBroadcast"><l>Triangle analysis</l></block></script><script x="592" y="59.16666666666663"><block s="receiveMessage"><l>Triangle analysis</l></block><block s="doSayFor"><l>Your triangle is a...</l><l>3</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportAnd"><block var="Right Triangle?"/><block var="Isosceles?"/></block><l>1</l></block><script><block s="doSayFor"><l>Right, isosceles triangle!</l><l>5</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportAnd"><block var="Right Triangle?"/><block var="Scalene?"/></block><l>1</l></block><script><block s="doSayFor"><l>Right, scalene triangle!</l><l>5</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Equilateral?"/><l>1</l></block><script><block s="doSayFor"><l>Equilateral triangle!</l><l>5</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Scalene?"/><l>1</l></block><script><block s="doSayFor"><l>Scalene triangle!</l><l>5</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Isosceles?"/><l>1</l></block><script><block s="doSayFor"><l>Isosceles triangle!</l><l>5</l></block></script><script><block s="doSayFor"><l>Unknown triangle!</l><l>5</l></block></script></block></script></block></script></block></script></block></script></block><block s="bubble"><l>Press the flag to play again!</l></block></script><script x="1091" y="30.16666666666663"><block s="doBroadcast"><l>Isosceles</l></block><block s="doBroadcast"><l>Equilateral</l></block><block s="doBroadcast"><l>Scalene</l></block></script><script x="336.1484375000001" y="514.1666666666667"><block s="reportEquals"><l></l><l></l></block></script><script x="259.6416015625001" y="471.16666666666663"><block var="Side b"/></script><script x="370.8333333333335" y="656.6666666666667"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="400.9544270833335" y="619.6666666666667"><block s="reportEquals"><l></l><l></l></block></script><script x="610.10546875" y="633"><block var="Side c"/></script><script x="1023.0179036458335" y="674.6666666666667"><block var="Side c"/></script><script x="30" y="535.1666666666667"><block s="receiveGo"></block><block s="clear"></block><block s="show"></block><block s="doWait"><l>.1</l></block><block s="bubble"><l></l></block><block s="doSetVar"><l>Right Triangle?</l><l>0</l></block><block s="doSetVar"><l>Equilateral?</l><l>0</l></block><block s="doSetVar"><l>Isosceles?</l><l>0</l></block><block s="doSetVar"><l>Scalene?</l><l>0</l></block><block s="doSayFor"><l>Lets play the triangle game!</l><l>4</l></block><block s="doAsk"><l>What is the length of side A?</l></block><block s="doSetVar"><l>Side a</l><block s="getLastAnswer"></block></block><block s="doWait"><l>.1</l></block><block s="doAsk"><l>What is the length of side B?</l></block><block s="doSetVar"><l>Side b</l><block s="getLastAnswer"></block></block><block s="doWait"><l>.1</l></block><block s="doAsk"><l>What is the length of side C?</l></block><block s="doSetVar"><l>Side c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side a"/><block var="Side c"/></block><block var="Side b"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side b"/><block var="Side c"/></block><block var="Side a"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="Side a"/><block var="Side b"/></block><block var="Side c"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of the triangle is </l><block s="reportSum"><block var="Side a"/><block s="reportSum"><block var="Side b"/><block var="Side c"/></block></block></list></block><l>2</l></block><block s="doBroadcastAndWait"><l>What is the triangle?</l></block></script><script><block s="doSayFor"><l>This is not a triangle!</l><l>4</l></block><block s="bubble"><l>Press the flag to try again!</l></block></script></block></script><script x="731.8333333333335" y="594.3333333333335"><block s="doSetVar"><l>Test</l><block s="reportQuotient"><l>1</l><l>3</l></block></block></script><script x="929" y="648.1666666666667"><block s="hide"></block></script><script x="686" y="659"><block s="receiveGo"></block><block s="doUntil"><block s="reportAnd"><block s="reportKeyPressed"><l><option>t</option></l></block><block s="reportKeyPressed"><l><option>m</option></l></block></block><script><block s="doWait"><l>.5</l></block></script></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block 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" 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