<snapdata remixID="8834025"><project name="lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAPPUlEQVR4Xu2dC1RVVRrH/+c+4d7Lw0BMk0wDJZXUnDQzR7BJXdpyTBt1REqlzFbgo8ZRKy1DXJP5Kh3FTFMnX6P5mEadGB+IKQ/fCWL5WgYiqEBwed/LPbP2vkHc0LnnHs7kcO+313J5ke/79jn/7+c+93xn730EURRFUCMF7pMCAgF4n5SnbrkCBCCBcF8VuCuAp0+fRnJy8v/0wPr06QP2h5pnK9AIwG3btuGJJ55wWZXzmxNQfPKfTv26dOmKgJg13O727dt4+umnnfqQgfsq4ABgWloafHx8ZJ2t76eD0cJLkOR7/aX99XYHDhzA1KlTJfmRkfsp4ADgu+++i5EjR/KzLCwsxLhx4zB79mz07NkTy5cvx4IFCxAZGYk9e/Zwm7fffpv/G2sP/W0YDFpHANUhfVF7+Vgj1S6Nsfuzlp6ejsmTJ7ufsnRGkhRwAHDp0qX1l8SsrCwYjUbk5uYiLy8PXbp04Z9nzpyJ7OxsVFVVYe7cuYiPj+cdtd/2ogOAmh7DYT2z+64HkTViu8MI+M4770g6WDJyPwUcACwqKgIDT07rtHssDBppl+Azz2+q70Kv16NXr15yuiQfN1Cg0U1IYmIiQkNDXT613r17w2QyOfVjI+exY/bL8uHDhzF//nynPmTgvgpQGcZ9c9sszozKMM0iTe57kFSGcd/cNosza1IZZtWqVXj99df5if6yDGOYnoSKpQPvKgKVYZoFG7/KQcouwxw6dAjDhw/nTzPuVoYxfZAN6Awom9Wu0YlQGeZXyW2z6ITKMM0iTe57kFSGcd/cNoszozJMs0iT+x6kYmWY7C+XoOjUPqdKhYU9hoCXlnO7/Px89OvXz6kPGbivAg4AZmRk8Oe/cpoxcRACDSpJrg1nw7B5h2+88YYkPzJyPwUcAJwzZw5GjBjBz5I9F540aRKmT5+OHj16YPXq1Xjvvffw/PPPY/PmzaiurgYrw0ybNq1xGUbrBViqAL0PjDNTUP5BDwflGpZh2BSwulKO+8lLZ+RMAQcAlyxZgr59+3IfNuOFrVdiILJZMN27d8fVq1cRGxvLf160aBH8/f0xYcIE1NbWOs6GEewjoTH+Iso/igBK8hyOo2EZ5uDBg3xaFzXPVMABQFbTu3jxYr0SarWaw8Ua+2yz2aBSqRz+re73nXaNbTQf8F6SNpwNw+LSrGjPhI+dtWJlmF49wmHy1jtVsqrGiuMnz3K7lJQUzJs3z6kPGbivAnctw2RmZiIpKelXP2s/Pz8MGzYMLVu2/NX7pg7vjwKNANy5cyfCw8MVOZrWrVtj0cjOeMTX+UTVUaszcKOwlPe7f/9+TJkyRZFjoCD/3wo4AHjkyBEEBgYqdsQmLy0eWP0sBME5gKzThuUZtgSAmvsrcM8yDINx8eLF2LFjB8aPH88XDu3duxesVLNr1y6wqfRsAdPYsWPBlnIOHTqUz4hmn1esWMHvltW11eiwfdTPKrK7Y9EGw5R9qPhkSCN1G5ZnWOmHmvsrcM8yzDfffMNXw7E6XUxMDLZs2cKfWgQHB/PyDHuKUVBQgJCQELRq1Qrnzp3Dgw8+yD+XlZXxko23WnQAUNPnJVjTNkFoFQqU3YFYdsdB4YblGTbFn5r7K+AAYGlpKQeJtePHj6N///6wWCy8BNOwHNNQlrq9jdhltuFnZm8xF6HXkTjJKjYsz9AjOsmyNWvDRjchH3/8Mbp27arISWm1WvR7spukWNcLinDlylX+hIWNskrdCEnqnIzumwK0OdF9k546ZgoQgMTBfVWAAFRA/sKSMkycNQ97Vn2kQDTPCkEANjHfFVU18NZr8fhbnyI1Ybykx5FN7NKt3AnAJqTTZ+In+GMgsKbEBHV5IYoTX4ePhN0hmtCl27kSgBJTOnzCZGxauQxGby/u8dLs+dhjbotBmlvYXuYPqFXwuXwSpQcTJUYkM7oJcYEBVuP0GRaLCo0WOpUNNaIaYnUV9Hd+REDYY8gzhEC4kQrbP+zLDahJU4BGQGk61VvdLi6BDQLinwlDeE8/JBe1xoWs05j53MOI+vwKREu5ixE925wAlJH/LosTMDorAw9pczDg9/OxZekctOoAFJVb8cqKZLTwbyEjqme6EIAy8h4dOwr6i6fA5vg80ykAFdUWqFVqVJWVY8Tig2jbuo2MqJ7pQgDKyPsfZs/AoOJkmCstfImCQaeCHjZEJ56SPPVMRrdu6UIAykzropg+2JiUjbghITxCRoEGjz87FqdLzficthyWrCoBKFkqR8PVy1fgSMrXyMtKQ7+wlris6Yj2IZ3RPjgYr/60Y5jM0B7lRgDKSHdVZSW6hocjKvpllB77FDq1CLHzi9B5m5B7IxfrP18vI6pnuhCALua92GzGvt27EZ+QwGeKG40maLQ6CLBBo9Xi74dSkLRpg4tRPdecAHQx92tXroTK2xsLFy5EVNQ4BAU5ruAz6nSIGj/exaiea04Aupj7devWoaKiAitXroSvry8mTpzoEIG9+7aspBRvzfiTi5E905wAdCHvFVVV+OrLnfjh5g1s3LCR7xQxY8YM1NTUoNZqhVqj4dG0ajUmxMS4ENlzTQlAF3I/JiEBLQvyERoSisTVq2Hw9sbAgQPRoUMH3Lx5ky/IYo2Ngq9NmuRCZM81JQBdyP0ny5bifOYF9H6qN1+8lZqayl9ZNnjwYP53t27d+MIsvVqNF6OiYPSyz5yhdm8FCECJdFRUV+P9WbNQXFbG33NsNpuxceNGWK1WjB49GunpaRg+/AW+ipA9HRkXHQ0vvfO9ciR277ZmBKDE1I5ZkADT1WuwWmsREdEfBQW3sHnzJmg0Gr6Cr6TkR3To8CjCwsL4JXjUuCj4exskRvdcMwJQYu7Xr/0Mx9LScefObYSHP44WLVqA3RGzHSLYGuiQ0BAMHmS/FLPlqLsuX8f+hQkSo3uuGQEoMffr16/n3/tu3bqN7t274dL3l3Dp6hWYS0r4974BkQMQ2tH+kkc2Ap7NzcGqD+yvsqVG3wGbxAArv0yPi4MoCGjfvj0CW7ZEaUkpfH1MvB7IgHv11Vf5yFcH4Jn8fCTOndukfj3BmUZACVmurq5BXGwsVGoVgoKC0LZtW+7Fvv99+OGH0Ol0ePPNN/kNSB2A3+fnYzEB6FRdAtCpRODbhcTFxfGCc91+OXWgsWL0/n17MWjgIGh1up8vwXl5WPX++xKie7YJASgh/ww89iqJ8opKREb0509A6vY8ZCWXUnMpTMafX9bNvwMWFGDVnDkSonu2CQEoIf98BIyNQ1FxIYIfbgeDtxeqayzoGBqKa9euoWPHjvWX37qRcdToMWjh5yshumebEIAS8s/ucmfOmo3r169jw/rPceHCBSz8aBG0Gg1E0cZvTNq0bl3/LNhgMGBeQgIuZWdLiO7ZJgSgxPyvmfwURiTsRUBAQL0Hq/+xS/DIAd0xdNxU2Gy1HMoly5bBS6dDxokTEqN7rhkBKDH3K18OxxzxFRz98+/QuevP+1fPHfIwzoqheNL3Fi7pe+K777IBUURlZSWOp6XBJPPVZxIPq9mbEYASUzh/ZEfMCZoNsA3Xr3wPoaYUYnBnwGAExCroys1Yo1+HD45Y4O/vx4vTutBOSN26WWIPnmlGAErM+80bOWgT/2/AZoUq/zIErR61gQ+zLRYhlBZA9AkCRC3032xFV6N97+uqGgsyv7VveUzt7goQgBLJMFfWwHfaRj4CCnnfA0HtIKo09p9L8iGaAiHovRB28CMYTPZJCJXVNcg6/63EHjzTjACUmHdzVQ18p27g3++EygoIZ4/D1uc5+5NflRqotbJHI/A6vAVdTD/yqDt27cQjwWyUpHYvBQhAiWxwAKesZ1dcICcHQl4exD597eDVNZUKwrEU9PS6ALUoIvXESdopwYm+BKBUACtr4Ddtg/1VFIIKQupRiM9EAFb781/e1GogPQPdfbPwr+270IreeedUXQLQqUR2A3NlNXynfwHY7K+vFdg0LFYTtDYYARmbWZkwH1gIo4Gm40uRlgCUohJballZDZ/pmwCxln8PRK0N0GoAm83xEnwhE7aUZRKjkhkB6AIDwmvrINRUABUVEG0iEBBYPyLWhREsFugzj6LyxFYXInuuKQHoQu79Yz9DicUGISMdok4L/OYpwFLjGEGlgu+ZVJSkr3UhsueaEoAu5D50Qjwua1vZa3/nz0B8vGfjEdBWC925E6g6sc6FyJ5rSgC6kPvfvrkUR8uM/C5YVZQLW4u77ISq0UB1PAW1Z2mHLCnSEoBSVPrJpnNMPLLV9t0PVIU5sAUEO3prtRCOHILaSw/Lyc9ciOy5pgSgC7nXTvwrrBr7wiOh3AzR74H6OqDA7oyLigC2PUfOD7B9RdPxpUhLAEpR6SebIe+sxP5CHaDWABmpEHr0gAiV/bcqNinBDHh7QTx7BuKpNS5E9lxTAtCF3LO1Ie1i/oL8CzfAuFOpq2Hr1hdCrRUiex7MwLRaIPxwHeKtfNhOr6VHcU70JQAlApiTk8NfpF3XzmdmodsLsyAOHGF/GsIuwXwkVNmhO/8tao8uIwAJQImE/RezS1euIPTRRxtZnMvMQvflaRCKb0HU+wEmPYTsLKCwABHhrXFo86Kmd+7mEWgEdJLg5ORkRERE3NXKWl2FtV9sxWsx9i15127YhFfWngLKy9HGZMGNI1QLdPb/hwB0olBGRgZ69erVyKrhjqi//GVZRSW/IvsYvZ3p7/G/JwAlIHDo4AFERA5AcXEx/P39oWbTrgAcPnwYkZGRDhHOn89EeHhXCVHJhClAADaBA7YXTN2GRE0I49GuBGAT0l9YWOiwTpiAdF1MAtB1zRw8kpK+Rm7uDURHR9NoKENLAlCGaOSinAIEoHJaUiQZChCAMkQjF+UUIACV05IiyVCAAJQhGrko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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="mori" center-x="23" center-y="80" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="57" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>have to do the perimeter of a triangle</l><l>3</l></block><block s="doAsk"><l>Whats the length of the first side?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of the second side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of the third side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>perimeter</l><block s="reportSum"><block var="side 1"/><block s="reportSum"><block var="side 2"/><block var="side 3"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 3"/></block><block var="side 2"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block var="side 2"/><block var="side 3"/></block><block var="side 1"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>the perimeter of this is called a triangle </l><block var="perimeter"/><l></l></list></block><l>5</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="side 1"/><block var="side 1"/></block><block s="reportProduct"><block var="side 2"/><block var="side 2"/></block></block><block s="reportProduct"><block var="side 3"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>that a right triangle</l><l>2</l></block><block s="doIf"><block s="reportEquals"><block var="side 1"/><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>that is a equlateral </l><l>2</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block s="reportEquals"><block var="side 2"/><block s="reportNot"><block var="side 3"/></block></block></block><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block s="reportEquals"><block var="side 3"/><block s="reportNot"><block var="side 2"/></block></block></block><block s="reportEquals"><block var="side 2"/><block s="reportEquals"><block var="side 3"/><block s="reportNot"><block var="side 3"/></block></block></block></block></block><script><block s="doSayFor"><l>thast a  isosceles</l><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="reportNot"><block var="side 1"/></block><block s="reportEquals"><block s="reportNot"><block var="side 2"/></block><block s="reportNot"><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>that a scalene</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>that not triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="side 3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="perimeter" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="side 2" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="side 3" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="perimeter" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="side 1" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="side 1"><l>7</l></variable><variable name="side 2"><l>6</l></variable><variable name="side 3"><l>12</l></variable><variable name="perimeter"><l>25</l></variable></variables></project><media name="lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>