<snapdata remixID="9060148"><project name="LAB 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAASJklEQVR4Xu2deVxU5f7HP2eGGZBFGEC2YQADNwxT9KcJ11Rwv4pLpaQ3La+KqZVl16XNNM1K65eV2nXJzDKXRMXdNEnREEVABVwSAUEWGdYBZoaZOfd1DosiDNKcwSPH5/wFzPP9fp/5fN6c5TnneQ5F0zQNshEFeFKAIgDypDwpyypAACQg8KoAAZBX+UlxAiBhgFcFCIC8yk+KEwAJA7wqQADkVX5SnABIGOBVAQIgr/KT4gRAwgCvChAAeZWfFCcAEgZ4VYAAyKv8pDgBkDDAqwIEQF7lJ8UJgIQBXhUgAPIqPylOAHyEDNAGAyiR6BFWfPxLEQAfsUexwQFo7+uMzOu5UFk6ot/Bo7CwtX3EvXh8yhEAefDizoH9EO/4ApSIAkUByRfS0fvIKVh7Kup6o1erIbay4qF3j7YkAfDR6l2v2vkgf3h3cGX/VqXVwWX9QUjs2rK/x02eiN4/buOxd4+mNAHw0ehstMphXwV6/sOP/fzW1Rz0OXeV/bk4KRFp675F4Hcbee5hy5YnALasvs3KftTPEz2CO7BtkzN0GBh9mv05Z9JzcP/5VLNytNZGBMDHxLlr/+wFmbMddFV6eGyrhu7uKyGgJ78Hl5DQx6SX5u8GAdD8mkJbXAypg0OjmTO3b4Noz1pUVemQkaNF0MHjkDo6ouBsDAzrPwBo4FJqMQbFJbAAXkopQmhcQgv08vFISQA0ow8FMadRduMa8g/sg6awAM+d/NNo9t8CA9C9mzPDGzKv58F/+xHEjxqITt292L1gu3VRKHpjLLJu3UXgqStm7OXjlYoA2IQfSfPm4u6BSPQ9dgo23j5/zzlmxRNmjKWJjdkbSg+uh6hmOObi2TT0CHqK3Qumi7zgY8hESaEKHfaf/3u1W1FrAqARs2jagHPjx+HZXXtb1M6848eg2/QxJFKL6vO+nGK0c3dA7u1CuCkcUVZcAd9951q0D3wmJwAaUV9bWMiemz1sU6vVGBI6FF38uyBs9ChmtRPs2L4DMadj8EdMNBSKe4PLxnKd//cU+Ogz0dgyUaVF5fCLintYN1rt5wRADtZ16eiP1OspRjPo9Xp09O2Em+l/PbTKfoUr+oT4N2inzC1Bl6MXHxrfWhsQAJtwbs03a/DD5i34aOlHCOj2NFJSUjHvrXlITr2CsJGjEXVgX7N8V3h44fadzAZtDRoVVIk/oyT2W4goEWw7h0FkaYvK74/Utb198y56xpCLkGYJLZRGBoMBvXr8Hy4mxTf6leRunsjOzTL6dZklF6n7LkAqKiqgu3EApTFfQCwSw77HZFjJAwFKDNCGBnmK4tZBH3Wr7u/MveKByfd+F4rOzPcge8BG3Fy+7BO89/67jfqsVBbCycn4uWH3fiMxZ/I4zNiSAEPMN3U5ilKiYW9nUy9nadY12Lj6QCyxRE78Mbj3HAqDuhh5X74OSYVbvbYVZWr4RBof1mmtUBIAH3Cue0APJF6uP/CbmJCAZ6d+gshlr2L9fzdgb9Qeo35Tg9+HVJULrZ0c9LElbDt2j5iTAINe3yQnqqv7cf7tDQgI7FzXLi+rECo1Db8OzvjrShb6XrjeWllrtN8EwGbYKQqZDxoSKNoUw0cZj1OxsY1GFRUWwjH8q5rPqDoAp746DRuXRhitlH3+EKx1aZCNWYukBYsgL7yMlAvp8O/lg/svQi4O7I6OmyJh+9RTzeh162hCALzPp+TkFHT17wL17ViUnFmNiqsHYWHrirbdxsPGdxDEbRzw4oxF+PXgUaPuioJmgrZzxXS/Mqxf8yXbrijlJOztjD90WpLwI+yHfgKRpR3bnrkFl5Z6B94d3VgAu/52b4987YvP0Wne/NZBVzN6+cQCSFdVoDxlH0r+XANt3hVYe/aGXcB4WLl1A0QWAN344VIkEuGm2gG+vr7NkBfYuHIxpoaPNNpWczcVYnkgpK5P17VhAFSPiMCt5e/CQiJGkMAOu/eLIXgA9eUFKLuwCaWxawGDHrZdwmDXeSTEdm7VV6AmvCTgfFIq3AMGwMvbyyhYeyL3wt/ZgA7tmx6ILss8C/vgN+vlyXwxGF67zuDCzOmoUirRd1dks2BvjY0EB2DOpkHQF2exh01r5rBpaQva0PTJv0nGURQCh76C6a/NwthxY2Bra4ukpEtYvnQZFkU8j+f6dGcfNGhqy941GYq3U+s1YSYu5UefhGtIKNS5ObByczepe60lSHAA0oYqpC+2h3fE6UbH2FrCGOawzGzM+GFzt5zIaZC/mdSguU6leqImKQkOwFpHy5MjUX5xK5wHND6e11xQWqKdoaoCYu8gUGJJS6RvVTkFC2CtC1mrn0G70MWQ2D/8oQCzOUeJmtz75h6ZD4/pJ81WrjUnEjyA1cdGPdIW28Fnxh8t7pVOlYf84x/AY8z6RmsVx/8AxzFrWrwfraXAkwFgjRva3EvI++kFyMN/aZHzQ4OmlD20QiQGnXOl/lAORaHg5HJYeQSiNOkXyN+4CMpC+PN+H/aP8EQBWCtG0YmlMBRlQNZn5sP0afbnBk0Z0K4jLOw92ZjK+C2wdGn4eJVOlQtxGxlKL+2ALOzeveJmFxJYwycSwFoPs9f2gWOf2bB06cLJVmasES4dIXH0Ba3T4PIUR7j07wmX4V80yKvOSYSVew9o8pPRpucUTnWFEPxEA1hr4K0lMnhNjjLpkFiZeRZtAidD1EYGdcZZxIePgqbIAk9NArxeOVBdovaihKJAV1WydfJOfAT3Vw4KgSFO34EAWCOfQVuOzE8V8Jp63OhtuPpKU7jz6yvwfKv6YdG8XyYgeUl0XRPfyVIoXq65g0GJUZ6bgJLTX0Di4ANp++cgG7CQk3FCCSYAPuCkNj8FBTunwG3Md0YvVPSVhcg99A4Ucy+z0TcX2SBjT/2HDboueAbtBi1nPy/4/WO4TIkSCjNm/R4EQCNyqhK3oep2HOy7T7rXghIhc/MQeC/MAiVpw57vxY91RukN6/pZaCB417eQyJipnBSKLm+H04hVZjVOKMkIgA9xUnnoP2jj5IeC6BXwnHsFVfnJqCpMg64oAw4DFiIp3BbKxHtPOsuHFMH5qaWQvTCY3YNq8lPIxUYTGhMAzbArie7mAoOWgnxIKVw7rEG5YTXcx1WvapW5eSh8Piw0QxVhpiAAmsHXvxZYInOvAwLnfIoqTQqcwidUP+bFDEi3dYfYTthPtHCRkADIRb2a2Ox1vaE8kwTXEWFwDpoLSixlP1FdO4i2gz4yQwXhpiAAcvC2IOoNSF27om2fCGjuXARVnA0L5kHXmi1r5yR4zRPWJCIOcjUaSgDkoCitU7ODypmf+8Bz4u4Hhm0o6CRSSJlH/MlmVAECoIlw6EpzkPNdMDzG/2TkuT4KIkUvE7M/OWEEQBO9vrMuGG4ja6dgNkyizr4A62dfMzH7kxNGAOTgde6WUXAJWcxMPW+Q5e5v78N1qvHpmxzKCiqUAMjRzpzvh8F1yLIGs+tyD82DR4SwFxjnKB0bTgA0g4p3NoTAbdjn9faEyvhNaMfcTyZbkwoQAM0ESOYqP3hO+KUuW0HidriMavg8oJnKCSYNAdCMVuas7QPXUd+yGRdGhEIt642vfz5uxgrCS0UANKOnN1eKsTrGB6M6ZaKvrw7Pb++HoyfJeWBTEhMAzQjg9u8/xljPPyF2DYRF++Hsg62Dxy7Bb7+fMGMVYaUiAJrTz/IzgK7hMiDDXlyBI8cOm7OSYHIRAM1k5c4du6ApvoyXwwdVZ2ReEVI7PCgS4fc4LUJCQ8xUTThpCIBm8vLNiJfYF9Os/qx6qqeqvBK2Nm3qsmflFMKz8xgzVRNOGgKgubzM2opP5s3CGwNVbEYRBVg/vx965TWoz60AXanE+N1DcejYvRXwzVW6NechAJrBvc8/W4VZDv9ButICPk66uowJt6XoodDW/V6gEsFnXgssFWeG78BXCgKgGZS/8okFfNsxYFHQG+7dF/74kAM+GFFcV0HiF4ZNV4dj1mzzrchghu7zmoIAyFH+fXujMDpEhqzDH8Jz+NLqCw9mIjqAkWPfwr61EyBy8gcltWXvF3/93T68sYDcIamVnQDIEUAmfMaUcXBxkWHZ+/WX2ug3dB5OH62BjaKQkHQDDp4haN/+b7550wx9fFxTEADN4IwhKx6jp72D/Tuq3wtSu+kNBuyMPIWM4z9i4uQILNl2Fpu2Gn/HiBm60upSEAA5WsZMYLdx7oTj3wQjOMARln3fh9jJHxDVrH5K65G9ZQZchq5GyW/D4Tyn+cv4cuxaqwgnAHK0Kee//SF7ZgIMl2bjvuuPellLCwDXf52F5mgQ4jpGY8CA/hyrCiecAMjRS0PmOUR+FIrhfcqNropfXgy0mxiHikO9EbqxL86dP8uxqnDCCYAcvKy4fgRWNi4Ifelt7J/4R/Xtt0a2yjLA6aV4VBzoiRk/OWLbaSWHqsIKJQBy8DN302BYuT2DFcfy8dnSaezwiz4/Cbr0ozAU3QDzyghKYgNNlT3s//EVKHsNUpL/gn+flzlUFVYoAZCDn/r0M6i8cx7w6VLvvu+DKVWpJ2CjGA2qbSUzCQK0TXC99wlz6EKrDyUAmmihvvwuRMW3kUW7QWGfxrylxmimegDSBpy9YoGgoL4mVhZWGAHQRD9zNw+Hy6ClGDl2PHZOS4eFoh+s+n4IMCvfP/AWdFXq77CWj0Rl1l5Q6VsRcTAEW3/abGJlYYURAE30s+zkCli6BWD0pCnYFfHA8msPTBNmL0LC49hzxJLIXhi+3huxV9JNrCysMAKgiX4ywy/MgkR7ts5DWLfKJrPodYBd2Hn2CdWy1CjMWb4OW/8oMLGysMIIgCb6SWdfRFXxbXgPmw9LCxpxb/8Fa6nx92NahR6HyLItW+3YhrkIDpsGu16vmlhdOGEEQBO9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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="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="Phineas_Flynn" center-x="90" center-y="132" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="323" y="100"><block s="receiveGo"></block><block s="doAsk"><l>Tell me a length of your first side of the triangle.</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Tell me a length of the second side of the triangle.</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Tell me the a  of the last side of a triangle.</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Triangle length</l><block s="reportSum"><block var="a"/><block s="reportSum"><block var="b"/><block var="c"/></block></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="b"/><block var="c"/></block><block var="a"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="c"/></block><block var="b"/></block></block></block><script><block s="doSayFor"><l>The perimeter of the Triangle is</l><l>2</l></block><block s="doSayFor"><block var="Triangle length"/><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="a"/><block var="a"/></block><block s="reportProduct"><block var="b"/><block var="b"/></block></block><block s="reportProduct"><block var="c"/><block var="c"/></block></block><script><block s="doSayFor"><l>Your triangle is a right triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportAnd"><block s="reportEquals"><block var="b"/><block var="c"/></block><block s="reportEquals"><block var="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>Your triangle is a right triangle </l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="c"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>Your triangle is a isosceles triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>Your triangle is a scalence tringle</l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>The lengths you said do not make a triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="a"><l>2</l></variable><variable name="b"><l>3</l></variable><variable name="c"><l>2</l></variable><variable name="Triangle length"><l>7</l></variable></variables></project><media name="LAB 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>