<snapdata remixID="13520772"><project name="Perimeter" app="Snap! 9.0, https://snap.berkeley.edu" 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WJ1JIocsjgQn/mAAj7sYfyDA3n37qVEjE5vTgTPJRbUqmTSsdc6piC+3Z8oFgKK1y5d8xK5ly4kYjLTe78d+pJD9NZK5av7rVE1M5IELLqaB14DHYSbV7sBeMxOP4iPp+0NEIhol1VJZ6grQolsX2lxecQmV5TYyv6k4qAQ4cvgg+bkFOO1OCgoLOLh/P2YiVEpwoPnchCNhgmYTeqMZu92JLxDA7S6mpKAQX9DD0X07cOmhRIX2fW4kLb0KzRo1j1YXTiin3AAoDsu89czT2A4XcllOhGChm6+VXObpilmxawdXZNbhyioN2KwUcGF6FmZ3gO+9uVxvycIe1rMzWc/yqgaGTogu3T+mo3ES4fnFuZQWeuSGTByFCIc19u7ZjbfYjctgIm/LLizocDSojjU9GbvNiqfUQ0F+HgbCfLtmBbawW6ZBdqVX5x89+qE3mflHs0ti2uVyA6Do1c416zC88gGpHo2gOUSgyMMH3gNsdGdzrjmRbh3a8dm6b6ntSsZeJYGkfaU4/CHqJVVlv1nBcmcvqrc+PpoSU43FSPjRnIMEfSpFhUUYjEbUkEJBXh5rVq7CETFyYOVmXBYrybXSqdLyHHlOpqSoCK/Xg0kfYdumr3DpfEQiYRLT0vGoKiSmMWL0syQnxs4fWK4AFGN16JYH0BX5iNh18o2c7s7BVFJARliHv2YytR0pZNXNYtemH6juVjk/uRphs4n9+Ggy6xmMZ7Hb5WesB9UAhcV5oOooKizGarHgD/rkTnjhvPnYNANqQR5aoISMKmm40hKxGsHr8eDzeQhrQVSlWFq/gKqihBQ0dPgtNsZO+DfVq9SI0WtVTm6YX/emcM4CtA++pMAY4VBYY1tQI6s4n6KwF48hQp4NqqWm4jzso33tujhKI2zTe7Bc0JDzR1X8g9XRGLnDuYfYs3MHAb+f/Vu+Qz1YRtjQpVRh/6EjWJRCTKi4bFYZgSpLLh+R/0JhDTUUJqiq0uMgDq3rTAYwGgnbnAwa9RyNG/w+Ba68+1fuFjCwYxehh6eTG/DzoymE3ZVIdY/GHpufHYE83Kb6WEM5tAqGqeFMZq+3EG9pKbU6XUa9u28p7/7/LerPL8xj3doVGHQRDn23gZId62RMV9VU1HAYjQhen5+QAJkvKCAmD+3r9HoJQMG7DEXC8ntEr0NvMEjvQtOLL2fwXU9gt9ljpodyB2BE0/DdNoGCYBHrPUV8oxjonpFBk9IgG8M+DmYkUC+kouQU8D0eEiI6Gvgs1O/emaRhx8aRY6alCiBYsGDEum/39o0sfmYsRqOBgBLAEwgQlOk4IKITgQ+dZEXnFbhlqM5ksUjHc0SvJ6zXEdFFMDudOJIr0bn7DXTpGlsdlzsAxdiVPjQF3e6DfOfNZXkwSFeDnVSHibkUcG6lquQVBikscZNg9JDqN9HSUAmuvYxKA6+uAENfsZog2DBP3dSJiBLCE/DjUxUZUxfhNuGGCYUjP136YyCkhSUoIwYTpaEwKdWrYrRYuWXQSFo1rxi3jUYFgN4Z8wh8+z3fHi3gsOLlUocVR0DPawk5qCUafjWJ88Iq1fTg8odonFAVd/fWpA+IA/C38BeW8P2pT7D2k/l4xcyhaYQ0jXAkJJnS4l8YPRgchHUmLA4XmEwEtBDOpAT0Rj3d/+96ruhcMXQbFQAWvrWIyNcbcCsqy3KLaGvWYdUZKLWYCFR2kXCkBEsEVmbvo1OlOoQjegKDu5Fx2dnL+zuZ3c3JO8qbU18i92g2IlFTSFEwGoxYrQ4sFjuulGSS0jPK6PkF+XgDpQSUIGFdGIPRQPMWrbmx980VwrRHBYDF8xZzZMFyEr1hShQ/HmOAKhErNk2HdvG5eHf/SP7RfNRSLy1Sa7HPnUPqmFtIubhVhVBSRWqEYJC/+/YcCrLzcDkTCKkhQiENESkRPEkRZktKTcZoMlDsdrN3zy7pO7TZrZR43eiMOpyJiYwdMQ67zRHzrkUFgJ75S9k/ZwEllgiV9WY2qYU09Vmx6k0omZXQF/vZfGQ/mfYksiwJZPtKSLjpKjKuvDzmCqpoDcgryGXp4k/xuD047E55QxU6vVz/WW1WSTQQP+sMevLyclCVIPn54pLvCCXeEsI6TVLaBt98O3Vq1o1596ICwMC8pfg++AK3z0uqy0mB10eiCqURhTyrnaKgh/RQiExrEvk+N8GAj6yruuIa1ivmCqpoDcjOy+azT5YQCoYwGS0oqiqZzoJ6ZbfbCASDmC1m/AGfwCU2uw1NC5GXl8vefbvR6SPYXQ6G3HQ71aqUbxKBU9FdVAAYnLWA7AVLcYZ02I1mLDqzPIykaAphIgQjIZwmK0bNwNriPdQ1J2GpWpmEmY+cSh/Oqmf27t/D6hWrCCma9LsI4On0urKNSDgsrVtIUwkEA5J+bzIZMJtM6A06jmYfkRGUevXqMbDPLRUiXUdUAFgy632My7bgdufLGGQlvRkLBgwRI4GIQigSEicbCGjiZwiY9Gy2BLhm7syzClyn0tmc/GyWLf0SNagiSNBiqhVrwPBPO2BBhZOsGKUMgEowWLYv1oPZapJATUxOYHD/oRXibE1UABhWFLbOfIfQp2uoquowaRGMYR0hwvjUIPoI2I0mFD3ML9jDu8VHyKxWmRlfLD2VMTmrnsnOPcpnSz5Hnn1FJ8EnfH3CE60Kf6AaQlECkoRqtlnkVOz3ewkEggjvjECt7j8veI//60EzQd+PcYkKAEUfv165gpGjRtLEF6GpJZmaBicZJithvZ7D3mJWenL4NlTKj8FS3OEIbavU4K3VK2Osnoonft+Bvaz8ahXhkLjgWy/jvsL6lVk+ES1RpVsmFA5hsZnlqTgRHTGaRC6KCFokRG5eLuc0qMeVnWLvC4waAJd/tZy77xtJcZFbHkQSoaNwBJx2G6UeD+I2dPFS69BJRVWzufji08UkZmZWPBTEsEU/7P6BNavWSgsoSAZ6vQ5NC8svEWYTgBTREpEoQAuHcLhc2J12udY2Go0Egn58vlIsViNDB9we83Vg1AC4ZOmn3Hf/WPILiwgFFUmoFJwNvU4n31gxjYg32GgyYTKaZYqJd559gdZXnL3HME+E8207t7Fu9TqI6FFVreyAkT8gHcyCti+mYPEK+3xembBSFJvDhsPplCE7gwFUTUELBxncbygWyxl4KOlEivtkyWJGPzAWr9cvjxMK94Fgb2ghVdo9s8UiGRyaFpHuA7PJyBM9B9LnsQdiaG8qnuj1G9ezVebP0cspWIDPZDKiKiEZ+RAkBTH9is1GMBAgpKjS+gn9OsSJOKtJhu20sMLAXjfhiLEzOmoWcM67c3hswkQ8Xh9Bv09OvwaDTt5DLNbQ4l0V2ZtMRhPiOobMqhm0Cdl4etUXFQ8FMWzRxu83sGXzdkwGsyQdqKGQPPsrvkIhwfeTfmlp2cLhiDyMZNDrMAi9WkUWfRVF9SNIrv2v6YfDHttoSNQA+MH8Dxk5dox8Y8VaRISQhPKEi8CoN8odml5nkGAUJagEaVu9Fu+u+jqGw13xRAu9vDJjKkoghNlkLSOfiuWLyLWo00l3i8Vipai4SE7JYlmjCCJqJIxfCcjNii/gRdUpPHrPA9SuXiumnYwaAOctXMA9o0eV8dbCAmABOQWLaVe8yfL/I2GMBoNcXKMLc2nt+ry7LG4Bf4uQByc9waw5b2P+acYQ62npePb7pcXrfW0PkiulMPnVqRh0eixWK06HHafLicliQiNEqeLjlQnPcHnrS88eAI4YPYqAWJeEQnIdqCmq9OSXITAiqeLmn07qC9buDb16Myl+Ku44gCz6YglD7h2JSW/EbDTIA+iBgB9vwC+zxw4eOIBRw+7koq4dyM3Jx2w04xRngZ1ODEa99L96gl6eHDuO6zr9N21KLJAYNQu48KNF3DVqlLR64gowsTAWXvqAxyOnDrGb08KCLiRy2YkDhjr69urN009MjIVeKrRM8QL/48ouZB/NwWIyYdTrZU5Anz+AN+hn7IgRjLrtDibPmsqY8eMxG0w47HZcLhdGAcBImIAaYMTgoQzpNTCmfY0aAMUUfNfIe+V6RLheBIvD7/cRCQm3AfKQjFSmxSbTR4RCCjf07sMzE5+KqYIqqvAxEx9m9jvvYzNb5CYjpIXk7FIS8DLpoUe5tdeNHM3Npmnndii+oASg027HJOj5hPGrAfpd15txw+6JaRejBsCly5Zy022DpZ9KMHfDYjHs9xLWxBGasrMMJotVKtJqFb4pPTf27c1Tj8ct4IkQsvDzTxh0z71YTQaMIvezTifTdYi13ZyXptK1bVk2if73DGHeR4tx2OwkuRLkFCwc1sFQkL49rmfc7feeHQAUa76mF7WiID8fvdgFaxpKwI/f55dhIukmMJmkR8Fitkigjhk9mruG3R5TBVVU4QVFhVzUrT1qMCSnYLEO9AWFBSxl7rRZtG9Tlnpt7uIFDLj7DuxmC8nOBMkZDAsAqgGu6NiJSaMfjWkXo2YBRS/ve2Asr8+aSYSy8FFIhIzETlhsQIxG9CYDkXAEq82O9p+rG15+/gWu69EjpgqqyML7DL+JFSvXYDGa5YvrU8qm4NnPv8iVHbrJpnt9Xv7ZozNHDueQkpiEReyCI5o8J9ylQweeeyC2V11EFYBLPlvCjQMHyulWnFGIhMP4vX7JZ7OYzehMRjklSwBqGtNffYUru1W8zO4VBZQvvD6FJyc/j8Vk/skC+mU+xalPPsv1V/z3xX3w2Qm8NGM6KQlJWK3mMrqWqtK1Q0eeG/d4TLsTVQCKqEfNhvUJi+lXCZa5Y/wBOSWLaUQvFsjhMDabQ8aKZ017ja6d4rHg30PIl6u+oveQWzDrzdK5r4SCknX+6sSn6fV/1/zysWWrl9Pj5htJdiXjEDkF9ToUVaHjZe15ftxZZAGFRlr/62L2/vgjAZ9XRkJEskWjuezaAOETFOwOq7iNPRxh7YoV1K5VO6ZvaEUWvmXnVjr1ugZ9RC9DmCJTgjfo5dlHxtOvR59fmu7xemjU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select="1"><scene name="Perimeter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="116" y="-3" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_anna01"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-150" y="4.5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="18"><costumes><list id="19"><item><ref mediaID="Sprite(2)_cst_anna b"></ref></item></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables><variable name="Side 1"><l>7</l></variable><variable name="Side 2"><l>4</l></variable><variable name="Side 3"><l>2</l></variable></variables><scripts><script x="563" y="381"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="79" y="40.333333333333314"><block s="receiveGo"></block><block s="doAsk"><l>How long is the sides of the triangle</l></block><block s="doSetVar"><l>Side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the second side</l></block><block s="doSetVar"><l>Side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the last side</l></block><block s="doSetVar"><l>Side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Side 1"/><block var="Side 3"/></list></block><block s="reportVariadicEquals"><list><block var="Side 2"/><block var="Side 3"/></list></block><block s="reportVariadicEquals"><list><block var="Side 2"/><block var="Side 3"/></list></block><block s="reportVariadicEquals"><list><block var="Side 1"/><block var="Side 2"/></list></block></list></block><script><block s="doSayFor"><l>That is an isosceles triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>That is an Scalene triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Side 1"/><block var="Side 2"/><block var="Side 3"/></list></block><script><block s="doSayFor"><l>That is an equilaterel triangle</l><l>2</l></block></script><list></list></block><block s="doSayFor"><l>The perimeter of all the sides is </l><l>2</l></block><block s="doSayFor"><block s="reportVariadicSum"><list><block var="Side 3"/><block var="Side 2"/><block var="Side 1"/></list></block><l>2</l></block></script></scripts></sprite><watcher scope="Sprite(2)" var="Side 1" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Sprite(2)" var="Side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher scope="Sprite(2)" var="Side 3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables></variables></scene></scenes></project><media name="Perimeter" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="anna01" center-x="43" center-y="119.5" image="data:image/png;base64,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" 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" 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