<snapdata remixID="8824392"><project name="2.5 project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="professor-oak" center-x="100" center-y="175.5" 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9SQBBPMYuuABwkefHBMgFdg3bL6Su4L2165cq2cNsbZkNsKRyDMlk0N21mUMSyxPbGAybBVCYcocpJ+JYcHuy2KYbA4P0GmD7CkFRq1xCTREbkNRdkvoYQ1bJSrl6vx4gY0Fr+NOZe4UoNY5x4bHqxRKmoyAiVDLzGI38P6V6jn5PrGODysSRbn216QrD4rxz1J6i5dYzuOCDbQejjBEq12MnblQLdQvZkLrPIgDSErt3ObqM4GDXPoh/xnETBCFbhZ1/GgD0qVHLRry4ekfelIyepDSP3CyRDhIsNIOELMtYugwShWoHPFTfsENEKCch2yvGVK0A0W0RhrxzgAQLDOqUjmTT7q8XOJUARa9Ay0sykSACkJgZsM9pbiRBXDYIPGAw0s0DrwU3J6QeSqHSu/0yDYUwOoAGRry/wokAfJRcMNxbsqOGiLozEDh3644bw/RvtqE+cqf4o6Z0EgaAM4JuqV4ADDxZDfGyypIWvx4gFDUnxu4IgqHEJyK9pL+PhRbGSifzSC0WNqlYiQCZShT2nmEx2xFwGNJI8rIPGOIAxVUXlaMYiF5uZKhHSBCSmARMAZLLUI9w9cpSlyj88LKakwXCp5nvARuJXL2jVJhG0MXNy8wGBtHU3QuJQ2BuIPmgkoE236q/X6iLQb7M4jb29QCRxjoobiB72M+9U502hnnxcWou1bfSZXuoz8hEioBNChshsZzobHoa1QKwd2jRozoFadbdoQa55xPL4IF3hAQxziE+QIfOvehAtbxYRk8WWwxkqMOV7WTu6rfzGvHz9+wgUMAb05STnpKk8E1c93giQXR+iOmtsukmA5Cg+v7X8b11C20uUr6etPj1AME0UnzBkCDiyhXzQCQI5ahfmL0rEXJaBkPSDntY4DWifS6yIiOpSejroaPjlAk4FIFjw5uj3LzoJhJnWIcc2Qe4qAYw2SpjgbkYfXxS9UXTZ+i9XETEKGEyBRFxsgzmLeeEQEXkNhJ89jSqPvVk6b/BEB96S+oK/EP7OUTrMUZl8tMrQDRAEKEeqr1TAWodPwAJ0QAP4iLkeXIY2ZybwEG7SeX4RSHOf+SOtSNV3VnU+qXUTwvVS4zw6Y2J4g7pQ2VJWfqQeqXmBr/rlYgXRQxgeLzYUKe8fPPkkNFu/t0CEZb3A/EKnePB9HQ/5WTu5p2+9eDuFecJngfKiaaglPBkVYAMO+W0Bi92YQmwJReudqw+LjwdV8kd55Kr0nE+30eqfUjyFFPce0TUsSNfcC1LD2qXEFnEgDx6UKkGFzOn7E4pJ9bHJUiSmauXXLqgp0N95TJMU9LiGMSX/imyAYHxwAqjdgujX0urDXU9fiXSbytA9HxLF1wJGFKQDUWuiayYWbzaWEtrS/7YmJMKJyiIgNgIYgyUQQhw6GQqUsVQezhCgpHqNlBOcC92QogTg6Dto5zwxaNBTOcZJxt2yoSTpa0Oou6Tm9pUszgBilJpYYSjiDioQNTQCOWYRlqQ8LcGT5bOa+9/16ffVoCYixgU7xZ91G9Fq5ow4xRG/Xqg0etSqRxW56BOUYkfqQapg4MkSZAynOjFmVJOwCvr1LPVnKzFHFs/CnWpBiJrwrnVk9IGL9PodkbMRUrBCp7EKKfcDirUrbMIB/COHC48ffBkkYRlVu/aypIVILbGILto0zAbVrcuiNyEnadJdmC5HPaxeAOAQYtDKxvwvsGbpTKrmcBhQbQVYjWD9v9gB8K4aq0A6LLkANWdWAPwyhGrAJQT5PrPaf8Yp/ZXe6LEWJcKl0YBP/Yookr/tOr+wMkiGwd2JGg/qDWQX+G+AmRh5VNcI6MKu3lLuIbhLo1JpooFIfRxcUkTQKgtG3u7AA4oVbltD6aGOitnbKjbxkaM8cGxD7M6JRegYNvJ9vJRjInqCY8UeFKptIfPzP1nMMEg14cGEv3rAre8tm8wFivmsAJkY4BI4YWSAJHca1L9X4ibPNST7I514MD9xoj6SDkhgITw4fJewbYgAuR0B2eJKsUnpo6LnwtY1SxF5JGcpjwtATtKG3Z7Exw6TsuSAhH4/VpPVgXIEkCQI2LoybE7vH0eJpMzE0dzubFKCKXc25YgTI9Hf3Q0EI01yd1PHDxZKERBgRdIgKsCm9lZ5WQmSKa/wB3+rHiQtIPAG9h/E4Ln4FqnjlzgWk2BBKkicOAncrUZbu3NxedKcLIqQBZWJtispQxr5H6AM7UGGPKqE4BIU8+CnaRGyon2ZGGBm1VO7BTbBT8ZyI4UV7HGeZAiuj6y+WciSaK6jI4LcVQcbetGkLDqivQAlCrF1WZFxjE/H5VpKLsz2pc3fdEKEA9AiAZ/B0Dy26+lSIWUcwUgTCORLMJ8Q3Qm8dDwVHqZQPb9ov6WUeXEuoBgJOm5FvUERjoKYNi1w2Bv0IbRzBkH0pee8v51hiazlUeAkOoqrOhZA1ZtpBNw4IXLbwFRAeJZmaxqdOr5b113qZSFH3MuF2bQ+XnE1H0oBf5XQQlCpXgon31w0FLAcEY50WAwoUn5JyZREbs/5arMXdw+7x6rYA91o5pX2tXsBAjMfaaWcN6ISA6msFBAFbXNVqTfVoAEjHRbtMcs4i3PsduwcT76elKe+c7UDZh6OEr7Nq5fRTn1kl2oVRaoUJxDwvQc6ug7qWjFcKZW2pYdIVJE2lBM1SzcU1eBR41gC2BgXFO67mBz6ILY2rQnHoFOV1hTI6sCZGE1Q9VuLz+aeuHvk04eFaJ3tKrVDF/4/M1cKDxGSvOYv5ffkYFNRZg9L2QEB+VeSI7qL6gEWU694h2bA6ZUMdIs4iA56oYaBZcyzpX3xp8orRhfrw2PJ2IfHilCAcLmNgQB5eslcMgScw4QtkHQ934cr1EB02Vhob6tbGJaARLY7olp+5/ka88XoiwIGIKglFOcOFA50XzkUMsKMQBKctIVRajV2EhzsZvnYN0CgrYLtYT0kjRkpAKz6oZCEqB6SERdPwWpxFigVI5oVKEkkDdUZoRSCJXNEY9AagFuYUsI9vxxkNEVi7reAU0pKmHSWvi/qalwgSLWFSCRKwrERTBdmYbilyaRtwueBkMVsIRxaxrlYF1Rrnx3U92KCHHoBUA5GQ11KWPqMNQ1SOyyqxz0e1D5UhjiiKO4PII+OwTfj/GGoe4q6UpSG1gYDv4HbVEEjvSaxK4xqQAJrRRzCoiGApUAExDHq5JOuaJvULtmqcihKRHeyAXR7qdRc+qN3qID1rp4R+izqcqJYajTW/+H5Kl5xJDokDMbg3s86ugEG/0OCTI0N7X+5vv9oILdW3WbpJtIHCSfRVABEloVkX+nyoqk/oTzPuCO5DID0u+CW6TRfkccJRivbrCZahW5c0mlKlOUOfSpCA4iAMmGOnOyyLbQgUjzLeRbyFg3bChST9EpGN/vkQTCNLDVKKK3U+LXPEVAEtooC1SXgA19T+7fqwTJHDmOkyQ0+TT4U/RIWkh+KTQBB1QqJGqh7tVOh50bQrR3iqZrr9SkSwe/FHu05gE9eLe45lYZZwKpV4U9d75hrQBZseDE2xPLsxoj4AHJo/tcEM9K6+F7SQ4ZDnjwrpcf8mQ15NFqR3aUyewdGFNsAwDyVJHF2PmHSjCRaunSlPgqW66YxsVLK0AyR3aIFTQ3ddVVTEpQ4zljECVP+cWGSHJGI5zMTxsuE+o7tCoq/8NvNKiM7MblzEVu3KP/7YhbrH0XuR5SG63xUnue5D6/AiRj5MSApd0VtgVRMbg+1epuU6+OisPhxijlg7JDRJenItrlmlPGfDa8SKCYwC0khU0EBPTdSHtFgpZFkIT6yUUTllOMTU6Z731G7tpTPVCCiZLE9rHD8E4VIDErRZ9DxeFowSj1RPVBzQG6UtQZdWdRaZ0rGz71efG3f1LBBaj6iEoj8QmeISpMrfuOgL2KxREq3xP/zO3OROR9ydMXAw777RCSaQvENlK+ugIkcrRkt6Qg2Nhxj8BAADEyD4mKrRvwiC7uSsiT8j1UpgeRYWKt6nZiRu8PafFGO7PW8Sl6vZLaHvnpyaex9+q6WPbIDnxOH2JzECTno6wLN+bDKkACo2SX5KTqhrqCn1wKG2TqpmR1AG5Ks8r7WKmKVRYczBdi3Z3zRcboF6kxJLBQRFvr92b6qi6qsJc+HrOgcM5YjM/nvh5jO7H3pAJ+O7m4zXeqAPHM0KPl+lDSig07POVJoCOUlVswBwhYpcilW3dQ7w/U20VClDYCABYpMI1avWiZAIoK1eA9iFSBtF2KES1Lj/mYUWGKndy69tMrQIwRocQc+OpR2VBPCJH2iBjHBL4/Kj4wHUYXQAgcduwjAS9snHbszRraQXOvQqaAPOmdcECCSJV6/HuvGIHrc7iEDwCSKz3m6hVScEvS+ROmoRrppOb8os0ML2j4/EW3l4oeWIzUs4OitnOKR9vDSHcHwcK6Nr3BZM7Ec0N5ES3XIuT2C9z1CmdL/3Mumzp6dfDOMOSJTfwGqQJSI3fUcnuwcqTH3oZ5VbG07i+7kk81ASiw+KDC9JAklu3ht0Gme9R8Ucx3SbnCTMmFKoXFZsYfsOix+KnQv5Yi9I4Oyjv1/NB1gpmSvj5nPbT7cgctnRtunZzquaJ3bztynb/r+CoVi3ObeaeXppW+gZcqg2hnsCQ9SKUhIt4yeTG0c9q56kMJHIfEopKiGiDyLSFqtyRAUQeqDfV5n/0R+n57Hsiz5+jDsjdQvgIgUj4TcYVYQ1akB+3WqLbosD1YOeoJIPH1s0zaon+60U9diIG+sxAroT6CoOIjeh3h5ZFNYisVDCRHykG3goSp0uNdXquvMdKFTAidfWwrFrf/jH0LWXqAieqtiuGIg8Q9ZQEcIOPpUjZL9yKWrAYF8aYScyAmKhgWdYHMRCnw4MpBj5UiAEdIIq4d49jrP06ClPDmkJpALl5EtK+sA1ueK3uAna7e2FkYDBCofpxhZ7uSXbeCI/n6yymrKVLEvpeoX9K2ba0XDNej7Bu1vjaOGIAQRnXZn9Th2+L8jwGIyawFxUHacaUOmuQ9iO3x9BjmrvvSjr6CsToUTaObhxOibFtE1MI1EXZzg1njBQNIuGX11JsVAgmyJSft58itbSdppc5q/vmnB4iwakuR+WSRifHrinssDTd2TrtaYMz0UD8StHWLBIfcs1UP1f4+OYBJOzYWWBkyn0TEiRN2uSYzaCmGZLl7x7YNnB7Ller5mBazYG8dBUsNV3bOe8SMv++c0wJEbAzZ5TCYJSgX0ohTPFfUiGZBvZKqJDLAZLTDw2R2oQrMEHGXkHxFUZaw5ODb8a5qShHT87ZmUbiuFclCNXIjbRVTikA6UqVE3BwNc3Q9qxTXszgY9gwanhIgshC4INiN6CBYYDFenMXdf2Cg8q4FLxKy5KgOGleSMQiCHNUWHhUZ1egxqMvUQJKgOWWI8k2SKmiU88KaprlKQjb/jbrravf1WhsiNEb4e8xYD9KdKiSinzvspdgNwP0WwmwovQF8lASxPTYDOS7Czbk0sEMbZ90SmUpf6vpQruuwMJm8iFYtQjxEkTV0cuX4SOuoPWveC+CwjXIGg95tjTq4rG4QDOgWJN10dF3sjjXGeuyiE++XCySmGzlF2qQ8GzGjNXZW7LNw3ukkCFX4A0HPEPPihVkjeonOrikcKQNIAHF4ucjDJB30jOYv5r2ptA1FxUdVSf5OTF5dZHQJpK53NYGe8i2x53JCFLuY7XlAzGhsAhp7x/jzMNdotb1SEEU/8FQAkR1b1An5yhIAyVlU8j4+Txe1gcH/a+DdmlY4p9zqtldguEt+iSv2QUADwBJqYAHsW6tZAAe7c9Vgk+SMYfRK1SdirjlhbJ2qFvvcUwHEJT3woTRRGV4WGSSJtKfWcJWAoo+jNVGlJGeE+Ya6n57ubb7UPgAIsyRmaHJLqZy+59heJQ5QSr/5Mh4037PJ8N+R1n8qgPh2KKY35Bdwzt35kAFImXMRsRJuKsYlOmGsUsXAiF2QpEsiQMhKIYdDehPPEPjk3mJ/sM0BUvWGkVwAACAASURBVOSTqqBILdxpwDZNAi69A6tY25Mu5R1OA5AlH/+axbDGqOVFgELNcWxTccnG0EhkguBFQ6HZ1DKjPF7M1Sp9wO4yC0jIs0w+2DAnKMlNfVbKSBakJsBNnBsITh2L0wAE3Z7Y+HPkY0Dnztwtc6UHBppyyMkdHAeQ1Mkh9ZGKYcfHHuQZpVzfrne2c1BEqnB33L+hdYKZTlAKqGaSWM54pl5zCoCEJpv10mvyrjJkCWaW00mVIKmTQxIAqtmCq3npnlsZ6w/EMxySSYADtVMo9ZxhyFmZJQ4CCBKydqoyeQqAhNSFXCN9LXcJbYhRYrzd0OeYa4NgMXJdq66YeiML3CVBSIpo1Ys3DkTOOVUZFV9SHSA+MA01txK8emuAeQqAhKjcOQChdNoLWqzl68Zkv2AxbKliUbAxzwEhhnIp/T8EEBSR+NO2hth2uKb089nVu51aawLqFAD5+e+q/hYWcg5AqDriysmTBRjjjcrdxYiMmFFqc1D/EnNEYt4zJEFi7pF7TpUg1sjF7II5ABHDMid6Lq8o6kNM7kbugiAjPTFFNmbMct9Hxs2WCsSPu7eDBFlz/9C1e/KxDi9BYgxNdinm5YDkSBIGJPhS18ViDqGJjvl7KkBE7duyjq9LgphZmDHfteYcKmtayG0ceo8TACScSromDoIBEm/WJFHHM3LUIlmrZmhNAA9Tu6UNkiBB1sR0QgvF/LtPxfq5/Ki/lU0zY94DHrLSjUt9zz00QHzuXRjYZqBoLUBM49Nnl7AKgYJoY+n9PW0QJrv7k5akdnApd+rSQvXbINeJ02PIIUnkkoVAApc+5mEPxuKhAeLTpW21C7t6bqDQnozBM2X04xAJ8+ymvQGZw/VQbWQkPTTxrr+DMk/VHnVSFX6aFBJWbVqm1e/k+vQCxMj8k5wdAFYqr5TyPNH3kkq9PWHx0ADx2R82i7SUBDEXKNQF7FIwRvsXKifOe3OISrO1F8t8Nm0a4HLdUajhqlBJPtWIzwFqSMViaQ9KCY8Tgoncy4PrGwtQ1j6bVWIUwasAmeQimwNrD/gWAMHzEEikxpkeF7OwgDf1YlmdZmUcJFuP2p0VilLHLl6fkQ7CqLjjTc8ioukMnvyYk/luuV7L2O8zzzuuBOl7RYEnBw3Etk22AAhVcg8sPjLSUbgtgpWbMzm4hsoJLVBhxAu3pxTxq1gmmxcp0Neh8ajvmpxx2ZOPdViAhHz55oCXtEGSPFq6HfSWAKHC2AGu2EAtzyiSl7NAY4x0cxMLzWXqOzAf6xldPCL1/qeQINCvqamMR32YJ+2sz30QtWVpx57o4iBIoj/hxm7eWNVkmoORR0+JWUwxEoRtBdhLoFuO/dZj7h86p7RNs/S8w0oQIhKirZmHc2OqVSVULFJVSN+Pb5RJrtXIKoihSff93SwvGnsPoZnQBpOZBuB7li8gWFpKLH1rBYg2kJd2cnhJlE6zXQMQcUeG7A3XhJGXLaKGbuzCdp2XAxC5jyzanIzEpXf2G+lum3HN97uuDaU/lHzeISVIzG5EPKgXfOxI9cxLL02xN94FECgoa2kV7C4vFyeJiYOUXKT2vUiC3FE9pYxX7HQqlq84g/kh5i6SAxDx26dWRJ/YIAeXIPKulLOPcGahJCM75VaesyY7MxVQJb1ipwMI3LsoAh3KO5ZByvFi5YDKHshdVCzqub4uG6/kYlpSb0o+JwSYvaqbHFLFit2JZEJyFjsVfDPoJKEJeZeKtcYGwTuX1tcXAWIVc8gZ09hrvhYg4hqMyfQbJEhGraRQGm/MRO0hQaSLVMz7OI38whXflwASu7Hlfot53dcCJGXhyiAJGS6FvBbjCAhN5D4AWdfOIEe6hlysvkLhewIEfexR/qcUAdL3zYdTsdjjEhfkEk6OlMFMAUiJBB/YSrAO4lsWhCA3//taCeJTJfH9GC/zJ54eGsPDqFi/KHua3rMkdQYOCZDYyLH0BMdHAyyhybUHxywykDpwOB/FJNJ6eqQ/ZQ1AyI2Ngg8XtJDjEqbclIagQC8jTWrGN0Nhan+PwCUX664SZCe6yaEAkmNQCvUdFdBTAZIirXxG+pZUdwK+0agzFV7cs/zqZSP47rek5h7FBtkrmn4ogHDwb1pSP7QoeDJR2CCdiyXX5rYso3JEGyZLEUAuvUKiVs5h1spNud4MwtrX+Ww3lD9CKmwsjy3lfVznfiVAcopQD0lLGZwjoZnkTiq3iN62PhNsHMkoTFlUXHHlmXUt1Qy7uwvOYY6ggtlqMDL8YDjj96mSPOW7SC2kOuBlk7BOYaTneFzWFipYEw+h990wFwSTlmuD8FiGg62+3dnnqfKpX3geNpwlgmkqEMzzGRST3xTNUjw8QHLsD1JB2pZo1blSIMWtbA8i0nKfG6tY3SXdzZs7lvJ9yxLEXTWe2NAw/dv0SvQh4MzBwVdQzV+o2Bvmph/GBsmxPzBIQjjMBchSv73QxB1Vgqy1rZZiRCaLWsZnqF5yaYY89NDYhf4uatRSJykAJMd7GXq2+ffDACQ3zxi7HedCx+dxzCRBoLSpVw3ZuPUBq1jpEiRHVTW/ke0Xd8Fp1zxJNXfe1fOLZUPypbRW+yqArCG6rfW/c3Fsbikde5CBj0IEm6tYaU1w1qpXIpV9C53ZC9NWEwJIaqCTWMk9FRTm/HwNQNZO6lqA5Ngh8s5HM9JzvmVm/i70nXf1BpHNLXYefTZF7OY02Eqv7duxHULFgh2wVDUwNHBrAZLTR2PIJzmYBPHlaoTGcOIfWkhIcpEEufsXG+8+9/DoAEh5k+Vz++5BToEt3cqHAMga9QpDuFbnxj04ByU+2HhECVKCgImxWJIELoD4YiNu260gQL5CgqAl8sqiYiUAgnuk5G7LYjySirWWOjPu8qiSiLpW8wi+b6xjpXgp9YqA/A0AWaI1xO41JQCS6u7dDSAo1BzZTamEeiUSxJfz7QMh/z6c914eINt2vH27ilVi1ysBEFLVEjLidgPIJc6LVUq9CqpYnt4cHI/qFjuB8b1jt73weSRB8H/37YpYHwIgsfR235AVA0gCPUNqT21NVoylmpTYaGJULLAHqF6xQ/3CmIQSmEoBBMFzcL8aCqTHu+fDsJue8VaAiCfIVTk95UPW8I7M5/Ci5+6soeNoEmSto8P2Yi3ZIOStikxqm943NKopf+e2EN3GLR/eCpC1REMZTrMvd8oQ2+emZBkeCSAl1auQimXWAcC5KZXlS0kPfm5LfVG2VK/wnLcCBJ6PmLZnoUVfUr2ILTm0F0BiEqZKbRAxKpYpqVKCkiXBwf1a0vKGQmvI9/e3AWRtLob5QSUBEjvpj/5B4v0Ibt6S6lWMF8u0P2I4dCXBQXkgd3SYio9Z5YLjrRKklHqFjygJkCWqt22vgHe0ZesD0vUDKbeSl5+i6oQWzGKg0OHFCo1/SYAAHCiIvLXtIWP0NgkS6zcPTWZpgMj9Qp61o6hYMTt4zBhOz+nVDzGc3W3nXGBcAkkpgEC1WsMWTh+HN9ogsZHXmI8K7WAx9zDPiUn95QJ3reo2dDHGSJDS6lWske4aU988lAII2riVbucQWhtvkSClvS6lAbKUDyEDihxs1fVvVbFKsBBcC2SptA8k1pI6Z2sGpcBBwEUJo5V1ikOAsP/+FoCQIfxaX9ZfPqY0QGJo2wKirW2QpYSpVP5Y7OJY2sBCABEV1eS1lQBJySagsePwNiO9lHt3CpAwDyhlYEKqy14AaRequ4feMeV7pyoml1KyyyFh4+i7LmoXx7vhEFsuFySgtCMgGLIJc781dN1bJEhJ+0N2+xQmbmhQSPcPFMQeyg29qapJaTXVHBNffYDUWlSTkkyqUcs0LFR05F6Gw/FS6tqi/m6Y2RAzpznn7A6QUhMrwBCRvwVAsAv6uEWiJm6vYrmj1bHxmpxFsaSyxqhYNtjEZuF3bpSCRNAnUelT/PeFCYeotwt+FVU83rBaSey47A4QRH2xk6wRmYOLVdd9Kq2yYfBCQN6jRzrew0dWBPO4RZNTY3HFTvrSeeBgmaqReW6qBHFJJahuUpiBOxnftqzas3pIdgfIWoMaOdEdRPFvN9RDCnXEzR2lJfr7XhLEFygUBjPtzhelri/swth4EDjVP7ER6Y/HUnwai1OKVsu55sL1eanQzrlv42yQ3DE/2nW7AwR06b9XXokeMvzIaOVpp72oR7rsDzFwS9Oer+2VCHEuNUvSTN9BNQlJty0XWQylfcvn733vXQES4z51DYBpb8hiHbwiDSc6ramL5Rv0pYWIWlwwO1kh2S5hx+XmXSuF1yyyCpA1oxe4NkaH9ddJ4oYvJDmMAmNN46dFlPgUnyt1DxULLaBhvNoqT6kEsZzxqQDJGbXIa1BeB2qRrbLElJmkfbpxp2yi8NsWEgTP3BIg0OlJWVwIEvTNPHsP6l1uy4bIqXKe5pu/Nfc8+rW7qlgu//qayno8uD0t4q0A4iMDUhSb2Lbp6hVJBvwvIj/bBogvRrHHQqNA4asPptXu8S57PWNXgGCnvBrlZNaDg0u/bMnwhNcMu7xLzcH3tA2VDYieLwJHQlh5DhDQdK7q1m2Xh+37GJovxC0iq6xED8qBT9wXIFaEOmGdeIeQAIJFvKJ49dL8+BK7yKOGRpjGxW2A2dv2qMKRdtgAea+Bvq4CZtqXH+Ps3QFCuy4KHHfdxNjOHY6tJQjei+IsVuckBgj8V1M9yQeSHHDg2Y+mUX8G/SK3rVru+JrXQb3DEapcUuJZR7nH/gCB9q2NdRLVEXr40mAheX/G4Sk8uoj+294klwQxH3vVHreQER56VVOCUJrvpVPPf3k9C0PPCv0dAEGH3NLxptBz3/n3twAEH0xkQFp463RpAARHyZRTe0Jc8RDEXqAvIVC55WECpHSaQOp7b5O9mPoW+57/NoDgM0WfblaABEk0LiO69DDa7l7yYpUwogIvCqVGPHTvtD/MTa0a6aVX18L91oJkDwligln0b9gCqof/alsRYkqQdwYIyR5CL/qMfvQ7Lqfij3qrBMHXmDSSHEmyF0DsNFwUNbhBv9oWH2qqYr0nQCirrqpYxfEXe0Omi+SUIN0LILa7F56tddZT3Ni4IulxV5Y/690SrPwXhe/4dglivqKZYx2r3gMgoGzvkXVmLpDdAAKa+kYxnvDymJ5B3w8VqwYKU4eu3PlmLnMMSKiQWGSLgLVvaQJ4N4A4uFhrvyP3et4g2urmzR3AUtdx1mGv2vapbnfYKf74854SRNy9kq/+bSoWSJLtpdu8YHSpdVTiPodSscwPksVIueYt0/tcB8rB5JTizx08MlQRx0EvjNybJFxH6cmHUbFa1f1OW0AnfMopTz0sQGQ0WeXqVff7pHwQW+3aGyB4ryuKDyCqvMOUPxqVnYFZ+vWoivxvp24HKKZQ+tt89zs8QPDiXOazUy0q691vE5C8AyCUbvs7JSrmThhLRn88BYFCmweW+6y111Ujfe0Ibng9uVnvLak1rSbvYQd/R3QZ6bYqg5lLVD+8tKEv8mbMAAHk7Og8rinRQ6XE1FQ3b4lR3PgeUoxM7I53AARFIojJu8DFQvwCom7AAs51KGVQGQkkFHPUacX0S/C8GoUczKMARPhz1c278SJffXstTVoY8C94u9yVR1Y/x3OD639X1VMUnVc2AYVYAY3+PRY97KUxj3641VgWin5lnqNlCINKSrb0x5EgKNhNbc+qDbLV0ip7X9gmAMcWJX+W3lR4WCIQxpx6AQYCl416SNXAYcGb1afmT3ABSgpdHCEHo0qQsut3l7uFauhu8RLoY7jsweoVeGXIexk58XKFFiFat5qAQqTLoHexhDmSigWV9ghg3WJeXfc8hRdreTffv6kK54J4IKJtCSwiSBBSwWCCk63RkxpG5gnrV+zDknJG+lzzewEQtHo7gt7Pm1GNg+wFziLP8ZXlKXJzz01AM8EqNyHCS320S2iXfQEQMFWmIJFCcwiC4hzEVSQFmWwXDR6xY7rX8xCxh6pibbmqNrr3uwCCxYv0U6Vr4tJPcjtzXdyHVpN8qhgZ9ZcRZEOtXF0/F3V0ocg9NYCOoNZUuvtGi3jL274LIM/uphrdJMb1ff3rqXoDPFjw8LrJQVKCVDDtCQNY6H7Ijxx/Pqg49b5eOt98IWFKVRtky+Vc/t57A0TyQgCQmANSBkBpu151bTo5BW5sAKQ7AMW8SpCYGT/YOe8og8OUi7TF3qHhZ+I1GGoABJH7qmK9Z+Gd3otVsp1b7BRwP5I4CSL3pICmoWLFPqsCJHaktjnv9ADZXcWC8Yz04FSAZEoQtmOOEXuoNsg2INzurn2vELTbqnC10/gGzeWSDpA1NkhVsbZbQqE7n1qC5DbkCQ3K0t/pmbBBUiXIB6hYj18UzlZRbaDXjPGRrj01QN7ViowqsHQ7GekdBxKPYKRT6SP1VN0b2zLvDZ7TAwTJRFuWHbUnhKUWvFhpRnquioXr9mYr++MgGiCIzXzJcWqAYOEMLcEoXjDd1aVCyjCXKLzsoRnGUrhBSb/+136tBFGgvVSAnGN74DI8yJd4EusVdA3zmPViFxCBI4UYNqgiAhjYCBElbd4hQbpfdPBNU+m2mEHYIKDR7Cmxt/iOlHueWoKUzCakyukRVeLFMbBnoLBtDwIQzSyuAEmB2BvPLQ2QmFyHXIDk2iAUgY+UIJI7gimZqZd6nkRqirQlRrF12JJY/gzavavr7huXwOaPPrUEQUS7VDJRLM+IPWdtspGeG0knYEUCRKTgbNWISok/aEAwe5h5YnKY9SQINpeGaZOatSyM4ypBNsdlmQeUpJnE5jqIazlVxcqVICkA2YNV8K4W1GVWTPpdTi9BSkXRKQimwpSOowIEbocOrF+jn2H6cli+4h2B2dLfkHq/UwMEqa+lynLGqlgoOaq6LpmZu7UE2WPxko1z3xaEqQt46/NPCxAk7F3vP8XKcsZ6sUDYgz1xNBVLDPQt7YM9QLj1gk+9/2kBgmRvVFqcxTpSR0Cfb7Y2WLoFYiUqg5m7hwQh50G3bQdcbCRbgjBz+ja77LQAKc3DcrV6do06S5r03I41AInZBGBDwQuLGmFbHkTU3NDO2fLdc+5dAaJHLVbFklbMKdmBiNojnpGqluHVSJ2LkAqx75+zSMxr9vCUrX3HktefGiAliYqxCyzHSEf8oANFIyPlFpInRoJI35KteVIVICXht+G9Yhd07CvE3k+KZ6cs9jUSJAUgJHE2JhJWgMSuqDefF7ugY18zyQahgtlp5MFcG4RUswidv/R4+MYNxau7je2c2Dnb47zTqlixcYvYQYz2Yu1tpL9QejTsmdoNINWLFbuk3nte6Y6rTHxsgu2kj+rFAgVkj9x1dvPCk5cmQd+7WvKffloJUrrbUSwzOMuLBQM9I7iIaY22QdD1CiGajdNhqw2SD7Zdryw9UUkAWYiD9K8HtT4wDzBmtwbIFS2aVatuicUkUiet9LinPn/v808tQWLcn7EDWgIgAIfrAGByjfR4CXLdpbgDAeS387d/iB3wk5xXAaInCsTHtuuC1UPEGG4pXXd6+ADyRH8QXfbHlaC0tFZSvFgxCV9r12WVIGtHcIfrtyDNoTHnU/diX/oEcgfDNnC4eV0A6V5szKJYBFoi3Br3tb5nttFerH2M9NK23w7LZdUjTilBtgAIJAjiDaHiCKhR1XjiIE6A/DYkmeRAr/cO1VUi6/TGqlixKuKq1aJTeauKtXYUN76+NFERr0sFqSMAsuTmnQMEXXghMaYEQk7ZjXOTAlsxgbnScSHfFFYJsvHiLnF7qvBXuGBcbPpuGkCwuJt1AIksswPVb48KjBUgJVbwxvdA0hJiyyV5R7HGZygOYksRN0DiKzO2L0VNPENHlSChEcr7+yltkC2Yq7Hpu6FIegxAcI/Y2r7EAo4CyI5GOuywA3S8ylvyaVedFyAFe2ZAZYMh/RdLClwgK8YABDYI3MQhQ53ar6kmCiB7Gemx1V/SluFxzz4lQEovBrJpui6eNZvixfLYIKhJFeo4hRhIbKG2PVUsPOsI1eb3gNVpARJbTC1mEFO8YqWM9CiAoD9hJH2k9Kbhjcu0LVVtrACJWVlvOqe0J0UWfWxqK2UIRgcK4ead0tVhUzTgcwVcvSRB2iaKgLgnm7cC5E0LP/axsR6n2Pul5FIsZRS6AoXtL1efNw8UVvCBzDwPQULYKTFGepUgsbOddt5pVax3EBUxtKkAcbl5n6iV++qCwcKU5jkpIE9bItOzt/Agrnmfra+tANH0iVjDswRAUDYIUiEUTU8FyPWigglfaxfUXkBc+56lrj8fQAoXjMNAxjJ58yTI3AYhgFBm3nIbt2uLSvJhhrG8F37GqGNrFs8WLIY177P1tacDyBZERbSSfkZ0lxoB8nC2P/CxeW0uFt8n3Eo6VYLsA5Dv6jJ1SoCULqAcy+TFAiSXcNupzupy68sFcRnpVJmxa9Uz0Ai0bTmAGeNSlZrBJW0z1+5cJcjWMmvl/alIMwzcgrnXsUzeASAO+8EHEJeRTjs9qVjLjN5UCQLPWAXIygVmXX46CbLFDpbiNmYjfa5ipUkQVrFggyxBJMUG6fuHau/dPgCJZB2UXarvudspAVK6FXEs1X3JSHcDpFHtr7u2bkziVNs9iCofo2Kxs+Gqnv/CNbTWLLUU1sGa5xzl2nMCRMGduewBih1gqGyQILGdqnxu3lSAgLAI6bEUTW9btlVivzVFEsaOj33eXpIq9/1KX3c+gEB3Vz3leCvpe54wKtMOrj3ajES7UkcbZN7EMxUg3KZguY1Cig0i0g0ADqUNJwzX7NRv6zJ1OoBIoAq7ZcwBo9U+16SZAzCxO7QsQmb/2rWvXCV//CoWASRQ4zcVIKRmXa5ET5GfW4BlD0kVM7d7nHNKgCC99F0JO6VUrBi6SQ5ARMqRN8uUsPq/qZUzyS7OR0FRu+bCeSfm33yLjzYXauewra2zx+KPecYpAfJONmlZgCz3W4eR3r3+NqmCC1UJ0gU/vWBo3D42rs8bTgOOWYBHP+d0ANmLteqbOFHXbB6V3wZx0z+iJEjLMZ8t1KQ1C7OqWGtGb+NrORcEhmgZL1bq67qKNvhiIFBbfG7eKBsEXKx/qMsYVyIo9Vtyz68AyR25Ha4rnSyV+sooEt1Qratx0eYBJEx5R6Aw1v2c+h1rzq8AWTN6G1/77skh75AVv8gFiHp1i3EQAOT5bxsbZM00vXsO1rx76rWns0GYovE+DwrZQFZFkjyAhLMKqSL87/FskGqkp8Jsx/PfvXuBltLdbwpFF+RYqur+8FBNqJxooKkO2LyQIEc73j0He47H6STIuycHVeC7SxxA2Ej3eLE68AGWe6dfuz6qVteeCwbPevcc7Pm9FSCJow1CYHufFn3LUbG4z99y73RIkJiK84mfsPp0BgjiIMfyrq3+MMcNTgmQd+rl6RLEzeaNqWxyRaAwgc27xQJx3TOF/bzXO231nFMCZOukoKXBTrFBcB93RqGiHThU+ieXarLVYpH7VhVr6xFecf93Tw4XeJgmOuWoWDEAQeG4PVoapE7Hu2NRqe+75vwqQRJHDwUe7A5RywBxG+nMZVo20lMKxyV+xqrTYyvhr3rIQS4+HUDA5H0nk7SUBCGOVYDunlK8es/1hE3i70s63Z4OIO9WsX6Q1hpZ0WTJBomRICntD/YEyBWu7oiGp3u+01bPOiVA3unFwuJA24Jp0pW7Pzq5ca0mnjKRbIO462vJOQAI8jXe6ZSoXqz//fd/W6Fvi/tSA5eN00qXvVhX1d0BkPEsvw3i92LFSBACxw7VElPnidy8SJjy5Iuk3u/I559OgrwbIGlcLKXaV0OxDPuIAQipWLiegnLHObiO2N834EOdDiBUNMDIZpMEJqg8WycWUas2XVNXYshL0kNskPG9ep3rypl8+P1SAetjq1iQbTWSfpxty3oTLLC+60gFAenPmTgKNYhyrnW+NfKpAwdXPZGsbTUsZEpNbVQCDwsP4j7pPhuC4gmBJjqgvANI5jdQ7rj1LfI718/hk+XTwALrsaHwT6DW3lwIwDp3nb7ESM9FkYuachtaSQf9OxW3xsLrbmTg8tEzkOwDf9cgop8g4hnnhJps0p1ffgNdyIp/nmJuMQDhZ0y/Ae/4lHfX78tZKuY2MVneSunCDASGhZ2fovsHdAy8a7mdTsWKGajYhRdzr9A5IRULtXnXSJDQ80v//aiOgdLfGXu/jwOItEcIqS6xAxQ6LyRBllWsH2cbhdAzt/w7qZiX+GqOW77LEe79eQABQTBCty81+CEJAi+Wr/86eYMCTXRKvWfsfeAYuFaADMP1eQCBDXJHvamwQR67aJbOWyNBDgmQgxIkS8xVzj0qQHJGzbimAmTlAB788s8DCCLPKKxwCAmi1KKRjvz2g6lYRy0U8S4cfRxAUK79ehYVC6mrOwE5doGBQdwesJJK7PuXPu/jAIJ4Xnvfzzv0aSpWlSBTiH0gQPY10jGcSwlTS27eoxrp7QvlTuuBEfhAgBxHgiB6379uugLIdMEh5t0e1AY5Gr3+nVD9OICASgE//l5u3iUJ8nw1RP5wLThq/XaHDfKeIty+RYeWC2Dq1oNH4OMAsrcNElKxoKy4iH39L/cf3BPIMYseNkiVIONIfRxA8Gl7crGWAYKEJzfzlbvFLjfQiVnQpc+pAPlwI/1YAGmUT4JIO+UqQUpDvOz9Pk6CsIoVzrMoNYxLbl6mpLsliKsRT6l3WnOfKkG+QoIcIw7CzlK3DcLdepfbQK9Z6DnXwqGAQGG1QaoNkrN+nNcsS5BGqYsbIPC0obssKqQc5QDV3acSHuUd936Pj1Ox4FeF+3RP3d7fHwTT2Tn5Vq7iD3tPvv28o9bheue4fB5AyIu1n4q15MVCHOR6adTN0TL5iFH0KkHmUPxQgBxDgoDJi7x2VxzkiAChUqeo2nI/VvCySpDCI3CUOAi8WFdHPk+ZBwAACs9JREFUf4+904Jjh/eo1eRj33+L86oEKTSqLjsEEgTeKpTJMY+jBglJXVTX2fsWGqJT3uYjAfIO9cUJkF+l2q7zAKTb1ZEQvzpb1dyP41mLf+9tzvxIgOytYvkMdZ8EeQdfLGb51FyQaqTHrJOsc/wS5Klujh0ZfUaOmW77/Iqau7GTXCVI7EgFznMBpEWFQk8fjXdIudCnUrotGvvUdKlhqCpAQqsm8u8+CfL8586teIedFPqUysOqKlZojWT93RdJR4dbAMRl8nIkfdpnJOvhBS+qAPkigKDszx6+mCUuVqcB4lrDAAia8ByJi1UB8kUA2YOLFSw7uiBBjkh3R6uFP49KWFBQnepWH2uDbC1BQuDAKqCKJr9/zj4zAAi1GjhQXawqQb5IgrQXbpyzxREDDjy3/W2UrzfIETMKK0C+CiDbGMCx4CAJ8qtU5zHSjwaQ2jjHvZV+sIoFzaasBEkBhwDE5+Y1O2FtIeVS73nUhqGp31H6/I8DCC+8VnXde8HBKpZaNHqPFAupuSBfIkEk1xvG79ijcN2+kio55GlcdtQdKDycBEEuiCd3Zd3onfvqj5MgpQNwueAIGekgLF7vP4eprFiTpb5EgpTM9XaDw+4m698hlwKFXJsX3XjLqoJx+/XQD3o4vSZLfQlASmXrTcHB/c5REKK5o1W0syv7bIRDNsg7GL2uHusk7UBUdCR3xQHuc8/6OBWrhPtUwIF8DjkQV5n2IQ8viiWAAGIAyF5NPElCUGwI7z2XWiha3XmYx+Ev/dwzPg4gpGJl8LCoCnvXa9nAKggWU6y0cC2RpfZrOH+P6itwVMCFSwAHQDyu70oz+QIVC9Lj2XWz/oRQH2jfpAWPerlaB38JIHhwsK9il02VFO6hbVT723vdvHvYIKQ2XabqYHNxVyypAPlwgIRsD+jeONDURsGewEGAKQWIcYBBccHixGJ0lfyRM7eQIFI+lMFu2Uqg13skSKWZfDhAYGBisbOOPT/WuGtzNOwlD9YAkMJeLJGUTntpARx4nwqQDwdITgrrVqDhgnGI5i8XYPu5lImDLAKDrSlWKhfImxUgXwCQHOM8RjqkAmkpgm4+L9fNK4Y37fy2GmU8gIBBhrlYWP6vrQD5cICwigW9v2zgLRUcWI7s3iVrZ/GI4WKJTSGWUoMQfNN4gCEM5vQxaNuHl3kc+o5P/vvHuHlhpHf3VnW/Uw5Wc7mq/sWLlYJ92nMltgq8WqXtllCAUBbUz39X9QxF0g1PGy37mY0lkf10UJgLG1LpiQQuPVafvOhTvu1jAELqRtuSv19AwQxVtGJWCgCipdQ0inZh/pfq9fpq8Ht4n4YF2FPGX+rBHizkgoTrS8V4sTjybb7FOiAsfc+169VfBchkiD4KIA90bbpIwK9Xfa/NUyx+a2XYbCSCQq/jIk2jYF7nxkR8RavtxRmjYqUCdCIV8I8Xe/bGLYHPsMej6x7ednFr3uHs134UQKj3OKqF0Arwg8JcLKaCMvxegKJn99agz4dYATFTjs5S86LVJQEyVR0h7fjuGAMBAH1PQ7jXniwtRUV+Nkp1lxsHUGvBBufEfiRAsKBlOY/cWywO7e4c9lPZWSE5RkCJYkVqWdOMi06DbhaAcwzt83VT3avzomlNfV6xpR5Y6BrMeE98TUoWJb5TAFWrmbin6qMA0sIgH6wL7JrzhW+S1W24mGcPKhfZLLQSaSeWg20WN1eLOksFmLFMNYmrz8uerMfwfJGQLkC4pKMpUSbSRX/MAw4ORxX6GFn56ed8DEBgf3Svh6FKyPLXqgcBZ54H4bJFBhBpYOAyNu5H9JksLoDFjEeESIqyqJZsEBAMSW0yJITLPLcBYUtOuWYK/lHSyPUVJB8sQaQhzahCTT/WlgwiWUZjlc8w/y3yB4Y+kNHonwwW+pVW8MkXxg8kFayPpo3bAOEAIEsKUpU0IsdFLr43909+E1ayXP9lgof/ewoUqFtPFK9uags2WUGnlyCP31Z17YMXq6Fe8X+by2S6qGQAnN4s8z46MEc7uS1FCDhToECaxPYZh1sa4EZ7hMevNq4dzoWpVPDZUnOp4JImMiJzycN/YZDARb2dO/lMatmpAUJq1S8M6XEpzKXFXMUSU8K0QWx93oiUsLsYSDCkh4ClH0DC3iI4CFKCbUTRfz1V//sYFuX4fqMTwaUgmufNpcPoyuVvmW8WTgBpla4a7bxuTgsQNsjFbSlqhb0oBBzu3dW3qGbGOp5EINGpIvST9CDSt0bti71esRJEdlK3iijLei75WKUTf5XrvFFO2H4t82wbOINU1d4IX02vM0mAte96OoBI3ofs+EtG6lTLHoNl8ntRw8zd2eUFMt29Q1xBu39JFdFgYW0sHSBUp/eX1cSpVLPBkeqVm24Yo401DRyKU3y0X/TG0vsTvtYuvLNcfyqA0E6LaDnsV8MnNd0J/XaHrX9PJch08YkRO4oHbTSTuBAJwjo7g2SEXerOO/XA2VFutyRx7f6mPTUF+viX6Rj4pRS+5pEJ+LMs/pj3PA1AAA7stBR/MDSdqZa+vDPOde7pAjE9O6zfc+xDgoXjTwgNsUugYmlVTxsFqfq7SBAxjOXZtlfOXOZTqWerkFPXg89WcQPKVN+Ugvs3RyrGLL4znHMKgAzeHitCLgveVB1Mc902bP0LbO42HS3yUVpotGgUil0ilnt+VHq0p6aeI1MKuNRBvw01UDE9tootOeYReBM83wySwwNkDg5zt5xOrLnzuhfPuDAEVOMinN6XjG84AcjEYGkx/mSpMgJmDBvm7LZte1U93LyDa3W6i5s7rSkNfPEdFwHeLUX8No0dewFIbvflHPszSITUdzw0QHySY25Iz4EyLhK3e9NUpwbvzaBWafUJyhwJCI53jIuMwTM5NGByKBsgWAonapCGGn9sb/FvfYzkuW3llxBLTg3b92XDBzZJzvelLsojnX9YgJjgWNopbTXLlgi2ni2qiumxGaklehenWABbACMMtBQR98AYTmdJou2iVPsD1w02CPqpS8UVY5Xg7gNL1+mgGE+eSgp7czCBMx1VtzvY3BT0f4O39UWBxEMCZKCt68Uw7vBmFHkuA2yTe26E2jur7M5jRMVUo1w72SCZRPWipCve7nPUKzxDHBA3QNKgl9hLeEqWHCXLuEm4JampbroNc7c7eAqn0a7B1pESDD2SREh9l0MCxKVaDaqHtbPaZDy3CuEPFMriMVUceYSwZumeQjkxdnN7sNdQNMDLYhNkjKsMdpB47eDBuyA3BUWvOx1+ESbBnOLvHhvfJjGNE9nOZtmOaBjuNyrQ9w3HIQGCoBmpHXoGZN1YXHZrfgwiu7lNav3dWy3RsC0EhG0C9XtUffbnLvX9Q7V3AIVHyoz0i4I4tVz8MoEDr+P/L0A1LS3ZMJ6/Txd+PhIvhwTIoFLBFpC8cBQV4LqIfEBXR5bf8FOjAumlyOPWJu2oPPnnTwo6S5zljDMtXXPp3Y3IvutbjK1ktn0ISIh7pm6K4rIXjj9943FogHzjhGz5zTPBuuXDPuTeFSAfMpH1M7YZgQqQbca13vVDRqAC5EMmsn7GNiNQAbLNuNa7fsgIVIB8yETWz9hmBCpAthnXetcPGYEKkA+ZyPoZ24xABcg241rv+iEjUAHyIRNZP2ObEagA2WZc610/ZAQqQD5kIutnbDMCFSDbjGu964eMwP8D66JzSA4k0XEAAAAASUVORK5CYII=" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="25" y="12"><block s="receiveGo"></block><block s="doAsk"><l>what is the lenght of the first side of the triangle?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the lenght of the next side?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what about the next side?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="c"/></block><block var="b"/></block><block s="reportOr"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="b"/><block var="c"/></block><block var="a"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>the perimeter of the triangle is </l><block s="reportSum"><block var="a"/><block s="reportSum"><block var="b"/><block var="c"/></block></block></list></block><l>2</l></block></script><script><block s="doSayFor"><l>This is not a triangle.</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="a"/><block var="b"/></block><script><block s="doSayFor"><l>this is an isosceles triangle</l><l>2</l></block></script></block><block s="doIf"><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="c"/><block var="a"/></block></block></block><script><block s="doSayFor"><l>this is an equilateral triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportLessThan"><block var="a"/><block var="c"/></block><script><block s="doSayFor"><l>this is an scalean 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>3</l></variable><variable name="b"><l>5</l></variable><variable name="c"><l>7</l></variable></variables></project><media name="2.5 project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>