<snapdata remixID="8870643"><project name='Lab 2.6' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>Give 3 random numbers and the sprite will give what type of triangle it makes, or if it isn&apos;t a triangle</notes>
  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</thumbnail>
  <stage inheritance='true' id='1' volume='100' height='360' tempo='60' lines='round' width='480' name='Stage' sublistIDs='false' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='1'>
    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oJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails>
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      <list id='2'>
        <item>
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aF++N/QYWjd8M/9psGyvFY1wSIAESWIuAKwX4yKVLMVxRsB2ve3Nsk896lhGfD4uqsIWnTVUhF3aMTiax5+L3sflr/0TTuwugDPTpYtTb1IIXJuyCebvsgw822lxXHAYiARIggVIEXCnARy1divbGRmzPK98c1foXB4N4MxjER/JTgwMrNvpsCY547AHs8vYrlrjM334S7jlgOj5ef7yldBiZBEjA2wRcKcAXL1yI5WPHYlJcrj7nUysCsmL40eZmhBUFq/x+rKjhftnOJx/GcY/cZSuKO6cdja59D7U1TSZGAiTgHQKuE+Bx/f2Y9t//oneddbgNqQbtWFYJz8qIrlNWDJ/7lxuxz6vPVYTG0zvvieuOPasiaTNREiABdxNwnQAfsXQpBgIBtA0bRgGuQdudFwrhAQddOj/j1quxq8Uh53IYX9p+EmaefEG5YHyfBEiABIYQcJ0An7hkCf45ahSmpVLYjEPQVW/u7waDuKGtrer5Fsrw9HtvwQEvzK1KWR7bbQp+f/gpVcmLmZAACbiDgKsEeHg8jtM/+gipMWMwPpFwh4XqrBafBQK4or295qWe/PIzOOeu31W1HNcffQbmfXvvqubJzEiABOqXgKsE+NylSzEqFsOojo76tYgLSn5tWxsWVmFrUTFULf19uO2Xp6O1P1JVmpGmVpx0+e/R29Rc1XyZGQmQQH0ScI0AH9TXh2+vXInmVAqtra31aQ2XlHp+YyPuqKENDn+8C0fNubcmNP928OG4d//OmuTNTEmABOqLgGsEWM5+3mP5co1+uwOGQOurGdhf2vNGjEBvjU4i+9tFP0JbJGx/pXSkGG5tw1FX/llHSAYhARLwOgHXCLCc/bzNl19SgB3Sop8NhXBPjVZDzz6zth7o1Ju6HGIFFoMESMDJBFwlwFstX45gMMghaAe0uNlNTZjTXJu5UAqwAxoAi0ACJFCWgGsE+NgVK7DlqlXo6OiAn0dQljV8pQPUSoAnfPA2Lr/pikpXr2T69IBrip+Zk0DdEHCNAMsQ9KS+PoqvQ5perQT4iEfvx5GP3l9TChTgmuJn5iRQNwRcJcC7RqOWwMdiMS1+Q0ODpXQYGXipsRF3VnkldGt/L07quh3ffeXZmpqAAlxT/MycBOqGAAU4x1SRSHrfKLcxWW+/tfCAd/jgHaz/xTKc+sCfrFfAQgoUYAvwGJUEPESAApxj7O7ubu0vbmOy/gmohQB3zp2Ff2+2Da6+5mLrFbCQAgXYAjxGJQEPEaAA16EH3Nvbi2hmuH3EiBGObK7VFuDGWBTn/O33uPbYszDrnMNryoQCXFP8zJwE6oaAawRYDuKY2t9vCbzTPeBUKoVwOIxkMomWlhb4fD7HzldXW4C3+fB9bLHkP3jou4eA25AsfQwYmQRIoEoEXCPAI1IpnBkOY1wyaRqdk+eA+/v7NfFtbm5GKBTS9js7+am2AE97Zg4+Hjce72z+TXMCrABQgcw/ltDSA7aEj5FJwDMEXCPAYrGNEwmcGIlglEkRdrIAS9lUVcWwYcPqonFWcxW0L5XCuX+9CX/44cnoCzXh0j/OxI7/XlATTq9/cyIu+/GMmuTNTEmABOqLgKsEWNBP7+3F5IEBU1YQkYvH4xg+fLip+JWM5OTOQaF6V9MD3vyTxZADOO7b7wdaUcwcxiHHVquqeQtKVPGef3nmL/DmltubT4gxSYAEPEPAdQJ8aF8fDjA5Fyxzq6tXr0ZTU5M2x+qkx+nz0/msqinABz7/BL4YuQ4WbD1hsBgX3n4ddl/won4TinrKKHRmGFp/xK9DvrfJVvjZubU9hctMuRmHBEigNgRcJ8AbJRK4KLOdyAzSnp4eKIriuL3A9ICLW/Psu/+AOw85Ct2tbYOBRnavwm+vvAAdPemtZaUebd434wFndLhclLXeH2gI4drjzsL87ScZjssIJEAC3iTgOgEWM54SiWCiyVOxROhkwZPsBeaJWOY/FNWaA97osyX4zlsv466D1956ZGgoOm/1VXZIWS+BFyfsgrsPPAyfjv2G3igMRwIk4HECrhTgsckkTu7pMb0iWlYbyxYfnohl/tNRrSHofec/jZ7WYXh5252GFHbie2/ivY23xISF72DGrVeXX95sYfnzzJMv0BZ93XXQ4VjV4cx92eYtyZgkQAKVIuBKARZYsiL66EjElAjX23BvpRqHlXSrJcCn3X8bHpjyPazoGDmkuMc/cheemrQXlo5ZH6fddyv2fP15tPT3Fa2SDEErOhZh5XrGMu98/dFn4F+bbYNLbrkKV//oXMQCzt4eZsWmjEsCJGAvAdcKsFURthez91KrhgCv/+Xn2Pelp3D7occMAbzRssyw9EHpYen9XnwSm3/yoeYFT3lxXmFjFPCAiw1Dy+tPfmcy/jztGPQ2tyAUi+Lcv9yImSf91HuGZo1JgARME3C1AAsVOw7oME3XoxFX+P24pq0Nq3y+ihLY6/XnkVR8eH7id4bkc8gzc/DJehvi7S221V7fY8ELmPjum7ju2LMgJ2Yd8vQc7Pr2K0Pi6PWA+xub8IcfnoRndt5zMP6oNStxxKMP4MYjf1zR+jJxEiABdxFwvQDTE65+g50XCuGBKmzjOumhO/GP3ffDf0ePGaykrHo+Zvbd+N3hpyKV6QDs9O8F2Hf+U/jVyRcOhhvz1XJNhGWh1laL30djMq6dhJX/xANBvLvpVtre3pe2n4TrrroIp/zPjehp+fpAlPHLPoF0Bu6YdnT1YTNHEiCBuiXgCQGmCFe3fT7W1ISHm5srmuk6K7/Eoc/MwS2dPxqSz25vvIRgIj7EQ/3m4vfww8cewC/OurRgmb7zxnycd9eN+OUZv0BTZp64c94jWPyNjbGyYwRmffcQLV4wmcD95x2N711/75B0tl38Hrb4eBG69j20onVm4iRAAu4i4BkBFrNxOLo6jffK9nZ8HAhUNLNd33pZm3t9OmcoWDKUBVfaoqzhowbz3+Szj3H6PTfj/AuuLFimg597DCfOugPf++19g+9fftMVeOrbe2HrDz/QjriUZ/TqFbjq2p/jhCv+OCSdXd5+BW09YTyx274VrTMTJwEScBcBTwlwVoTlrGjZqnRkb6+7rOmA2ixobMQtra0VL8mxs+/GszvuPmTf7dYfvo+tPlqIB/M80bFfLccvbrkSp1/y24LlOuHhv+LAfz6OI6+6AzLkLM9V116C2w89Fgc/9yhuPPI0DDSGsNknizWBP+/CXw9JR7ZCyRnUsheYDwmQAAnoJeA5Ac4FY+XADr2AvRauGt7v8O7VOPLR+/G7I04dgveHj3fhza12wKINNx3yuswLX3fVhTjhipsLmuNnf74W2y76N0775Q3oaU53Hm6ceT6uOfZs7P7Gi3hhwq74eP3xkLnkA16Yi8vzLlv4/lN/x4frbzS46MtrNmd9SYAEzBHwtACHVBVHRiKYFIuZo8dYQwi82dCAP1bhtiYRwhHh1Xhi18mD+YuXe9A/H8NtPzhhLas0xqK485KTcfjVf1nrvRHdqzQx3+GDd3DRTy4fHLq+7dLT8fOzLsW2i99FpKlFO2JStjxttWQRbjjytCHpHPv3u/HCt3bBR+tvxBZBAiRAAroJeFqAhZLVs6N1k/ZAwGuHDcPChoaa1FRWOcvK5Je327lg/g+eewSmX/O3wZXR2UBbLlmE7Rb+C3u8/gLkRKtl66ynvXXXRT/CGZdchw2Wf4ZNP/1QW4h12NyHEIoO4C9TjxySx+n33oKuKd/DlyNG16TuzJQESKA+CXhegMVsp/T0YCK9YEsteGEggGvb2y2lYTayeLhn3Hszbp5+InqbCt9iJYL640tv1LzZ3GePBS/Cl0pi6rOP4veHn4IPv7Gx9vaD5x6JI399O4b19mD63FnaQqxTuv6M/44ag9l7HTgkDRnClnlimQfmQwIkQAJ6CVCAxQtOJnHRmjV6mTFcAQKPhUJ4uAp7fwvBn/juG1h31Vd4dPf9itrm1svOxMVn/w++ylkdLYE7n3wY7228BY6ecy/umnqEdn60P5nEQ+cegWk33K+ld8Ht12kCK7cuzd9u5yEHfwSSScy47WpccepFbBckQAIkYIgABTiDa3J/P6b3FT8r2BBVjwVe5vfjpiqcfGUF6w1X/hS/Oe6ctW4rkuHjB/b7vra6efaeB2iLuFr6evGnS08bnDOWgz2en7ArTnnwdtxz4GHa2c/ZRxZ4ySrq644500rxGJcESMCDBCjAOUY/v7sbmycSHmwG5qs8r6kJrzU0YEmF9/2aL2E65pW//QVun3YMFm60+WBScmDHT++8HjNP/Cl+9qdr8M8dd9MWW8nRkr+5egaO/79btLD7vvy0NnR9zOx7tPOe5YKH7LP+F8uw/wtP4rYfHG+1iIxPAiTgMQIU4ByD7x6Najco8SlPYKXfjzeCQXTVaNi5fAmHhrj0D7/CI3sfhLe23H7wjXFffo79X3wSf/recfjJXb/DW1tsi2d32gMiqpfc/GttW5I82/7nXW0h1mFPPIRT/uemwa1K8p7sO95+0b9w7/6dRovE8CRAAh4nQAHOawDXrFqFVlXHvXQebDji6S5oaEBv5ozlRcH6uXrvwtuvwwvf2lU7zzn7yDnQIraz9zwQP77/NiwZtyEe/86+mtiece8tODdz4IacgHXYEw9i8vxn1jqGUrZErbvyS8zZ8wAPtghWmQRIwAoBCnAePfGAxRPm8zUBOS+sq7UVLzU21i2Ws+75o7bASu4Izj77vTQPa4a145Vtd9LmcVe1D8cjex+sebxHPHo/Lj7nssGwP7/lSmz66cc4/n+HHuax96vPIaX48NxOu9ctGxacBEigNgQowHncvxmP46xw2DZrxGIx9PT0YOTIoRfG25ZBBRJaHAzizWAQ3X4/uhUFX8i/Fb5asALVGJLkSQ/dgeUj1x3iqR4z5x7t+MiPxo3XDuNI+P24f78fFDzx6py7fofNlyzGGT+/bki6hzzzDyxbdz0s2HpCpavA9EmABFxGgAJcwKDXrF6N1lTKFlNHIhEkk0m012iPrJFKiNi+3tiI++tkXtdI3Y569H7EAwHcP+X7g9HO+8sNuGX6iQX3Bk9651VcfcK5g2FPefDP2OrDhYPD0tk3RLhf33oCFo3fzEhxGJYESIAEQAEu0AjOCIexXTzuqeYhi6oW+v24swpHSToBbFtvD3700J34bYHtQ1NeegpbfPIf3HjEjweLqh1D+fFC3HDU6UOKL4dzzNnjAHy+zlgnVItlIAESqCMCFOACxjq4rw9T+/vryIzWiir7eB9tbsbrNTpG0lrpzcXedOlH2Pmd13D3QT9cK4Fpz8zB6FUrhmwtmv7EQ2iKrX0M5fl3XI9bp/8I4ZZh5grCWCRAAp4lQAEuYPrjIhHs6pGFWCv8fvyptRUfOXwfr92f0F3ffgXNfb2Yt8s+ayV9+ONdCCQSuOvgw8tmK9ub5HYkVVHKhmUAEiABEsglQAH2uAc8LxTCAy6c863Gx7y1vxen3Xsrrj7hJ9XIjnmQAAm4jAAF2OMC/HQohPsowKY+1mNWfIFDn56NPx52kqn4jEQCJOBtAhRgjwvwLcOGaYdr8DFOYLNPP8Skd17TNVRtPHXGIAEScDsBCrDHBfiCESMQ5vylqc/5hPffxob//RQP7zPVVHxGIgES8DYBCrCHBfizQABX1MH+ZKd+RHdf8CIa4jE89e29nVpElosESMDBBCjABYzjlVXQbzY04I8e2ffr4M8gi0YCJOBRAhRgD3vAs5uaMKe52aNNn9UmARIggdoSoAB72AOmANf2w8fcSYAEvE2AAkwB9vYngLUnARIggRoRoABTgGvU9JgtCZAACXibAAWYAuztTwBrTwIkQAI1IkAB9rAAv9TYiDtbW2vU9JgtCZAACXibAAW4gP29chsSF2F5+8PP2pMACdSWAAXYwx4wBbi2Hz7mTgIk4G0CFOAC9j87HMY28bjrWwYF2PUmZgVJgAQcTIACXMA4V65Zg+HJpCWzqaqKvr4+tDj4piHOAVsyMfxv0FMAACAASURBVCOTAAmQgCUCFOA8fGf29GDbWMwSVIkcj8exZs0ajB492nJalUqAHnClyDJdEiABEihPgAKcw2j//n7sHI1inEXvN5tkd3c3gsEgmh163CMFuPwHhCFIgARIoFIEKMAZsgf19WHXWAyjbBJfSTYWi0FE2KleMAW4Uh8rpksCJEAC5QlQgDOMKrX1aNWqVQgEAmhraytvjSqHoABXGTizIwESIIEcAhTgCgtwT08PkskkOjo6HNfwuAjLcSZhgUiABDxEgAIMoCOVwinhMDaxcfg524acvBiLHrCHPumsKgmQgOMIeF6Ad4lGcXwkUlHDOHUYmgJcUbMzcRIgARIoScDzAlypud9c6uFwGLIvuL293VHNkQLsKHOwMCRAAh4j4HkBPi4Swa7RaEXNHsl42K0Ou/iAAlxRszNxEiABEqAHXIpANTxg2Yokj9M8YC7C4rcDCZAACdSOAD1gesC1a33MmQRIgAQ8TMDzAlwND9ip7YtD0E61DMtFAiTgBQKeF+BqzAE7tSFRgJ1qGZaLBEjACwQowFUYgnZqQ6IAO9UyLBcJkIAXCFCAPSzAXITlhY8460gCJOBUAp4XYM4BNzu1bbJcJEACJOBqAp4X4BGpFM4Ph229BaleWgyHoOvFUiwnCZCAGwl4XoDFqKf09GBiLOZG+5asEwXYcyZnhUmABBxEgAIMwKvD0BRgB30SWRQSIAHPEaAAA5Bh6DPDYYyrwG1ITm5RXITlZOuwbCRAAm4nQAHOWHjjRAJHRyKeEmF6wG7/eLN+JEACTiZAAc6xzvhEAjvFYpjc3+9km9lWNgqwbSiZEAmQAAkYJkABLoBMhPjkSMT1K6MpwIY/L4xAAiRAArYRoAAXQTm9txeTBwZsA+3EhCjATrQKy0QCJOAVAhTgIpb2wsIsCrBXPuasJwmQgBMJUIBLWMXtc8IUYCd+JFkmEiABrxCgAOuw9HbxOM4Ih3WErK8g3IZUX/ZiaUmABNxFgAKs056nRCKYGI3qDF2dYKqqoq+vDy0tLaYypAdsChsjkQAJkIAtBCjAOjGOTSZxck+Po/YJx+NxrFmzBqNHj9ZZi6HBKMCmsDESCZAACdhCgAJsAKMTF2atXr0aPp8P7e3tBmqSDkoBNoyMEUiABEjANgIUYIMoRYTPCYcxxiHHVg4MDEB+Ojo6DNaEAmwYGCOQAAmQgI0EKMAmYO4SjeL4SMRETPujpFIprFy50tQwND1g++3BFEmABEhALwEKsF5SeeGuWbUKrapqMra90USA29raEAwGDSVMATaEi4FJgARIwFYCFGCTOGVbkmxPcsLT3d0NRVE0ETbyUICN0GJYEiABErCXAAXYJE8n3SEsAiyP0YVY3Ads0viMRgIkQAI2EKAAm4ToJAGOZOajW1tbDdWGHrAhXAxMAiRAArYSoACbxNnZ14d9HXJtoVkPmAJs0viMRgIkQAI2EKAAm4T4zXgcZznkeErxgOVQjuHDhxuqDQXYEC4GJgESIAFbCVCALeB0ykroZDIJOZCjqanJ0LGUFGALxmdUEiABErBIgAJsAaCTVkLLkZSyEtrIQiwKsAXjMyoJkAAJWCRAAbYA0EkLsczMA1OALRifUUmABEjAIgEKsAWAThJgMyuhKcAWjM+oJEACJGCRAAXYAkAnCbCZanAfsBlqjEMCJEAC9hCgAFvgeFwkgl0ddkewkerQAzZCi2FJgARIwF4CFGALPOvdA6YAWzA+o5IACZCARQIUYAsA6QFbgMeoJEACJOBxAhRgCw3g7HAY2zjkQgYz1eAcsBlqjEMCJEAC9hCgAFvgeOWaNRieTFpIobZROQRdW/7MnQRIwNsEKMAm7X9Eby/2GhgwGdsZ0SjAzrADS0ECJOBNAhRgk3av9/lfqTYF2KTxGY0ESIAEbCBAATYJ0Q0CzDlgk8ZnNBIgARKwgQAF2CTEet+CRA/YpOEZjQRIgARsIkABNgiyVVWxQSKBnaLRuj6EgwJs0PAMTgIkQAI2E6AAGwS6YTKJbWMxQFW1mFP7+w2m4JzgHIJ2ji1YEhIgAe8RoAAbtLkC4IRIBGMTCXSoKuKKgoWBAOY3NmopnR8OG0yxdsG5CKt27JkzCZAACVCATbSBS7q7sU4igU8DAWyeSGBRMDgklc3r4HCOBADx4aUDIc+5I0aYIMEoJEACJEACZglQgA2SmxCL4Qe9vRABG5tKGYxtLPj9zc0lIxzW12cswUzoxcEgmpJJrPH78W6m8/BUU5OptBiJBEiABEjAHAEKsAluY5NJnNTTg/VrdArWepeeuvTzy27+homiD0a5vq0N7+V57lbSY1wSIAESIAFjBCjAxngNhj4vHMYWNRxqXu+Xp77z+eU3b2ey+Li0owPL/X6z0RmPBEiABEjAIgEKsEmA28XjaE+lcHQkgl91dCCoqtrPZX++dsnqzpPGm0j2MVVVBxRFkWXVR5aJf9TwB279Q2SnvX4SH7/ZEgBPG83vrJEjETMaieFJgARIgARsI0ABNomyI5XCTU8+gvbZf7sWwHwAKySpzy+7+RmTSSIajbYHg8GQz+cLAfikbd6sk8KTv/dvRVFCqVSqSf6Vn/ZZd9yT7BjxbjLUElmxzYTnVDXZ2tI26vTe1V92qQqaWzvWOTCx7OPFPgXNvvU2Wi+/PEpsQD117DhFFmH97ezO8BsN+GTPASw45Kau482WnfFIgARIgASMEaAAG+M1GPrvZ3au6t5/ekvL688nv//v5S3Tt0bD6gE0+RvR/P2f3Py50WQfvPrUW+FDE1Ttp7mzH5NW+DGwbQxrCWg27VcagFfTu5+KPoqioMMXRJs/CF8giAmjN0bwO/uj+ZZfYcAHjMpc5vSFH6+edH3XzkbLzfAkQAIkQALmCFCATXC74+zOgQ4VjT3f3Ak9fiX18IevijMZMJFU0SgnRIDW9FkfRZ/3g8A88ZUNPHtuMhGtm26HjbtuXyvW1Ju6DKTEoCRAAiRAAlYIUIB10rvvrM6lq334RpsKNKcA2T0bHbUu1kzcDal5Dw6m8kkAWNCgM9EiwfaMAtvpmKA1I8AH7rAv1mloxrCnHhmS+yviSavA/15LEbZmPcYmARIgAX0EKMD6OOHX53bigyDwrRiwfhLaPuCQCnRPPQrDnvsHfOE1WkrdPkCE8TULIvzdAWDrePmCmRHgnWPApGjhtCW9C6+jAJcnzxAkQAIkYJ0ABVgHw5+f16mFWhYAvteXPkHKl4nXN3F3+CPdaFz4zmBKZoQxtxh6BXipH3i49Fkda9WuVNoUYB2NgUFIgARIwCYCFGAdIMX7bVGBMQlAHNv04Y3Fn2oJ8CofsNwPPGVgHricAMuc8tyZ9IJ1NAsGIQESIAFLBCjAOvDde1anJrzi+TaUWRglyelZnVwq252jwCQdc8CSRkQBbm/VUYlMkHJD0BRg/SwZkgRIgASsEKAA66B31U86MSoFjNZ59HO1POBs0d9pAJ4rsx0pG1aPByxh6QXraBgMQgIkQAIWCFCAy8CbMqMTu0SBHXV6pJKcmbnZ3GIY8YAlnhHBL+UB55abAmzhU8WoJEACJKCDAAVYhwCPSQLTDVw8ZHUltN5FWNmiLwkAs3VeZlQq7dxyU4B1fHoYhARIgAQsEKAA6xBgCXJAP7Cp7D3S+ViZBzYqwJ/7gQd1roYu511/6gceyaRFEdZpbAYjARIgARMEKMAloMnwc/Yx6gUbGRbOL4JRAZb4d7YA4ezeqBJ1KifAuYu6KMAmPlGMQgIkQAI6CVCAdQqwBDu4H9hIpxdsxQMuJ5KFivyvIPCsju1IesQ9O6RNAdb5KWIwEiABEjBBgAJsQIA3SQAHymWBOh4rHrAZAdYr+KUWYWWrFfYh9V4QPjnNiyKsw9gMQgIkQAImCFCADQiwBD0pAjTp2AtsRYD1eKn5xdabnx4BlrSz6VGATXyqGIUESIAEdBCgABeBlDv/mxtkah8wPnOFXym+egWxUBpGtz3lCmY5m+v1rrNbkijA5YjyfRIgARIwR4ACbFCAjXqQZsxidMGXEQHW612v8AOLMjc7UYTNWJFxSIAESKA0AQqwQQHWK2B652SLmcfotie9Hrfe8ku5svuC/+8ang3NLxISIAESsJsABbgA0SkzOuUywGAh2HoFTK8gFjPo8BQwtR9o13n8pV7B1+vBZ8uVqYc6d2ZXuTso7G6bTI8ESIAEXE2AAlxYgIsaXa+AWRVgKcDuA8AOOu4FFk91VjPQo0Mi9XYgsgCyB3NwGNrV3wOsHAmQQA0IUIANCrBeAdPrkZay+TA1ff9wOS94cQB4TOdRlHo7ENlyZQ/moADX4NPJLEmABFxNgAJcIQG2wwOWoumZCzaSl94ORC6WjwLAP5q4J9jV3wSsHAmQQNUJUIDzkOdsP4oCWOuSP70epB0esBRNT36VFmB6wVX/XDJDEiABDxCgABcX4ILm1+tBGhHFUu1Mz75dI2KvR9ALlUfuHL7kWq6G9sB3AqtIAiRQJQIU4AoJsBFRtDoPbETs9XYg8suUrQ/ngqv0yWQ2JEACridAATYowHo9SCOiWK6VlVsNbSQvPR51ofLwZKxyVuL7JEACJGCMAAU4h1ex4ydzker1IO3ygCXvcnkaEWC9K6vzmxEP5TD2wWJoEiABEihHgAJcIQE2IorljFROgI2KvXjUGyeANh2XSuSWjcPQ5SzF90mABEhAPwEKsAsE2IzYbxsH9hrQ31AkJG9IMsaLoUmABEigFAEKcIZOzvCz+IVFz5TSOwds1CstZaRyHrAZAZb89Owxzi1XTj6JuTO7AvxokQAJkAAJmCdAAV5bgEvSLCeG2chmRbFQ5uXyNJuXlfOmuRra/IeOMUmABEhACFCADQqwXg/YrCjmN8txSWD/fqC5yHxtnwL8Kwi8utaRIfoaeLkV1kU8YFCA9fFlKBIgARIoRoACbFCAy3mjWdDZSwysNr1S+YUV4LMA8FTIfC6yKvrgfmBUsnwa+Z0KinB5ZgxBAiRAAhTgEm1Az/ajbHS9HnD2+EarTa9Ufs+G0t6v1WdMEtg7Wl6E8+e1KcBWyTM+CZCAlwnQAwZgRID1esDSqOT4xudMDg1L/FLDz8v8wEPN9jVdEeEpA6VvXqIHbB9vpkQCJEACFGCDAqzXA5amZXUeeFofsEGBoeHlvvTQ83wL4l6o6ZebD86pj2xg0ga+6QXzS4QESIAEzBHwvAAb8X4FsREP2KoAnxABWgssvnqzAXirAZBhbjufcqdkFdpaRQG20wJMiwRIwEsEKMAzOg3Zu1oCfJCcVhVfu2hvNAAv2uz55uayexTYIVYYSaGFZRRgQ82HgUmABEhgkAAFuIICbOUwjkLer5zHPKsZ6LHZ8839PJS6rKHYwjKKML9RSIAESMA4AQpwBQXY7BD0nlFguwJe6OIA8FiTcSMbiVFuGLrQwjIKsBHCDEsCJEACaQKeFmCj878CbFo/sEFCX/MxK8DF8jCbnr7Sfh2q1BGVRcoQnTuzq4ID40ZrwPAkQAIk4HwCFGADNpIV0FvGS2/VyU3OzBC0bAUamSq8J7daAlxqnrtYGegFG2hIDEoCJEAC9ICNLcCa2g+M1+n9SusyKpgTY8DmieIHYhhNz2wLpwCbJcd4JEACJKCfgGc9YDPDzz/oA9bTcWRjFr8RwSzl+ZpJT38TWDukGQGWVOgFW6HOuCRAAl4jQAHWafG2FHBcr87AmWB6h6D1Dm0bEXRjJR0amgJshR7jkgAJkIA+AhRgfZy0Cws2MjD8bGQIutTWn9ziOUGAS10yQQ9YZ2NiMBIgARLw8hyw0SHoYqdSlWpFegVT7+Eeej1qqy27VHmK7AWWI0O0ayEowlbpMz4JkIBXCHjSAzYqvsX25ZZrJHoFUzzgbePF7/zN5qNX0MuVq9z75TzyUpdMUIDL0eX7JEACJJAmQAHW0RL0eqj5SRkRzGIXL+SneeMwHQW2GKRcfUvViwJsET6jkwAJeIYABViHqcsJUrEkXm/Qf2NROa9T8ljlA5b7gae0e4gq95Srb7mOBUW4crZhyiRAAu4h4DkBNjr8LKYuJ0jFmsMDzWnB1POUOwIym0ax85j15KE3TLnOAAVYL0mGIwESIIHiBCjAOlqHGQE2c25zuft4s0VdEgBmV+hM6HFJYP/+0vPRS/3Aw80lwfXNndlVOoQO7gxCAiRAAm4mQAHWYV2jAixbdR5tAuIGby3Sm88KP9CgAvNCwDKdHraOampB9JRBbmUSL/i1huKpchhaL3GGIwES8CoBCrAOy+sRpdxk9K5+zs+63NBvbvj3gulrCV+1+QoEvZdNlKsjBVhHw2IQEiABTxPwlACbmf/V6xXmtqJyc6TFWpzMA8uBH6N0HnepYyjYUOPWeyKXJKqnjhRhQ/gZmARIwGMEKMA6DG7EM9UrTsWyHZME9o7qE2EZil6pAHNtmg824ulTgHU0HAYhARIggRIEKMA6mocRYZLkyg3PlstSRFguZ2hPlQsJ6JmPLZ9KOoSRelKA9VJlOBIgARIoTMAzAjxlRufgcYlGG4MRYZK07RgaNnL6lh35Sbn1Hgaio5MhXQefhOMwtNHWxvAkQAJeIeAlATZtU6MCbIdXKl7w9D59RbYjP8nJyHnXejxgCrA++zEUCZCANwlQgHXY3agA6/AQdeQKHNAPbKrzBia9glgsYyMet6ShNz96wLpMzUAkQAIeJEAB1mF0MwKsV6BKZR9UgfEJYJdY+fngPgV4vMn8vmBZAT0pqgNGJoiReW6KsH6uDEkCJOAdAq4X4JHdq3DOZafghfR+2QEAhk9SNroK2oiHqKep6fWErYi+0U6GkbwowHqszDAkQAJeI+BqAd7nlWdx7l9vwpsNwFsNgJyjbOZpSQG7xYDNZRmXzseIh1guSb2HYxgRxfw8KynAAHrmzuyqwj1O5UjyfRIgARJwDgFXC/AVN16GJePGY+lrs20hvlUc2C0KhNTyyVkRw9zU7T4co1jJKzkELXnSCy7fZhiCBEjAWwRcK8Dn/+UGjP9sCS4/7WJMuOrHtll13SQweQAYUWaPrl0esF7vVyooZ1A/YvIKBCMesKy6ntWcPgpT70MB1kuK4UiABLxCwJUCfPjjXfjuy8/gmuPOwQa3XGy7LcUTFhEu9dghwJKHCH45sc+Ww8pVhXoFWBZ7LQoAzxueSacXbHtDZIIkQAJ1TcB1Arztf97FBbdfh39O3A23/eB4mD3/uZxVT4oATSWGoq14o9m8jezLzcZ5pwGQqxDlMXJTkt4haLkE4ikT4sth6HItiu+TAAl4jYDrBFjmfVcOH4XfHn2GZstKCfA+A8A2JRZlWfFGpdxT+9NbkIw+MvecfeS6Qr2PXg/Yytw2h6H1WoPhSIAEvEDAVQKcHXq++JzL8NXwUbniK76qgRnL8qbXc3OReKPPmbgu0MjCq0IlzYqwEQGWrVZbJYC2Cs9tU4TLty2GIAES8AYBVwnwOX+9CU2xKK488fyKer/ZplHu5iKz88B6vdFSTdSMpzoucw1icwrYMV74RiYz6eaWkwLsjS8W1pIESKA8AdcJsFT5+mPOrIoASyalbi4yK1ZmDv7IN7XZvEt1LsI+4P0A8KoJrz6bLgW4/IeSIUiABLxBgAJsg513HwB2KDAfXG8ecD4KGWbPH5I2srCrGFqKsA2NjkmQAAnUPQFXCfARj96vGeSeAw8ztPgqO/RqVlyKDRmb9UJrNQRdrdZMAa4WaeZDAiTgZAKuEuBc0EZWP+8SBdZJmj/EQuLvGFvbzGa3IlGAnfyRYdlIgARIwB4CFODMPK5ceHB7qzmoxe7uNbsVye0CLJTpBZtra4xFAiTgHgKuFGAj3m/WlCLAcn7F7CZzxv1+H5Adys5NwcxWJAqwORswFgmQAAnUEwEKcMZaw1Ppwy8+CAKvNhg34ZR+YIsCB2eYWYhlVYDtWK1snIDxGPSCjTNjDBIgAfcQoADn2HLPKNBhci642FGOS/3AwwYvSLCyDWmFH3gt5zhKJzdVCrCTrcOykQAJVJoABTiHsMzlmp0LLua1ys1BshpaRFHvU2xRV7n4Ir7PNALL/eVCOuN9CrAz7MBSkAAJ1IaA6wTYzPxvLnqZy13pN36EZKlhY7lB6PEm/ZcjFFvUVaqJ1Jv4ZutCEa7NB5+5kgAJ1J4ABTjPBjKXm1SM3/hTbt7W6FyweOKb6ryMoV7FV9BTgGv/JcASkAAJ1IYABTiPu8y/ymP0uMVyAmx0LjioAuukgFLnMmfne7/wAz22XjVRvcZIAa4ea+ZEAiTgLAKuEmCrw89WTDOtD9ggc5lBoXTMzAVn0yl0JKS8J6ud61V4cxlRhK20PMYlARKoVwIUYJssd0IEaJVLD0s8RoehbSqa45OhADveRCwgCZBABQhQgG2AKtuXtitwFGV+0mbPhrahiI5OggLsaPOwcCRAAhUiQAG2Aey0fmADHQum6AEXh00RtqEhMgkSIIG6IuAaAa7V/K8cwLFlHGhPlbc7PWAKcPlWwhAkQAJeIUABtmjpYidgFUqWHnBp2PSCLTZGRicBEqgrAhRgi+bSO/wsq6BnNbtj1bJFZEWjU4ArRZbpkgAJOJGAKwS4VsPPUwaAkSlgVIntR1mjLw4Aj5m8acmJDacSZaIAV4Iq0yQBEnAqAQqwScsYmfuVLDj8rA80RVgfJ4YiARKofwIUYJM2LHfyVX6yXIClDzQFWB8nhiIBEqh/AhRgkzY0svhKLmP4l9wz3GgyMw9FowB7yNisKgl4nEDdC3Ct5n+NeMCf+oFHDN4J7MF2GQbQJvWmCHvQ+qwyCXiQAAXYpNGNCDDnf41BpgAb48XQJEAC9UmAAmzSbnoFmNuPjAOmABtnxhgkQAL1R6CuBXjKjE45ADJQC+x6BfitIPB8qBYlrO88KcL1bT+WngRIoDyBehfg8jWsUAi5N3hSmQsY5L7eOU36D98Yl9lPvMxfoULXUbIU4DoyFotKAiRgigAF2BQ2QO7oPbi/8CEcIryvNQBf+PWLrxRDRF0erpbWMKhzZ3YpJs3DaCRAAiTgeAIUYAsmEhFuK3AJQ9hnTHizRZBhbXme4pC1xoFesIXGyagkQAKOJ1C3Apyz/UhkyxWSRQEe+nmhADv++4MFJAESsEDADQJsofrOikoBXtseFGFntVGWhgRIwD4CFGD7WFpOiQJMAbbciJgACZBA3RCgADvIVBRgCrCDmiOLQgIkUGECdSnAtTp+ssK2AAV4COFeAC3yCoehK93ymD4JkEAtCFCAa0G9SJ65Avz9PuBLP/BWAxDx+GYcCrCDGimLQgIkYBsBCrBtKK0nlCvAmyaAMUlgQgx4MgR8ELSefr2mQAGuV8ux3CRAAqUI1J0A5ww/qwBc5RsWGoLeLQpsEQcebwK8fEIWRZhfZCRAAm4jUM8C7DZbFD0Ja/IAEFa8fUIWBdh1zZ0VIgHPE6AAe74J1AkAFcm5V3bxlOw6MReLSQIkUJ4ABbg8I4ZwCAF6wQ4xBItBAiRgC4G6EmC3bj+yxZIeSIQC7AEjs4ok4CECFGAPGdsNVaUIu8GKrAMJkIAQoACzHdQVAQpwXZmLhSUBEihBoG4EmMPPbMdCgALMdkACJOAWAhRgt1jS/fUYvHaSIux+Y7OGJOAFAhRgL1hZZx3HJdMBnX7gBwVYp0EZjARIwNEEKMBFzFMvYmRn66qXyyAowHZanWmRAAnUikBdCHAt5n93jgFQC58+JRclfBIAFjTUymyVyXfnaDrdVxsrk76dqVKE7aTJtEiABGpBgAJchPouUWCdJPBI89oBNosDO8YBn5q+JMEtQlwvHrBYhAJci68L5kkCJGAnAQpwEZpyE9EB/cDtrYUDDFOBMYm0EK/0AXNDdpqlNmnVkwADiM2d2eWyMYja2J25kgAJ1IaA4wW4FsPPWVPIUPNKP/BciSFZEeq9o8CrDcCHgdoY0a5c60yA6QXbZXimQwIkUBMCFOAS2GUYWhYGl5sTFW+4xwUXI1KAa/IZZKYkQAIeJUABLmH4elqUZEf7rTcB5lywHVZnGiRAArUiQAEuQb4eBclKQ8rtcOwWBd5qACIO9+y5GMuKxRmXBEiglgQcLcC1nP8Vo3hNgLP1faUR2CEGTIgBbwWB5x28wIwCXMuvD+ZNAiRghQAFmB7wIIH8Dse6SWAf5y4wiwMIchjaysefcUmABGpJgAJcgv60PuBLPzC/Dg6msKMRFfL462GBGb1gO6zPNEiABKpNwLECXOvhZzHECRHgsSZgub/aZqlNfvW66IwCXJv2wlxJgASsEaAAF+G3QxwYm0gLsFeeep7zpgh7pZWyniTgHgIU4BK2DKpA3OGrgO1siuIBbxsHHm9y/o1I+fWmANvZEpgWCZBANQhQgKtBuY7ymDwAhJXyh484rUoq0P/kzC4PjVc4zQIsDwmQgFECjhRgJ8z/GgXJ8LUnQC+49jZgCUiABPQToADrZ8WQDidAAXa4gVg8EiCBIQQowGwQriJAEXaVOVkZEnA1AccJ8JQZnQkAdX6vkKvbjKMrRwF2tHlYOBIggRwCThRgGogETBOgAJtGx4gkQAJVJkABrjJwZlcxAikAPkmdIlwxxkyYBEjARgIUYBthMilnEKAAO8MOLAUJkEBpAo4S4JztRwMAHHwHD5uVkwlQgJ1sHZaNBEggS8CpAkwLkYAlAhRhS/gYmQRIoAoEKMBVgMwsqk+AAlx95syRBEjAGAEKsDFeDF0/BCJzZ3a11k9xWVISIAGvEXCMAPP4Sa81vcrXl15w5RkzBxIgAfMEKMDm2TGmwwlQgB1uIBaPBDxOwBECfPYTnZEPngWHCz3eGCtRfYpwJagyTRIgATsIaAI845VOO9IylUb4S/zwv4twX2QFoAApNXOYgqnEGIkE8ghQgNkkSIAEnEqg5gIsYBY87FQ8LFe9E6AA17sFWX4ScC8BCrB7bevpmm2yJhC1iwAABIpJREFUMxCLAokB4M7juzzNgpUnARJwJgEKsDPtwlJZIBBoAFqGA8FQ+qdlJBa0j8YnAMZCwRj5d+akLp60ZoExo5IACVgnoMy4AKr1ZMynwOFn8+wYUx8BxY/FE6fhTDWFiwCtvauqggafigYVCM+c1DVZX0oMRQIkQAL2EJixoPPbFGB7WDIVBxMINgFb7I7HG1twM1TMcnBRWTQScAWBmZM47VPKkDNe7fwSKtahALuiubMS5QiM3hhPbLAd9isXju+TAAmQQCUJKH6cqCbxJ8mjpgLM4edKmplp5xHonngorgVwGcmQAAmQgBMIUICdYAWWoSoERmyI8zb6FsZDxdlVyZCZkAAJkEAJAhRgNg8vEZj1rUPxgALc7aVKs64kQALOJOAIAVaBFxRgN2ciYqncRKC9A2M33QvnA/ipm+rFupAACdQfgZoJcM7870oFOC6lwg8f/EpK+zeAFPyKD37I6wr8KRUB+V1Rvn4N8poCv6LCn5K4KvwqEFCQjpMNr6oIqJl0JEzmPS0uAL8WHvCn8uJm85Z8JF81E07CAghk/tXiZvPLlmnIe+mwSv01D/eVWFFw1o6H4uWUitfcVzvWiARIoJ4I1EyABdKCh7FEAZ594j84waHQlOmA76u9oIz+Er6v+uAbnYDSPQK+3ih8bUko/Qn4GlvgSyShNCTgiyXha2yCEpd/VSjydyIFnxKAH34EAgkEFT/8KQVB+QkkEUAMATWIgHQO4gqC/hQC2n/SwUjB71MRTPrTHRAoCPhV+JNK+n35PaVoYQIpyUHSy3RKVD8CSjLdOdA6IPKfdHCko6Ig4FPgk9cznRKfpKN1RiRsujPj8/ng0zoeEk/CK/D5VO01X6Y8PiWdjhbOp0DRwqva+z74tI5H+nek4ykSRoVPSXdKJIS8L/HSr8l/6TiKokJJ+dL/WmgjA6qCkGQAFWEoeGviNNwNBX+0kCajkgAJkIAlAjUVYCn5Gw8jrAIJ7SIGBap8Scr/VBWqzwdVfs+8Jl/N6UNDMv8vX9aqfC1/fZSIoijan/IP1BTk78z3bs6Xe1oMJIwmKPJFr33hp3+037W0JSnJU0UK0H7k75T2Svrv9Gs5vysKUmo6vPZ65u9smPS/mTQyl0/I31oemb+1PKT+8ncmvDCQiyq+LoOUQtJJX2ChZvOV6mdYfl1OSS/NcbDMWvhUJl66TPKuVrbB9DJxsuXKrZuUJTcN7XcJn0IqJXbM1jOlHXqRrlvmdSX7moJUKhMnEyYdNpOGLxMvlYIaANSEdAHkSULxqVCS/vRQhCIyn0zbPemTP6GoEkaMkO40DIOK32QVPKXguG8eiL83BXElgFMtfYIYmQRIgARMEqi5AJsst+loCx5GFEBMhfZvVFEQVdX075m/Y7FF2OdZ+ZrPlXbTOTKiEwhM2QxdUPEdVcF9fhX3Pb4Y8y++EHurKp52QvlYBhIgAe8R8JwAi4nn/wPDGhU0IIVGRUUj5AdojKtoVIDGeYvwgveagrtrvO+mOOTJxfh7fi0vvhDnqyp+4+7as3YkQAJOJPD/F8ZXi+6bgfwAAAAASUVORK5CYII=' center-y='180' name='Untitled' id='3'/>
        </item>
      </list>
    </costumes>
    <sounds>
      <list id='4' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='15' pen='tip' id='9' y='-90' name='Sprite' idx='1' volume='100' rotation='1' scale='1' heading='90' costume='1' color='80,80,80,1' pan='0' draggable='true'>
        <costumes>
          <list id='10'>
            <item>
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' center-y='87.5' name='anna a' id='11'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list id='12' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='48.35839443750001' y='21'>
            <block s='receiveGo'/>
            <block s='bounceOffEdge'/>
            <block s='doSetVar'>
              <l>Length 1</l>
              <l>0</l>
            </block>
            <block s='doSetVar'>
              <l>Lengthn 2</l>
              <l>0</l>
            </block>
            <block s='doSetVar'>
              <l>Length 3</l>
              <l>0</l>
            </block>
            <block s='doAsk'>
              <l>Give me the length of a side of a triangle</l>
            </block>
            <block s='doSetVar'>
              <l>Length 1</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doAsk'>
              <l>Give me a second length</l>
            </block>
            <block s='doSetVar'>
              <l>Lengthn 2</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doAsk'>
              <l>A final length</l>
            </block>
            <block s='doSetVar'>
              <l>Length 3</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doIfElse'>
              <block s='reportAnd'>
                <block s='reportGreaterThan'>
                  <block s='reportSum'>
                    <block var='Length 1'/>
                    <block var='Lengthn 2'/>
                  </block>
                  <block var='Length 3'/>
                </block>
                <block s='reportAnd'>
                  <block s='reportGreaterThan'>
                    <block s='reportSum'>
                      <block var='Length 1'/>
                      <block var='Length 3'/>
                    </block>
                    <block var='Lengthn 2'/>
                  </block>
                  <block s='reportGreaterThan'>
                    <block s='reportSum'>
                      <block var='Lengthn 2'/>
                      <block var='Length 3'/>
                    </block>
                    <block var='Length 1'/>
                  </block>
                </block>
              </block>
              <script>
                <block s='doSayFor'>
                  <block s='reportJoinWords'>
                    <list>
                      <l>The perimeter is </l>
                      <block s='reportSum'>
                        <block var='Length 1'/>
                        <block s='reportSum'>
                          <block var='Lengthn 2'/>
                          <block var='Length 3'/>
                        </block>
                      </block>
                    </list>
                  </block>
                  <l>2</l>
                </block>
                <block s='doIfElse'>
                  <block s='reportEquals'>
                    <block s='reportSum'>
                      <block s='reportMonadic'>
                        <l>
                          <option>2^</option>
                        </l>
                        <block var='Length 1'/>
                      </block>
                      <block s='reportMonadic'>
                        <l>
                          <option>2^</option>
                        </l>
                        <block var='Lengthn 2'/>
                      </block>
                    </block>
                    <block s='reportMonadic'>
                      <l>
                        <option>2^</option>
                      </l>
                      <block var='Length 3'/>
                    </block>
                  </block>
                  <script>
                    <block s='doSayFor'>
                      <l>This is a right triangle!!</l>
                      <l>2</l>
                    </block>
                  </script>
                  <script>
                    <block s='doIfElse'>
                      <block s='reportAnd'>
                        <block s='reportEquals'>
                          <block var='Length 1'/>
                          <block var='Lengthn 2'/>
                        </block>
                        <block s='reportAnd'>
                          <block s='reportEquals'>
                            <block var='Lengthn 2'/>
                            <block var='Length 3'/>
                          </block>
                          <block s='reportEquals'>
                            <block var='Length 1'/>
                            <block var='Length 3'/>
                          </block>
                        </block>
                      </block>
                      <script>
                        <block s='doSayFor'>
                          <l>This is a equilateral triangle!!</l>
                          <l>2</l>
                        </block>
                      </script>
                      <script>
                        <block s='doIfElse'>
                          <block s='reportOr'>
                            <block s='reportEquals'>
                              <block var='Length 1'/>
                              <block var='Lengthn 2'/>
                            </block>
                            <block s='reportOr'>
                              <block s='reportEquals'>
                                <block var='Lengthn 2'/>
                                <block var='Length 3'/>
                              </block>
                              <block s='reportEquals'>
                                <block var='Length 1'/>
                                <block var='Length 3'/>
                              </block>
                            </block>
                          </block>
                          <script>
                            <block s='doSayFor'>
                              <l>This is an isosceles triangle!!</l>
                              <l>2</l>
                            </block>
                          </script>
                          <script>
                            <block s='doSayFor'>
                              <l>This is a scalene triangle!!</l>
                              <l>2</l>
                            </block>
                          </script>
                        </block>
                      </script>
                    </block>
                  </script>
                </block>
              </script>
              <script>
                <block s='doSayFor'>
                  <l>Sorry, these lengths do not form a real triangle!</l>
                  <l>2</l>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
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