<snapdata remixID="12301213"><project name="Pseudocode Practice" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAG2FJREFUeF7tXQl0VUWa/l8SskFYwhYCJAEhYQfZd3BhURZREVEQ2UbFmbbneNrxnJlG7e7RnqbHRrvn6BGdAXGLSw8IIiL7vokCYU1I2JIQCAlk35M5X72pu7373qvHfTc3nFN1Tg6a1K1b9ddX//LVX3VdDQ0NDSSLlIBDEnBJADokeflaJgEJQAkERyUgAeio+OXLJQAlBhyVgASgo+KXL5cAlBhwVAISgI6KX75cAlBiwFEJSAA6Kn75cglAiQFHJSAB6Kj45cslACUGHJWABKCj4pcvlwCUGHBUAhKAjopfvlwCUGLAUQlIADoqfvlyCUCJAUclIAHoqPjlyyUAJQYclYAEoKPily+XAJQYcFQCEoCOil++XAIwSBj45ZdfKDExkUJDQ4PUYtNoprKykm7fvk0pKSm2dEgCMAhi3bNnDyUlJQWhpabZBO4uyM3NpVGjRgW9g3cNAEtLS+ncuXNUW1t7R0LgF0C4XC7Cf+NfkdK8eXPq37+/16rQfLGxsezv7777Lr3++uu0d+9eqquro7Nnz9LPP/9Mb7zxBmVnZ7OfBx54QOS1Ta4OtOA999xDLVq0CGrf7goAHjx4kACE1q1bB3Xwoo3l5ORQ165dqUuXLh6PFBQUUElJiQ6A7733Hg0ePJgOHDjAFszLL79MJ06coPT0dJoxY8YdLyLR/tpVLz8/n4YNGxbU5ps8AM+fP08RERFMY0HDvPrqq3TkyBEaPnw4wT/ZunUrTZs2jdavX0+FhYU0f/78oAqINwYQjh492qNtaIZbt26x3x8+fJgOHTpEffv2pbFjx9Lx48cpMjKS4uLiqLq6mtUbNGgQ08C8cI18N/x/Xl5e0M1wkwcgBg2gaU0cNEx4eDjt3LmTkpOTafny5ZSVlUVfffUVvfTSS7ZpmOLiYhowYIAOhAAVQIiChRIdHa2YeG7q79Z/r+ddo/CISGW8165dM12EVlZ8kwegUcNAIyYkJFDnzp3ZuOFrjRgxgnbt2sU0IcxETU2NFZl4fdZMAwCAXAOmH9lBsVuXU0y4i063Hk2J3XtSWFiYLX2xq9Hc7KsUk59G7WuuUdz0l+lW78eUV2H8ZlbASl9MAeg0paAN/bUaxspAg/GsmQZA/2D6UX5e9wFNzU+lY0N+S91HTmW/q6mqpMPfrCaq8xM8hYTQqLnPUVV1DZWVlbFn27Rp4wiAsYhbrv8VJY6fTVe7P6ID4JgxY4IhStUFMV7P1lQoBR769+rVS9EwJQV5dOWbt6ihopgqQlvQpea9qc4lqmFc1EAN5CLf0W+nykvUtiqXCaj39KUU2mOsTw0A8KkAXEVday5T/LwVzA2A9ru6aS2127ySRILutnP/hS6nTFKCLUT+jgVepw7S0PBcutJtpjL+69evk60AFKUUYAbhYC9evDioq8HYGMwvKA448FoNc7znEmo1dAa1jm3HnHz4XiKlsLCAQkP9A/bygQ3U58RfKeb+F/xqAIAPkTDKL+tX0diu4VRy7wK6efMmcxNub/mEojetVLoXmTyU2s59hXJ+/6RHl9s+9Spd7PkA03woiK6dAuCZM2fowWbn6HLSDKWfN27csBeAopQCAPHBBx/QokWLRObdUh2AHfyTG4CrKLn0F2q96EOFx7u861uqWrucmgmomOR//CNdSxjO/EYUANfbBGdvW0PDEmL8agDIjGtAAHBCUjSVD11IFRUVFBUVRUU/fqoDYFTf0RSR2JuqrqZTRdpenWw4AC9dusSCq/r6emrVqpUl+d3pw+AwjQCEBkR0H8yi8wFFKQXQCtCAoBTsLqdPn1a2gTDBI9rXUlbiTLblhWDEQ8OkDKN2C5ZT9r+ppoP30ahhYOK8TTAm4IGws341AACoasAPaWK3KCobspCBDyAs3vqZDoDoS5vHfkW3/vdvphowq8f9CrENDdiyZUu7RWzaPsY/Kfw8XUqcrtOAtgJQG9HBtEGIjV1uXM+jZuGqSdUD0D3B5UMXMbMMKsaoYdDfjv/0DhV+/RequX7FVMNgR6Vnz55MA3oDIEyQyAQAfDC3KMe//ZBpwLIhzyrvrUw/RnG3soTEWNdtEN2I6aLsJ8MPFnUvhF4QQCUAcHJEOl1MmKY8heCk0QCYcXQntd7yW2oZYT+l4Cv0P3XqlKIBMcETu2GCFzIHH46+UcNEpgyjiG59qeiHNV41THx8PDPhMCm+NCAA6G8CAD4VgB+xBVI6WAVgyZV0OrfmT1RXXeV7+l1EYxb/hkrjUhiXiAI2wEkATonMoKyuD+sAOG7cuABg7L+qzgTDl+GclpFSwGqsra6yTCl4I2W9hf56ALonGADkpeLYVgr/9F/9j5SIWi35I12JH6zsRDRr1syriYMGFJkAPQDdGvBQ+GAWHPXo0YOKd6RSjCYIgQ9YnXOBWj+0iIp3fKHT0nARMu+5j9q2bcvGU1RURDExMUJjC3YlaMCpURcaH4BOUgo5aQdpaIQ+9Nea4OPfemqY+toaSt++nlz17sDCa3GFUMrk2VRZXU3l5eWsGrSft/QpTIAIALFwuAY8seEjmpAURRXDFtOOHTto5syZlLvuA50P2Pl331Dh1yspqs8IcoU2o4Iv/qR0GQC80H0itWvXjv0OPrmTAHwoOpMyuzyk04Djx48PKtY9NGBAlELKMGo1eT7dWvdfVJ2doevYnVAKZqG/FoB8ggv7PUVHjx5llMD1ranCPFvsk68wmoNrGEywNycffRGZAAAQPygnNvw3A+DqzCimvZYsWUIVu77SAbDNIy9S+Yk91H7pm1S880sq3v65BwAzMjLYfjKidScB+HDzLLrQ2U2oo2Ch2QpALaUAygP+li9KoVmHBOrwwgrK+f1cj1VxJ5SCWeivNcF8gk/FjifQM7Nnz6brGz7yiDLbL32L8j/yNMuBaBj0BQD0NwEAH/gxlJMb3QAsHvSMqjU2fEgd960W0hptnnyFmeD27duz+nCHgp3+JNQRIpZKNq3FRcqIn6I8AnzYDkCtBuScljdKIarfGIruP9bDl0GPMdlaSgEb+f44LWgdRF7a0F8LQD7B22t6MTMFH6tsR6oHAPFurWnjEuQAvHr1KuPZEEl70zDoi8gEAHxGDVhyrwrAtrGxFLo3lRqqK3zOvSssnIqGPEKlZWUK8Y5gRDRvURRYovUw/ukxl3QAhAacMGGCaBNC9XQm2GlKwSz01wPwf/7fx1rEgANfzoyGwcKoOLXfVCtndJugaBj4u74AiAlI7zRZpwGMEwAA+tKANw5vpepPxIjyHsvepOzOQygkJIS9E+BzSgMCgDNaXvY7fiGU+aikA6DTlIKZ4w8fENoKJe07NwC1Jq426wTFF18WkkNNQn+6Ft2JEP2iwMcCl2hW+AScj5uk/BmANQMg6Bxt/441H0nY1kRuYsm2z3UausOyt6nq4ilqPvRBurX+fao4tU9pHxo6PWk8dejQgf0O70MirhMFcwEA+hu/1b55AFA1J4jofFMK3NR6M3eBUgo89NdGXhyA0AYnN3IAqkmnlblZdG7tn6m+2p0z6L24aNSil6m4Q09lUqFBfQFwZqsrbAI4dQQLMXHiRN0rAD4VgKvZAikaOI82bNhA8+bNo8LNH+u34vqNodAWrSkyeQiVHdtGFacPeAAwMzOTEeUYs5MAxPjPdXxQtwCN4w8qAI0RHTg3X5RC7OO/Jld4pE9/KxBKwczx1wKQa8C9rgGMZ8MkVe1fFxDPptUw0PhaE6c9KwIN+Ejrq2wC+O+hkcwAiDw5lFOb3AA8FD6EmXZobqOLEDPuUSrZu46i+o3VaT++mM8njmOn6wA++KpOAhDjP9tBPcOCoKhRAeiPUojqM5LaPfsG5f3lOdNtL3BagVAKAKAx9Nf6gJjg8YnYaVhAGzdupMcee4xKt38REM+GCe7YsSMDDADobYIBwFltsnUTAADed999ukUP8OEHgEn7zg3A2wOeVurUn9pDUV8sF1IUMYvepIsdByo5gAA+3xURaiCIlTAXfPzaBWgcv9VX6kywNqIzoxRubPiQ4mykFMxCfz0A19CEpEg60WosO3/x4osvetAw/ng2ABDp++DZqqqqGADNdmfQl0djc+hM+/sVGUMDeAOgWwO6+3ervwrAEGqgS3s2kauh3o+HEEJJE2dQRWUV6xcK+sYDEqsTHejzouMPtF1jfQ8AqhGdp78FAjcsAEqhpLRUSY8HleOPUsCgjZGnNgg5/f0apgG1Gub2D2sobp/nvq+ZYMCzwQQjmwcFLoc3DQMN+FjbXDrdTtV4IK7NAIhMaRTev1v9n2L7uHATSvZvCIgoN/bPiYQQjAVzITL+oAPQGNEVDVQd/vwj2wKiFK7GD1a2ukQcarPISw/Aj5mGwU4ILzCnEQe/pvoq/zxbwYCHSbsoABBvp9LQl8fbXaNTbdWgAwC8/35VI6IPAJ8KQHf/MjtPZSRy9+7diQ5v1LkILUZOo4ikPtRizCy68f5vqOLMQWUsiILPdh1DnTp1Yr+DMnASgCLjDyoAzSK6Y81HsNw/RHRGfwuZJx2eX0HZy2dRfVmRri9GSgERpD+HGpNujLy0ADyz+WOmAaFheCk6vpuqP3lNKCG1+/P/Tlc6DVIiX2TT+NKAs9vnUVqsSrwCgMaD5QAfbg1A4f0r6PskAxHyDY1EOThKgJDLy7gXDADCp0QAg+edBKBx/NheNC5AGwHoNsG3B7gpBXBaHpQCgpCFb1DuWwuo7rZ7O4oXAJD7W4hWuU/jq8MAoDHyhA/IecAzm9cyDVPQdy4haxjXYYQc3eTBs4Fbaz39Ocpf/RpVnjuq69OZLqMJ6VgoWHDQgmYFfXmiw3U62UbdfMcEGAEI8HEN6AagW0Pz3SPXke88NGDpoU3Eo2GjzLQaEP1zCoBwQTB+fwsw6ADUUgrQNkgt4pSCR+5dr2EUkdSXSvatp/pS99lYIwCNlIKvM7LayIu3ow1CAEBM8N9O1LHAAVo59KfvTXm2OvTH5aKKND3RCwBevnyZUTjQgNoJNtIwczre0AFw9+7djCLBHjQvAKCqAd39gwbkpj0k+ywllOcIzVNl5z50Nby9kgOIrUKQ5k6cK8ZcGMcPC/DggyovKDQoP5V0QQinFPCMWUTXcHpvQJRCVocByq4DhOhvNZtFXloAnv3BPcFI+IQ5x/HF2v3rdADkmgX/1hZco4ozh3SL4nTnUeyMCQBy8eJFrwmf6MuTcfl0orWagIlzMHAlAAxoUVzWg4NH/G4Y3j9oaF7qC3Io49O3hYjy4Qt+TYWx3ZTtQZhgp84VcwBqxw8LYDsAjRGdNuIMaWigS3vFKIXECTOosiowSsEs8tT6gGd/+IQB8GafOYqGCcs4TM1TXxNajM2f/QNltu+vmF0ACSbYGw0zt9NNOt5KPYSzatUqBYDQhEOHDmV3xvAkC94/+M04wI0JK9/zjY4oh8UIaxtPkcmDqTxtn27PGm4LFgg/dI+58OYiCA3YQiW+ALXjR0KJrQA0i+jgz4CXQmp46YGNd0wpIKLzd22FWeSpBeC5LW4A5veeo4i2WWgI5Rz8UYhnix89hfFs/OYEHgV78wGfii+gX1qqB7Fx6xUiWxDgvODOGPyguDVgFO2o7UWYLPiL9Qe/1fuoz/0HI+1dkdFU+OV/ergtRgA6mZJvXIBYUJMmqXvjFvCtPKozwXoAujm3zM5TWGauGaWA7N6bq9+gZnGJjFooSP2zztwZHWp/rL4ZALVByLktnzIAnm1/H7uMaOnSpVRzbAu12/yO0MFvJKTCB+S3XMF3wwSbXRaEvjzduZB+jlEvJMIpNeME4Mo1DkC+QH6KHsGuZQNRXvD9Go8gqTY/m8K7plDeyhc8AHgqfiTbggNRDhPsJACNCxCLylYAmkV08Ge8UQp816HNrGWUv+Z3ukiYc1qBUApmkVdaWppyKOn8j24A/vV4HTMFOJZZf3A9RW96R5lIzrNF9R/ncTQTfUrrNIKZTRQAx1syAgA4r8stOtZCvZQRAJw8WU3PQhv83j/8N18g+b2fUPpTuSuVOu3/WEhZgCg3LhBv/RNq0EIl0QVo4RXsUZ0GNEZ0nPLglIKR8ojsNYyooYGaD37A1J8RpTz4IMyoD64BETTwCd5D/Zh/BVNYuBkaRgUgT5JFm8YsHQ5A7AGD2gFZ7AuA87veZgDkPqI3AEJjofAFcqOXCsCYFi2obvtaoYTUsClLmLXhB+d52pjVSb6T50UX4J20rX3GA4BGfwaUAi8hV89SQoUYpVAR35uyIzroKAV/EZ1Z5KUFIJ/g6ymzWRQKIIUdAw2j14Dg2cySUgHAk3HDmebk2svbJKMvzyQU0U/NR+oAOGWKmqKONgA+FYCfMQ19o5dK01idIKeex/ixADF+XuASGC2A1f7pAKh3qD9hpO/NPioAGwpyKeMzcUqhoE2ScugHnfd3gbdZ5KWlYdK3fkbjEiLpesrjyrjD8zKoe7U7IdRfKYtLoUuhsQodhP1ab5v96MuCxGI6Gj1CNwG+Aeh2EbBA7vaiXYB8LLAAxvFbHacHAOHTwNzxiO6n6OHs9BlMQ8Xev5vn3k19lkoPb2aZvryYUQr+HGoMmkde3OxpfcD0rZ/T+MQIyktWAWhVAN6eR1+eTSqhI1HDlSrgHc0AeOWK+wYG7QLR3kXtBJFs9f2iC9Cq/HUANIvocACIUwoNh0ApqOaOn3GNGTuLSvb83YP0RURnjDh9dRiDNkZe2ig4Y9vnTAPmJas0iFUB+ALgwm6ldDhSvRMZAJw6VT2miGcBPhWAngvkbrqCF+Ph/RVdgFbl7wFAgBCFO/zQgDjfsGzZMg+HX5t7V7Jvne46DGhAI6XgL6Izi7z0APyCacBrPRsHgIu6l9GhiKGKjJHCbwZAbO2h8AWidRGsTpBTz4OREFmAVvvnAUBfEV3V7i8DohRAqopQHnwQZpGXFoAXtn/BNOC1no9aHbff59GXxfeU08HwIToAPvSQelMA/gDwqQB0L5DGcBH8DsBiBQBQZAFafI2ehvEX0SEpoX77x/5z75qFU9jkwCkFs8hLD8BUNsG5PRoHgEt6VNCBZoMVGeO6NREANoaGtjrx/p7HXDgMwMaP6MwiL20QwjVgbo9Z/uRn+e/oy9KelToAwgQ//LB6WxTXgEgNQ2lMDW15gH4aELUAVvuhM8FwprkJNqM8rL7M3/NmkZcegG4NmHOPPQDkH5RZsGAB+w7JPyRX0f6we3Ua0AhAgE8FYONpaH+ytPp3zIWIBbD6Hg8A+ororL7M3/NmkZfWBGfu+JLGJQCAjzASGkcqg50tsmXLFnriiSfYoafnUqppX6h6Cyx4QzMAIq0LJXNHKvNRG0ND+5Ol1b9zC+BvAVp9jwcAjRFdY1Ae2iDEGHlpAZi10w3ATSVJ7JNREBJSlzgIAYRu3bqZygRHKnneHirgllTcwdynTx9dfdyWhZy/Cxcu0PO9amhvyEDl7wAgvkWiLXinUQPapaGtTrav55F9jcXHC+QrYgGs9kkHQLOIDg61VVJT9Hkzx1cPwK8YALEoVqxYQQsXLmTXV+CSIpTt27ezDwsizw//PWvWLHYEE99oQ/p+v3792LUXIMS3bdvGspv5VW14HuBDe+gvnnmhdy3tcalfRkJamhkAVQ2oamirE+PE82vXriX8vP3222yPXMQCWO2nBwCddKjNHF8tAC/u+op6hOYTTXyJbadBe6WmpipaD5dC9u7dm2lFpEPhg4H4dhv2exHBYxcDHw2E6ca/0HTw98B9asGHnQscqF/Wp452k/qlTABw+nT10m4IH+ADyFG4hr6cOJ1wvQZS/o0a1uqE2f08NCESNSA3EQtgtT86AAJ83AS7I7rGIX35IMA9wfHVcm84kQdQscne9TWNrTpEmzo+wwCFnQnjp1RhjqHlkOnCz1Pg/C+SFwAIZJpgTxqaDloRY0ZGM9d8fNssfP/7NG7CRNrV0E+RMf5m3IoD+FQAujU0ztGgD3g/tjD5dz8CnSxocfic/KC69nmkuUEu/EplmE98cgL395nVF303+nry5EmWiyhiAUTb9VbPA4Baf8YNQPs5Ny0AjdQHruDgGRiXdn9NT9f9SJm1sZSW8ATdrHdf5h3sMqBgB42oOUHhD/4z7azvy5pH+hf6YfyuiB6AX9LozmHsZoSVK1eyhFksaO4iBNpPABDuBO7XwaJBOwAXAkUcB8BXpKDpYQ3gsyKZBIDln/oK9H0AHyzDwIEDaf/+/cwCaF0Q+MBGCxDoO4z1PQDoZETnLfJCOj+SYhuqSun+KP2nF6wKwNfzRW2S6eeCMJaOhf3wOXPUowD8OZharQbsUnWR8vvPZ/fPwL8EMPgFTYH2Fe3iJgZkoQB0SCPDv+wTEpMmsXahYRFMQXZ4H25X5V/vDOR9XPPha6DQgBHl12lOr0i/Lkgg7zCrqwMgwGd0qO2mFLTcGyIvb44vvguMCfCX0mVVIMbnoXFAQHv7UDPAwPfP4SI8XbeF1kbMoqikQcys+/ra+p30FR/vxlkTftH6nbThoYVcLuUqEWg5mN++x1ZQ76kLdC4I3Btbr+jVA9DNadnJuXFBmHFv3BfD9pcx8gyG0IPVBi5LRzCDyPnKgY00t3ID+xzi7tpkSujWg0LDQoP1qkZpJy8nmzqWZ1FiWJHOBYF5t+PbgDoNCJWv1YDYdfDGuUEaweDd0E6g3FujzEQAL8GHsrFgQOu0St9EDeXuz7fe7aVy0Fy6cbuM+Zb4QlJKSkrQh+QBQGNE541zQ0+s8m4cfIFyb0GXQhAahN+F3RP+Zc8gNNkkmgBDEGyzqx2YBwDhVDPt5odzQx0rvJsRfIFwb01iZmQngiIBHQDB/nMaRoRzQw/uhHfDc1a4t6CMXDbSJCSgAyC2p/iRwMbi3LgUAuHemoTkZCeCIgEdANHimjVrHOHc+GhEuLegjFw20iQk4AFA9Mopzo1LxB/31iQkJzsRFAmYAjAoLctGpAQEJCABKCAkWcU+CUgA2idb2bKABCQABYQkq9gnAQlA+2QrWxaQgASggJBkFfskIAFon2xlywISkAAUEJKsYp8EJADtk61sWUACEoACQpJV7JOABKB9spUtC0hAAlBASLKKfRKQALRPtrJlAQlIAAoISVaxTwISgPbJVrYsIAEJQAEhySr2SUAC0D7ZypYFJCABKCAkWcU+CUgA2idb2bKABCQABYQkq9gnAQlA+2QrWxaQgASggJBkFfskIAFon2xlywISkAAUEJKsYp8EJADtk61sWUACEoACQpJV7JOABKB9spUtC0hAAlBASLKKfRKQALRPtrJlAQlIAAoISVaxTwISgPbJVrYsIAEJQAEhySr2SUAC0D7ZypYFJCABKCAkWcU+CUgA2idb2bKABP4PDIE6xQpTjugAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Pseudocode Practice"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="calculate variance number %&apos;number&apos; mean %&apos;mean&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Variance</l></list></block><block s="doSetVar"><l>count</l><l>0</l></block><block s="doSetVar"><l>SumSqaredDiff</l><l>0</l></block><block s="doForEach"><l>num</l><block var="number"/><script><block s="doSetVar"><l>diff</l><block s="reportDifference"><block var="num"/><block var="mean"/></block></block><block s="doSetVar"><l>SquaredDiff</l><block s="reportVariadicProduct"><list><block var="diff"/><block var="diff"/></list></block></block><block s="doSetVar"><l>SumSqaredDiff</l><block s="reportVariadicSum"><list><block var="SumSqaredDiff"/><block var="SquaredDiff"/></list></block></block><block s="doSetVar"><l>count</l><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></block><block s="doSetVar"><l>Variance</l><block s="reportQuotient"><block var="SumSqaredDiff"/><block var="count"/></block></block></script></block><block s="doReport"><block var="Variance"/></block></script></block-definition></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="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="2" y="15" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><script x="106" y="202.33333333333337"><block s="doSetVar"><l>List 1</l><block s="reportNewList"><list><l>2</l><l>6</l><l>8</l><l>12</l><l>16</l></list></block></block></script><script x="97" y="261.33333333333337"><block s="doSetVar"><l>List 2</l><block s="reportNewList"><list><l>3</l><l>7</l><l>10</l><l>23</l><l>31</l></list></block></block></script><script x="85" y="305.33333333333337"><block s="doSetVar"><l>List 3</l><block s="reportNewList"><list><l>5</l><l>10</l><l>22</l><l>36</l><l>47</l></list></block></block></script><script x="116" y="117"><custom-block s="calculate variance number %l mean %s"><block var="List 3"/><l>24</l></custom-block></script></scripts></sprite><watcher var="SumSqaredDiff" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="diff" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="SquaredDiff" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="count" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="List 1" style="normal" x="10" y="94.00000799999998" color="243,118,29" extX="86" extY="137"/><watcher var="List 3" style="normal" x="241" y="73.00001199999997" color="243,118,29" extX="152" extY="142"/><watcher var="List 2" style="normal" x="121" y="80.00000999999997" color="243,118,29" extX="80" extY="127"/></sprites></stage><variables><variable name="SumSqaredDiff"><l>1234</l></variable><variable name="diff"><l>23</l></variable><variable name="SquaredDiff"><l>529</l></variable><variable name="count"><l>5</l></variable><variable name="List 1"><list struct="atomic" id="117">2,6,8,12,16</list></variable><variable name="List 2"><list struct="atomic" id="118">3,7,10,23,31</list></variable><variable name="List 3"><list struct="atomic" id="119">5,10,22,36,47</list></variable></variables></scene></scenes></project><media name="Pseudocode Practice" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>