<snapdata remixID="11904409"><project name="ManagingComplexityOption1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGyJJREFUeF7tnQd4lFXav+93SjKZ9EITAoQSIHSlF1lUEBCwsCq2b5WqiC6yKmtB1l38WOuquAKrCKyLZS1IsYL0poC00AkhlJDep7f/dd5Qgmkzk0nG//Wdl8srmDnnPOf85ubU5zyv4vF4PMhHKhAkBRQJYJCUl2ZVBSSAEoSgKiABDKr80rgEUDIQVAUkgEGVXxqXAEoGgqqABDCo8kvjEkDJQFAVkAAGVX5pXAIoGQiqAhLAoMovjUsAJQNBVUACGFT5pXEJoGQgqApIAIMqvzQuAZQMBFUBCWBQ5ZfGJYCSgaAqIAEMqvzSuARQMhBUBSSAQZVfGpcASgaCqoAEMKjyS+MSQMlAUBWQAAZVfmlcAigZCKoCEsCgyi+NSwAlA0FVQAIYVPmlcQmgZCCoCkgAgyq/NC4BlAwEVQEJYFDll8YlgJKBoCogAQyq/NK4BPD/IANlZWWcOJHG3p/3M3TYYJLaJAVNBQlg0KRvWMOlpaVs3bSd7z7dwpndJsKsjQnTRpHvOcPIGclMmvYgWq22YSslY0Q3uN4NatDlcnHwYCofL1zF8Q0FRNivwaCLqFQHq6uM6EEFvLzgecLDwxu0jrIHbFC5G8aYzWbj+29+4L9vrsdxJpYobQIoSo3GXR4n1qSjvPHhbJo2bdowFZU9YIPp3CCGRI/3w3fr+GDuSgzZSRi0lXu7mioiXhmTF3aYOcsm0fPaHg1SZ9kDNojM9W/kwoULzJn+Bqa98Ri10bUadHkcaBV9lemKXJk07uugz41dSOnWid59rqu1PH8TSAD9Ve43lG/L5q3849HPibMko9Qy1F6qdokjj3PmQ3SIGohW0VXZGpfbSZ7uGB/t+TsREb71pt7KIwH0VqnfYDq328377y7lu9dOEq9P9LmGYt53onQnHaMGkWVNo3FoazTK1SvhMmchs1aMokeP+hmSJYA+f22/jQxWq5VnH/tfctaHE6aJ8rtSp037aRHWidTi9VzTLJHWXRLQGBVObykm3t0Op8vO3W91ZuTYYX7bqCmjBLBeZK3fQouKinjyobm4DiSi04TUyZjJWUROSCrPLpjEwIEDCA0NVcvLOJ3BX//4NjkHnPx9zVQ6d06pk53qMksA60XW+is0Ly+P6XfPJjyjCxpFU2dDZc58nl11K127dq1UllhVFxYWkpCQUGc7EsB6k7DhChY935TbZhF5rltA4BM1L1LO8N7Ps4iJiWm4hlSwJHvAoMjuu1G7w8708c/h2t+q0kLB99Ku5CiITuWzn+ej0dS9N/WnHhJAf1RrgDxfffoupec/IDKmFfrQWI6mm1j/UT5GV2sMnjhcjihClHD02rrNASMH5PHGstkN0KKqTUgAgyZ9zYa/XDyOW7p9j9sNZRYP4QbQahXsDg8WG+QXw+mMUFasScKTPrHWo7aqrImTj04POfnTc48HTQUJYNCkr9nwqi8XMbTpn5jwFwtrd7iJMCqktNFwXYqGIddp6dpeQ3y0wrHTcM+U62gd3oNGhlaEaMK8bpHFaWLy4r4MuWGw13kCnVACGGhFA1RednY26es6M2lOAYfSPJVKDQ9T+Hp+qApi8liz2iMK+JoY2pAc1Z/mxk61wljqzuHVjRNITPR9EztAzUQCGCgl66GcJe9MxJH9H6bOtVdZ+rB+Wr56M5SOt1k4m3U1pALGxPDOpET/jkbqCUflRUaeXhyzzSMszPteM9DNlAAGWtEAlnf8+DHK9vbmnlllHM+o3As2joMTq410v9PC6czKn5dXRSFSH0+XmBtoG9Ebg/aKv19Z08N8vGV+AGvse1ESQN81q9ccYmHgdDpxOBzqz3/PH0/HhA2MmGbF5b7adFQEnFhlpM/9FjKqBfBKHr3GQNuI6+gacxPRIU2IG5HPy/Ofr9f21Fa4BLA2hQL4uYBK3McQG8pZF3I4n3GB06cyKMgtxZLlpiCvmJICM24X4Agj1BmGzVHMS68t5Yt1dhZ97iArHzwXO7tGsQqHVxjUHjAz1/uKCocDMVec+uR9PD/n+aC44l+qrQTQ++/Nq5SiBzOZTeTm5HIm/Tx7d+8jO6OYs6l5lBbaCLXEgUOPXjEQohjQavUo1OytXKjbQp+hOxjQqwC3xk5uvguLTSEyAnUlPOIRGyaLV9W7KpHwfE5NTSU+Pt73zAHKIQGso5AWi4UzZ86ye8cvHNqdxun9uVhydeitEYQoERi0YSgBOLMV1bQ6zXh0ZShKKQpuUIw47GGYncVkW09RYDtPtjUNm8uEzW2utWXvLlzAI1MfrjVdfSaQAPqhrjikX792I2uWb+TMLyXoTfGEa2PQaar2MPbDRB2yeHC47ZhdReTbzpFjTVfhLHPkY3ObcHvKJ5J6vZ6DBw/SoUOHOtiqe1YJoB8aPjHpOXJ+jMSoq971Xbi8O912nB47bo/r4k8xeSufwHlwq78T/yeO0/Rag+qZrEGHjhA06h9dwJwO1EtHrjKK7FlkWo5RFJLG9l82cs01zf1QIHBZJIB+aDlz4mxyN0RVuvQjgDtVtgePx41RH0OYNlKFSqeEqsOwggatosXusbLf9gMn3btx4RI7JeX/qT8U9OjL4RMwKlqilASMnhj1roe44RbpSSBcG4tBCUdHqF+Qin8g+ZqTDP5DOx6ZMbHBr2PKRYgf4F3KIrZHli/9lJX/2E2MNQntxaFXuK8X2s/Twti52oXFWechNts+wkLZFep8qsuV/T49IYRgIEqTQGNNa1pruxOnbV7tZaOqzDjdDgqij/KnN+5l8JCBXt8p8anKNSSWPWAdlCwuLmbJwuVsWnqCWHsbtBodwsP4vPkIGkWn7rldWYB4SLVu4CfXqouDsBiHPX45EVRfZQ/hRJGk7UFH/SCitY1rXWFfKqvEmUPrkfD8yzOJjIysgyq+ZZUA+qZXlanz8nL5ZNkKfvzPPgyFLYjQxeBRyofTS0+qdT0/uVbjuYSfywNON4TWTzgMYbmRJpEe+ptpoe3klQ+hmKvmRR/hhUUTuK5X/V3FrCiiBDAAAF4qwm63c/DAIVZ89D2p6zIJK2lMuC6Os65U1toWX+n5RAazC4w+wmdz+QGsh0hiuVY/krb669SeubanwHmGYU+0ZfKjD9X7JrUEsLZvw8/PRXiMo0eO8tEHX/DmZ29iV2xXl2R2gLHytk1kVAhWkxPHr8/dRG6LA8L83erxEK0k0D9kHM11nWodmtV4Mf0KeWnhLKKjar/o7qdM0hvGX+G8zTdl2hTeW7Hs8ipXzecBo0aDxeXGU9FJxe3h4bcGcHhTFptXnKo8P7S4wKCp07xRDM3NlDYMMtyrLl5qesSQXNQoldc/+jOtk1p722Sf0ske0Ce5fEssfPra9ErG7LJeyeiBnjc04/Y/d2fz0pNs+iQNh3B7VhTCdBqeWTMcbaiGH+YfYduKdJwVnFx0GugyoAn7t2Src8yr5lJiP1GjYHdX5xVzdXqx29hTN5yuITfWOD8Uc9aC0OM8s+R+evfu5ZsAXqSWAHohkr9JPvv8v9w1/X7QXKTF42Hg6FaMfqorysXfleXbOLQuk2M/5ZCTVsq0ZddjjCm/55GXUaZCemhbFiaTAzQwaGxrut/cglWvH+RcWsnlHrRNp1jufrEnHz65i3MZpVf3uNU2wEMTTSuGhj5IhCauxmbmKMd49J3RDB9+k79yVJlPAhhQOa8u7IUXX+Bvi16+/Mv23eOZ8Fa/y/D9ugvzqL2XUimSmsPqIvtkCUe3ZFN43sRtz/dAF6rl7IECNn94kmO7chk+sQOD/6cd1jIn7z60iZxs770TQjEwxHAfiZrONZ5b57kymPL2DYwcPTxgqkkAAyZl5YJenPtX/vLuS+oHMeHR3PZURzre0CjgFssKbdjKnMQnljubZh4p4p9Tt+GquOWjrdnjRvFAnL0pA41309hQfcheAeG0hcMYNvzGgLRDAhgQGasuZN2P6xh27yh1fvfKU3PJu3Y9cYnGerR4pehFk7aSfryo/BcmJ4TXvv0ikiZ5utDM1Z52kX2qvVOSqxzn+eX306t33fcKJYD1iINwPu1wXYq6+bxk4SK2R/0TY7ShHi1eKXr7R2msWnC4fMUs9g9DvF89d9UOId7RnGh9E/WmXVVPgeE4b3/7JM1b1M2ZQQJYzzgs+3AZK1d/xUOTJ7C/2WL0houbz2JE9G7BermGJTlW9qw+Q2iYlh6jEi8vVqpqQsbefBZM3w5i6LW7QCyhLy2GammzqNpg/d3EexIptF/41ZFieWbheGtJOsLi1a9iMPj/j0oCWM8Aihh+GzdtxOq2sKfxvwgJ03Hgm3Ps+Oo0Xa5vxoD72tYWvlmtYdEFM2eWRWE2O/hq/RrEhvVjS68nqnHVN9oyDxfx9uQtKnSNEgzk5lm9XBmXCyI8csaFPYPeE0pa2R7aR/ZFrymPnHXpcbjspPzBw9NzZvitogTQb+l8y/jT7h2sdv2N4gtWrjl6E9+s/55tB3byyD8H0LJ7zVsgwtKaeQd4eNhf1FXy/TMeVMHqPyKRW5/tXmVFTu7I4f0/7eS6ES0YPaMrr9yxDovoCX14Omh7Mdhwv+rPeKRkG0nh3TDqrg5iVOg8x5yV4+narXJ0LW9MSQC9USkAac5nZvLGvgn8/GUa/Rvfzo9bNvBL2gGG39eeG6bW7pX8yazdHNierdbELZasQOsO0Tz8/uAqh/LNS0/gsrsZMikZjVbhwxk/cWiPDzeXgHAiGW98Ud2aEfPY9LK9JIQmEqW/eiVvSz7O0tWv+xXgSAIYALi8KUK48U/9x2iOHD7B9m/Plg+Hbg/3zu5Ji5RYzqUW0nVEi2qH4z0rMvjs9QMVNrVh8NhW3PJU1T2Py+FGq79yzvftG4fY9FW6N1W9nMbgMTI+/EV0FYKZnzEdVO8Zx4ZcczldqTOfGcuH029AH5/KF4klgD5L5n+GV999ifSEtSx6bAdujQeDVsOwCR1oN6AxjZIi0GirD5Hmdrr5+NndpG7LVtcuzVpGMGXhQMKivYuO5R+AYRcBvNqGgFD0gjEhV94nYutwgmWrX/fZoVUC6D9PPudMTz/F/EOPcGxHJmJFO3RyB8Ljrp7Y11SoWHkWnjVjszppnBR5VQ9XY2UU+PjpXezfUT6El4/jF5fgFVfGv3L3MhKhDsG/Dlwusp827SMhpCUR+vL5a7Ezi2e/vJ0ePX0LZi4B9Bkj/zMUFBRw+/Sh9J3SlPgWNb/2oCjTTNaJEjoOqftbi1xON6/cuo7i0goxZqraGzQ7wXhlwzpKieMu4wvVNNjDkeKttI3sTYimfBvG2P88b/17rk8CSQB9ksu/xF+vXcXJtOPsN31P+1si0eiqPxYT0KXvzqVlt3iu6RRd9bmxj9U4f7iId6ZswVPBKUJ1iK14OiKuB9jccGmfEkjW9Ob6sPuqtVa+Ot5CSvQQ1b+wwH2G+Vsf45pmV+aHtVVVAlibQgH4/MHnb0WfXKDO9ap6hBNC5pFizhwooE2vBJq0i/Jpz662Ki5/+mcO7sy5MvRa3RCmvdqG3V2+aX35zNjD8NDJtNR1qbF4cSk+336ORGNnxIttej1qYNrMybVV6fLnEkCvpfIv4Tdrv2FNwask9ohVt0MqPk67m1M7cynMMtHh+qbENDNWezoiXLOKM8207V81xNXVLut4MfMnbEEXoqBxK1iEW5fo5X7dCf/qvNioRHJX2Gx0Su2LnNNle2luTFE3qoviU/lk29teu/JLAP3jyqtcRYVFzPr8LtoMrXDLTAFToZ0TG7Lx6DwkD2pCeGz5QuTM/gJimxuJbGQoB1EB4Yp18NvzeFwerr29pc9DcnG2Rd0PFD6GYih+b+bOCr3cxWY4LobdqrBtM0h/Jx1DBnrVTqfbxnnLUVqFd6fEncWrGybQsmXVZ8i/LlAC6JXE/iUqLCxi5nt3E9fdA24NpVlOIopaMLjdGNq2bs+7e2aSNOjKfQun3cWuLzIw5dmIiAvFXGwnxKij28jmRDWpWxBJt9vD4SV2Pv/PJqyuCosRMfSKFfHluZ+HJG1XbjBMrPXeSEVVjpZso2PUQOwuK/e81YURY7x7s5IE0D+2vM4lXqklXPM1Gi2xcTFEhJevfoWnzJMfjyNp6JXVsFitCu/o5p1iCIsJISwqxKtz4toq43Z5OLnSyryHlvL7++5kS+rO8h7W4iz3khGOCoAWDW3CO9DbdQ9GrW+v/8owHSDRmKJGf+j2sMLjT06rrVrq5xJAr2QKfKIfNvzA1vC3K+0DisVocZaZsgI7zQOwCi7JtmDd3oznJr5GXFwse/ftpf8tg7CZrOoVT7F6TYiM48ZBQ5n5+ExSOnTi26+/Z82SbZQdD8XoSSBUG4bFVUqO9TThumhCNUZ0mlA17IjIL+LOiHfOJUf2w+l28vvXkxlz+yivRJMAeiVT4BP979t/QTvqoFpw5tFimraPqrRI8deqgLjgnImS3UZu7TGJm28ccdU57fx35/PKG6/xxPQ/Mnb0WJo1a1YpNozY9M7OyWb3jr3sWL+XtD0XKMvRoLHpEMO5iA6nPhoPWvSEaaLVv4ek5LDgs3lex5qRAPr7LfuQb9vWzWz98TvG3nk/HTt1Uo+rXvnnXNzDf8Hl8HBiRzadhjSrsUSxVSNc70ONunJQL74XWCxO7FYnliIHhekuitJs9Gk5jBHX30ZKxxR0usqe0CK2jYhr6EsIDgGkmDaId8fl5eZRkFNMfl4B4g1O2ovTi9btE2nXrp0a+s3bRwLorVJ1SPfIbX1JNKdyrlRhyLT53P3AQ+Tm5jJ7ySPEDzSTk15Gu35V3xUxFdpI31hG1pexRGZ3xK2x4dBacSlONYCb3mVA5zagd0UQqonAqikg5c4wZs15ok6OonVork9ZJYA+yeVf4rlPT6No2wfodRoKiGXeioPExcUhQnmsXf89qzZ+hrtFNsbGClqdjqKcMrL2uLAeiCEyN5k4paVPr2UVYeJM7fez8CMx76vd19C/VgUmlwQwMDrWWEp+fj5/vLUXBmsWrWI0NBr9Ag/PmHVVHhHA3Gy2qH53aSdP8tq479SDfhFr0Oo2YXdZ1H1BraK/HHfwUgGljnw1bcVgSIX2TPQdc/jgqzeD+h6Q2uSVANamUIA+P7B/H/Mm3kCEYkExNuXNbw9hNFZ9Q66srJTxvf6M3hylRjRNCG2p3lATc0cRftfkLMTsKiZcF6Mef4loqy2MV14oLT4ToRPEKUaT0UX8/c05fjmLBqjpNRYjAWwIlS/a+PQ/S9n0zqMUmp088NInjBpzeyXrYlhe8cVKVj2XpkZErekR2x/iEdshFR8RoLzYnq3e7y125jBsViITpzz4m4RQAtiAAIoLSnOemIT1l084HNKBa+8azO19H+TaHtfy7Zof+O87a8k/V6puXHeL8T/6gBjGT5TsJDG8C8W3fqmuXJ++4zXGjh3TgK31zpQE0DudApYqJyeH++7rTWm3GFp2jiFBayC+rBt7lmXSvHAwZc4CHG4rsSE1b8vUVCHhoVLqyKPQcYEWj50j5dYYmuwbzpQHHg1YOwJVkAQwUEp6WU5WVhZzvruXozvPYd6Xyx1Lf8fJNVbse5oQsqsXFywnaGJIUk8a/H2OFG8h0dgFi5gLaiHhhZ1orCG8+eDKaued/tqqaz4JYF0V9DG/CFw5+eUxaBsXc/7VPYTd1p5hKVP4/S33MOX6eRQXF9A+qr9PjgAVqyB6UKvLRK41AwUPDo8dY1MNAxab6JQ+nnvvut/nexs+NtGn5BJAn+QKTOJT6aeY/vR4GqUdIM+s8PbXqbRt25bZT77Ehn8folO0/y+QPms+REJoK9JKf1a3dNpH9uN8463ctEQh75QV7aEk5s18u8oTksC0zrdSJIC+6eVzanHstXfvL/TuffWVxZ3bt/Gv6Tdhdml47ZtjtGjegp07fmLm2H/QIbq/V46gVVVGhNYV93fFyrh1RA/Oan+h94J84lqVb/mU5lhpdXI0kx54+DfRE0oAfUYqMBnEdssjI1KIceQw9f2fSe7Qkc0bt/HyvV9g15XROrRnQAwVuS5Q1G07/Z41qD6G4kw5fWsxc8d8SqNGNYfoDUgFailEAtgQKldhY8UXH/Lp0vfQ5G4nRxPLnfdM4Q+TZ7N9607sTicLZqwh3tFWffdIXZ8SRx6uh1fSrn8jhNNry7SRPDZ1huwB6yrs/6/5c3Pz+Ne8Pozsk8UbH9p56bFQvtg1ljsemEfLli3VDWOxWn5h5t9x/JxEhukg14Qlq0dw/jx5Mfu565kBnM/LoHWTZG64fhhxsb+NM2LZA/rzjQYgT1Z2Nq/PHsQTd2YSG63w8bd2Cks0eGLuYeZzi1UIP/73f/l2zjlCtKEU2DMR57tieyZG3xSDNlz9u/CIEe7NLo8Lu9uC1VVKdEhTNZyGw23D2iyNv33wOO2T2weg1oEvQgIYeE29KnHJv17jjs5zWL3Zye9v1KvufYfS3BSWQuM+2+javSdms5kH7prAmZ0W2kX2JUJb/gYmsdCwucw4PFYVMgFhiDZMXbgYtBGXI5sW2DIZMrMJj8+Y7lWdgpFIAhgM1YGPPpzPqKQ/U1QCTRPK70iWmj1kXHCxr+hpJj3yV/V3U6ZM4euvv2bFipWsXbmRw1vOY8sOQWMLQ6uEqO/WVOMcIV4Pa0MECjLrchg8tgdDx/Sj/8C+XnsnB0MKCWAwVBexVIqLWf7WjTw4/Cjai0FTnS4Pn37vxGocy7SnPkOcHa9fv55x48axa9cukpOT1cikwlsmP7+AoqJiysos6qZ1mFFPXl4eI0eO5Oabb+abb74JUst8MysB9E2vgKbes2sXi8b1xXAxbmSMXj0543RsUxbsOMX7iz9g0aIF9OvXD7PJzPLly2u0L4AVAIqN7n179/2me75LDZEABhQp3wrbuuVHIrPHEKqHQydddG6npWm8QqkZ1hyZztTH5l12oRL3MSIiag5oJKwfP36clJROjBp1C6tWrfKtQkFILQEMgujCpOit5s8dwcMjt/PdNietmytERWpoFK1w8oybtPNQFP4cD01+xms/vgsXLrBw4QJWrVrN6NGjefHFF73OGyQZ5L3gYAm/7oevaVRyN0nNPPz4k4uBPRXCDVoWr3RxY18NeQVutu3z0OF3Sxk3brxX1Tx48KA6Vxw/fvxvzuulugbIHtCrrzbwiUwmEys+W8CxPYvp37mQZrHi1Vpu1v7SikZt78ZmKqVn/zH06j3A60A/ga9l/ZcoAax/jaWFGhSQAEo8gqqABDCo8kvjEkDJQFAVkAAGVX5pXAIoGQiqAv8PJ5s8PkCMIn0AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="ManagingComplexityOption1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ask num1" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is your first number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num2" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is your second number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num3" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your third number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num4" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your fourth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num5" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your fifth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num6" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your sixth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num7" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your seventh number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num8" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your eighth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num9" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your ninth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask num10" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your tenth number?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="numbers: %&apos;numbers&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="ask num1"></custom-block><custom-block s="ask num2"></custom-block><custom-block s="ask num3"></custom-block><custom-block s="ask num4"></custom-block><custom-block s="ask num5"></custom-block><custom-block s="ask num6"></custom-block><custom-block s="ask num7"></custom-block><custom-block s="ask num8"></custom-block><custom-block s="ask num9"></custom-block><custom-block s="ask num10"></custom-block></list></block></block></script></block-definition><block-definition s="addedNumbers" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block></list></block></block></script></block-definition><block-definition s="averageNumber" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block><block s="getLastAnswer"></block></list></block><l>10</l></block></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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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="160"></list></costumes><sounds><list struct="atomic" id="161"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numberList" style="normal" x="10" y="7" color="243,118,29" extX="116" extY="195" hidden="true"/><watcher scope="witch" s="yPosition" style="normal" x="10" y="225.000002" color="74,108,212" hidden="true"/><watcher scope="witch" s="xPosition" style="normal" x="10" y="246.000004" color="74,108,212" hidden="true"/><sprite name="witch" idx="1" x="100" y="-46" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="169"><costumes><list id="170"><item><ref mediaID="witch_cst_witch"></ref></item></list></costumes><sounds><list struct="atomic" id="171"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"><comment w="90" collapsed="false">option 1 - averages</comment></block><block s="gotoXY"><l>100</l><l>-48</l></block><block s="doSetVar"><l>numberList</l><block s="reportNewList"><list></list></block></block><block s="doHideVar"><l>numberList</l></block><block s="doSayFor"><l>Hello, I am Hecate.</l><l>2</l></block><block s="doSayFor"><l>I am currently stuck right now and need your help. </l><l>2.5</l></block><block s="doSayFor"><l>My broom runs on numbers, though right now I can&apos;t seem to think of any.</l><l>2.5</l></block><block s="doSayFor"><l>Anyway all you have to do is type in 10 numbers and that will help me get my broom started!</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doShowVar"><l>numberList</l></block><block s="doSetVar"><l>numberList</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><custom-block s="numbers: %s"><l></l></custom-block><block var="numberList"/><comment w="90" collapsed="false">asks for numbers and add them to list</comment></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>Now all I have to do is add them and then divide to get full power for my broom.</l><l>3</l></block><block s="doHideVar"><l>numberList</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>All the numbers added together is....</l><l>2</l></block><block s="doSayFor"><custom-block s="addedNumbers"></custom-block><l>4</l><comment w="90" collapsed="false">tells all numbers added together</comment></block><block s="doSayFor"><l>This is great. Now all I have to do is divide them to get the average!</l><l>3</l></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>Now the final number is....</l><l>2</l></block><block s="doSayFor"><custom-block s="averageNumber"></custom-block><l>2</l></block><block s="doSayFor"><l>Great! My broom is powered again. Thank you!</l><l>3</l></block><block s="doGlide"><l>3</l><l>-200</l><l>-48</l></block></script></scripts></sprite></sprites></stage><variables><variable name="numberList"><list id="250"><item><list struct="atomic" id="251">2,2,2,2,2,2,2,2,2,2</list></item></list></variable></variables></scene></scenes></project><media name="ManagingComplexityOption1" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="witch" center-x="108.5" center-y="116.5" 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" 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