<snapdata remixID="9854294"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu2dB3hV1ZbHV3rvJCEJvXekKVU6CkqTomJDQHmIor5nm+d7zrynbxx1dMaCChZAQVRQbBSliYjSBUKA0AIEEiCQCoT0+X47s8899+YmuYHkBuPd35cvyb3n7LLO/6y9+nYrKSkpEVdzUaCWKODmAmAtUd41rKKAC4AuINQqBawAePToUdm6dat06tRJ2rVrZ3diCQkJ0r59+zLf7d27Vzp06FCri3EN/vujgBUAV69eLUOHDpXPPvtMgezgwYPSqlUrOXLkiHh6eipgfvLJJ9KlSxcZNmyYsVpAuXLlSnniiSd+fxRwzbhWKVAGgOfPn1ecrKioSA4fPiwFBQVqgnfccYf6/emnnxp/m2e+YsUKGTFiRK0uxjX4748CZbbgZs2aqVWwpbq5uYlWkvX2yudc4+/vb7XaQ4cOScuWLX9/FHDNuFYp4FJCapX8rsFdAHRhoFYp4AJgrZLfNbgLgC4M1CoFrAD4yy+/SEpKirRp00YiIyMlLy9P4uPj5ZZbblGTzMzMVHZClJClS5fKM888Y2jGfn5+0rt3bzlx4oR069ZNKTFacUGzXrZsmYSEhCjtWmvUtiu/mvG1pm5v3K5du8r+/fvlrrvuskvsqx138ODBat0oYkFBQYpe5nmkp6fLF198IePGjVO/H3jggWqdB88IiwVKIM9t/fr1ah7XX3+9mhemtJ9++qnMvHbv3q3oUt7zcAYyrQAIUHgYFy9eVIu5dOmS+vvmm282gDZw4ECJjo6WTZs2SZ8+fYzPo6KiZNCgQWLPUA3o+ByTDlp19+7d7a7tasb38PCQCRMmWPWrx+W7M2fOqPnZa1czLi/V8OHD1foAQv/+/SUmJsZqmOTkZPWg27Ztq36bbajmC69mHoBo8eLFCmy8CHoeel7jx49Xtlxzw97LXG+88UZnYM3uGFYAzM7OVm8PxugdO3ZI48aNJT8/X1q0aKFuLi4ulrVr16rvebMaNWqkPtdvO7/5gRhmDqA/HzNmjGzcuFHdb69dzfgVjQvn+e233xRHqO5x4fJ6ffydlJQkI0eOtFo/L94PP/yggMdvvaPYzuVK108/2GEHDBignltYWJiaR9OmTdU8br/9dvn+++8VI7H1WP3444/qvtpqLhmwtijvGldRwAVAFxBqlQIuANYq+V2DlwHg5cuXxdfXt1LKLFmyxBD6uYfGfWbZ0NwJ8k1wcLD6CO2ae3x8fNTfCPIoJ7j+9Pj6+qysLNVvdV1/4cIFCQwMLHd9V7p+vQ7bjm37c9Y6belY3oIdXS9WjLFjx6pu0Atyc3PVc0NxOnv2rFKw7DVz//xtSycrAPLlmjVrlAqPdsTDAlCjR482lA0AgRkGZeTuu+9WnxOg0LlzZ4mNjZXjx4+rqBmt9fE9gi//ay2V67XWyne0+vXrS0REhLz88stKSD916pSEh4eriByurY7r0fAh2P3332+XWFezfh4ANDCvG7CxnqefftqgnzPWaaajme62i7a3Xl58NGj93ABNXFycMh89/PDD6vPvvvtObr31VgVCzHa7du1SCg/mLtuYgDfeeENmzZplDI1WDl24PiAgwFoGRCM6ffq0DBkyRJlj4Eio7pgZaMuXL1caFvY+WzMMmm9GRoZs375dablmbSsxMVFpZVoLo0/eGtR/OCnmEYDOhFatWqX+ZyGFhYXK5IOJpzquh5j8YEqy165m/RqA5nWzBsLUeAB8zkvtjHVqOt50000G3R1ZLzuDt7e39O3bV10OPWBG2HXNHFADkOdNDCk2yCZNmsgNN9wgBw4cUHZk2r59+xRDmzFjhgrp43Psx9Af2ygmvgplwMrYa7n7WB354o+2/pycHMVEtHnNGY/RpYQ4g8quMcqlgAuA1wA48Nhs27ZNzQT5zZkNeezcuXPi5eUlPXr0cObQaiwXAJ1O8rID4r2oV6+e3ZkATIBx7NgxJWfVVAOIKJgoUs5sLgA6k9rljIVFQUeiv/nmm0oL3bJlizI/8RslAIUMC8OUKVOMa6t76igUBFY4s7kA6ExqlzMWkSoNGjRQ386ePVuuu+46+eqrrxTn27x5s/qN9k5QA35te1mJ1bEMTDbl+amro397fbgAWFOUrUK/mDsaNmxoGOOxeepcHG241v9jGkNm1Pk61fkbswmBFM5sLgA6k9rljEUEkuaAHtmn5MzeXyTI273GZ1ZckCfhg6YqgzINDjhq1KgaH9c8gAuATiW3/cHWrVtnADD5079L14tbJaHlZPFsN1giIqMNzmjmhlfK+eCeZ44fkZgtr0ncpcNyccR/SVZMaXwmHJCQOWc2FwCdSe1yxsJboDng4dfvknpdhkn9YdPV1e7u7pL0zTxJWfauFBUVVjjb2JZtpf0LS5TGjFkFny2uP93wPPCDi9XL00Mafv9n8R30sGTG9TI4oPb3OossVgAkaBM3DtZw3Crmpt8+iIWrztzwH+KCw4blbDXeWYSqyXGoSKEBeOSNu8X3thcl58LF0sjxkhLZdF836RpUZEwheODtUnD6mPh16CO5+36V3IRfje8i5h2UpKRjymXKc8SfrhuyJWkVPGe+GyB7pH7HflYAvO2222pyqWX6LlMZgTB7/LOo/pgG8GUS0cvf+PK+/vprxabxEdo2HfXr1BXUgcGIVkYJoR198x4JvP1Vte127NhRcawtk7vJdUHFIm5u4hXZQNyDI8SvTQ8pSD0mBWnJkn/igAWAHx6Uo0lJSq6jeEBoaKgVAIlI59lhchkVmiyBjTtJRmxPdQ1bMKH7zmx2a8MwASJWiF4BjLSKSnMQqo+TeeLEic6ce50ZiwAMzQGPzb5P/Ce8otZGfgcv/7YpPUoBKG7iERgqcf/+mZxb+C/xad5JMr5804oO4R8kStKxYwpkbLU6BI6LCAJJTU1VWzS/NQDTY0p3u4oiZ2qK2OWW5iB6Bcs4LBsrvc5w440kKsYMNp0TgeHU2UJsTRHGmf2yy2gAHn97sviOe8kwy3h6eMjxv42VhrkpDk0p9P0DKgKGWD2eHxxQi08EG6C8EEKF2NT90hbFATUA4YDkjzizuZQQZ1K7nLF4oTUAk9+dIt5jXzS2ZG5pWD9aju7ZJheysiqcbURcIyn2D1HJY7qhxOhGLB4AxKsCZ2yavEIB8Hz90mSt2kjRdAHwGgAg8XUagCfnTBWvMf9p/O/l6Smb/zFVWqfvFR93twpn6+nhLvXeS1Axh5oDolTqBocjrpKGX7nZyZUS1KSznIsuDUIAgHfeeadTKeICoFPJbX+wb775xuB4p+ZOE49RL6jIbSKWCQ7dM6OvdA60aMH0Ejb2ESk8d0pyNn5p1WnwnARJPnlSab8EfZrTKwBgWlqaup6U2+anVlkBkO/LS96vKTJZAbCi3A7kCd4q22bODeEaQunLq65qe6+9HIGaHgfugPxjW821JsZlvchd2mJgjpY2585gWdAcMPX9B8Xt1n8qGx5VDupFRMjuh/pJF6WEiLh5eErwkEniHdNc8k8nSdaq+VZkDXw3Xk6cSFb53ZjLiHDWDQ5n5oAagGlRpYZovtdpFjUFONt+rQBoL7eDGyAcEydU3pzzgCZFJAfaMpocuSM7d+5U6j+yB0REE+vZs1TNt22Mp0PZa3octHhARkQJbzoPXIee1+T6cO4TUEAOBLZSxsW8wjw0jQCjBuDpD6ZLyYj/UHSlEi2BCPEzbzQAqGkYOnyK5CUnSu7eTdYAfCdeTqWkKMWROD9zNQSenZkDtkz5QYKadpazkd1UH9Dl3nvvdRb2Sl8oc5V8Xf3UnNtBvD+VET7//HOl+dpm1pMbQpQG5gIqpBI+hM3w559/VkQlz0A/6IoAWNPjmHNW2N7wEFARoCbHJcoFDZTxMAxTHoRxMdYDRmiG8Z5dQwPw7LwZUnTzc5bgBBHxXjlbvLd+VSkwvBu3k+LHP1J5PTrjkC1Ya8EADFDyPzKgBuCZel0NDnjfffdVOk51XuCSAauTmlfYFxlnGoBp8x+SgmF/s9KCPTNPy+Wje8SrYh1EeU18eo9WXg4NOopG6UbCEByQ75ABW6WuVhzQDMDJkydf4Squ7DYXAK+MbtV6F3K09oScWzBT8oc+qzwZKBJxsbGS8MwY6eqVJZXhj0n5zd6tOKBWQsznEMH92IZpiAH1E7+Q4GbXyemILsYWTMCrM5sLgM6kdjljId5oDpj+8SNyefC/qe2afFy2ysTHh5SRAaNmvCrn5v+7FOdesOrV582dcvZsmgFAol/MTccSIn/6bf1QATA1/DpjC546dapTKeICoFPJbX8wyqRpAGYsnCWXBj6tTChozyhph/4yzAJAD08J6jtGacMXtqyU4ovWxmnvN3ZIauppVS4OWVOfcmBvZP9t88oAcNq0aU6liBUAUTC01mo2S/A3AmyvXqVhO7pxPQtEW7NtJLaTwE5jO6HCgaORMvSLpV7np9bm+IxN0pC5tmB587H35HBdmo3B9q6hrp+OiM765DG50P9JpfihwGVlZcqJv46SzgHWoVgeIZFSkn9ZinNzrLr0fmOnkvP0FowtUTcUxpdeekn9++KLL8r1udskpHkXORXaSXlIeMYPPvhg7QEQLRitjMoGtoUmEZQBG+U32B4ow9C8eXNlbyLT3Z52TIHLX3/9VZ577jllnoGgAJMHgkD897//3e5i7Z1F4uzxqWJAcpAu8EgeBnKTbuXNx5YOmK+IzUMuoyIpNlIqRZjXz+E/mgNmL35csvv9xfif8cJSE6QgKb5SYLh5eUvJwHuV/14HrNoWpcRcBjiplRi4c4GENCsFIA35EBvpk08+WelY1XVBGQ6oDbS8RRhCdWNyyA98xneAyZwmaLYPco82+OKXpFYMNkMEYmLSuB8gm2PVbDmrraG4tsZnrrxwGOG1oqAflj162NIBbokmikEYcOKHBRTm9S9atMgAXM6nf5bMPo8rcwmmG3YkMy0AlznEykw3RwsNsRa2+JDdC60ACAfEDGN7Bkx1gc1ePy4ZsCap62DfH3/8sQHAi58/IRm9H1OA5SXmJdUpm3SH/RAjM8CGGcCxADX/s3uxu8C9ATmOADiw5q7cD3jhwPQRumeRhDbvKsnBpWf88fI89NBDDs66ei5zAbB66HhVvXz00UcGSC4teVJOd50uWdk5KnKZsr5ow7oRUEq4FYZmiv7MnTtXeVkAI5wLcPXr109FxLDd3nPPPYb3A/BRMAlAA1zvTW9LTOcBVgCcOXPmVa2lqje7AFhVitXA9fPnzze299ylT0l+g+5yxLuFUvrgeOY8YDgj3A4lja0dLws5xHAulD2ABRfkb22MVnJkWJgBPqKhPdzdpP22/xSvPlMNALIFP/LIIzWwwvK7dAHQqeS2P9h7771nyNN5Xz4jvYLSZUXQCCmM7SKxDUpD9StqKDkVmVv0vXBFjNnHjhySbinLpG3RETl1w5/lRFDp8bvIurUejGB73gcTI1oDmQHTgK5zx6I5ysGs9aHpVnQeB9otTYf3O9ovXIC+yzMR6H7tnddRlfnjwkLIR0iv6DyPqpzL4cj4KBooHXC3Jud+ldjdHyg65Zd4SF6Jh4E9wFOiAvOvvLlJifi5F4q7lIhbUKQkD31FTmQVKmWH52nW9K98FMfvLBOMYO+8D0LG0XjR+pBBkD3sHc+KyaKi8zjMlVGZoqP9UqAHbbS842Dpt6LzOhwdhzmxvbGNVXSehzYTOXouhyPjs0aCOvixNZ04/jirdiVbNAoMjAXfsLPBx2ztmmHM531wkY4YgTgIwHA/JospxswB2QYqOo/jSvvFmErqImVh7TXbc0rM53VUZf56fuTGkn5aUZ0UR8/luJLx2SH0YeFVg9Tv72qXDPj7e2Z1asYuANapx/n7W0yVAcjWgBXd2Y1tn8T4yvyqzp6Xa7yro4DDAESFx5mNVZ1QnistjnM19+mIYrNL7OqW77q7tingMAAR0PUBL7h3SLbBoMnRC7YxZzW5KNxTtXm6Y02u7Y/Yt8MARCsk+oX2+uuvK0s8oUZETuj6cs4gIGYD7FWuVjco4DAASZ7WxzFx+g0gwHZEBSfCrpzZ9IvgzDFdY9UMBRwG4LfffmsAEKs92V1wo9po+vzi2hjbNWb1UsBhAOI2I5gS67l7dooc/fivUph1Ro76tZZsz7CrdBCVXVRAUY60uLRXKTzXP/S/cj64paH4UDXK1eoGBcpUx9q6dasKILWtbkDEhd6C0zZ9Jh0SP5RdHR6Vxn1Gi7uHhwoPyjh3VtJOp1ZIGbTgJq3aWhXQsb2BLR3umn5gs3TY8YoEDZ4hSY1GGJe1bt3a6hbbKGTb/nCdwTVVwcdyGooVbkhzJDgBnsyjvNM18QlzPRWlWJe9hubOeXfmhmcJ/7b2iVdEMO2dIYLZHBd4pfCjP32qO30Qsa5TLchPNod+abrq09f1mJR3wxpSHS5Du/UBSZIhBEi7gzhoDjOMBuClbV+InDsiYWMsIfWHvv1I3L7+H4nwqdhVzrfRD70mGU2vV9yNfnHC68VgY+RvtGwW2u7iLunQLE6ONiw9MJEGB0Qm5TgD3H/aN0sgAZHXVHc1R3ObgxVInCdgkxcGwuJSVHWTz5xROSzkTJDjQhwehSMBLtcR6EA1e/rVrkleFIBB/9gn8SFTW+WVV15R93EP534ANLPcyoPmetyW5R2cqNeq14YSyNgnT55UQEQk0jI4YMZOimJonidWCmIFzT5e+uNFZCejYgP0w+UI46EPrBq6aX8/ux/PSq+PZ/PYY4+pqG6ASDFTXl59aiaBsPaeg72XpgwAiS/Dl8pDgdA6zIfJaQDmbv9S8gPri8S0FwpsQ+BDc5+TZvtXGmP4d7pRfNt0l/TPXyszru+oh+VC7zsUCBgHYmgA8rAhNECE644Y0l8G+h6Xw3E3Gf3AnSnow0PlRdEPiTcWEBJFbObg5J7wYMjLYK4QlHIhBBzo2ofka5A0Zc5H0TSA4/JSwuV4YbgH4mMSYjzK2hL8SUDB888/b+TJMGF7+S2slwAFuI05UQtwQWczx+R+aEH1egBLtBLytz7mFiATiEHNP9ZmO08Aok+v1PPBp75nzx5lvSDIg3XBxYk4ItdHNwAKiCdNmqTordcHAJkrLyvBGzTmSIkWaMaLjP/e9jlUCkAG02yeBWqjMTeSRKMBeHnHMrkY3FhiO/QSIkIo6XVozt+keeIPVmNE/ekVOfveMyI2uakAMKfX7UIyDmf36jwJbgaALJw+4R4A52a/I3IodpjRNxyMe1gsf8MB4Ibcy8Pj7TNv03or4WViHTxk7ufhQEheOL1Vci00ILoYoEBYQt3ZBQA838N5qO1CkKfesuCs0ItaLnyn82V4aDxUcmF0ow/6pO/KDp0xB1pwP3NGXIDL0FgLgOA3YNbzZJ0AVa9Pjw2no8G5cSywRu6DKxOSZSumbNiwwTi5Sa8POuqDc5566imrAkh6HHYHXhriC+0VtdLXOayEkDytuUrezq8kJ7ChnCsOUGyXRJbDc/9uBUC/tjeIb6tukvHNO6pkhLn5jJypAMjbC4ggppkDsm1AODjg4EGDZHhAkhyMGWp0YZuwZO/Ncn1W8xQgCpuXXTfswnA/gA+XNeeilDcbhwEIa9ccsGDXN5Id0EBi2luqXuVtXyV+S14QKbFU57TLcn38JeDRuXI2MFZtZ7yBFNDRHAK5D9YNMEurScXJLYHH5UC05QwzlCRXq10KvPPOOyomlDwTysAh81LgvqrNYQDqUmoMULj7W8n0i7UCoE9etpzcsk78KjngJ/9yrsQNv1syL1xSbJyG8Ky1SACIbAUgYfXR0VEyMjhZ9kcNMtbmaIJ7VYnhut5xCtiTbR2/23KlwwBEXtN2wKI930mGb4wENGynQsmRmZKXL5DGGz8QTwdOmPK6daZk3zBemTfgdAjDZg4ICHVDphsdelIS6g0wZFJ7lRiuZPGue2qfAg4DkORpvQUXxy+XdJ/64hvbWgnl1Nk7Pu+fVjKgd6O2EtR3tJz/5L/KrNLrlhmS3XOiAUBkBw1ABHgzAFHvx4anyN6I/kY/Zk2t9knomsHVUMBhAC5cuNAAYMneFXLOK0pSLnspRQI1P2Xhi9ZasJu7hI+bJelL/7fM/DxH/EkBkDIdCKtwUR3iBfhsATiu3mmJD7/R6Ae7k6vVDQo4DECSpzUHdNu3StI8I6VJ1/6qghPZZMc//Ie0OrLOoIp7YKh4BEeoI6Wk2LpEmMfw6QqAyH5swRg4bTmgNgFhE5wQdVZ2h/Y1+q6No+XrxuO+9lbhMAAXLFhgANB9//dyxj1C6reznCcXkpksYWcTK10hmm9G+6GSkVdkxBHiCdFKCFswP7oBwInRabIrxKJhYcNytbpBAYcBOG/ePMMOqAEY3dYCBPesM3Lojb9I4SXrgom2ZPLx8ZVu/zZb0rzClO0PM4xKmP5/Xyr2PwzKNIAZHBwkd8Sky2/BpaXeaLYHKdaNR/HHXIXDAPzwww8NDuiZuFpSJUwu+0cr8GA4Pv/te9Jij/WZFYG9R8mFX74pS9lh09QWjCeBLRj3nz7RB0DiIsO6jzcDQ+ekuAzZEWixOdrWKfxjPrq6sWqHAfjBBx8YAPQ6uEZOFYdIo+v6KZ8mjvtzn79qpYT4tuwiEXc8JaeeL3vyTsnQqQqA2AExs6CElBdNos6uaJgl2wMs270ufFk3HsEfexUOA5D6JVoJ8Tm8Tk4WBotbvSbK94gZ5uynr1i74jr0kYjbn5TUl++XopwMKyoXD5miAIg/Fqc+225FALy3cY5s9Ss9TopW3rEPf+xH+ftcvcMApAyYBqDvkfVyoiBQzDJg8Q8fSP1dXztGhXFPSXrrAWoLZgsnIkNvwfiFZ82apeLsXnvtNWXmmdz0omzxtcTyUX7M1eoGBRwG4LvvvmsoIRqAUW16qLKzOJ3rR0dJSVqyKp5TUaO4tltEnBHNwbW23A8XHOFCxMpt2bxZ7m+eK5t9LLY/V1Zc3QCfevbmk5IqWhbOZ80B/ZM2yLE8f0kr8leOaEJ2cMfpiJbyzl0DWIR84dLTqZxE06CEEHZlbji5qVeXlZkpU1vmyS9elkLobPmuVjco4DAA3377bQOAAcd+kqRcX9l/NleZTKggT3ybri3MlkpMH3FzgAiDM8GngA2Zj/9xp1EFny0YORJNWh+qAvhQPtCCt2zZLA+0KpBNnqVnWdAqiyKuG4/mj7EKhwH41ltvGQAMOvGzZJ0/I2dj+qhwb32yuj4WCq1Wh5vjbiM4kcADonYJPIBr4kEBiAAUmQ4uSEMuJJiStE/KyQacPyAj2obLRndLCJYtt7R9VNyP+cYcBOqsx4liRTgZIWPmw6L1+LycuBqdmczP2DAAdjDz8a3OokmFIpmjWzBKiI6WDk7eJAEJX8jK6HskJDRUJaibQ+D1g8eQTGg2Mh6AIHqYvyG+zgfhb13hE/BR41iDjwhk7y9mScebJslPbqVHJHD9TTdZwvNtF8f9jE+ftdmIWrZ1GRKBDDhrq74NKQkEi+rzV2qTPnpshzkguR/6rfU5vEa6HlssRwrD5WjsUDnhHiOlxV+r3sxVP83VPxu6nZMmyd9La8+z4jXkMflJSgFIrGBFx0nBcQnTp1HlFDCOGTOm6hO7yjtwJ5plVbR6fYwtMjO5JNhBSQgqL+vuKqdg93YYAS9GbewO9ibkMADZOnmg+GYjPPOkQ9EhcXdzIPjvKqlYIiVy1LOJnMgPUA8NTltRJc/ly5cbogI5JciRZHohazqzke9hzq9A/NCnFiFPw+0RTcgdgStVlhtSnXOHjtdKTKXDANTbnz4DtzzDcXUSytwXshUyTGV5BqQr6sBZ5sh2h4igK8Y76zcyrTloArmYqB8aiUrEOfJSE0mEDOzMKhNwwSsJn6+JZ1slANbEBKq7T9IHtbnIz8tD9q9aIIUFNV9CxI1jD26dJpfzC9SS4IDmoAmUD53CWN1rrmp/ZAC6AFhVqjl4PZl0WiE6tX6htE+cJykx/SS9873i6evvYC+OX1ZyKUMit70tDS/sl+L+s+RMi1HqZjigOWgCALL10fw8imXvouelKGWfpHtFSopvUyl2s6RtOj56+VeGFJyTRpcOKcm8+73PSnakxYoAAK8Vd2ad44DLli0zOGD2D2+Kz8UU8R//sqEVZx1JkIOLXpX8zFKzT3ktJDxcuj87VzLzSjV2jOhm7RX5jS1V2S5LSiRs5dMSc/1wSW15m8EBzUETaMUagPtWzJN+JxfK3jbTJKrXOAkIClZjeHl6SGYl1WfzLudKWGSUFBeXlFskFHcm8mb64d+kxdaXJaLfXXK8eem8aADwWnFn1jkAfvnllwYAc1a/KfmN+0iWZ6gS+hH2d/xjsnTO2Gs8DK/oRuLduJ1c3LqqDBZJH82sX2o7Q440a6skcaNJUj2Coyvu6RQkTUK9JKXlWAOA5m2Oh468R9v97YfS/MIeCb/vbcNWmLJ1raS+9bjEVpZWKCLNHvinJDfpbbxUvAT6AEM0awCIfMncmhSdlO6RJZLU1GIJgBu7AFgd+4ydPpYuXaoAiAJyYc1bcqbpcKU1U0iIz3f8dYJ0uWyJuPZp0k6CB94hafOeK9Ob/6w5CoA8YH7Mp0gCSM4RxmaJdWBS//bS2iNNTrUYY1RUMD9kAKhra+/5bp70iMiXlFbjlRuTKhBp3y+UsJWW/BnPqIbi37anZG9YUmZeEXc+LUdbDDJOG0W21ADEyE2OLjY/xBG22sFue+Rok9FGPwDwWvGn1zkOuGTJEksRpXVvS2rjm5S9DW4wceJE2fnsRCsAhk/4s3hFNZIzsx8r86D9HnlXAZAzSjB+m43bABBQAUzqwky6sb209kqTk81KHzRgMz9kAIFcyIsBAPs29JLLPaYIFSeY1/nVn1gBkD6CB98p2WsX2wHgU3Kk+SAVCIKtEVFAl7/A/ogxfvjw4eogQwA4xD1ejjQeZVgCACBnIV8LrQnw5esAAAsdSURBVM4BkAdqFFFa/46cajjUyixz+OXp0jJtj0O09/vLAskMb6K2YLY03FnajAOY2JIBFqmpvRr5S1vv85LctFQJAYDmh4zpQ7sb45fPVwCMD+2nwMLBOGdWfmQFQJK6/Nv3kkvxP0vxJetT0SPufEoONxuoDO4AmhcBtyYNAOpIcuRhxIBhnglyqKHlkB/m4QKgQxCo+kXmCg55G+ZIctxgKzdhZIC3FOxcLQX/by4pb4Qi/xApaddXFezRHiCzH5WtTucz87uZT460806X401KHzQANAdNYIjWANy7YoH0aeApl7pNNobPjd8oAYv+WiaDsMz83NwlZMb/yLGwVoY3AwVGiwd4itiOeVGodkXwx83e++Vgg1uMrpjHtRJRVOc4INW6NAfM/2munIgdZPzPEzjx1XtSsmaeBHtV7Dr0cneTBi8ul9Qib/Wg0SoJoNDNnL8M92nqnS3tfTPkeGMLAIkS0g0AsvXRElZ+pAB4set9xvd+Pt6SsuFrKcwrLVdSXsNg3XTwWMnKKzJKm8CJtWsNADI3NHbyauCSI3wT5UCspb6i7ctR9de8+u6ocwCkgoP2hBT+/L4cqz9AcQMEdexyiS9OlU4XDhsU9IprIQFdBknmd3PLUNVrxluSHdtebbVwObP3x1zBQQOwg1+mJDUcoa6DyxD1oxvlz2wBeKHLvSofBvfmqXVfSr2Vr0mAZ+U+dXJtDja50agjSB9aQweAxFzqBgBv8Tso+2MshSfRxq+VkLY6B0BzBYeiTR/I0agbFSCIV+RBH/jXZCslRNzcJWzkg5LxzbtlAOj5pzclJ66DkBNNHUOzP9kWgM28c6Sjf5ZRyRUuM3SopaQceS8agPtWfSx94jzlZ/dOKhxt2rRpZbRgkvrDbntYzs3/R5l5AcADjfspsxKNfrWNEgDqtFa+45qRAYdlX31LBBEANHPn6uNnVe+pzgHw448/ttSw+eVDOVyvr2FCIeg18V/3S5c8ixnGMzxa3Lx8peCM5TNNRo/pbygAUhEVTVMHE/C9OYFec8DOATlypEEppwGAZAvqBgBRFmj7v1+oAPhjcTv1P8G5l3/5uowWHDLkLslas8guAPc36qvmg8LBKaZmGdAWgKODjsreKMvLgEG8spjKqkPpyu6ocwA0V3CQzfPlYHhvKxmwaPk7ErrdOn/ZHuncvHzE+9kvJDXf3SgVhxasmy0A4YCdg3LkcGwppwGA5nrLgMQWgFmd71IGcjTs9DWfSOTq2Ub/nvVixbdlN8k9sFWKMkqBqxt2wH0NeisFg0a/OhhYH6mrryXtdWzIMYmPtIgDANAsHlwZdKrnrjoHwPnz51tq2GxZIAdCe1ppweE+HnJs44pKk6d8fP0kvOfNyn2G4M82rh+y5oBsd8iXmgN2CbpolBIGgNjidONaTDb0c+CHRdI71kMyO00yvvfLSpGo0wnlpqeaHzdc+bR3hFUyv87HsQfAcWEnZE+9wYYJiTWZxYPqgdKV9VLnAEgFBx2M4L71I9kfcoORbwKAkhe/Km0PrRaPSkIZUQXc/vSW5NRvo4y8KCG6oKbmcASZ0tjag3OSpGvwJaOUMEqI+cBrAKjL2Sau/kQBMKOjJWnfJ/u0JC17X3KSD0lFbwcml76PPi/J3lGG4oFfWgMQbsjpBroR9jUh4qTsCh9ofIY44QLglb0wld5lruDguX2hJAT1UFsVgjouquOvzrCSAb0btpagvmPk/OKXyvRdPOVVudSoswFA2yPJ2DoJUoADZu/fKN1CcyUxunSrgwOaT3hny7YFIDIg3AiPyYWtqyTuh9fFXSvB7h4SOmKqXe0cJWRvXC8jNhITj9lIzouBokFKA2CbWO+U/BZmySTkM7N8WilRa/CCOscB33//fUsJkR2LJD6gmwIIHIlK+rYAFHETZKrzi8sW0iy6/78VAAEPtkUdTGDveeQc+Fm6h12WA1Gl6aUAcOTIkcal2OYACu3gmsXSO85D0tvfIURHP/3005KzYamEr3rduN47roUE9rxFMr6dIyX51rZBABgf21MpRxjHMfGY5VPz/PC03BGVKjtCLPUVsQ9WlFdTg3gr03WdAyD+T20H9Pltsez266KAh5kCUJx6/RErDujTrKPwk73mkzLEKbz/vyW3UWflWWAL1hHNXAigGYs2YsQIae5zQXqE58m+yIGGHXD0aEsAAAAEKLRDaz+VXrHu8lNJB5X5N336dGWGMQPQv3N/CR//mJx+dboUZp61mhsA3BNzgwrpJ5SfvkkAs9cA4KT6Z2R7sKWaBN4dFwBr6DWbM2eOpYTIrk/lN5/OVlpwYOp+kaTdDo3uPvg+ybmcr7RgbIC2eSWcnESuM6cGXUjcJNdH5Mu+eqWyFmA3J0NhGgGAKC2H132mAHiu7UTLWSxbv5WoH99zaF6hE5+QvbE9RR/crQ+40Tc/+uijyg3HbyKB7o5Nk62BfYyxeJnMGrpDg9bQRXWOA1JCxAjJ3/2Z7PDqqADEgydOznzEA4Cyl7sLrZHtHEntZAtES87cu0FuiCyQhIhSWQsAEmSgG94JgEI7vP4z6RXjLmltJijuBYdFTi1O2ChSUHoATbnNw0PcOw4w8ly4zt4a1q9frw6K4aiLexucly0BlvqKANCsodcQthzqts4B0KqCQ/wS2e7RXjw8PVXcHooIWqFuyEIksaPlsqUCAuQ9NElAiw2NrDUSoRDsiWo2O/HRqtnO6MfzTIL0iiwyalkDwHHjxlkBEBMJ7cj6z6VnjJusK2ijEpcIFUNO1e406uJwFIWuFGF+ksiheHU0N+Ze1mBWeLie/pA54bqTG2XIZv9eRjds3S4AOvR+VP2i2bNnGxwwcO9SifdoKdviExWXIkSeciG64UlYu3at8ovyNyacZ599VqgGq5UOzj/D1wooCG3SciDgg5NwHwC+8Nt30j3OX+LDSmUtADh+/HhjLMqPYIqhHf1xifSs7yZpbSfICy+8IDNnzlSg5xBG7IR4cwAgUTiEenGuHVs4gOJz3GvItLwwaOLIkcwXMxH3EzSBzZFrkAHvb5wpv/ha6ityD3LrtdDqHAekhAhV+9WDSPhCzp1Pl4NhPRWHIHLZfMQD18DZqPgAxwMERBFPmTJFbY14KXiY/AAABH5AB/jgIoAP7ZMCSlE75ki76/vJntB+RkQ0gaa6wanMAGxakiIFfWYoroxNjnRSXXkCfzbzJJCAEicEUXA6KPOgsgKcla0Vbs4azMWg4HwafMz15PFjMqX5RdnkYymnDADNNsraBGKdAyAR0To8PWT/Mml9aoV8E3CLpAU0kzZt21ZaEQDQ8eD0YYD2Hg4aJ1wRgOzflyBNcg9Kr5QlkttjilFMna2cIAPd2CZ1Ic6kDUtlQO4GWRY1WQICAtVYaO7maBvkOsDG9s7LwfbNtgtI4Yz8YHzWLwSgAny8RDoXmt+ea1+Rnv0GyM/ePQxPCP24DNE19NqhlfLw4VLRqZuk+b75gmuBUnLHCsMqdcFVZVruUiItvc5LiHueiLuHpA99QQ4URho5JGZNk61ey23HN34pt+ctl+OFobI/drikeERLcUnlYVhVmVuwe560OL1WuhUniteAh+Qnz9L6isiQzEtHUFelz5q4ts5xQIjEtoUZgm1Sb1M1QTxzn4CLrU9XobIXccxZKyg2QX7e0vXyTqeUNlHyaFBz2ZPtq0QG20Opa5oulfVfJwFY2aJr83tsh2yNzi4OhFmJXeFaO2nUBcDaRKNrbMdL9Lpo5aJATVDAxQFrgqquPh2mgAuADpPKdWFNUMAFwJqgqqtPhynwfxxamZ7lNTN6AAAAAElFTkSuQmCC</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</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="215.2724609375" y="-20.00000000000034" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="14.999999999999986"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><block s="doSetVar"><l>cubic</l><block s="reportNewList"><list><l>-27</l><l>-8</l><l>-1</l><l>0</l><l>1</l><l>8</l><l>27</l></list></block></block><block s="gotoXY"><l>-230</l><l>160</l></block><block s="clear"><comment w="90" collapsed="false">PART 1</comment></block><block s="write"><l>Part 1</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="sum of %l"><block var="pi"/><variables><variable name="sum"><l>25</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of E: </l><custom-block s="sum of %l"><block var="e"/><variables><variable name="sum"><l>29</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Fib: </l><custom-block s="sum of %l"><block var="fib"/><variables><variable name="sum"><l>33</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Cubic: </l><custom-block s="sum of %l"><block var="cubic"/><variables><variable name="sum"><l>0</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Avg of Pi: </l><custom-block s="average of %l"><block var="pi"/><variables><variable name="sum"><l>25</l></variable><variable name="average"><l>3.5714285714285716</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of E: </l><custom-block s="average of %l"><block var="e"/><variables><variable name="sum"><l>29</l></variable><variable name="average"><l>4.142857142857143</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Fib: </l><custom-block s="average of %l"><block var="fib"/><variables><variable name="sum"><l>33</l></variable><variable name="average"><l>4.714285714285714</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Cubic: </l><custom-block s="average of %l"><block var="cubic"/><variables><variable name="sum"><l>0</l></variable><variable name="average"><l>0</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="398" y="10"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2</comment></block><block s="write"><l>Part 2</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi-?: </l><custom-block s="%l contains a negative value"><block var="pi"/><variables><variable name="negative present?"><l>false</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="%l contains a negative value"><block var="e"/><variables><variable name="negative present?"><l>false</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="%l contains a negative value"><block var="fib"/><variables><variable name="negative present?"><l>false</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="%l contains a negative value"><block var="cubic"/><variables><variable name="negative present?"><l>true</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Inc?: </l><custom-block s="%l is increasing"><block var="pi"/><variables><variable name="index"><l>1</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/><variables><variable name="index"><l>2</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Inc: </l><custom-block s="%l is increasing"><block var="fib"/><variables><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Inc?: </l><custom-block s="%l is increasing"><block var="cubic"/><variables><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Max: </l><custom-block s="max value in %l"><block var="pi"/><variables><variable name="max"><l>9</l></variable><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/><variables><variable name="max"><l>8</l></variable><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Max: </l><custom-block s="max value in %l"><block var="fib"/><variables><variable name="max"><l>13</l></variable><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Max: </l><custom-block s="max value in %l"><block var="cubic"/><variables><variable name="max"><l>27</l></variable><variable name="index"><l>7</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3.</comment></block><custom-block s="Test Positive Block"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script><script x="14" y="573.1666666666674"><custom-block s="make all value of %l positive"><block var="pi"/><variables><variable name="index"><l>8</l></variable></variables></custom-block><custom-block s="make all value of %l positive"><block var="e"/><variables><variable name="index"><l>8</l></variable></variables></custom-block><custom-block s="make all value of %l positive"><block var="fib"/><variables><variable name="index"><l>8</l></variable></variables></custom-block><custom-block s="make all value of %l positive"><block var="cubic"/><variables><variable name="index"><l>8</l></variable></variables></custom-block></script><script x="18" y="686.166666666667"><custom-block s="Remove all odd values from %l"><block var="pi"/><variables><variable name="index"><l>3</l></variable></variables></custom-block><custom-block s="Remove all odd values from %l"><block var="e"/><variables><variable name="index"><l>5</l></variable></variables></custom-block><custom-block s="Remove all odd values from %l"><block var="fib"/><variables><variable name="index"><l>3</l></variable></variables></custom-block><custom-block s="Remove all odd values from %l"><block var="cubic"/><variables><variable name="index"><l>4</l></variable></variables></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="7.645833333332803" y="78.75208486250001" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="7.645833333332803" y="94.80833639166667" color="74,108,212" hidden="true"/><watcher var="e" style="normal" x="156.27916666666715" y="248.88125152916666" color="243,118,29" extX="80" extY="70"/><watcher var="fib" style="normal" x="271.02916666666715" y="250.82291972500002" color="243,118,29" extX="80" extY="70"/><watcher var="pi" style="normal" x="30.645833333332803" y="169.64583333333337" color="243,118,29" extX="80" extY="70"/><watcher var="cubic" style="normal" x="290.8395833333334" y="65.58750152916667" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="342">sum</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="average of %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="358">sum,average</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></block></block><block s="doReport"><block var="average"/></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" type="predicate" category="lists"><variables><list struct="atomic" id="382">negative present?</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>negative present?</l><l>false</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doSetVar"><l>negative present?</l><l>true</l></block></script></block></script></block><block s="doReport"><block var="negative present?"/></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><variables><list struct="atomic" id="405">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="447">max,index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>max</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block><block s="reportListItem"><block var="index"/><block var="list"/></block></block><script><block s="doSetVar"><l>max</l><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="max"/></block></script></block-definition><block-definition s="make all value of %&apos;list&apos; positive" type="command" category="lists"><variables><list struct="atomic" id="498">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><variables><list struct="atomic" id="523">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="New Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-20</l></block></script></block-definition><block-definition s="Test Positive Block" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Write %&apos;List&apos; elements named %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="write"><block s="reportJoinWords"><list><block var="name"/><l>:  </l></list></block><l>10</l></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="write"><block s="reportJoinWords"><list><block var="item"/><l> </l></list></block><l>10</l></block></script></block><block s="write"><l>           </l><l>12</l></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="590">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="591">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="592">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="593">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>