<snapdata remixID="9914758"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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" 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ojkgAAIgAAJTgwAEeGr4CVaCAAiAAAikjAAEOGUORXNAAARAAASmBoGGBFhPfTHGLBaRjOM4elD1H3dnM7u7u98oIreJyIEi8i3f9/Us1df8dHd3Lw6C4E3M/FKpVHpET6jRi7q6uvS0ou/oQeu+7/+wUVv1mLwgCN5JRMMi8mCxWHyp1jP0xJVyufw2/ZyZBzs6Ov7tpZdeenP0u/C+F7dv3/5/9eg3tY2ZD5kzZ84v9Ii56Lm5XK5DRN7FzP9RKBQGVqxYsdf27dvfY63dK26DHsqeyWQW6rtmz5797/qMNNmgR1MODw8vzmQyz65evfo3jfqu2vV6Bu7mzZvf6zjOb3d37Or7643fuN+MMXpy18Pq+0bbXBk7Y9zPnZ2df9PW1jZcyVb7kt7X29v7iP4/PJLzHdbaZ/v6+p7Q04SU49atW99lrd2HmR/Xozo1TgcGBg4TkZl6XyaTefL1r3/9H+K/09+3tbX9oqen53ntJlPFhihuiKgjzqFR/yQhJvP5vJ5k91URUd9d6nmenvhWc0yNj2c6xnR1df2Z4zjfE5HTC4XCxsmeVR1/8fLly/cdGRl5u46d8TExfk001ke/cxznT1Gsqj5lMpn9t23b9h/x4zUrnxuOvYcaY4aisVPjMZfL/aWI/A0RbTnkkEN+ocemVrxvdPyeO3fuQtWbZthQtwC7rvsOZr7aWnutHumWyWS2NmtgrBXIuVzuZD3qy/f9e8cK9nw+fz0R/c5aq0flrdQD2H3ff1yhLlu27ICRkZHnxxLPsUSViJxyuXwQMx9VKpWOjcS98h49sk9E5ojII9UEmJl1MvEBPRi8XC5/Ss9hVfustZ3RAdyHH354pqOj4yIiWhoe+bcpl8vpIfabRcQy86fUhmw2+0ZjzMWO41xsrdVD5xcWCoUz8/n8qSmwgfP5/IlEpGfV/shxnP9qVpwtW7bsbUEQ6PFx9zXzEPomxO+u2JmoAFeLnRoD659ba28hor9i5q95nndTdF3Yx7/OzA96nndWeA7xSdbaHsdxTrXWFnzfL7iuu8oY85wx5oEgCPSIzi8HQfC8MearzPx9a+1QNQHWPkREtxtjnppKNujkor+/f1Emk9lmrf1SyMFrhgC3ICavFpHe+LnQ1doRG1N/G41nKop6tvfGjRvfNmfOnGf1780SYH3OzJkzbyOiN1trPxGNiZW2VQji3xhjVHS/MDw8/EVmXkpEfxgcHPzM+vXrX9F7K5/b3t7ePzIyomeE/xsRvUXHme3bt586Z86cw4hIx+WriOhoZt6ufSPOgYiqCfCkbKhbgPVMVyJasmjRonPjB6rHDrBWsbiame8hor+11nYz8+uYWbOX+UNDQ0dXE69wdnmOigsRjRDROfPnz/95f39/x/DwsJ4//IyIbBgaGno5glrplLgN4dm1VC6X7wnPhdWB/Bjf9++L7qv3PNXoes3GRkZGrs1ms2fVOnh+vLOL8/n8OXo2rR7grs8LgiBjrb3DWntcFGz5fP6DInK4iMwyxnw3fjZoPNA1SB3HOXH27Nmn7tixQ1l/cmBg4Mw5c+acYq19Kt7WOKupYIMOSNba4/v7+89v5iHxYTZ3vCZhesZzNps9Z+fOnTMymcwN2Wz2pJ6enq25XE4/p/nz539r8+bNX2bmt+qB6cz8AjN/XM9Aroy9ZsRvrdip91xZtWms2InbHGaqezHzMfr7SIDD31+j4qvneRcKhfPi97mu+1FjzIH9/f23dHR03MDM986bN+/BLVu2/Iu1Vs/a/QMzr9q5c+fZ1frp0qVL/yKTyXy5VCqdtmDBguGBgYEpaYPGCDOXPc/7ZjMEOIy5psZkeM7wFcz8IY1dPfN5aGjoN9lstsMYoxOIXiJ6YmRkZGDdunV6PvZrfuJjamzcjM5Y17Oku3V80nFp1qxZN4uIIaLDmLkwb968C26//faRrq6uA4wxvois9H3/wXGSqP8lIq8XkbeLyKpaAhw9I5xwXm+t/VaxWPzP5cuX71Mul/9MRM4bHBxcGcVgPp+v+dz4Od4zZsw4gpkXLVq06MuPPfbYx621+/m+f3U1Ds20oW4BDg+o19mBlj0vX7hw4f0qxNUEWETez8yatb3fWusx89+LyJ3VoLqum9eO7XmeNnY/Iro8m81ePjw8rLMQnZVs0+yWiPoKhcL9YwXL8PDw7zOZzM1EdEvk8GqDm5ZvjTFv3bFjxwNjDfIayHvttdcZ1tojwmfq5KLqT3gg+XEikmXmWxYtWvTdaKISH3xi5XEt538jEuDwIPmrgiD4guM4OiG5Jy7AOvOz1p7Y0dFx+n777Te8adOmU4joS0T0X9ls9jNa1kuDDTrQa6WFiHRg0HLmqkKhsHqyg10oMP9sjLlGBd5a+9Nisbghn89fFgTBj+fOnfvQwMDAVxzHuc5aO1NEji4UCud0d3d/zFr73kKhcGE1G5oRv2H15MMa58y8bWho6EaNEx1k9t57b+1Dv16zZs2fajEYL3ZqZDinxQVYB6rwuo0i8um4AIclZ/WJ73nez7q7u/cLguBfmVmXfVZ5nndXZ2fnGxzH+YaWaVWMReQLvu//ITZ475qAxn43ZWwIE5CjtXTb1tZ2TK2JeCNxurtiUifaGkue5/V0d3e/11p7jFY7RORYIvoAEelEcisz3+F53i9rjKlaGXmDXkdET5dKpa9HYh0f88MMUydgNw4MDDwye/bsG/W5Wp4O2/chInporCWVrq6uA40xnwuC4MvGmEvrEeCurq53GWOOGRgYOCsaw/P5/KK4AI/33Hw+71prF2s1bMWKFe0DAwOXEZFWaf53Nps9uaen5+VcLqcTcU2MVCsvKRQKP9FlGGXWDBvqFuDISTorz2azmu6LZikdHR2XR2IROUZn0Mz8qHZk/cxae2QtAY4LZGU5Y7ysMrIpl8t9VasNIvJTY8xdnuc9HEGq9xljdRydKTmOc00QBFcUi8Wnxro2bIMG+43FYvE/9Np4h4juDdfTIwHe4rruucaY54Mg+JHOUolo9fz58/9NZ5LhOtyVKsy6dpnL5f6KiK4zxlxhrc0zczaeMU5hGzarABPR3/i+f0M9lYd6B7wwsz5/ZGTkwmw2q2vq2vEu6Orq+lvNbh3H6bHWHq0deu7cuftaa//FGHOVtfZYLYVr5aKWkEVVh4nG7yRjlMeKnVp8okqRZsBhfF3mOM5F5XJ5P2NMd6lU+qJOArTkuGnTJl0GCQqFgvYzXRfWCaJh5gestVfFlnxGX5fL5bQv5rW0p4OjTkCz2eylw8PDZ6xdu7a/mgAn3Qa1WSciW7ZsyWuW1owljN0Vk3GBjGd5mhWOldHFY8V13WtEZJ1myu3t7SM9PT3qt1HhqRTgGTNmXBeJZqOxHFaQtKKi/esZnXDrBHzhwoVPxSutcdui7NcYc09vb6+O9aM/cQF+y1veMrx58+aaz+3u7n63tfaUUql0usa567rvYeazmPkKETlTRP6v7/u6VDP6E47XXyuXy6etWbPm982yoWEBVmN0BmytvXBwcPD0mTNnXqQiOzQ09Nv29vbbmfnKBgVYSwSZQqFwZzjgriqVSucrlHqdOVZQVXvG8uXL55ZKpf2KxeLGKKjGGch1kLuRiO7RtZOoIxLRfxYKBQ2aXT/hZ18J19c26eATZlWn9PX1aTko7tBRAdZSUHt7u5bbDwg//gAz/6e1Vmdfjohcyczn62YX/VyzLl2/UJHSjT7W2htGRkZOjga3qWqDVki6uro+4DjORz3P+5KWlcYr/Y/jt10fh6W+zrCakhWR/dra2o59+eWXS+3t7TeJyE4R+UGxWPyp2sDMS4hoAzM/XSgUnq0VJ2GJa1LxO0acc1dX1yHt7e3P1cq4lixZ0l4rdjQDDSdrfzt//nxPJ3PVxE835oR7EvTjeUSkex7+eeHChd8LxZcWLVp0sw6IWhVSXsaY83t7e//bdd0zdY+C7/u7qkPd3d2H6cRQKwjKTSegupejUCjcHfdXfBKQZBs8z/tuZHcul9Mlrc9u3779jMkukeyumNSsLazw/LRySadeAR7ruloCvO+++27bsmXLPzuOc8vq1aufDMehdwZB8Mu+vr7Ban01qjKKyFwi0urhB4lozdDQ0BWqAblc7u+0qlIoFP53ReZ5UkdHx+fjm7XiAuw4jqPVy2rPnTFjxoHW2s8R0RlRZp7P57+gGwp7e3vXqo+J6ORsNntqT0/PsNqtmlEul2/IZDLnabUxzH4nbUPdAhyWN1UkdDDSnXRna0k4l8tpWeZEY8yLRPTfRHRrIwIcdujbNIsLYV0RlZonI8D5fD5ar9ifmXVn6X1BEJyqgVDvGnAulzs9FEXdGbpu/vz5V+sgFu5AXq+zpahz5nK5c0VE36Ul+ju1LKcB47rueboOoxOMKABd172MmT9JRH9GRP9fWIb+eayTj66ll8vl3ziOo7sU30NEUeZwlTHmx9ZaXYPSEt+bmVnXi+/SzGSq27Dvvvs+tHnz5svDdmmnvLFQKOhMfMI/YSlstLwcbujSHY83WGt9Fdx8Pq9LB5/JZrPdPT0923VXchAEWvbeomU49cW8efNujAtYZEwz4jcUIo2fl4lINxIeq+vNjawBV8ZOtHyRz+fPstYuL5fLH9MJWrxfhPesifqF/j0cxEZL0Fp2FZE1zKzl7zIRPVcqlY5qa2tbTkRa3XpaB0djjG6W1NLz6dba2USk3z5YqQIdLr/sWmcP37Grb04FG/L5/Ft1wGZmXfvU3a+fq1W6rTdId2dM6rc3rLW6HKATfo3ff4rsnYwA68TUGHM7ES0gou0iot8wuUJ/p+M3Ec0QkbW+7+s10sgasHKrrCCF1Zdbieh1pVLpOC2Ba+Y5e/ZsXXMenSzrfeHyqC496j4lLZs/wcwroj0b8ee2t7fbkZGRnzCzbpjV/kbW2hMcx9H2fENE/pOZD9JMPAiChzKZzEUa08z8biI6T7WpmTbULcD1BhauA4GpTkB33zNzv35FIxRYFesLxtsYMtXbDfuTSwAxmVzfTMYyCPBk6OHeVBIIdxTrWtBjuhOamX3d/TvZkmMqYaFRe4QAYnKPYN7jL4EA73HkeCEIgAAIgAAIEEGAEQUgAAIgAAIg0AICEOAWQMcrQQAEQAAEQAACjBgAARAAARAAgRYQgAC3ADpeCQIgAAIgAAIQYMQACIAACIAACLSAAAS4BdDxShAAARAAARCAACMGQAAEQAAEQKAFBCDALYCOV4IACIAACIAABBgxAAIgAAIgAAItIAABbgF0vBIEQAAEQAAEIMCIARAAARAAARBoAQEIcAug45UgAAIgAAIgAAFGDIAACIAACIBACwhAgFsAHa8EARAAARAAAQgwYgAEQAAEQAAEWkAAAtwC6HglCIAACIAACECAEQMgAAIgAAIg0AICEOAWQMcrQQAEQAAEQAACjBgAARAAARAAgRYQgAC3ADpeCQIgAAIgAAIQYMQACIAACIAACLSAAAS4BdDxShAAARAAARCAACMGQAAEQAAEQKAFBCDALYCOV4IACIAACIAABBgxAAIgAAIgAAItIAABbgF0vBIEQAAEQAAEIMCIARAAARAAARBoAQEIcAug45UgAAIgAAIgULcAd3V1LWDmDcz8tgibiNzm+/7JzcLouu6txphfeZ53U6PP1HuZ+aTwvh8ODg5+fP369a80+hxcDwIgAAIgAAJ7gkDDAkxEZ/i+f98RRxwxa+bMmT8Qkd83S4QnKsCu636UiHJqx+6wa084Au8AARAAARCYXgQmLMCKKRS+G0Xk8GKxuLkyS45nyPl8fpGI3GKtPZmZvx9m0qOZ6qxZs44Xka9Uop9ohp3P508TkY8iC55ewYzWggAIgMBUItBUAXZd9wIRuTMuxlHGHArwjxUOM/9DEATPa0k7+jwU9AmXoOPQIcBTKQRhKwiAAAhMTwITFuAo2zXG3FprzTZeUo4EWESO0hJ2NcGdaAm6Qnw10/5x/D3T07VoNQiAAAiAQJIJNCzA8U1YzHx6XHy1JM3MP4o3OLomVoLu1mD2QpYAACAASURBVAy5GpTJCnA9k4IkOwO2gQAIgAAITB8CDQtwvGQ8XuZZJQPWNeDdIsCR+BLRhmZtCps+YYCWggAIgAAI7GkCzRZg3Vz1Cc/zNkXZcCMZ8ETXbiG+ezps8D4QAAEQAIHJEmiaAKshld/FJaLtzPywlqnrKUFHXyEioo/p8+rdBR0Kd7Vd1P8YrTdPFhTuBwEQAAEQAIFmEqhbgJv5UjwLBEAABEAABKY7AQjwdI8AtB8EQAAEQKAlBCDALcGOl4IACIAACEx3AhDg6R4BaD8IgAAIgEBLCECAW4IdLwUBEAABEJjuBCDA0z0C0H4QAAEQAIGWEIAAtwQ7XgoCIAACIDDdCUCAp3sEoP0gAAIgAAItIQABbgl2vBQEQAAEQGC6E4AAT/cIQPtBAARAAARaQgAC3BLseCkIgAAIgMB0JwABnu4RgPaDAAiAAAi0hAAEuCXY8VIQAAEQAIHpTqBuAc7lch3M/F5rbTaTyTx58MEHP3PJJZdYBei67seMMScGQXBUsVh8qRbUzs7OfRzH+bqI/N4Yc7nneVsm4AB2XXcFM59FRP2O4xy/evXq31Q+J3zXd4noEBE5phWnIq1YsWKvgYGBw0RkptrnOM6fent7H6nV5nw+/xkRWcnM13met1YPhGqUT3d39xv1FCkROVBEvuX7/hXVnpHL5VYQ0ZeI6InBwcFPrV+//pVG3zXZ65ctW/bX5XL5bfocY8yIiDxcKBQGurq6Xu84znestV/zff+H+nkul7uame/Roy7He+90izPlccIJJ2S3bt36LmvtPtbaZ/v6+p6oFj/hqWSfLhQK51VyrLcf78b45Xw+//bZs2c/fffddw+N52d8DgJTnUDdAhx23PNFREXto8aYnf39/edv2LChrANmNpvdd/Xq1U/XIxq5XO7viOj4jo6O0xvtaMuXL59XLpevzmQyZ/b09GwfzwF6VKG19qlWCLCeU2yM+Sozf99aOzSeAGtbQtG+ipk9z/N+Nl77Kj/P5XIni8hW3/fvHe/e8BzlVTt37jy7FQIcHiM5R0QeiQswEfGyZcsOGBkZeT6a0DUiwFG7p0ucLVmyZO+2trY7mPlxEdlIRDOHh4cL69atK1XGwFgC3Gg/rhZfk4lfPY50xowZ14nIqmKxuHm8+MXnIDDVCTQqwKMz51BYvmGtPc4Ys6TRTCq8/+vZbPb4np6erUceeeScTCbTZ4y51fM8FfiqPzrQZDKZNzuOcw4RrQqC4OXFixdve+yxx5aJyEVElCWi+wcHB8+NBKVSgPP5/MEicgMRvVmvzWazZ8+ZM6e8ZcuWU4joCCLSTP+CiYhfpdETFbhQmEYKhcKt+kzNjK21J5fL5c61a9f2V4OjGVB/f3/H8PDwSiJ6RkQ2DA0NvZzNZtuy2ewdRKSZZomZz4zaVmmfPmPz5s3nMPOn9B3MfILneQ9pphoEwTVENIuIfhPnO5kOUG1yVKty4bruNcz8BhE5lJkfK5VKK9etW7djrPdPlzjL5/P/KCIfKhQKX4hPgOOTlujPyivsK21EdJAx5vTe3t61tSoiuVzuI0R0LRG1i8i9vu9fPJ7PJxK/+Xz+IBG5m4gOJKIX9D9mPjYIgm3GmOtF5BVm/iAz39vf339xR0fH5VFFJGrbvHnzntgd/Xi89uJzEJgogYYFeNGiRec//vjjS6y1XaVS6TSdZTciNGFHP1VE/sX3fe1wcvjhh2f23nvv91trf71mzZo/1WpMKEQfNMYcKiI/Y+bNQ0NDN8YGYs7lctcy87ejUmUVAT6NiF70PO+eaLDq6up6lzFmaaFQuKSzs/MtxpjzrbVn9PX1DU4UrN6nXBzH+Z6I/IqIRoior1Ao3F/rmSo+xphvM/OgMebzvb29/63XLl269E3GmLfu2LHjAa04VLvfdV2dUJzCzIcR0TYi+l3l+3K5nJbjP+37/rmRfcy8KwMOBev6IAhO7+vr00GQ1Ddz5sy50hhz5+rVq5/K5XJatn5wrHbUyywcqD+stjLztrgvK/2Wy+VuYuYNWhbI5XJfNMY8qsJR613TKc6UFTM/U8ljDAG+gIhONMbMttauymazp/b09Lxc2Y+XLl36F5lM5iZr7Yn1ZKSTiV/1Y7UMOIzJHmvt6e3t7b8ZHh5WMb7QGHNWpQAHQZDdHf243njGdSDQKIFGBbhXB0sRWSMid0TlwWoC7LruZcz8P4loQGeynuepCGk2N6mScI13HWqMOU9EMprZMvPRYwjwfBHRddGDmPmahQsX9m3cuPGTzKwZ9DNEpM94eWRk5LO1ss16IdeamISz/bs02w6zChW1UcGOC2K974lfV8m3s7NzpuM4mhm9R0Q0g93o+/7na7xP1+C6RORiEXlARK4OgmBnNpv1iEiFX0uaHUT0lUKh8IOJ2FfF1s2arYtIoNWMaF9BFQHetQbsuq4ugRzoed5NiLP/16eIaLvned+M8x1DgEcrWZWCVxl/tcrVuyt+awlwtT5RrW3W2rfvjn482TjH/SBQi0CjAlx180YjwqFruES0U2fcMaO4q6vrkPb29ud6eno0e6v5U/kuFRhjzI3W2isXL1783KZNm/6Zme+uJcDRg3VTGRHdFgTBpY7j7EtEhxYKhcvqWcOuN5wa4aLP1BLwCy+8sKC3t1erALs2YC1fvnxuqVTar1gs6vremBuzqgiXlhDfp9l9d3f3u4MgWF4rA477I5/P50XksCAINNsY5dvX1/fbettez3VjTcbGEODHXNfVvQgPFYvFn9Z6zzSLsw/oJsjBwcET4mv5kUgNDQ39tr29/XZmvlJ5aRVEBbizs3N/Xc7p6Og4S/diVMZruPRw2cjIyEn1TEYnG78qwDNnzrzeGLMqqv7U6kPV2iYi++yOflxPLOMaEJgIgUkLcJiBfJKINPg3W2tXFovFn1czZvny5c7w8PCtzPxotL6p19W7Blwra3NddxUzv5uZtcyrP5rNDouIZpn76+9F5L4gCE51HOdcZv6LcCB6eXBw8HzHcZy2trbrmFl3EP/RGPOc53lXTQRo/J6wfPYj3RTz/8a90TW00Wy32k93d/fiIAhuamtry+vaeHRNPWvAsWtfVWEIB9FvE9GzoR1P6eBbzW+O42wNqwPPEdFfa4VA14vDdcCrReQXzPw6Zr7U87xfT5ZPNQGOZVeVftO1x3doRUVEnluwYMFFt99+e+TvV5ky3eIs3AGtyzonE1FARP8WxrrujdBS84tEpMsZuqdA+8U3dbMWM+/HzOfqZLVGP34gn8+fKCLHEtGvmflJz/Mu353x67ruiUR0tDHml1pp0TXgGhnw0ZVt04nG7ujHk41z3A8CtQjULcBACAIgAAIgAAIg0DwCEODmscSTQAAEQAAEQKBuAhDgulHhQhAAARAAARBoHgEIcPNY4kkgAAIgAAIgUDcBCHDdqHAhCIAACIAACDSPAAS4eSzxJBAAARAAARComwAEuG5UuBAEQAAEQAAEmkcAAtw8lngSCIAACIAACNRNAAJcNypcCAIgAAIgAALNIwABbh5LPAkEQAAEQAAE6iYAAa4bFS4EARAAARAAgeYRgAA3jyWeBAIgAAIgAAJ1E4AA140KF4IACIAACIBA8wjULcB6fB8zv9dam81kMk8efPDBz0Rnt7qu+zE9Di0IgqOiM4KrmRie9vMm/cwYoycUPVwoFAYaaY6eDCQiK5n5Os/z9ED2MY/nq2GHnnp0m4gcKCLf8n1fzwd+zU94qLueXvTE4ODgp+JHvTVi82Su1dOMyuXy2+phlhC+eqbw22fPnv20HnE3mbY3894VK1bsNTAwcJiI6MlU5DjOn3p7ex/RP1fGb61zcGvEyK5+UfncZtoff1Z3d/eUiV+1e+nSpW/KZDILRcSKyIO1xoj4Gb/x9nZ1db3ecZzvWGu/5vv+DxvlmpB+QVPNb41yxvWNE6hbgMNBSc9h/S4R6YHoO/v7+8/fsGFDWTtINpvdd/Xq1U+PJYjaEUTkfSLyQWb++kQEWJsYDqZXMbOnx+U12uxcLneyiGz1ff/e8e5t9Ezf8Z7X6Od6ZJ+IzBGRR8abtCSBb7VD1Rtt8+64Pjwa8qvM/H1r7VBcgCvjdyICHE4Kf8bM/ycS9t3RDn3mFIvfpSJypojcaoxpJ6JHPM/7VY3JzNXMfE90lnfsGl62bNkBIyMjz481wa/FOwn9Yqr5bXfFLp77agKNCvDoQd7hYPYNa+1xxpglRFR3llg5uIV/P4aIDiKitxpjTu/t7V27ZMmSvdva2rRDfoiItjDzifGOGwrTSHSucD1n5uq5qf39/R3Dw8MriegZEdkwNDT0cjabbctms3cQkWaaJWY+MxL2SgHWZ2zevPkcZv6UomTmEzzPeyg8d/caIppFRL8ZHBw8txkZ81iH1lcL5lbyDc/yvZuIDiSiF/Q/Zj5Wz3Q1xlwvIq8ws06+7u3v77+4o6Pj8mjAjbKfefPmPbFly5ZTiOgIItLs8oKJTLIq2YxxsPuKyvgNGeqZ0m0al1FMjjV4VGZvruteYoyZaa1dysyPlUqllevWrdsRnq18LRG1h+dD6znHlMb41cnYzJkzb3Mc5/LVq1c/GfGLx2j8z67rXsPMbxCRQyNmmUymzXEcnfQfIiLH+L5/nz5nvPGh0let7Be7c9zJ5/Oa0JxHRLOJaN3AwMC1mhRB6KYGgYYFeNGiRec//vjjS6y1XaVS6bR169aVGskSa3SE80ul0gnt7e1/KSKf9n3/XNd1z2Pm/kKh8PV4Vt3Z2bmPMebbzDxojPl8b2+vHjQ+WuYyxrx1x44dD9QKQNd130xEpzDzYUS0jYh+R0R9hULh/shduVxOO/qoDfq7yraFk4/rgyA4va+vT0WGDj/88MycOXOuNMbcuXr16qdyuZxOSB6MP3ei4RBOND6stjLztqGhoRt1IK/1vFbyVZuqZcAhsx5r7ent7e2/GR4eVjG+0BhzVqUAB0GQNcYsLRQKl3R2dr7FGHO+tfaMvr6+wYkyjPzoOM73RESzr5G43yt9HDK8gIj0MPvZ1tpV2Wz21J6enpdr2VApwLlc7iZmvt/zvGIul7uWmb89MjLSn8lkbrLWnlgsFjfHn5XG+A25XtrW1nZWnF0tAQ6ZbdCyVi6X+6Ix5lGdjIcTlNOstU9FAlxrfEhiv9hd445OQtrb26/MZrOr5syZM7B58+YbrLW39vX1/ddk+gru3XMEGhXgXhUCEVkjIndE5aAmCPBoZh3vmGOsBy1g5lU7d+48e6IZZmVW2dnZOdNxnC8Q0XtERDPYjb7vf76aAGvSm8/nu0TkYhF5QESuDoJgZzab9YhIZ54lzdyI6CuFQuEHk3VlkzLgPca3lgBX81ncx9GfrbVvZ2bNPp8hogwRvTwyMvLZtWvX9k+GZTgJ0LX+S621O7XyEcVPDQEeZVZvSb2KAO8qp0afqf06udPnTqYtUyV+Q643t7W1ndTT06MT3tGfMQR4FzPXdXWZ60DP826qJsC1xocGBXiP9YtqbZjsuGOMmUFEq4lIJ3NlEZnrOM6Zvb29D08mvnDvniPQqABXHTx2kwBfwcyPep7XE8eh5ZwXXnhhQW9v75/imfHy5cvnlkql/YrF4sbxNmZVDmBhWfB9mnV1d3e/OwiC5bUy4JgtKsR5ETksCALN5m601l7Z19f322a6bzcK8G7hG5YdrzfGrIqqE2OUf0cH3KGhod+2t7ffzsxXisg+RHRooVC4bDw/NsJ5rBgdS4A7Ozv3dxznnI6OjrPG2lRWjwAbYwaDILhsZGTkpMoJRRrjd8mSJe3t7e13MPNdnuf9pIYAuyLykUKhcFqM4WOu6+p+k4eKxeJPawhw1fhtggDvln5Row0fIaIJjzvZbPaqkZGRa7LZ7D/FJziN9Atc21oCkxZg13UvY+ZPEpEOnJuttSuLxeLPqzUrvPaocL3iKV0f1HW2KCuIz4y7u7v/3Fp7t26WMsZkjDEX6jpSuKPxpra2tnxPT8/WWKf+jLX25HK53DletlQpauH67beJ6Fki0l2yT2mWUq1tjuNsFRHNpJ4jor9m5mt0jTIU8atF5BfM/DpmvtTzvF9P1r1qKxGdKyJa/hxQZrU2sSSFr+u6JxLR0caYX2olQNeAa2TAR4uIlnlfJCJdSrhVxbitre06Ztadvn80xjzned5Vk+VYS4DH8PE3RWQjM+/HzOdW2RgUZXMHichd4br3dhH5ju/7X6qW3Xue91g+nz9RRDTuf83MT3qed3k4OKcyfsO+pctIb9QJlbX2BBF5IlxG0mpRv4j83vf9i5UZEb1D41xEnluwYMFFW7duPSDkuz8z6zcn7guC4NRsNju32vgwzcadn+fz+WNF5Hjd3MbMszKZzNkQ48mOFnvu/roFeM+ZhDeBAAiAAAiAQPoJQIDT72O0EARAAARAIIEEIMAJdApMAgEQAAEQSD8BCHD6fYwWggAIgAAIJJAABDiBToFJIAACIAAC6ScAAU6/j9FCEAABEACBBBKAACfQKTAJBEAABEAg/QQgwOn3MVoIAiAAAiCQQAIQ4AQ6BSaBAAiAAAiknwAEOP0+RgtBAARAAAQSSAACnECnwCQQAAEQAIH0E4AAp9/HaCEIgAAIgEACCUCAE+gUmAQCIAACIJB+AnULcC6X62Dm91prs5lM5smDDz74mUsuucQqItd1P2aMOTEIgqOiM4Ir0a1YsWKv7du363m7mwqFwoCeasTML61evfo3uwuzHnKeyWQWisi2Qw455BeRvZN5n7ZjYGDgMBHRU5PIcZw/9fb2PlLtmXoSjIi8Xj8P+S2aPXv2v491rN1kbNOjGrdu3foua+0+zPx4oVD43WSeF92r7SiXy2/Tvxtj9ESah9WHXV1dr3cc5zvW2q/5vv9D/bzec1pbEQ96lnNnZ+fftLW1DUdxp6duBUHwTiIaFpEHa8XvRDjG4s+O9ewxzr5+Dd967WgF31wu9xYReYe19tm+vr4nVqxY0R7vK2p7W1vbL3p6ep6vtx24DgTSTKBuAQ6PCtQzOr9LRHpY9s7+/v7zN2zYUNaBOJvN7rt69eqna53hGh6IXhSRy9ra2h4eGRn5ETN/Mzpwu9mQXdd9BzN/gZn1XFlXj7vzPO+bk31P2I6vMvP3rbVDYwlwPp8/SUQ+ViqVjmpvb18uImeLyOHFYlEP0G72D7uuu0qP7zPGPBAEwVXM/OVax+g18nI9ElFE5ojII3EBVkFbtmzZASMjI89HwlWvAO/peAiPt7yFiP6Kmb8WxZ1OLnQeVS6XD2Lmo0ql0rHr1q3b0Qifatfm8/mlInKmiNxqjGnX4+JqHSM5BrPX8K3Xrj3NNzw3+SRrbY/jOKdaawtz5sxZFxdg5UtEtxcKhfvrbQeuA4E0E2hUgD+t5+SGnfsb1trjjDFLiOhLRPTE4ODgp9avX/9KNWB6j+M4lxDRS0R0v7X275n5tyMjI342m72DiDTDKjHzmZolDgwM3MbM/zpv3rz7t27dqueE/sTzvDVHHnnknEwm02eMudXzPJ0MVP1R0WDmZ3p7e9d2d3fvZ629IAiCM/v6+gYn49CxDnavfG4ul1tBRIeLyPeI6G+ZWc8wvdZxnA+IyEVElFUWg4OD586aNetdInLK4ODgca973esOtNaeWSqVPqdikM/nxz0r9vDDD890dHTcwMz3zps378EtW7b8i7X268Vi8T8m0169t/L8ZP1dZ2fnPo7jKP9DROQY3/fv09+7rnsNM79BRA5l5sdKpdLKaoK2p+MhrFzsxczHqJ2VE7/ly5fPGxkZuTabzZ412fNUjzjiiFkzZ868zXGcy/UM64h//Lzr+J+rMctkMm3V+C5ZsmTvtra2q5n5Q0S0hZlPrCbse5pvPMZc19UJ+oFxxkuXLv2LTCbz5VKpdFozJjiTjWncDwJJINCwAC9atOj8xx9/fIm1tivsTKV6RKmzs/PtjuPo4KeHbb/TGPNda+279fDyCEQul9PB/NO+758blgavZeaHmbnN87zrNLtWodl7773fb6399Zo1a/5UC6Lrunlm/h/GmEtFZJGKxODg4MpaE4R6nREObN8TkV8R0QgR9dWa0YeHvf8XEX1CRNYT0Zuttd/p6+vT3+kP53I5beO39bD2XC73OSLqIKL9iejSqISspUxjzFt37NjxgFYcatmqE40gCP6Vmd/EzKs8z9OD4qXeto01mRGRDxPR75h529DQ0I3RIFopzrlc7iZm3uB5npfL5b5ojHlUJ0GVz97T8RATwdPiAqyCttdee51hrT2CiG7xff+eyfIK+8OlbW1tKuYvjyfAYzGr5Ou67nnM3F8oFPSQ+5q+bRXfcBlEJ8y+53k/i7X9HGvt077ve5Pli/tBIC0EGhXgXh2ERWSNiNwRlR3rEeBoxm+tXes4zkeJ6AcqtkEQXOI4zheISNeHZxHRRt/3P6+Ac7nc0ZoVGmOWep73YiPQL774YvPoo4++zxjzYRH5tTHmA+Vy+aw9nAHrQLRaRI7NZDJfCYLgWGa+x1o7yxhznohkVJSZ+WgtFefz+TdYa9cw8y2FQuHbjbQ3FPNzmNkw8wPW2quUne/7jzf4nNdcHorAZhHZICLB4sWLt0Xr6VUEWLOze7Q91TKhSjHaU/FQS4Cj34cTq2uCILiiWCw+NRlmYX+4ua2t7aR4Nl0rA46XoCuZjcV3LBv3dH9TW7TPbdq06VQiCgqFwlejCYJmv9ls9tLh4eEz1q5d2z8ZtrgXBNJEoFEBHi1BVwJoRICj+6MBgog0M3xfoVC4pLu7+91BECyPZ8DGmD+KyHOxDs1dXV2HtLe3P1dnqVCzzM/phq9mrQFrdrlz586zx8umK9f29O+O4/SWy+XjrbVXLl68+LlNmzb9MzPfHWXAzKzl8j93HOec3t7ePyrr5cuXzy2VSvsVi8WNtbIezeTa29tvMsac39vb+9+u655JRJubkdFVK0HHBc1a+1RUgo61+THXdXXPwEPFYvGnlTETFyP9bE/Fg7YlngHH7NI19BuJ6B7f9/99Mp18yZIl7e3t7Xcw812e5/2kRgbsishHCoXCaWMxqyLAVzDzo57n9dQjwHuqv8XElxYtWnRzfMNjPp8/R0S2FgqFuyfDFfeCQNoITFqAwzLrJ4loHx3wrbUri8XizytBua77HmZeXCgUbo0NuJ8NguCrjuNox3yWiHRn8VODg4Nfnjlz5jd0AHvllVceCP+sZdpG1oAPEhEtwWZF5M4FCxZ8/fbbb9eS8aR+wvXvH4W2iojcGy+jRw8P12S/bIy5WQUxbPP15XL5B7puzszvZubIHl0PfqNmyroGPGvWLC2xHzc8PPzZeteANQN2XfdkIvo0M+tmuA5jzMnRuyfT6GoCnM/nI777aztE5L4gCE51HOdiInpHuNTw3IIFCy6qxr2F8aDlff1ZE9q7kogOIKLFRLRu/vz5VzcjTnRzVxAEWiZ+o06arLUniMgTxphvM3OJiPpF5Pe+71+sAlzJbOvWrQeE8fsqvtlsVvcR3K2CZozJGGMujK8zR37e03xzudxHtDLGzLospMskzwVB8Bn9tkAmk7khm81qNWDrZOIQ94JA2gjULcBpazjaAwIgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAAT1vXo+EgAAIgAAKtJAABbiV9vBsEQAAEQGDaEoAA72bX5/P500TkK/oaEbnN9/2T4690XfdWZj5Jf8fMp3ued1MzTcrn84tE5Mcicm/lu5v5nqQ9K+T6P5n5HzzP29SIfdOVWSOMcG3zCBxxxBGzZs6c+QMRucn3/fsqnxzG4y3W2u5isbi5eW9+7ZOi2CeifUTkSRE5fHe/c3e2J+nPrluAu7q6FjDzBmZ+W9SoaoIymQbroGmM+VWjIhQPmvD9PxwcHPz4+vXrX5mMPfXeG3UgIvq7WgO+CrG19qBaIjiRtruu+1FmPm2stk5GTOp5fr2Mak06wolJ0zv6WAI8HuvJMKvFo0qMNn3CNV67atkW+vlHu6tf13pvrN98bE+/eyJx28g9VdpWc0xqlgBHYzQRnREX8vGeX61de1L0G+GatmsbFuDIuTGn/r5ZmdVEB5BKp+hz9HfNsms8p4fBeh4z/xcRvVRtAtEqAR7P9rE+350CHPdPyObkPTXbblacNcI2jJHvM/MnNCOPBktjzK2NTjjHENIJTWDjz4v6NTPf1yy7xhPgKPPbHUwa8VGzrq1kON5YOZ5ANiKG1ca+Ru6PGEzknmbxm07PmbAAKyQdoInoxmjgrMyS4xlyzKEnM7MORJpJj84KZ82adXxUpo3Dn2iGPZ7YNdvB0fuMMbeJyHmDg4MrK7Pv8WyaiCiMJ5DjlbcrM5+oBF4tW6vMVKtUROquOlQOEpUz9/GePdbnY5XQ4ssBteKsFrNqwlTtdxVLDrsy+0oB1veH1340qmBUyUT/Mcpk9g2UeAAADwxJREFUIl+LyOXM7IclwtEljXra1UjMTyQWG3l+dG2l8FTjWenrKEbDa7+uk14RuUzHCn2uLueISJzbriUeInohqlBVjl3VxrMKf+y6d7y2VuuXlYJWo6JY6e94VaKuKlG1dlWOPWPF2VgCrDYbY3qZ+ZRoWacyVsZjVhmrcV+NxzWNnzdVgF3XvUBE7tQ1g8pBNTYwaif5hyAInteSdrxc0oyOP95sstlOjL9PRDZWBmgsoFtSgg4HltdkRtU6UyWbsQR+Mr4aS4B37tz5f3Q9LMrAqmUP9bx7rBl8PfdXu6ZSMCsZVg5+8etnzZp1gIjsyoArBXivvfZ6HTMf7/v+FWOJQbQu5zjOvpXPq6dd48V/PXEx3jPq/byyr8ZK/0fpxKNSkONjShQn4cRwdFLCzJfq36Olnkp/xSstoVi/avyJC1XlhKmasNVqZ7XJdjXbq8T46Bpw5bsbyUYrx91KxuHnNeNsMgI8HrNG2lFvDE316yYswPWUi+IDQmXnqiYMkxlAKmZedWdjk3VgZVDVakMrMuCobdVsqtN/NdeYw0zxLyay1l4pwPFnzZgx433xqkooVLqRbNcmlHrevTsEuIbg5qKljrBdhShrjV8fCsUuAa7WH+KxWO1dzPydKIOrNtGcTP8Zb7PgZPtJtfurrJO+KsuMlnbiFaWoH+3cufPsaOOSMeb5KD4cx/mECrCIrKqc4FcR/F2T4lhGfbVmd/oetTkqwzcysa/mh/j9ofjv2rtR+ezK+xsVrnj/Gu/eWhOuaveNlwGPx2y8mN8dMZb0ZzYswPFNWJW7ditLG2Ggje7sHS8QamVqEwHYyGw1NsD/WMt64UBZV7knymLim6tqZY1JE+DKdlfb8ThWBlw5eDZSSoqXeUP/7pow1VO+q+fdu0OAK2M0LrjVNhSFbRsVlTCudsVY+PddJcfo2dGO+Pi9KgjjLTc0s/9UZo7j9cEq/b6uCXBceCorH2F7dAK4qwwb2aHl5noEuLIaVSPjHp3YhRWFXctHVWJ09PX1xHmtDDiyx1q7b3zz5G4Q4F1Lg9GEJL4fpkrbXlNen4gA18OsVYnSeDHcqs8bFuDKHXaR4eNluHtSgPdUGW28QTf+9ZckCnA86KpthKpn0I8LuYiMlg7HC+ZqG0Wie+pZm6uwO/qa1avevRsFeLQqYIw51Vp7s7X2OF1yGS9DqrYGPBb/GhnwmDveJ5MBV2G627/2UkV4XrWnpJ4JoG7gqjcDHqs8a4w5UBlEGe9kWI43iWTmQ3anAMfWl79ERMfFv95U2c+bmQE3yqyeStZ4Y8lU/7zZAryrxBbNdCo29ozZqRudedeC36znjOfcasFbaxdp0gW4xuYNFbdXrVtWY1Lr6w+1+I0lwJWl8fF25dZ691gCXE981BpMQp9/g4h6mHnv+E7hsXZz1yPAIhLfkKWbh3Z9j7meyVA97RovpqNMWv+/u79FMN4mrLGWSeL3VhNgtb1ygK/GJyybvt5a++dato6+8xry3lXyr4dbdM14MVxlrXR0o1iUXcftDPcG6Fq1Zt91fyc3bPuHiOjF+PeHq2z8e1WcVSRUrxqvq+zrGf03DqIxvlFmzYrXRnyTtGubJsBRx42V0H5IRNuZ+eF6S9BVSouv+YcrqgGcaAlsss4Yq9wcDqbHzpw58y4i2vU9x7Ajjbar2k5I/bzef5CjWsk/2lkeddz4kkH82VXurbrLs2JtcLQ0Hz7nVd8Jr9fmegb4Si7x3fDVmMXfXW1HcGV5vVac1euP8B0XVvvOd5X3Rzv9X7MJKx5/Vd59DRG9L9pxWo8AT7T/VNo80W8fNNqfaqxja4Vhl/BV84kKVVSyrpUBx9flozGp2jJLTFQ2VPlHcl5VAm/kH6aotLuyf8SZ62e6jEVEo/sHKvz4glaWNGOOqi31cI76d6Uvx4uz8fpPfNyIdp7H/+2GKjus498E2PWPEoXjYN1LffW0eSpeU7cAT8XGwWYQAAEQAAEQSCoBCHBSPQO7QAAEQAAEUk0AApxq96JxIAACIAACSSUAAU6qZ2AXCIAACIBAqglAgFPtXjQOBEAABEAgqQQgwEn1DOwCARAAARBINQEIcKrdi8aBAAiAAAgklQAEOKmegV0gAAIgAAKpJgABTrV70TgQAAEQAIGkEoAAJ9UzsAsEQAAEQCDVBCDAqXYvGgcCIAACIJBUAhDgpHoGdoEACIAACKSaAAQ41e5F40AABEAABJJKAAKcVM/ALhAAARAAgVQTgACn2r1oHAiAAAiAQFIJQICT6hnYBQIgAAIgkGoCEOBUuxeNAwEQAAEQSCoBCHBSPQO7QAAEQAAEUk0AApxq96JxIAACIAACSSUAAU6qZ2AXCIAACIBAqglAgFPtXjQOBEAABEAgqQQgwEn1DOwCARAAARBINQEIcKrdi8aBAAiAAAgklQAEOKmegV0gAAIgAAKpJgABTrV70TgQAAEQAIGkEoAAJ9UzsAsEQAAEQCDVBCDAqXYvGgcCIAACIJBUAhDgpHoGdoEACIAACKSaAAQ41e5F40AABEAABJJKAAKcVM/ALhAAARAAgVQTgACn2r1oHAiAAAiAQFIJQICT6hnYBQIgAAIgkGoCEOBUuxeNAwEQAAEQSCoBCHBSPQO7QAAEQAAEUk0AApxq96JxIAACIAACSSUAAU6qZ2AXCIAACIBAqglAgFPtXjQOBEAABEAgqQQgwEn1DOwCARAAARBINQEIcKrdi8aBAAiAAAgklQAEOKmegV0gAAIgAAKpJgABTrV70TgQAAEQAIGkEoAAJ9UzsAsEQAAEQCDVBCDAqXYvGgcCIAACIJBUAhDgpHoGdoEACIAACKSaAAQ41e5F40AABEAABJJKAAKcVM/ALhAAARAAgVQTgACn2r1oHAiAAAiAQFIJQICT6hnYBQIgAAIgkGoCEOBUuxeNAwEQAAEQSCoBCHBSPQO7QAAEQAAEUk0AApxq96JxIAACIAACSSUAAU6qZ2AXCIAACIBAqglAgFPtXjQOBEAABEAgqQQgwEn1DOwCARAA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</l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="average of %l"><block var="pi"/></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"/></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"/></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"/></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="418" y="25"><block s="receiveMessage"><l>Part 2</l><comment 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</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"/></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"/></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></scripts></sprite><watcher var="pi" style="normal" x="7.645833333332803" y="7.645833333333357" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="93.27916666666715" y="6.881251529166676" color="243,118,29" 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hidden="true"/><watcher var="max" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><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"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>average</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>average</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="average"/><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"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>negative</l><block s="reportBoolean"><l><bool>false</bool></l></block></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</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block var="negative"/></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index tracker</l><l>0</l></block><block s="doSetVar"><l>increasing</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="item"/><block s="reportListIndex"><block var="index tracker"/><block var="list"/></block></block><block s="reportEquals"><block var="item"/><block s="reportListIndex"><block var="index tracker"/><block var="list"/></block></block></block><script></script><script><block s="doSetVar"><l>increasing</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doChangeVar"><l>index tracker</l><l>1</l></block></script></block><block s="doReport"><block var="increasing"/></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>max</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max"/></block><script><block s="doSetVar"><l>max</l><block var="item"/></block></script></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"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><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>item</l><block s="reportProduct"><block var="item"/><l>-1</l></block></block></script></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportModulus"><block s="reportQuotient"><block var="item"/><l>2</l></block><l>1</l></block><script><block s="doChangeVar"><l>item</l><l>1</l></block></script></block></script></block><block s="doReport"><block var="list"/></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="541">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="542">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="543">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="544">-27,-8,-1,0,1,8,27</list></variable><variable name="sum"><l>0</l></variable><variable name="average"><l>0</l></variable><variable name="negative"><bool>true</bool></variable><variable name="increasing"><bool>false</bool></variable><variable name="index tracker"><l>7</l></variable><variable name="max"><l>27</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>