<snapdata remixID="12771246"><project name="List Iteration Questions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQdYVFfafmfoRRAUxQKIBQvW2CvYe0lii7ubTY8aE2OKJvHPZk3bZBPjGjXWmKomGhNjYouxomJDBBFQmqBgQ0QE6cz/vGf23JkBYZhxcEHmex4eGObec8895z1fP99RaTQaDaxkHYH/0QiorAD8H4289bFiBKwAvA9AoJA5c+YMsrKykJOTY9YTSwsqlUpVqXZ4XYMGDVC/fn00bdq0Uvfcz4vuCsBTp07Bz88PNjY297Mv4lnFxcVITk7GQw89ZPazc3NzkZSUhKtXr6KgoMDsdsy50cHBAQ0bNkRAQIAyfkePHkWjRo0qbI4AqyyozOnXjRs3RB+M9cOctu/lnjIA3LNnjwCfJelWfBgubVuKkuKiCptt4uOHhtM+RmFhoQDh4MGDTe5GUVERjh8/jiZNmph8ryVvSElJQf/+/UWTJ0+eFByItG3bNtSpUwfZ2dnit1wgXDSurq5o3769cq0l+8O2MjIy7mlhW7o/ZUTwsWPHxKCQSq9I+TkyMhJ2dnZo27YtYmJioFarhVipiGOdX/48hjgnV6r/ua+F4fr16+La27dvo2fPnpW6T14UHh4ODw8P8fH8+fOIioqCu7s7unTpgujoaMEVGzduLL7nZ3Iqcp709HTExcWhXbt2QlSlpaWJdggQjkuPHj3Eu0pQGesUOTkXUps2bZCYmCgu5/+WLVsGHx8f5OfnC5HMPnbu3BkuLi44cuQIpk2bJvpaFRQbG4tRo0ZVRdNmt2nAAS9duqRM/sqVKwXIOAknTpwQAx8WFiYGkSuVoONvfuYEp6amolu3bmKwJ0yYgK+//hp/+9vfUFJSgqRVMzHMLVV0UuXiCcfHV6EoZg/Ubg2Rv/WfBp3PnnMcly9fFv+j7mIqJ6Ouxckk8R06deqEvXv3it+c4GvXrqFFixZ47733sGrVKpDjEwCtW7cWYO3VqxcoMrt27Sq4MBccv/P19cXu3buxdOlSAZ7K0JUrV9CnTx8kJCQolxPsTk5OAthcyBw/Aluf8vLyKtO8ydeQYYwZM8bk+6ryBgMAcqDICUhr1qxB3bp1xd8csPj4eGRmZooB6927N1555RUsWrQI586dA8XNwIEDBdeoV68eXnrpJTz++OPo2LEjHnvsMaR+/bICQJuAINi06g/kZkHdvAfy1vzV4P0yXzwiwEyi2CJYTCECRgKQXJu6IDkqgSV1LL4D34kTTTBxAVF08/+8x97eXnzn6OgIikYChfeSo/F/ldUrCcC+ffsKzkoi0LLSLyPhTJh4TlWTW/2GaNGhu/IsAnDcuHFV/ViT2jcAII0P6iZyoggAcjBOAieJ/+eEcaIkUUySS128eFGIttJW3q1bt3DjxzcwxOVi2Y7Z2AHFhQb/v/rcPgFkThA5rKnGCAHo7Ows2iRYks5H42b69fsy4Y18msGzgbfyPgRgv379hJglEdhRbwejn3cxLji3hbpFb9i51qvUhFUWrpqCXNxOPIXWN0NBvlo475TQ/UgE4Pjx4yv1vPt1URkjZPPmzQJoBJylyNPFAY4RP0Lfc0AGUPqzbUAQUko8QNCSHnnkEZO7EBERIbgbKTkmHE13vgIvZzXOunZDE/9WsLWzN7nNim7IuH4Vjlci0KDwMhwDhyCt35vK5dQ3qbpQSkgAJr/TG64PjYXbyFdh7+AIWs1Ru7cg/9olo/1q0CoQDTv3VQBFQEtuz5vJKMgguHgzT+9C99gvkPf6KdAClgCkelSd6K5umP379ws9TJ/Tmdrp8lwK0pjR/y3bpti7c+eOEN9S/Jv63NOnTysAjDiwHcPiPkNY4Gy0CJ4oFha9Z0c2rUVJgTE9ToXOoybC3tVd4erkrJx0SewrJUT27Sy47/o/+LoCF8d8oXxPfZMAJOchEWyJCwbA6env0dhH62koLsjHhZm94ONiqAfe7b1VajXqrooWKoqbm5volzQaeT2BxnGlDts+MBBe+xbAe/ZmRa9nP8xZ1KbOgSnXlwHgwYMHLe6GMaVDHECKYCrv5hAByIkmRR7cgWapf8LriaWKWhH52zq0/GMhbNXGHbmeU15HSpthymKgDuzp6Snapj5I8JFb79q1C/27dUTPmCVIHrVU6TZ1zwEDBghrWwLwzPuj0X7+78IIev/993E7MwO3XgtCPQc1Gs5eiquLZ8HGrR48xjyHoixyLg0yf1+ttFl3TawBAPU5IJkGFwgZCFUX28PLEThzhQEAH330UXOGtcruKaMDygFevHixMNl37NghFPjQ0FAxmLSIR48ejZ9//lm4Jv7zn/8Io4MWJV+a11LkUBzQCOEk0bDx8vIS31WGONEtW7YUOqCpRDeMPgD9bp9BvfFvCd8gjafoX79BwP6lcPRrB8e2PXBr59dwC54MG48G0OTnIj8lBrlRR8RjPSa/huQ2wxS3zs2bN5W/yX1opdNSXrJkCebMmYO2++fiwsglBgAMCgrC2bNnBWeiTnrmg7Fo/9ZWYeRx3DJvpCPrdS0A6z02Dzc2fKx99rgZKEhLgGufsbi+6g2U5GkjKO6rY0B3CjkfAwVS3+V31Dl///13dOjQQfTN9vBKtH9huQAgn08OOGnSJFOHtEqvNwAggULfFOnzzz8Xg02dgquKVqKtra3iH2zevLlwL1BsvvHGG+J6ThAHhKCjxcfr/f39heuje/fuaNasWaVfhn0hwE0lGlISgGdCdqIZAThhvtCbuLhitn6H1geWClHsPvJJ3NrxFRxbd4ODX1uU5N2BY8suuL72/xQAXmg9VKgiVAlocEnVgAD09vYuA8CkEZ8rXeY7EIB0DZEIwKgPxqHdm1vwxx9/CB9kE++GuD03WAFgXkKE9toWnZCfEgt772bI2LxYabPOyrMCaBTBNBjZpiTqnBz/P//8U/gSbY+sRIcXVgjfJ4kAnDx5sqlDWqXXGwCQAJIWE52vXEkUL+REH3/8sfiZN2+e0DG4gsnhQkJC8PLLLwtnLbkewUrxRAByMOiyoJhiCIgDXlmSLozKXi+vIwDpNiFFHdolAHir42Niwp9++mnE7/wBbQ4sg2PzDnDpOhSFlxOhKSqAXaMWKLycAE1xMXJO7FIAmBQwRLiWSNSxpHFG/Y/ij4tr+fLlggO2OzAPCcP+o3SZ1wcHBwtfIokL4+y/xqPtvF+Uawry81A/eg8cVTrPQnnvXOLsjsx2g8VC4OLmQpeLjffQj8v+EfD0SNiFrioDwClTppg6pFV6vQEACT4OGpV1rix99k5uSNHIFySgLO3Huno5DXYOjgqH5aqlD81UorO8NAA9x7+lNJNzJQW+yaGApsRI0yqgTW+kOjZUDA8uJslxpAHAfq5YsQKzZ89G+5A3ET90kQEA6R+lXiq4mqMjoj+agNavb1aucXVxweGPZ6M4VeuqqYh8A7ug8VMLBAClE1u+K++j/k6uLN1m9kdXCwByMZPIAemXrU5kAECCT5rs8Sf3o/6ed1DHXoV4p7bIstE6pS1ND2WHiia9x7yC6610TlJyFvrQTCXGXckdSNFHdsMvKxIe43SukfzMdMR98xFK7mQbbbrDxGdQ4NvBAICS4xCADKlRB6T68eKLL6Lj4fk4P3ih0i4lCgFIvVQCMOajhxHw+k/Yt2+fEJNurs64PXcQvBzVULu4oyRH64Kya+iL4qybsKnjgcJrKUqbzl9ECp2OIpjqkj4AaXxIorpzNwAy1FedqIwOKAEYvmU1RmdsxLGA6Wg15C+izxSvYYcPIN9YqEilQpdefWFjqxWFdyNyE/5cv5IGn33/B5+gKUjyHa1cKl0Ypg4WjaTSAHQfM09YhgRD3I4NaBeyXOiAxohGSHyLgUKhJ7FP0u1BADJpQwLwhRdeQOfQt3Fu0KcGABw0aJAIYZLon4z5+GG0enWTABGNtT49eyD3rSFCB2yyYDNS33kUdo384T7871A7ugpApn/3ntKm07IIodNROlE/189YOnDgQBkAdpy1UngVSOSAf/2rYeTJ2BhU9fdlACgTASK2rkHTvEQ0efwzpQ8Xtn8Pz+2fwbYSs+c1VevC4EolUWeS+hMnj2KeSjQnIcA+Ew/VK0KizyhFtFOBr2zgX3+QCEA5KZIDZgROFgbSkCFDcGL9crQ7tBxOLTvDfdRTuPr5S/CcNAclOVlQ2TtCpbZFxs9apZ8AjGseLNKrSJx4aZnzHWjUUC357bffMGLECDx07B3EDvzEAIDM6CFXlgCM/fcjaDHnR2E5T5w4Ed5e9ZE3f6gAYIMZn+LmlmVwatMDTu37IufYDji264mMDf9GSf4d0YbDknARb+f4cWz148ilAeh4bA06lAIg4/PViQwASPDpAPgl+jWxQW7PZ7B27Vo8++yzuP3nejhv0+k4Xs98gKx9G1Gn3wTc/GUpioXfSkt0KSS2HKT4zSguJBgZn23VqpVwdtNtQPfMMIfziG8yQrmfAKTbx1Siu0VOSkzon0IEJ/uOFLFsRgGS/tiEwMMr4Ny2BxwDuiIv/jRUdo5w7jQAxRlXABtbAQIJwPP+QWLCmSGjH3kgABlio1VMcNNt1O3EAkQHad0oJIJTgP7ECfGZOuD5TybC/+UNwoAhp76adgnqDybA0/7uq1plawdNkTZcqbKzh80nR4QOTk4sPRbyedQBJZE7Ox1fiw6zVigckP7Iv//976YOaZVebwBAihh9AA5s7oLshx7H+vXrRZpQzt4fDAAo/Vb6/it9ACa0GCi4ES1g6Tqg8XLhwgVhEVPcS3/iCKd4xDUebgBAujBMJVrjEoCxR/fANysSdUa+JpRzctyIn79CxyMroaZ6IGLRRcIgIffTTrQGmkJtEqvHlNdxzq+/ksTJBSMNM3J0ydl4LfW57iffxdkBHyldJlAIQPaJRBEc9+kk+L20TrnGRq2Gr0MxbkYf56MrJLVPW2TYuSnJEBxbfRFMj0RpAHZ8caWwjkkUwU888YSpQ1ql15cBoPQZnfl9LYL9XbCnsLVw4s6aNQu5+zeWAaDsXdaBTShM0+a9kQjK+ObBSnIluYQ+ByRXoUObKVP0EY5yScQ576HK/bTIzQUgG6GI0gegbLh+vXpwi9ypKPvljq5KjfTWwbhVqFEmnAq/1C9LA5ApXT1PvY+o/v9SLHkCcOjQocJtpQBw4ST4zvpeeay7Wx2ETe8Pf4eKk3V5g2vDprB5Y6PggOSm1AH1RTDj4JIrMoVMHbIc+gAkB3zqqaeqFFCmNm4AQIJPB8CvEOzvjNtddDpD7vkwuH47F8y4qIhUtvaoO/cbJKk9lBXKgZJJAhTBTPwkV/z1119FHuGYOhcQ23CIAQDpQzOV5GTzvnPH9goO6DriVaWZ6zFhKPlqHpwrEYpr+fTbuNC0u+J6odNdvgN9nfrPYr5h79MfIrLvB8qzCIZhw4aJKJIEYPxnk+HzwnciPEfnfucO7VH0zkihA3qMm47cmGMoSk+DS48RyI0+CudOQcj8fZXSpmrhMcHJuZgp4tmGJPaPUowLhVInffOCMgCkL7Q6kQEACQjpM4ra9rUAYFZnndWkyc5EfuR+2FViQ4xNy4eQ79ZAREpIFF3SZUARHBgYKHRAApDJn+PcUxDtNUgZG+nCMHWw5GTzvvPH98HnVgQuNRstDCBOSvKezegYuhp2Xj5wGzQFGT9+Cpfuw+Dg1w4Fl84LHTD78Fbx2LqTX0WMTz9lMw9FmX7kgSqEjI5wgfWN/AgRfd5XuszvCMDDhw8rY5Dw2RQ0mfmNMMqoGw4KGoDif44SAHTuMhAqlVqE3Ryad4Rjqy7IO38KmdvWCNWARAAyv5BckHo0F0J5dOPnd9HppVUiX5NEEfzMM8+YOqRVen0ZAMps5LPbtQC8EThViaPmHPoFHtt1RkhFPaMIpv4kLUgaFTJwTgDSmiQ3oZOW1uT4uhdxtv5ApUmubrpNTCUCkBECUtyJ/QKAzsPmiIgNkzHPUAc8uhpqG1s0mvsl0v6lVcrrjn4WaidXERm5ffhXBYDRTfuK4D8jCxTr+pEH/b6R2/WP+jfCe72r/Jucavjw4Th06JD4H9838T9T0Xj618IoogFDK7hkwWjUd7ZHwxc+w609G2DjXh/2jVsIo87Wywc31n2otKn5JFSAl4uJC0I/O3v79u0KA+HYuZ/+3gCA5LrPPfecqUNapdcbAJDgKw3Ao/ZdFf9R1u51BjogrbLGb32Hm78sw51InQXGHhOAsb79hPJPonEjFXj6zghCSfSzPeyZiqh6OpFLANKHZiox7b40ABMaDRFxaMavwzeuRqdja+DSoT/IAbOPboemMB+F1y8JrmPXwAcZm7SuJ3LAs036iPvIvekykulY5Ow0oCQx1T0o+lOc6rnAAIB0z0jrlAuQAPR+bq0OUMWF8PzuddhfTzL6qowPp/9toQAgF4LM/ZM3UnoxwYFeBWas3/z1fXR6cZXwVZLIAZ9//nmjz7mfFxgAkA5L6bSM3vEtgv2dsDs/QCi2ghsd+80AgHaNm8OpXS/Y1PEUbhh9IgBjfPqKl6YiLi1IWsESgOQo/EwAPlr/MiI9dG4XihhzdsVR3EkAxp88AJ/M03AYMltwLz4r98JZNNukC81VNNh1p72JqAZdFeOpdOSBe0SYVsWtCbTqg2MWIqyHbo8LXTUEoPTPcQFeWDwNDZ5doySpcoFaMvmXC1cu+isb3zYAIDngjBkz7ie+jD7LAIAUNYrXfOe3CGrmJEQw2T3FSWk3DFsX7ouCsptoCMDopn2UHWg0biiCCALqJPockKlakxpcRURd7TZGknRhGH2DUhdQ3MlE2oSwgwKAdoNeFAF6/p/uEglGeeu9fCbIKJ4pDgedW4QT3f6h9IicauTIkSIKQyIAkz+fBscpi5RUKvoSqcuROEb0J5KTUdckl5Vin3qfzLDmezDey+/lDjv5UI4x54rjZ3N4BTq/tFoZawJw5syZpg5plV5fBoByQ1CMHgCVicpKh0/aqTK7uEr3kCC73rQLMu3cFCWZIkO6MMgBpVjgvdx7MsX7Ok6762K/0oVh6tsTgNIylACMqR8kOBQXEi1XbpVkH5lOxk1PEoDyN4FDzk03kNwjIzc4Mb1M/3pyL+bnUbwOiVuM413fNgAgcyq5K4/Eay4umYaSsR/C3sFB+AeZeCt1Y4KYujKzZ+gB4N8MV9Klwv+xD+wbfYtsk85xvoscV4KW3xOYlCqXN7yJji+tERuzSHwnhgyrE5XZlimdlrG7vkdQM0ekt9Ol7xSmJSDuk+lAScWpQ0wd7/v2KqQ6NVL0PrkNkS9PfZCTJonpTo81voFTdXRZ0LQgKbpNJRob0jJMPBWCpjfDkdp8rEjHmj9/vthaKffdkisyEkMQ8Hn8IWCozNOtQgOK7g4ChGlezE/kBEuiEUG9kByMXH1E0jIc7TJf+Z5cir5Obv2UAMxZ9ghiu72OZi0DhBFCrkRQkyji5W49Zh+xTX4mwORmL4Jf5mlyUVPc0mcqd/DJ3XxXLl9Gp4jP4PrCzwoA+SwmTVQnMgAgd7ZJAJ7743sM8HPEnsI2wgqkKLE/vQsu23T5blTa8xMj4dCiI/ITtDlvCqgem4eoxr0UFwbb0LcgaQVyhXPvMcX+tCYZCHPtrdwvXRimDhYVfgnApPBD8E39E9F+jwowcZM747Z0AZHoRuG15IIEEl0p5CrMgaQiTy5CC50uIbldk0AghyUIeA9FJt8lL/M6puZuRWhnnX5JMBCAv/zyi7D6+ZO//GHYNglEqMcwuNZxE/2qKPObc0KQ6We93G1MGJojYLl/OTExAa6XjmNwxhZce36/CCWy/wR4tU7J58tKn9H53esEAK+1mSSU7HfeeQcFhzYbALDx/HXI+GkR7Ju0RNbeH8oA8EyjnmL1SpeB/oYe/YtFloZPJk4466ogSBeGqQAkt5G5igTgpGtrscllPNCko7AajSXF0i/JrOGKNp+TCxGEBKzclOR3cjHaN3TCkU661C9eR0Nqw4YNIqnV3s4OdX57Ba3tbiCpyAM3XJvDyUVbicJSVFSYj6L0ZHS1TwPUNkh9YqdQd/g+3D5r6jZXS/WrvHYMOCDBpwPgegHA/SXthBL97rvv4tbu7w0A2PSDrcg9cwgOzTvg6tKXyyQjRHr3EPoLicp2eauYAHzcLwvHnXQp+OQ09KGZSrS2aXWSc11NOIuxiZ/BRq3CgcKWaOTfusIUMVOfJcTmjatwu3kOLW0zYNN6IEKaalPXaDA8/PDDgruRg3JhUHwzSUB/J5s5z6zsPVwkNPbI+cj1uSemupEBAKVxwJV7frcWgFcCHlFWuir0FzQ49HWl3sFt4ivCCpYlwSiCpbLMBuivohOayZwUzU/4Z+OYo3YXP58vXRiVelipi6jryN19rZr7GdVZzXnG3e65nVuA1LTLwoplKplcfJZq/0FspwwApXskfs8G9PfVApCWI4Fk6fpyBCAtTUYvnmpxB6H2XZUxli4McwedQKZ+Z+mtA8b6w8VTnqph7N7a+L0BAAk+HQB/QH9fBxxEexGRoMtC7jXgQElPfOlBYzCcRgUtTTn53JZIK610nRdagRTNNEaeaZWHI3a6moAE4P+ikhMNC4rMe6F7AT0BzKiNdCbfSz9qwr0GAKS/SPqMEvb+iH4+9shoPxVz584V/iNaptJpSmuL/6duwQGnn4puCuo+BBSVXkYBaCWS5LZOOSi0Igk+fk8O+2xAPg7b6kBLC/J+ApCLhtYsJ15fVbDEJNra2OD4zo0oyq84i8jWwQk9Rk4R48wxpHvImPVrif79L9soA0BZyy5x34/w16Qhv88M4QzlFkzqVfS8k6hMc1M6sysoSr/88kux44ormDFSApWck0Bj4iY5IIsvkvg/evbJEclZWTHqidYahKg7KWMhXRj3a3C4Saiqqoee27cZ/eJXwM7G+F6G3AmLcNNT6yZiWK2ym/nv1zhZ+jkGAKQ1KiMhBOCYwv1YV/9ZOLu4CGBJbqbfCemKkBYXLS2u3tJiiJm7DCHROiWnYYCfYOdv1cZZ6DR8Kg6qOipNU8SbsyfE3AFiapT0U7KKKRNMGVWhG4UbvcnxaaRRv+NiYgRi69atguvzs8h0SUwU1zEhgo5sRkmY95h8YBOCL34DlY0t7IJnQHMtDupG7VCcHAYbn04o2KPbzJ419J9Ib9BNvAYXaXXz25k7vuXdZwBATgK96gRb8uGtmJq3FWnFbrjg0RXxLh1QoKlczWjj61zbnQDbdDRI2oE2dumwH/Iy9mu0HJKL4Mknn7T0u1bYHrO++d706zESQv2UMWqGy8j1ZY1AgoxqB6UBwUdHMo0oqguMwjByImPeFOeMcqQe2YLBqd+JamB2fZ8GbGxQcjECDuMXoGDvMhTHHYQmV7sd8+agt3HFs7P4myrKX/6ides8qFSmONHGjRvFu/r5+sItbhs0OfemkFd24PI7T8G1W3cE+Lgf2JjDuLLtVva6n376SRHB5HjsA+visJrUpk2bMHbsWFFBlWE5xq6pp1F9ICdkaJFgpRQghyTnIgipphCgV4//jqGX14nEDbuef0FxSjhs/HugKPJ32LYfgcIQJpxqKT3oLaS6d9D+nZ5e7er5VXY8K3vdXcuzUffgyq9sJdDKPszYdRRZ5uyEM9ZuZb4nR5OlRSpzvSnXqLKvo9edI2WKcZZpw9YRCc0m4FpOkZBE1Lul0WfK82rStWUAyEiCfqbKvbzMvbgj5HPJcTgR94NYwUDuWb4fzyvvGdSV6XOlfvygkwJAWp3UgyztbC49gFTYWbfv5kXjtVDa9B8D9wZNhFimOKOCb6UHawQUAFIEyRIUVfmKDMonzOuI9l7ll+2Qz6dhwmoJJILQnAzpqnwXa9v3PgIKAH/44QfhMiDRbycdx7T+mKBA645pRczRY9YMidspKbaosFNsM4mUvj2ZriR3jNEtQf2K+xGorGe91w1N6ugsavuBs1CSeQlF4VsM3shu8Ms4563bqkkubU7NwHsfJmsLVTUCCgC//fZbkZtHkruraMERgLT2WFOEGR2yLJiot0x3TXKy2C/y/fffC+uQAXgG4/mbITiKdIKSeYashUIRnPNhTwMA2rYbBpVXcxQeWFEGgJEeujR96mfm7BWuqsGztnvvI6AAcMuWLYI7kbjDnhYpY6LUuwhAWmN0TzCfTGas8FrGTglAeS4bY7iyXgo5FvdL0CXBzUKsS0JOmvdxHwMA0jVRcj0BxYnaCgKSyAFPumhzBJlSxNCUJTfw3PvwWVu41xFQAEjfFcWpBOG9Nlzu/ZoSdLxzCnUctDX8KqIszzY4k6UtQcvFUN0qvBvrv/V74yNQJhbMoHx1ysRgUgOzo626n/HJrIlX3NURXRNfxNrnmjkCVgDWzHl7YHptBeADM5U180WsAKyZ8/bA9NoKwAdmKmvmi1gBWDPn7YHptRWAD8xU1swXsQKwnHljgipLd7AkiTULp+rAbQVgOWPL0B83XHFvMTOeueGKu+UYTtQv01t1U1M7WrYCsIJ5ZokPFqAsXUqDmT087oAx8ep29lpNg60VgGYAkOFBnurOHYHV7fhTKwBr2ghUUgTzoB6KYO7We9A3i9/PKbRyQKsRcj/xVuZZNRaAzDVkniLzECs6K6MqRpcb2Ll9gVsy9U8qqopnPeht1kgActcYt42y4CKJOhl/5FFgpSeNGdpVkWLGrQr3s3rDgwjGGglA1qJh1jWJibTcUMUN4SyHy9qAzMqWehq5JLO46UphTRp56Aw5KItH8pQmc4kLgdyXnNBK5o1AjQQgi4vLyvI87JCl4Fh8nGBi9QIeGrNixQqxL4W1aLgfhc5kgo6lN/hDYLLwD6+9FyJ35VYBK5k3AjUSgCwFJwFIXxx34VEvYyUH6mT8mxuYeC4HfXbkhsyq5nYDfiZxxx4/y7PszBs+iA1Yffv2Nff2Wn9fjQWgPPaLUYmUhHO4mZ5+XybTq3FTeHppT1AnEYDclmol80agRgKQu/bksamEqaNVAAAN50lEQVQpsafRePvL8HJWI7pON3j7tYQtD6O2IN28cR3OVyPgVXAZju2H4nI/XSV8eXqRBR9Xq5qqkQCkESIBGHFgO4bFfYawwJfQIniS2KvMo4CP/PQNigvyjU5m5xGPwqGOu3IQjP6xsryZIpvGRvbtLLjvmg9fVxUujvlCaZclia2WsNFhLveCGgtAWUySdWaape6G1xPLBPhIZ35bj+Z/fFqpc409p76OlDbDlP3GrO5Aw4VEC5cGC//Hw2v6d+uInjFLkDxKdzAjrev/VUUv86e9+txpFgCp9NMQsHQt5fKGhcYFy/vKLBTuX9YHoN/tM6g3/i1xADQt2+hfv0HA/qWQhTLdBk6Bjac3bN3rI2v/JnG6kySPya8huc0w4aIhcf+x/JuGDB3OrP6wZMkSzJkzB233z8WFkUuU+wlAVvq3knkjYDIAWTuQbpB7qadcnHcHmUc2wFmtO27+bt3Pz8uD95g5yCsqEco+y5Wx0gLPbZMAPBOyE80IwAnzRU09cq+Yrd+h9QEdAOuOelocsuM5cQ4yt602OFCHALzQeqiwoAk8gk76GPk3HdilAZg0QldSl0UkrQA0D3y8y2QAsnCRtEDLeyyPemCdGIqvu0Unzu3/GYMvrBK6mjG6M3wB0r215Tk42RR3BKB0NEcd2iUAmNVpmqhdwzSpuB0b0ObAMoUD8kzjgtQEuA/5C3LC95bhgEkBQ8RRWiQmocryH/JkcgKQB+qQA7Y7MA8Jw3Tn5fF6a70aY7NY/vcmA5DlamXVTjqBKfI4CawRQ4csEzkZnWAOHUNlLHjJQwI5iRRv48aNQ/zBXzA05Uuhs9kPfhGaOzehqtcMKgcXqFzrI+/bZwGNRvT69pB/4KqXtmg3j5Dg8VdhYWFlAOg5XndIYM7lZPgkHAQ0FZ/qCaigah+EVCdv5XAZckIp6skB+Q4sqr58+XLMnj0b7UPeRPzQRcqI8t3FYd5WMmsETAYgD96TB86sX79eOIFZAV9yRZ4rJzkCncXkVLQUObG8jyBNOboNwy99BZWDM+y6TgQ0gMqjCTQZKVA3bIWCPxcLUJJuDZqPVI8u4m8WCJ86daooHyf1z+gju+GXFQmPcTrXSP6tdCR89ylKcrONDkr7h59Evk97BdA0PKR4JwD5HKoda9asEUeddjw8H+cHL1Ta5aKyAtDoMJd7gckAZNxVZoDwN+OpBBkjCxJw8sBofqbYJEehOBbujOxspJ7chVFp34iq8bYdR6MkLQZq3y4oSTsLdcMAFEVs1XGYoDdx0U1btJv38vAbGhulAeg+Zp44VoEukbgdP6BdyBeKCK5oeKgDxrcYqBTn5GKRGdAEICuzShHMw3o6h76Nc4M+NQAgz0OxknkjYDIACQKeuUvrULo9TH20k70tWmcchg1ZXwVUDDWSmgwVHIgOX3IaGj8EILkuSXLAjMDJQsTzNPET65ej3aHlAoB1x05HfmIEPMbPRPo378Jj4mxcW/4aNAV54n4CMK55sKhmT+Jz5Pm9BCCPWZAAnDFjBh469g5iB35iAEBr5VZTEaC73mQAylvJbe71TLXKdpuAoPEhQcda1pILx4T+KURwit8oIaKpYybu2ojAwysEAB1bdobKzgE0RHJO74dr9+HijGNNUaECwPP+QeJeFtNkVo2MMxOAVBsIwMWLF2P69OnodmIBooM+VrrOxUHQW8m8ETAbgOU9joer0PK19M4xWqRMHKArhrmAEoCxR/fANysSdUa+Jlwm5NARP3+FjkdWCgCqnd1oawAqtdLlkju3lSNcPaa8jnN+/RW3Eo0mqc/ymTwdSgKQJYa7n3wXZwd8pLRFJ7UVgOaBj3dZFIB0jxB4ldkzUZx/B9HLZ0F9p+IkApVKjR4zFyHb3V/k+bF9ch3ReZUK+gCUw+Dp4YG6Z3ZCAK0iUqmQHhCMW0VQzkRh36V+yefJo1dZ55rHd/U89T6i+v9LqRJLALJutpXMGwGLApAlfPUd1Ewa4Jlpkqhf0VnMWtSnD2zH6KTPYSucgSqovQOgyb4BlYsnSq4aHuGg6T8TKf5jRTPMQpaRCn4+d2yv4ICuI15VnpMeG46itXPhpK5Yx+RzWz3zDyQ36aZwbHJZGWemRUxxT/2QjnCeV9L79IeI7PuB8iy6nYYNG2be6FvvsjwHlIYJ/WbUqWTFfHJH+tF4ECD1tMiDOzH+0hcKAG0ChwmOpvLwgebGBRRF79aJzH4zkNB0hPhMjiPdJPx8/vg++NyKQKr/GCE6ea5byp7N6BC6Wkhe587ByI06AofmHVCScws2db2Qd/4UNIXaRIW6k19FjE8/5XwUJq/qqw/088n4MMV+38iPENHnfaVvtP6tADR/JVmUA3IjNyePSaIffvghunfvLjgI/YKcRIa4CEB+F3X4Dzx6edV/AQjYBc9E0fENcJj4CfJ/WwDNTe1REKTivtMR23Cw+JuxV0Yt6NYhxZ3YLwDoPGwO+PwJEybgDHXAo1oA0grO2rMO7iOeRHHGFTh16Ifra98WYJQAjG7aVzjMJffWB7j+0JLb9Y/6N8J7vav8mzrn8OHDzZ+BWn6nRQG4efNmkWVMTkYgUpciB6ReRUc0QUMLk5MWe+IgHrm4FDaViMfl9ZuFaPdeol1a3jLMpw/AhEZDRNSCafjhG1ej07E1AoCN3/xGWL/23v5Qu7hB7eCMW3t/wJ3wvQoAzzbpI4wb9pMRHan3caMTXU6SyOmCoj/FqZ4LDABI36SVzBsBiwKQ1iKPY+BESmd0ed2ys7NFI3UWNNlGMplt7HGrboAwQNgmFX6CRHLA+JMH4JN5Gg5DZguAkvveSYyC/+b5lRqRutPeRFSDrkrMmlxO34hiGtYHH3yAhQsXis1HwTELEdbjn0rbdNVYAVipob7rRRYFIA0ExmvlqeoVdYtiLnTL1yjOzaqw9yq1LXo8/DRKNFoDhAYMY82MqpASwg4KANoNelFk6RCYtFYlGGXj9/KZeh71WeqHg84twolu/1D6zIXBClpWMm8ELArA0sfe6x9oU7p7MccPoHf4e3C11/nnynuFkqCXkNZcu3uN1qgU7foAjKkfJDgUIzT0E/JvPl85lf2/3FHhknfuIDY2VoTu5AmZ3LJJ8UsRL6/jb2bHkOvSyBkStxjHu75tAEAeVm0l80bAogBkkoDUn7766isxcdwOSbfG0aNHxbZJJiswrSl83zaMu7hMGCH2NEBi98A2cCSKzu+HXaexKNi9CJp8bTJBSf8ZuOA7WvxNq5QAlNUQEk+FoOnNcKQ2H4udO3firbfewt69e8VWTRK5Io8e6927tzCEpNHAw6jpIqLOSrcOoy20cmk08f/yqFkaTnSuMyLCM/JGJC3D0S468c6Ufe5HtpJ5I2BRAMoIBcUgrV1yDwKFkRGKKopmJpTSrxYZshOPpK0UALRpNQAlGcmwDRyBwsNfwX7QLBTs/kx5o+J+03HeW+vspROa4lsCMCn8EHxS/0SM36MiEsLUr61btyIwMFBcT6uZBhBPYOemdYbzaKzQZ8kFwf4QZNT9yAEJUMZ/pftIgo/7iHMzr2Hqna0I7axL/aLf0ApA88DHuywKwI0bNyrlMqi8EwQUXR06dBDZMuQgzDZhShXdMJOurhEAtBvwPJCfA1UdL2gK86Cyc0ThsXXQ3L4m3qyo7/M4Wy9Y/M02yLUkhyIAJ15bi59cx0PTqIMCtoqGhJYtD06klVsecfHIVDPqmznZ2fA9uRjtGzjgSCdd6hevsyYjVBMAkgMy/cpYxjS7m3f7FgY6JkL9341EFb3CRZfWSMl3EtyPbhZyrJCQECE6ryZEYWziIiE+Q4pawcuvNdQW3paZnXEV7jdj0cr2BmwCghHi81fRXS6m8ePHlylgaf501L47LcoBOXwUc+QsMqXJUkNK/x8d0DIZlkfBEoTNmjVDS99G0BRrs1uqmrIL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select="1"><scene name="List Iteration Questions"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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var="totalHOurs"/><l>40</l></list></block><script><block s="doSetVar"><l>ovetimeHours</l><block s="reportDifference"><block var="totalHOurs"/><l>40</l></block></block><block s="doSayFor"><block var="ovetimeHours"/><l>2</l></block></script><list></list></block></script><script x="10" y="235.66666666666663"><block s="doSetVar"><l>costs</l><block s="reportNewList"><list><l>1.15</l><l>1.25</l><l>2.50</l><l>2.45</l><l>3.75</l><l>2.00</l></list></block></block><block s="doSetVar"><l>quarterCosts</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="costs"/><script><block s="doSetVar"><l>costInCents</l><block s="reportVariadicProduct"><list><block var="item"/><l>100</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="costInCents"/><l>25</l></block><l>0</l></list></block><script><block s="doAddToList"><block var="item"/><block var="quarterCosts"/></block></script><list></list></block></script></block></script><script x="400.0000000000001" y="76.83333333333337"><block s="doSetVar"><l>totalDur</l><l>0</l></block><block s="doSetVar"><l>dur1</l><l>72</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur1"/><l>60</l></block><l>2</l></block><block s="doChangeVar"><l>totalDur</l><block var="dur1"/></block><block s="doSetVar"><l>dur2</l><l>112</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur2"/><l>60</l></block><l>2</l></block><block s="doChangeVar"><l>totalDur</l><block var="dur2"/></block><block s="doSetVar"><l>dur3</l><l>144</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur3"/><l>60</l></block><l>2</l></block><block s="doChangeVar"><l>totalDur</l><block var="dur3"/></block><block s="doSayFor"><block var="totalDur"/><l>2</l></block></script><script x="316.9999999999999" y="378.5"><block s="doSetVar"><l>durations</l><block s="reportNewList"><list><l>72</l><l>112</l><l>144</l></list></block></block><block s="doSetVar"><l>totalDur</l><l>0</l></block><block s="doForEach"><l>item</l><block var="durations"/><script><block s="doSayFor"><block s="reportQuotient"><block var="item"/><l>60</l></block><l>2</l></block><block s="doChangeVar"><l>totalDur</l><block var="item"/></block></script></block><block s="doSayFor"><block var="totalDur"/><l>2</l></block></script></scripts></sprite><watcher var="loggedTimes" style="normal" x="10.000000000000227" y="31.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="totalHOurs" style="normal" x="10.000000000000227" y="10.000000000000014" color="243,118,29"/><watcher var="quarterCosts" style="normal" x="157.33546325878592" y="9.539939169329074" color="243,118,29" extX="80" extY="70"/><watcher var="costs" style="normal" x="266.3354632587859" y="6.335463258785943" color="243,118,29" extX="80" extY="70.00000000000003"/><watcher var="ovetimeHours" style="normal" x="6.000000000000227" y="128.000002" color="243,118,29"/><watcher var="durations" style="normal" x="136.33546325878592" y="189.5687023642172" color="243,118,29" extX="80" extY="70"/><watcher var="totalDur" style="normal" x="36.33546325878592" y="217.36422645367406" color="243,118,29"/><watcher var="dur1" style="normal" x="56.33546325878592" y="240.7731782747603" color="243,118,29"/><watcher var="costInCents" style="normal" x="197.33546325878592" y="107.15975054313097" color="243,118,29"/><watcher var="dur3" style="normal" x="56.33546325878592" y="284.7955240894569" color="243,118,29"/><watcher var="dur2" style="normal" x="56.33546325878592" y="259.97765418530344" color="243,118,29"/></sprites></stage><variables><variable name="loggedTimes"><list struct="atomic" id="191">12,8,11,10,8</list></variable><variable name="totalHOurs"><l>49</l></variable><variable name="ovetimeHours"><l>9</l></variable><variable name="costs"><list struct="atomic" id="192">1.15,1.25,2.50,2.45,3.75,2.00</list></variable><variable name="quarterCosts"><list struct="atomic" id="193">1.25,2.50,3.75,2.00</list></variable><variable name="costInCents"><l>200</l></variable><variable name="totalDur"><l>328</l></variable><variable name="durations"><list struct="atomic" id="194">72,112,144</list></variable><variable name="dur1"><l>72</l></variable><variable name="dur2"><l>112</l></variable><variable name="dur3"><l>144</l></variable></variables></scene></scenes></project><media name="List Iteration Questions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>