<snapdata remixID="11973663"><project name="Iterating a List" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd0VdXyh383vVd6F0RFkSIoIL1XAQUUe3v23gUFRQVBxK7P9vRvQcGOBcuzoiIdRER6bwFCCklIz399O57LueeekIRmksdeiwXce0/b59szs2dmz/YUFRUV6Vg71gP/UA94jgH4D/X8scuaHjgG4DEQ/tEeKBXAwsJCrV69WqmpqTqc2rqs5/J4PD4d5DzO+T0/tv8mKChIERERCgwM/Ec7+kAX535zcnIUExOj4447Tm7PVGFv/hBvrEQA6ZSlS5dq27Ztio+PV2ho6CFe6p85PC8vT3v27DEv9cQTT1RAQMA/cyNluOrOnTu1a9cu9ezZUyEhIWU4ovL/pEQAf/31V0VFRRn4nFLFemz7SHWTaKVJL2MD2CTckToH18nKytLy5cvVpk0bn2si4f/44w+1bNnygG9z3rx5OuOMM7RixQrVr19fkZGRR+TtIwk3b95sIPxfaK4AIvXWrFmjhg0bevvg22+/1SmnnKJatWoVG48ej3788Uc1btxYDRo08EI6aNAg3XrrrcrNzVX79u3173//Ww888IAKCgr8VHhp6tMJaFkGgttvrOukpaVp9+7dSklJMffz6KOP6tlnn9WHH36owYMHKzk5WdWqVdPKlSsNAFu2bNG6devUo0cPdejQQcuWLdMVV1yh++67z0gq+qlXr16aPXu2+f6vv/4y/cC5UaU//fST+TwxMbFcLG3atElNmzZV7dq1y3VcZfyxK4Bff/21TjjhBB9J0b9/f11yySVatWqVlixZogsvvFBvvvmmhgwZYiRLUlKS7r77bvP/Z555RkhQOvH333/XpZdeqvHjx5v/n3baaQZOJBLwTp06Vd27d9ecOXOMHfTQQw+pXr16R6wvFy5caJ5j3Lhx5v5fe+01A2JYWJiio6P13nvvqWvXrkZdf/DBB2bQdezYUQ8//LA6deqkxYsX6/nnn9eTTz5pvmPwAfH8+fN1xx13GPiwOQEZoHnGf/3rX8rPzy/zM9EPGRkZRlpX9eYK4Ntvv2063d7Gjh2rq666SldeeaXmzp1rvu/du7eGDh2q119/XTt27DBS5OabbzYAAlS7du2E5GQCw8sG2jPPPNO8IH5PB/M9EHTr1k0JCQkGBv4+Uo3BAig8w8CBAzVt2jQjsQGQex85cqR5TqTQf//7X3PPrVu31vXXX6+1a9fqoosuMiAiJVu0aGE+4xwfffSRgRIAgRt4sT0ZrO+8844ZXPZmmRslaQH6h76q6s0VQIBCCtgbYCAV33rrLTVv3txMSmrWrGlgevfdd9WkSROjqni5AIjxj/rhuFNPPdXMpPkDyHyGGrzrrrv0559/6uqrr9Ytt9yiffv26fbbbzcv/Eg11CTXZCD93//9n3kmJBWz5M6dO5tnYWAwWUGqbd261ajdzz//XDfeeKOmT59uwOUZgYr7/uyzz4xK5r6RXH379tV3331nBhd9gvbg8/K07du3+wmB8hxfWX7rCiASyQkgD8SkBFUCKNWrVzcjHMnB/7FzGP3Z2dnm2QEUyQeg1jEAm56ebmxBXA5Aah2DWg4PDze/57gj1ZCAqE7LVsRNwz04G5KJCQqzUe7fklj8DZz27/g35+Fv++/4jN/ybOVtSECnFirvOSrD70sEsEuXLpXh/st9j0hA7NCK0HJysg3cAQH+PkoARNVX9eYK4H/+8x85AUyIj9PyuT8qIzmpUvRJWGJtNTiplZFK9gaAmz9+7Ig+gz24bnejBxfmKrQwy3vtgMAgdbthknLimxjJidS1JCiTuv9ZAF999VU/Fbzm188V8f0kNYwLEp2aFFxHm2KaqyCyhuQygo/oG3ac3JOfrbD0zTohY4nC/37BYTHxCr71eyWn+KpzVHBsbOzRvD3vtQry85W7YZEab/pUdXM2mc+DWg7Wzk53+0xSgBAAsUmrenOVgK+88oofgEumT1GvtJkKCfRoduJARXQ4Xw0aNvL2z6GGj+j0g3VEcxPYkyuXLVa9xS+rSfZKc1/5d83Xzj1pPu8QAKOCA1RQgFvEYwaT1Yrknxhk/wXfhkVEqFHTk8rFBc+1d+9eYw/y7907k5Tw06NqnL1KQaf0067uY4wdbW//0wC+/PLLrgD2Sf9SS+M6Kv6sUYqxSREM9V1rluunVx9XXkaqXN5jqS+MlzPw1gcV2uBEZWZmGj+h1TDm4+Li/M4BdDiWrfAagyBtz241/WWsquXtVN6dAJhqpAuzSuwtZqtpsz5SgCPGXOoN/v2DiJhYNRl8ubJzcszs2T5o8CO6hSydM2Bm3Km7dqhJ0o8KqHG8Mht18fMTcow9EBAcHGz8qEzeqlJzlYAvvfSSH4C/v/eEeuz9VnM6TdGpLX3dJMxep197lrrnrlHIIcT8I0/rqeDrntPGjRt9ogdAxgza2ZAShApx6QDZzJkzNWLECCX9+oG6bJ2qvDvnaeHvy8zLJTLBjP1QJfU/8fKBnJk0ITpCgPhXq0pzBfDFF1/0A3Dp+0+qcc5aBQ55RGFRscaxfNlll5kRHx4Wpo8u7axeYXt8+yUgQAnDblFQQm3tfmOcEobfKnkCtPuth137L+zkDgq7/XWtX7/eRBKsBoA1atTwU9H46IjLAiJhNvyLY8aMUdaeJHWbf482nP+xUjP2md9UlYbUpVWUmfyh9qsrgMRvnX7APz54Sgn5u9Xo4knGOfvUU0+ZEJTlv/vkMgBM8bmfsONbq9olY5S99nflblyuyDa95AkOU+rMV5W19Ge/ewfA0Nte04YNG3wARG3id3Q27oNQmAXghAkTdP/99xt7qvsvN+inzs/rlOan+hyGakeiIEnwSdJQa3yOPxBpfu6552rGjBlGXfO7ipYJhCOdKFRVyJhxBfCFF17wA3DZh08rPi9ZjS5+1NhcSElCVwAYER6uTy7v4gdgdKezFTfwSjIXlLt5pfKTdygwJkF5OzYo5dMX/QFs1l4hfwNIMgShsNGjRxsVa5eI1oEAiJ1kl4D8HgCPn/+49vSd4BNXJhIzatQoczjSmzg0jQjHPffcY2adJCHceeedJlJCPJvki+eee87HRjuYyVJ5M4O4r5JyH+kPHPbEqyt7cwWQYLtTAv750TOKy9utRhcVA4idCIDYXnTGDBcAg+s0Vq3rn1RRUYEy5v9XMV3PkQqLtOOp65W7dY0rgMG3/sfYgEglpA92GyrZLaOEbBRe7KxZs0yMFqgsAOOWvKmoQaN94sqE05B6qC/CZKh1IjdcgyQFoCdp4rrrrtMbb7yhKVOmmJjwxx9/7HevdjhKy+opye4szzm4Aes8+DbJHSTUWdlb+QDM3aVGF0/0dgShOWZrAPjpFV39JCCdE9q4hQLCo7Tvz9kKa3qaFBCg7JUL3G3AZu0FgKhg4LAaqtAtQQEAUUMAyOSDrJN7773XSMDY399W7FmjfWbP2E+kUnHfgEbcmZf6xBNPmIQEzkU2Dr8hDEY6FTNbBhs2ZkVqVSVW7AogKscpAZd//Kxic3ep4YUT/LKKiwoLtOSxG3Va8pJDekfR3UYob/h9Jg/P7m5AarlJQF4Cs1vCVtYkBFUKgHFLpypm0Cg/942Vom+5eRg8lg8O+w+TAvcO/+Zv7D9+W550qkPqhDIeXFVixa4AMrlwAvjXJ88pNmeXGlw43h/AoiLFRUcp7M8fpOzyZX14+zs0QnktemtP+l7z4vljNaBxM7h5CU4AyUkEqPilUxU9aJQ3o9s6V2n2W2nfu9lmdvVYlu8P9jd2VV6lASTVyAngihnPKyZnpxpcMN6rgq0OAY7MHZv082tPKT/zIFWVx6O+141SUfX6BiB7/hwAojadL47JBwmfdglIihcSK2HZu4oeeK8PgNHRUVr6/Qxt/u1zFRWUP0OljMLpsP0sMChEPa97RNmBEd5zWn1eVZIVXCXg008/7Qfgyk9fUEx2kurbALR6BTvpk1tHqFvOKhOqO9gW1aaXCi6bbFSwlfrPuTC43SIArM8gtQr1C7Dff/+9Tj/9dANg4rJ3FTXwXqOCrZeWnZGuFROHqFcDjwI9Hm0ObaQNdXsrsHYzecKiD/a2D89xRYUqSNuh0E1z1Cz5Z0UVFmuSsH53a2P9vj4zYp6nqiQruAKIj88pAVd99m9F70tSvfMfNtnApO0ThSDdHuk08+pe/o5oSYFRccYXuPPFu5Vw7h0mcSH5nUdLnIR4bnzJzDydAAK5s7EWg98xYWFmyCyWyYoB8M9pihpwj48NmLJzu7JfGam2tUP0e3Q7qdtNqld//7oXwl2E6LL3Zepg60XsTUtTbOJ+J3pZ6ETtE360MmLW/zFPLf541vhdQ3rfpg0NBvq5ZBiUVSFZwRVAUsudAK7+/EVFZe0wALIugvT7a665pjgzODu7GMBwX0c0nV/7jpcU3XmYtjw4XLG9LzKO6JQZL5hZsbOFNWsv3fCiAdC+IIfOtlSwXQ3/9ttvPrYi3+EXBMBqf05T5IB7fFTwnqRtynn1fNVp0Fg7ej+qBrZFV+Ze8nP08c3DFJ+y0SdJoSwQWb+pc1JztZn4kfbszTTxZ8uJzSSGAcvkxtmQ+MBPs5zhmxZ+p56rn/ECyACz24BVGkDcEk4A13zxkgGwznnjTAIATlzWSxx//PGm4750ATDspDMUP/haRbUfqN1vPqSAsMhSHdFF1//bAEjck7R2JhVkXjNbdTYAdGYbN2rUyEiT6n+9p8j+d/sAiAQEwOzm5+iE4XeaF8pkx3r5K2Z9reip96pG2KGtHa756JfaGZJgfI5WEgX+RiCyDySex4pz4yLiWfBPkjkzdMhgRc+8V027nq319QeYY50AVoWkYVcJiAPWCeDamS8rMnO7ARCph1sEBy7+N+yzr67p7ScB8QFGndFPiefdqZ0v36uYHufh3teOZ25W7pZVrhKw8LoXDHy8OKQHuXssjXRKDtQVC5/cAMwyAL6viP53+QGY+58LlDnoMTVr28msbwHu2267zbzgZd99rjofPaCYYI+Cq9dXwrm3K2fjcqV+/oq516gzByth+C3adHtP1XvwfQVERCv1qzeU/v27Ps9SY8JMAyAg2QFEujkBxOnerFkzIy15FkwbbNsHx45V0rR71a5TV62r199PBeMbrbIAPv7442aVmr3ZAURiWKExpA1201fX9nFVwZwjokVnE/sNb36msQH3ucSBjcHdrL0sAOvUqeO9POoG2J3NDUBLBdf4G0BrEgKwpEAB4N4Rr+jkk082EgUnMyveUJF/fv+FF8CQek2VeN5dyl6/TCkfPWMuHd1lmKpfMlbr/tVSx0/boIzfPlfytMnKS9roB2BScLxx0gOctS4EAJ0L2gGQeyESg9nx5ZdfmkVTLAPd9NY96tipo9bW7ec3CaFP3NbtlMdcqAi/9ZOAVAkgaZP0JyuB0nmjhzOuaZ37YPxvJd0H0gwJgdTETWP9zgIwffjL5qXTSL4l9AaAy38AwAeNBKTFn32jyd5J+fjZ4tssKlLjVxZr/bWnK7b/ZQqMSlBgbKJ2vnSPTxdVH/+FLABZUXfBBRcYmxl17wYgM3nCmiznxL5mlZ0B8O17TFo+AFpLC6xn4fmqHIBW6Mke+D8YMHgbh7vkRvH7981YLm0gYFdZVQY4HgDzXrtQacNe8gLIC8d1A4B//TjTF8ChNxiJXZSXo4CwCO15/0kd98pibbzxTDV44gd5gkK089VRypz/tR+AO4LizGSIgcxAwG9XEoAsc0XyEaP+5ptvtGjRIhMS3Pz2verUuZPW1PF1w1i2Y5UCEFVAdoml+uwLZNxEtfXyeYGkSmE3EkGxRzCoMsACbdQ5aq4kSUrn9+vXz1UjWNdxGwh20Ev6nmfinhhUabuTDICp57xoAOQYspMt6bLip6+8Krg09eQJDDQAFub4ptJzHBJwe2BscUjw70xuJiHYeHYJyPWxdwHQbgOycAppuHnqvcbVsrp2H7/Bx+TFaSaVds8V8XuvCv7hhx/EDNIuVYDniy++ML4+MlLwu5111llGNWMsk7rEb5Ag77//voEQ6Jj9sQAd1UZK06RJk0xn4V+sW7euqafC7/kdlQioHUNyAJ8BM8cersZLZpCQzg6A+a9fpD1DX/BKQOs6PPeO9atV68MH5Ulad9CXD6l3gqLum66k1AwzwbFCiFbJDqcti4QGQBzLAIoEpNoCSRVb3xmlzl26aFWt3n4AIt2rFICffvqpqWBgb4w+Slhg7JNpQmdhk1DLhU7i3ywiZzZmVTcgVw0DmeoCuEkmTpxoiviQ5IqUJdOFXDvAQDoNGDDAZKNQDgP/I6Dw//JWEjgQMZTHoHJDevJOA2DykOf9AOR4Zt116tRWYb7/QvWyEpm0Y5ty8vcvUC/tOPoUOJHQ9AmDks8oy7H1ndHq0rWLVtbs5QcgcFcpAMl5c5YoO+ecc0xJMl4MPjkqXzFBoZwF8VkkIpm5jFzy50hpYlYMZGeffbZJd0JiIi0B+OeffzYSjqpZAEb9weHDh5vfDRs2zNhJSFRmgVaFhdJeYFm+p0ASkxEALPi/i7V78HOuAEaEBOnjW89V9O61B+2IrntKa7Ua97Z2paSZRFq7IxpfpjO7GthwM2Er0qcMaPoQuLa+O9pMNFbU6OkKIIKgsjevCqa4jhNAwMKXBXDYKMRcycJlBoaU43NGLDYUatnKWkE9ECJjlPJvnNXEapF4VL7C4Ec1YcfgesAO4gUALioaNcVLOFwNAMmayUjZbQDcOegZrw1opVxxrY3zf1b0O/eq5iE6oquN/0KbC4tLkthtQGxCuz/TsgHRJs4JFQBue/c+de3WVX9V7+G3wB5QqxSA1MizA1jaJKQscBytc5R2HUsC7k3ZrUIAHPi0mp18sjH0cahjarRq1UprZ3+nuh8Xu2GCEmopYcRtZilB6szXzOPWvuNlhTQ4UbteG6O4QdcoMDpOaV+/qfQfpvt0R+Ijn2lzYaRRrXYAGVROhzqDDwnobEi+7dPvN5LQDUCkK4WPKnvzSkBUHy/B3mJjYrR84W9K27PL+MAqdvOoev3jVL3u/uQC636xAVHBSMDCNy5R0sCnddJJJxnpzlJO7C0c2Ot++94LYEjDZkocebeyVy8udkQHBChu4L9UlJ+v4MTaiht4lfb+/KH2vPeE8nZv9QXw4c+0qTDCSC2iRAwQNEC5AZx2v7p176Y/E7v5qWAkYJUCkBmoE8A/vn5H8XP/rTrRgcYm2hNUTevCT1KB5xAW/x4mij0qUlR+uk7O2p+FHduouXTpm97VbtalLBWcmZpsANzR/0kjAZm1E89G8mNSrJ/zgxdAjvU6ov+OhBCKSxx+q7ZNulyRZ/RTYFS8AmPi/RzRCQBYEG4A5PysV8HGBXhLAlpuI7sEtKthJnY73htj1OyyhK6uAFaFMr5eCYj7xAngL8/foWEhS+QJCNRvCf0UdsZ5JoMkAB9YOWo7l+bD42WX5vB2fs//M/ama83iX9Vy1euqnrfD8JZz92Jjd9qbHcCiNy/Vtn5PGInH2mZmn8zmsUU3zvtRdT8etz8SYjmiszMUEBGjaheOVn56svb+/JEi2/Q2l2C9c8acL3yul/Dwp9qYX5z1gi2MTcsECwCdbpgDqeCk98aqe49iAJ1FlrDHqxSAFF50Avjrs7dpePgyLUrorsRBdyg6en9ZCGZzSauXa8GHr6kw298Ze5gEnd9p8oukpkOvUExi8TrhZV++J09elgYV/qiIwkxl37WoRACz0vYIALf2nWISAHgGHNHAzKx70/xZPhLwQM/gCQySJyRMhfv8lyAgATfkhZpBarcBAdA+C+a6pGLhY3U2JGDS+2ONmv0jvosrgPhTK3vzSkDKzDoBnP3c7eobtVF/dpuspic285F6ePTfvqiLegbtUPChZS+Vqw/3NO+ruIvGGDcOf36ZMU2DG8cqeV+y2qd+ZwBkdu0mAQFQb12mLX0eNwA6254tG1Tvk3EKTN5Srnuy/zi4ViOFj35Pm3elmEiI3Q0D7Fbql3WMVQjdDcCdHzxgpNzSuM5+AOJ9qFIAUprWCeBvz9+hk+OLFHnOIwqPjtUnn3xiakLjcokID9NnI9uoa2yOotoNVF7SBpO6lDDidu15b4rpT7JJ0r+fprxdmxUYHa/44beaTJjczavMgvWMuV8qPyVJcX0vU8a8L1WQla6Y7iOVMftTFWZnev+NARrVYbDSv31bu1oNVkLPkQYy7LbJEydo3IUDlRUZq67LJ2vfnQtLBHBfeooBcHOvx4wN6Gz46XCEH2zhIs63aeN67UktrgJbllaSBGRmvuuDB9WzV0/9HtvJFUB8sJW9eSUgADr9gHNeuFMNE8PV8OJJJiJC5giq2qwFDg/T5xe01aD+/VT96ona9fK9Cm/eUbF9L9Xqc2oqsm0f1brt39r68PnKXjFPNa55TAUZqYofdJWyls3Wvr/mmloxe2d9qNwtqxV/1jXK3bRCe+d8YZJYC7P2Kn3Wh0ocfosUEKTk96YottsIrUnLVXj1OvsBnDxZjz32mCl51u3XmwyA+CndJCAAet6+XBt7TnJ1RFeLi9End16oiJ2rD9oRXe+UNmo++mVt35Vs1LpTAuIrtTdsQyo22BuSkpk5APbq3UtLYjr6AYg6r1IAUsndCeDcf9+lBgnhanTJJNM/VExg3W0xgOH64sK26hqTo9q3v6SMuTO199cZavLWSq27soXqT/jC+ND2/va5Mud9qbhBV5mU/NCGJyvt23cU1qSFQhudot1vPaKoTkPMv/G3hZ/YVqGNT1X6D+8p9LhTzGL2zIXfKjAm0awvWbZonlZlyDi5kRI33HCDCfft3rVL3X+9UVl3LHAFEDeMBeCGHhONCkZKWfWdeb5dyxcq+p1RqnWIjui4cZ9qXU6QUbd2GxDfnXN5KdenGLo9sRZnPY7z3R+OMwAujj7TT6Kigvv06VPZBeD+zQpJsXeqYAvAhhdPNA9KzRgAZPRFRgDg6a4Arr+6jeKH3qCIll2195dPDDhkQFOsKLr7uSY9P6RuU8V0Gaadr481MEa27au0r15XYHxNRZzSQRnzvzHp+xEnd1DmHz8rIDRcwTUbaeXmbVpbFGMApHoBdV0AEKnX4wAA8kKz96YaCbihx6M66aRmmjx5spmVnn/++SZEuG3JbNX/5CEzCw5t0lI1r3nMmAjbJl0mFRaq7tjp8oSFK23ma4po1c0Mpp2vjFL2qoU+IMQ+8LHW5YYY2JwAOm1ADsRWJE6OxGRRFdW8mMAAYO8+vQ2Azlkw76BKAcjeIE4A5714t+rHh8kCkM5i8oFDNTIiQjMvKgYw/JQzlb9ri/J2blJ053OMm4IWdnwr5e3aYjKiM+d/o5heFyh7xQLl7d4iChdl/f6TCjPTFNVxsLIW/6CivFzjXzP5dYWFimzXX5kLvpEnKFgRLbsp49cZ2n3mharW+wJvOHDyo+M1ZlgPZR1/hnrOvtlIQGxDNxUMgAFTr9D67hPUtOkJBmKkOpUgcN1s//03L4Dhp3aSCgtU66ZntGXM2cbZfPw765T23bvGrq03drp2T59sCmo6E1IBcG1OsHdJAfeCI5rruQFYkhhL/ughA+CiqA5+AKKFqhyAThU8/6V7VA8AL3JZRllYqMVjLtBpub7p6EdaJ6QMvE3Ve1/oBfCxR8ZpzNndlHliR/Wec4syb59fIoA5GWkGwLVdx5ulnPjSsMmIUWNz7Vg6xwsgmdB1H5iu7JXzlfzuYyYz2tQ3VJFIuYo4tZOSp09WWJNWSnrhdp/Hjhn7kRfA8847TxdffLEp+cbEyQKwNL8nJwTAPn37aGFke1cA2Y+ksjfvJIQFOk4AF7x8r+rFhaqBC4BFhYVKjAhW4MKZUm7x3iBHoy3Oi1HtNl2MHYoknjf7F7VrXEcpYQnqM/dWAyC5dW4SEAAD37lSa7o8YhIpkPo0NtcBjqQ/5qrBjIeNCk4ceZcSht2qvJ2blbHgaxWk7FJcv0vFc2O3Jo64TQoOVfLUCX6OaABckx1koh6WI5p7wkxwTkIO1Gd7PnnYbHqzIKKdH4A8e5UCkKiAE8CFr4xS3bhQUw3B2ejcvds3adHHb6gg5+AALCgsVM+r7lJOcLhJX7dnU2M/cQ1nogEbJBLFIIkAw51MEl4yK+H6zr9dGbfNKxHA3Mx0A+Dqzg+bSQjSiFV32FOoyF1/zt8vAV3IIAM6ICxcBRlppuYhq+IKM4uLXNobAK7eF2iWktptQCB37lvMc5OORgqa1UhrI3SX8skj6tuvr+aHn+EKYElZ5EdDEByua3glIPl8TgAXvTpadWNDVM8FwPi4OE2/srd6BG5XyCE4ohOH3qDUzpd418daD4bEcNtOAQCdjQkGEqH/gjsMgLg23CQgAAa9+y+t6jhOJ/3tiLaHFNO3b9Jxnz2ioLSD3wslqFpdhY5+X2u2JpnBY3fDMMDsAFpqmHunpg25lmz9RR4mDQD79e+neWGn+wEIuFUKQPZNcwK4+D/3qU5MsAGQZYMkoCI58MDHREfr60vaqWusb5Gf+KHXK+WTF0TB8bCTTlfqZy8pquMQBcXVVObi741N5SMt+l+pjN7XGLvNXogcAN3qwbgByFICXsiAhXdq761zSwQwL2uvAXDFmQ96IyFcFxDciqAfrlFelvNw/+xJTPoVUpNsl9RPx5t95uaGtnUFkO8qe/NKQDYodAK45LX7VTsmWHVHPmxWbbHGg9R73B5EC5wA1r7rVeOAXjOyoY77zx9m1uoJCVX4CW2UseC/2vv9NOVu9819i+l/hfb2KgbQXg8GKeYEEFBYuWc1S3pZ1RAGLrrLAEjyrJsEBMDgaVfprw4PGAApAcyxuDjIyUOiOBNDj/YLxrRgckQya9qnE9R/QH/NCWnjByCumyoFIBsUOgH8/fUxqh0dpDojHzYqEqMdnxnrK4ICA/XNpe39JGCTt1Zp7cUnKCiuhuqMflMpX7yqmG7nFidv/neq0r5+wyEBr1Dd+4IKAAAcnUlEQVR6z6uNgY4dhKRFHSEBWdTttAHtAFonKpaAmRq0+B6l3zLHFUAc0fsBHKuwsHAzIbC2RP3ll1+MenTuVcwaXVSi3T51g5KFT+QYAjXLEZwbIDLA8fNRRtitPgznJDMHycdSBVbtpSEBBwz43wCQ/eGcfkAArBUdZCQgC6XpYArsoILjYmMPCGCjZ381PsC0b95UVPsBJpyWQ5UBa5H3328RCZjW4yoDuLWrOgu1qcDlLGPBIW4AWtUQzlpSNgCXtxujnNxcAx+rAQlpIXGA35mkQKIurhTCkNhzVOVnHQezcLKW2UUdJzKDgH5hYRUDlCQCoORYJkqsueE+yQ10povZ4eMYaj9zfiTggIED9FvwaX6REGNyDBhwtAX0Yb+eVwUDoFMCLv2/saoVFaja5z1kZoxWmVzCQKEhIfrvZR38JGBsn4uV/v10xfa7zNws4biA8GgFVa+r1M9f9susBsDU7v/yrg+xnhAV7FaQiHrQzmap4MG/32skIKvwnCoYCZi/L6NYBbe8RdkBYcYxDGBs/MLyUNQwg8ze+B7TgOdHKgMg4BIVwpVj7b7OKkAWWxEr59+oSEBkNs9CcyQ8AGIesIzV3uhX+hT4ODfO/i2bNynny0nqM/AszQ5q7Qcg569SALJBoRPAP954QDUjAwyAzhYcGKA/xl2qtvmbD2lUELLb2W6kgcFZmLw0AC17jRfLTHLI0lFKu/m3AwIYMv1qbajZTRkNOxmpRSIufkDsLooCAY29sVaGshr8DikJXPxhmSmqGQmK5GT2yj1Qo5BFWAC7YMECU7yJz/GzEgsmccLupyT0hrRj2QArEKmDyBLZ4xrWV8MFT+u0/ucbAJ2hONR5lQIQFeMEcNmbDxoAa507zg8yHLJ1YsIU+sd3Up7vdvRlJjIsSjmt+2l7cqp382rrWLfcOb5zk4BGBWdmauiy+wyARDZKkoCh712jyGr1tKz5dVqxcpWRWoDIkgSSG9wcxcSJUXlkTSPBkFCYDGSxIKmZQFFhC78k/kRgZibLMahtKwmBFX98x2CjcV4kHxnbbdu2NfBRCACJ/MdPn+uSrA8U3vsW/Rrov+0s16lSALJBoRPAP98apxoRHtUc8aAfU7yEoowULZ4x9aAd0XkF+TrzohuVVRRgXpzdcAcEt7gpkwVnGMuSgOf8eb9Sb5pdIoAF2ZkCQCqkfpbXQhknDlJq+l7zbKjTkiYHBxpQ+Cr5g1Sz17UuyyAEQKQnah01T1YMpVHyMlLUeM4kNQpKMQUqfwlo6SMBgZjBYE2gynKtivobrw1ImTIngMvffkjVAXD4A373j7r86LqB6uHZdkgbFFYbeqO2tx1uJIG9JBt2nNsWWcyULQnCTaGGKerDRGDY8jEGQJI83SRgYU6WF0C+X5hbW0tiOqkwppaZJP2jje1q83OVsHuJOhUuVa3A4lR/APzZ08IHQCZo2J5VYedML4BsveUE8K+pD6t6uFRj+ANGTWBMt2jRwthA1RIT9d2VndTN5ogOO6GNSUpN/+4d8W9q7GWvXChPaJhCG56i1BkvqKjIdwdzJiFJZ15sVBMqymrWJjROKDC+7ZUTkH6kL1HQZ/hfY5Vy468lApibtVeNFj6jRrm+azCKxBo7k2dQcrNqr5f2m9K+L+k6HnYv5k58W/DwKZqVGueV+tiTBARIJasKzQsgRrUTwBXvPKJqYQA41lSgJx2fTfwAMDQ0ROs+ekXHhe2vo5Iw8m7lbV9rYqXBiXVMChP7wuGGKUjdqdyta7X+gxeUm7o/YznijP5KOblXcWHxxERvn+KqsOwxpBzuH2CzqllZYS3rNwA4YsUDBkBWmrlJQM7TqH5dxXiIXZctZf6ffMmFAcHanJJtfIM07E9rnzjqcx+phguJRVEUTULN2+t1H+5rlgHAIlUfNtYAgto9kNhH9ZHg6baxoHXjyUnb9dfTdypjze/mo/A2vZRyYjfjtrAW6AA6atYZuAdQt8VEnAcAz135oAEQP509ooH0pu3asFJhoSEKjq9tZrS8UOwwax/hzM2rFRXgDqYnLMLkBxblHnjCFRhfQwWR8eb8dhuWAWNtrG1/idZWZ9Zn2JEMqsKCAsXs26bCGid661gj6bEXsRWJSB2phjOdKrl4IUjUwDTCPcWEjcnS4VT9XgDxazkl4Mp3xysxtNAASAe6lcm1OgE3AVUGmMmVVjgxbemvWv9qsV0JgHtO6GqiBExC+IMrBCnmBBCoSjK8AfC8VeO054ZfXCUg2dNznr5RDWsnqO7IR0wFLgomkYxKeTjgmntdN3WI9a+MFXbi6ap5/RQFhEZo/bVtD/je40bcoT2nDzMDyB5ftocW7dEdHOv0KxKeQYi0M6Xk0lI1YKF7aJGY8bXXXnuk+DPnxSuCtrMPIiZ/aCYCFkhFXEzc66E0HwCx7+xt1bQJBsBq54wxYDCCrX3V3C7KKLHSy0u6KQBNmfeNNk0ttmEAMLlpFzODtKtgt9QlS/0SfbAanxHeWrVqlUaufsgAiAS0NyQgAM595iY1qBVvAAQCKn5xXaIV+zIzNO/67q4AhtQ/UXXvf8dkZrPe5UAtbsTtSm47zKhK+gubDTcPALrtdeIW2eGlAuKgxXeb2LbTsQ6AxOWPZCMljImd1YDPKorJYEFLOX2mB3M/XgBJTXcCuHr6o0oIKVDi2fcbCciLZ1SUdcmh84Z4IVf076J9M19RfkaxXRPZboCSGp5hfGg8mNWsF2jvAF4kKpP8OeKlRBnYJR0H7l/Ll+v8tY8o+fqfSwRw3rM3q0HNeBPbxuYFPAYNfjwc6/Nv6OEKICv9qJofXKeJUmY8X+Jun9wrAO5uc44BiPQqIiCXX365cVCXF0ArtOgGoFvF2YMBwO0YCoQy4cTswj1FFAmthoY8kBY8mOt7AaS8rlMFr3lvouJD8pU49H5zbm4I1QKA/IkNLFTeynkqKti/sWB5biIgOFyhp3ZSSlaOcTPYwUZCWTYT/8busGwP1PWYMWNMbUGctjRU8IXrxhsA7SOX75CAwLt393Yl1KhtSutWxsYgxbbEVr7pppuO2CNgkhCPJmTotkvp4bywF0D2/nACuPb9SYoPzlfC0PuMjUYUApUHGMySnDba4byxsp4L1w3SEofuResnaPd1s1wBpMSFmwQq63Uqyu+AkEkIqVh2jVFR7q+89+EDoFMFr/vgMcUF5RkAmWCQJs4Ml6A9ZXvd9ioDBNw0pTVGMaoF9elsSFqSAIAcyVVSI3WKbSWw44Dw4g2PGgApdGlvSMAhQ4aUdkuu32N2MAt02zCbkB/LWQH7QDYZpYrpE7ctZw/qpiTjCx04cODBHl5hjvMCyA6ZAGh3XwBgLAAOGW0C64w6DHyqpLKQnapSzoZhzwvjpfN7yvJaa1jx4GNv4c6hbC/GNrMpXi4zRlQwEo28Q4xgXhx1q93K9eKOwA7k3Pwbe+uSjRMNgPZiPzwPgX6MZhqTKWZ4tNatW5vnIdmAEB/3QcY1A4vQGt9RZJ3SxEgbXjrpVMRrifWSoIC6YlKArQT4HEPOJIkNDA4kLzbrhAkTTLYLz8jeIYdqSzF4eW5n/mKFIauMN+IFkDw2Zz7g+g8nKz4ox2z8zMsmVkoVd7JHANIpMbkm2SH8Ib0JKcfsj2WJ/N7aYA87EqMceEaNGmX2xGAzF6Qrv8e+IzsZW46Qk3O3cjqel4uhTxgOk2DWj9/r0i1T/ADknuwSEFhwqgMbEgmYSEQg3xFjm9w9XA1MujD0+Z58QWba/M1AIUn1q6++MoODmSH3QSiR+wYuwOTemeAAL7sD4FejT3Dysv9dedYHu71L7o9r4perzM0HQGeJXgBsFJyq9I63at6iJSZchv1BB6J+8JQ7GxIESceLQIogNTBoUdtWfJfpO0Aj2QAQ6QCkAIpkQUJR8QDfJBLGHtvFGYta5F6AD0cu0iZ/6zJdmPmhdl37k1+5MwC0JCDSkOxvJBBZx6h6tqHgHIS4kHBIXqDmPoAKM+GRRx4xz0Q0Bm3BpoLcM1KU35OaxXlRiwwwq9QGdjKDjRIiLGvAXcSOAIcjkQBH+uE4zz8JsBdAHLMWgJYa3vDR4+oXtkof1btOScmpJv0HqIDg888/N741Z7PsMV4Cdhdqh8xmvPtIGlQZLw0JwcsEItQc7hXgQyryB4g5nvNYvkcLPr7nXvGxMSBQ5TnfP6e+wcsNgPaay04VzP0ySPC/YV9az8wM2yrKjg3KvWCD4o5goCAtuSdgpaA7ko17Q0KS/8diIrQDgwypjRZAHZOez2DjuZHaNKqmOgsoHQwEAOj2Dg7mXP/UMT5uGGv/NOtmNn48xRSo/KWgiXY0v9ioJzJUAIKXU55F1pyTiQsSAcmBxClPQ/WRfwd8qD7uAbWOGyZrywq1mv+QQj0F2nnNjwZAK9rA37x4touwN6QikwfU7tFspRVUL8+9YK5UGQCxWxil9knIpk+eMAB6AqRZuU20rv5A1alXT5Exca5xzfJ03qH+Ni8n20iRzNVzdFb+LCUEFFdptQC0zo/Rj7S1NnVhAIQEB2vbpvV+tuWh3tOROD4vL1c16zZQYFDxhtb2BoBuE8EjcR9H6pxeCcjslReFmrPatpnP6ezgxQr4O0dob2GIludVV1phmHyTqo7U7ZV83jBPgeoFpuv44OLsYponLErbLprh44YhpoyqZ+JCi4qM1GcTr1XjlPkK+TvxIDUoUTvC6is3wH838yP9ZFbqA11MOlZkfrrqZG9QWGGWuXRAYLCaX/W4dldv4xeBwhyqEgBiRDPTRMVh61hrM+rERahp5lJ5Cg4y5f5Ivz2f83uUW+NkLUoN89qMO3cmKTMzy2c7A6I2q8b1VPeGIcr1hGpezcEKazVQdWrVVGhE1FG9Y+fFkNbsZbJt+w5FLXpTLfbONVAGd7hU21pe4bc0lElbpQdw7dq1RUg+KxuZGSb+LED8pxdpHywNrFcpSNmqU1NmKWDIBJ9M68L8XG0c30ud6ofqh4b/0km9zz9kl8jB3ueBjktNSVHKl0/o9LSfFNz+Em1rdaXf7vCWW+tIXP9ondMzY8aMImdWA64CVLG1RoORiSuB31nxWb4j6kEMl8kJuWPMWoHWDVwrzovaYD0JLg9ndSdnLJhOWDv7S52+6W2FB/kXoAlIaKDAE7oq/69vVZS2vxpCkAoVGZBnpMe8vv/nAyBp7xsn9FbiCW0UPGS84mwJEPZO515KG4Cl/aa077negX6zesVynTLrHiWePkRbW17hByA2sFs06mjBcziu45k2bVqRPckTpypuBNwygIgPjkgBGbj46/Dr8WLwd1HQiN/TCcCI6sbByowTm5KZK4YybhLcEiQ0cgx+QTqPaqskQeDg5nz41vic460yHWtmfaJO615RxN+7mNsfOvzqaSpY9aMCqjdV9vt3uPbH3D6vm+iKBTcqeNOE3ipqf5lOOuvaAwJgweGExPn5gSA6lHPk7MvS7vfu0+ktm2tLi8u9AFozafoKb0Rlbp633nqryO5+wcMObCQnsIcvEQlCW4TUcLTyOf/Gu098GF8YcVB8Xvj8cOySUcuWrDhJ6SzOD4Ach/8MYDkP5wZQIMapTYk4/Gb493DV8PLWz/5cnUsAMOKuWdr3zACF3/ipsqa475sGgPbFTkjATY/2UfbZT6lFm+JMmoraeP7Nb9+tDi2a+QBo3W+VAPCNN94oclYDwGtPnh1/gIiOIBOGKp9Ah2OWDZXZtoGwFXFQpBcxUBZe33///Saey7F8duedd5qyFUQ2CG8xKwVgYMOZit8OMAGX3/F/QnMMhs3zvioRwPDrP1b+758psEFrZb/rnp40p/drvgAW5Gnzo32UNew5tWjZunj2XI5dnyy16YS2vOdwO49T5RcDeI/ObNlMm0+9zE8FEwas9BJw6tSpRc6ME+wzpBYBfkJdQEPyAZIE5y8BcLI7mLwQEsMYRoLha8OfCDjYhDh6ySkDLKQcURISG1HtSDnCYySGcn2kIVIS1cuLIDJCZGL7om9LBDCgzikKbjVEefOmqXC3+y7nv/X6jw+AAsCJfZVx9rNq2Wo/gHZV6SYR7Y5tt4Tc0r63QD/QddzOsXnqverYspk2Nb/UFcDSlj9UVOlu3ZdnwYIFZhbsXEjEZMPawsAqGsRnVgc6S0XYH9Q61v4ZDmBrUmONdOtFElFxJhxYx279/Sf1Wv+ywl1swLJ07uyer/oA6CnMLwZw6DNq8TeAZTnPP/UbAOzU6mRtPOUSPwDRPpUewMLCwiI2qcHtYuW8laZO7GqrpPT8w3UOtoM4tWC1ArN8t98qKxA/FJzsC2BRvrZM7Kf0IU97JWBZz/VP/G7L1FHq1LoYQGflBQC0Ijz/xL0djmt6IyFMEAi8l8V1cDgufLTOQe6ifRLiKSrQ1kn9lDb4KbVo2eqALiOvmrDZiGWx3Q7mNyW5rra+O1qdW5+i9c0u8pOATACrDIBWp6EKD6RejxY4h3od7E4kBraoHcAAAWB/pQ56olKo4G3v3qfOpxUD6JSAAMh+wpW5eSVgZX4It3tHkjPrpoC5HcBAFWrrY/2VMnBK5QBw2n3qclpzrTvpQj8AWYZwDMAKTC4zdHINLQCBMtBTpG2P9deeAY+rZevTKvDdF98aErBLm2IAcX/ZJ3AASMp/ZW5VVgJaL4WEUacE3DZ5gJL7T/ZKwMM1YbKuWdrErKTv3SZ326ffr65tTtXaEy9wlYDHAKzgw4/MbR8APUXaPnmAdvd7rFKoYADs1raF1pxwviuArDGpzK3KS0AWENkBDALAxwdqZ99JlcINs2P6GHU7vYVWNx3pByDO/WMAVvDhR71lO4DBATIAJvWZaNwwFb0lvT9W3U9vaQB0Lk8FQEKXlblVeQlILRsngDumDNKOXhMqhQre+f4D6n5GS61scq6fBGSSdQzACj78SJjwATDQo6Qpg7S953idWgkc0bs+eFA92rUyADolIOuCjwFYwQFkgxg7gCEA+MRZ2tbjEQNgRW+7PnxQPdu11orGI1wBZLF8ZW5VXgWzhtcHwKAA7XziLG3t/nClUMFIwJ7tW+uv44b7AcgS1WMAVvDhVxKAW7o/5M0HrMiPsPvDcccArMgvqLR7Y6cjuwQMRQI+OVibu47zqmC3RFD7eUv73u5ALskZfbDnSP7oIfXqcJqWNxrmKgH79OlTWhdU6O+rvApmiYAPgMGB2vXkYG3q8mClsAGTP35IvTu00Z8Nz/EDkGThYwBW6PElU4/GDmAYAD41RBs6P1Ap/IB7APDMtlrW4GxXAJ0rCyv46/C7vSovAVki4ANgSJB2PzVE6zuOOeAkxIrXlrQ0020JqbN3y3oOlidgKti3KiNDndWIez5+WH06ttUf9Yf6AchxxwCs4EOO7VPtAIYD4NNDte7M+yuUCmZRFzUKgRb4KAHH2uyUGY+ob8fTDYDOHQoAkLU0lblVeQk4bdo0XwBDg5X89FCt7XBfhQIQiICQRVqsGLRq9KTOGK++nU7X0npD/ACkjNwxACv48GO9i10CRgDgM2drTfvRBkCyiinVhvpjp/YjuS1VWbqKrGeKZ7J0lRIpqZ+OV79OZ+j3uoNdAaQMcmVuVV4CWstJrZcUERaiPc+crdXtRunEZicbqUNVVFbmYS9SMNO5FRXVIajyUFpZXZaRsvoPcNw2cSF2i/O4tLrOHEsJYLNj0qcT1K/zGVpS5yw/AFHJVR5AbBKrbvKBEinLOwoP57lKujbrkqlO6iMB/wZw1Rn3Kjo2zqwEZGE9AAIapUecpYeJJ1MZlXXLSCdgpFoEy0+pq806aqCluhiqk7+5JovGWfJKEUziuOyazrpn1kpbpUec984iKhIoWBfNHh1IwP6d2/1vAsjmL1QpoHMPtap7eQB12ye4PMdnZWUqMDDILJBn6SLGOnVrAAYVvOfZc7Sy7V2m0CaqjokK9XDYeJrSvXYAmQUDBPVs5s6daxbicwx9wsJ91pwADWVFmLWixidOnGjKm1AvB5BYu0spYdKnmGBQxpcyxc6ZNAMB2LlXaw/k9M8mqH+X9lpce5CRgPbF69iAlX3X9BJVMBUQGLVH2ybixc7/cpq2fv+WAvLYVrX8rVnnfmow6GZv+hJZI0hCpFNkeKhSnj1Hm5uOkKd+KwMVWzQgpW655Raz45JTApJTCHSch8FBJVmqOeBjtOpDU5KE6mB8TjFylktShhh1SjUw1m9wbtQ4wNrVPFBxHo5DIgMfdXaiIyOU+81k9enSUYtqDfQCaPUIQFZJADHMWczDiKQ51WVpYaUDlWezOq+kc8TEROubm9vrnMYeb2XW8iMo5d0xR0l70r2LeKijQgGlxg3rK+W5YcqrcbJSTrvc2GR8x75x1JImumCvEsu1KU6Ov43KXgBCWRIAQiVTQR9wWFNNMSdUOEtBKXKOBOacJAxQSIhCoABMvRzOaTVsPfZN4RgkI5Mi7stTVKg2y5/VCR0HaWHNAV4b0JKCCIjKvlmNqwREItAZzhIadBidzGZ2zrXDdkj5jrUYqBvqAbLDEt+XxTEbHRWpRaM7q3d9/3qAnpAIhQ5+UEX70pXz5aNmi9WSWu6tv2r7nnSfr1GDJ51wvFKfG6a29SL1duQI7QuJMzNgpBr3Wlq9PUwRe14e6hR7kBJw2HyUBD6QfYsEBEyrURqPvgJsKvYjqTEZ+PeSdx/TCM+vpkAlAKJyrUYf86dKumEA0LmvGp9R8YqR+9JLLxk7BmmBiqFsG9Xa2QSGl4n6mTRpkkaPHm1GPC+F77CROAZpAdzYXezSiZpn7xFeXEx0lJbc39UVwKBWQxRY5xR5Ymoq94fnVJi0ukQAs2/5RVt3pfh8T/XXJsc1NABSIXVbQbRmRvZV/ebtzYTEakdT4ttv0Brw9G32n99quGe2wjz5BsAFNfr7zILRUvR9WbZFOxgNcrSOcZWAlOlAjdgb200BIAb1XXfdZUYj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select="1"><scene name="Iterating a List"><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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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="overtimeHours" style="normal" x="140.56459921697956" y="9.758912013187727" color="243,118,29" extX="80" extY="70"/><watcher var="loggedTime" style="normal" x="162.41706161137435" y="126.54502569668234" color="243,118,29" extX="80" extY="70"/><watcher var="totalHours" style="normal" x="15.687203791469038" y="11.13744075829383" color="243,118,29" extX="80" extY="70"/><watcher var="dur1" style="normal" x="15.946843853820598" y="275.8804114285714" color="243,118,29" hidden="true"/><watcher var="totalDuration" style="normal" x="0" y="231.22924544850497" color="243,118,29"/><sprite name="Sprite" idx="1" x="190.7423910818597" y="-20.455984002771064" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="85.16666666666669"><block s="doSetVar"><l>totalHours</l><l>0</l></block><block s="doSetVar"><l>loggedTime</l><block s="reportNewList"><list><l>12</l><l>8</l><l>11</l><l>10</l><l>8</l></list></block></block><block s="doForEach"><l>item</l><block var="loggedTime"/><script><block s="doSetVar"><l>totalHours</l><block s="reportVariadicSum"><list><block var="totalHours"/><block var="loggedTime"/></list></block></block><block s="doIf"><block s="reportGreaterThan"><block var="totalHours"/><l>40</l></block><script><block s="doSetVar"><l>overtimeHours</l><block s="reportDifference"><block var="totalHours"/><l>40</l></block></block><block s="doSayFor"><block var="overtimeHours"/><l>2</l></block></script></block></script></block></script><comment x="27" y="10" w="90" collapsed="false">QUESTION #1</comment><script x="17" y="306.33333333333337"><block s="doSetVar"><l>totalHours</l><l>0</l></block><block s="doSetVar"><l>loggedTime</l><block s="reportNewList"><list><l>12</l><l>8</l><l>11</l><l>10</l><l>8</l></list></block></block><block s="doForEach"><l>item</l><block var="loggedTime"/><script><block s="doSetVar"><l>totalHours</l><block s="reportVariadicSum"><list><block var="totalHours"/><block var="loggedTime"/></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="totalHours"/><l>40</l></block><script><block s="doSetVar"><l>overtimeHours</l><block s="reportDifference"><block var="totalHours"/><l>40</l></block></block><block s="doSayFor"><block var="overtimeHours"/><l>2</l></block></script></block></script><comment x="286" y="304" w="90" collapsed="false">Algorithm 2</comment><comment x="285" y="77" w="80" collapsed="false">Algorithm 1</comment><comment x="16" y="510" w="90" collapsed="false">QUESTION #2</comment><script x="12" y="557.5"><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="costs"/><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="costInCents"/><l>25</l></block><l>0</l></block><script><block s="doAddToList"><block var="costInCents"/><block var="quarterCosts"/></block></script></block></script></block></script><comment x="11" y="740.0000000000001" w="90" collapsed="false">QUESTION #3</comment><script x="10" y="803.0000000000001"><block s="doSetVar"><l>durations</l><l>0</l></block><block s="doSetVar"><l>totalDuration</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="doSetVar"><l>totalDuration</l><block s="reportVariadicSum"><list><block var="totalDuration"/><block var="item"/></list></block></block><block s="doSayFor"><block var="totalDuration"/><l>2</l></block></script></block></script></scripts></sprite><watcher var="costs" style="normal" x="164.25249169435216" y="46.245847176079735" color="243,118,29" extX="80" extY="70"/><watcher var="quarterCosts" style="normal" x="167.4418604651163" y="204.1196045182724" color="243,118,29" extX="80" extY="70"/><watcher var="costInCents" style="normal" x="6.378737541528239" y="92.491700730897" color="243,118,29" extX="80" extY="70"/><watcher var="dur2" style="normal" x="15.946843853820598" y="309.36878671096343" color="243,118,29" hidden="true"/><watcher var="dur3" style="normal" x="15.946843853820598" y="326.51162471760796" color="243,118,29" hidden="true"/><watcher var="durations" style="normal" x="15.946843853820598" y="326.51162471760796" color="243,118,29"/></sprites></stage><variables><variable name="totalHours"><list struct="atomic" id="188">60,40,55,50,40</list></variable><variable name="overtimeHours"><list struct="atomic" id="189">20,0,15,10,0</list></variable><variable name="loggedTime"><list struct="atomic" id="190">12,8,11,10,8</list></variable><variable name="costs"><list struct="atomic" id="191">1.15,1.25,2.50,2.45,3.75,2.00</list></variable><variable name="quarterCosts"><list struct="atomic" id="192"></list></variable><variable name="costInCents"><list struct="atomic" id="193">114.99999999999999,125,250,245.00000000000003,375,200</list></variable><variable name="totalDuration"><l>0</l></variable><variable name="dur1"><l>72</l></variable><variable name="dur2"><l>122</l></variable><variable name="dur3"><l>0</l></variable><variable name="durations"><l>0</l></variable></variables></scene></scenes></project><media name="Iterating a List" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>