<snapdata remixID="9086342"><project name=" Graphing App" app="Snap! 5.4, http://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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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e1x6R6jSn33xQyOxJEABjmXZGDQJDL2/uu8Qh0rJ+bpLfPBI410AY20Bj62OxbuZKyHEyBtoaHExKkX3bebhxrwPR7Ba/B+0vh1CWDPt4ddMKHMbXwFK458A1nbZ1OI4VIo/9NUXjcWKAAU4VuVisCQwjEDcV0Fnp30AYsnbtppq/AsVc23I/EmAaHACUpMzSO+NNiy31vaT1jnAw68fQ5lH+zrOhn4oibshXK9H3QZlOld7++qaxqJNgAIc7fowOhKoTyD2AjxlC4jai44En4cyJyE3eU/ojH2HLHvDl6HMzZsaHr1Te9FTnQ3g/Y72gwBG2X8A6GNRKV3blN1WGo03dkENjtOQ9D+hSuu2YoZtk0WAApysejKbNBGIvwDvBFF7zFGyR6HMj6Bvy82RGTWvbjk1rkbFPKHpcsvC4YC2Xnka+aplPoSB2U83atbW91ljoWuLzVr1QxjoD8ZfW0GyU5gEKMBh0qYvEvCTQOwFOH8AhHAcTiBuhSp+ZgiTNN4BMM4bmdgbqjjSDNndTRo/BfCFoS/qbV25xpgxgZ1YlCvcA60/Zp9x4zRUzEv8HBa0FR8CFOD41IqRkoCdQPwF+BgI4VyE9AMo86T3BNg6QGGCu+z6P1ClD7Q8HCZMWB3VMbOh0Ven77Lb30FdngvC9P1Qpb2Cckm70SZAAY52fRgdCdQnEPdV0FnjWxA4z56gOAuqeNF7AmxtO7mlC4DWT6NSau+s3r7CfsjoZe8Auy9/tqCsVzHvoxeXQJmrdrjvNP+VxJQABTimhWPYJBB7AlnjKggcb8tDiKNQLl4/9FnWuB8C7lOMBK5E2Tyl7fyzxh8AfBTOv34av0DFPKRtu810lMZrADa0NdVid1SKDzXTnW2SRYACnKx6MhsSiA8BaViHLhzsEOCPo1xc9m5ubqtJqA0WIdAzrM2/ocw1Ok5SGv+2r4rW72Kp2CjwowJzxs+h8Tl7/PoiqNJZHedEA7EjQAGOXckYMAkkhIA0HgXwYVs2GbEd5hZXHmAgC+tB146F6OmFrr2MzKIZKJcXd0xg2rTReOvdSyB6NoKuvYDaqCsx7zn7O8kdO/EwkCt8CVr/2PHNn6HMHYNwR5vRJkABjnZ9GB0J1CcQ/2fAz0Ngol2AITHXrCS27Lm8hBZlV37VnjVD+QGQWLDxTIwCHM+6MWoSsLaiPGcIQ6XkWMgUEzhZ400IrGWLdmx1dfT3L4xJBu2FKQ1r85Et7J31AVCl37RnkL3iSoACHNfKMW4SiLUATx8F+eZSRxHfgTKdu1Ulr87SsHbacp43vPL1q+RlzIzqEKAAc2iQQFwJxFmAJ2y1EQYHX3WgL0OZ4+NajqbjlvlPA+IWR/sSlGk0bYMNE0GAApyIMjKJVBKIswCPnzQVtZ5Z9rqJJ6CKOyW+ltbCMui/u/PUm0GVrPOJeaWEAAU4JYVmmgkkEGcBzuX3gBb3OwT4DqjigQmslDslafwVgOPYQ3E4VPGmVOTPJIcIUIA5EEggrgTivAo6lz8UWtzsEOBroYojnwEc11o545b5SwFxquPjG6HMI5KSIvNoTIAC3JgRW5AACfhNwGtfZCHOQ7l4rt+uImlPGnsD+J3jB8h8qGJvJONlUIEQoAAHgpVGSYAERiQgDesEoG/Y2mhxHCpF5+EMyQTZ27sKelZf5EpOZPIoz56TzKSZlZMABZhjggRIIHwCw48GXO5di4NQKTqOJww/tNA8yvzDgPiIw9+JUOZVocVAR10lQAHuKn46J4EOCMT5GbA0fgtgH1v2NbELBoqPdUAkXl2lcTaA8+1Bi/QsRItXtQKJlgIcCFYaJYEQCMR5FbTXKuCamIiBorVLVDqu7KSdIHqcPzjegjLtu4Olg0Yqs6QAp7LsTDoRBOItwPMBbGarw+La2lgw51+JqE2zSbhOZRp6N2UHlM0nmzXBdvElQAGOb+0YedoJxFuArQVIq6wsoX4XqmQdTJ+uSxp3AtjflrTQZ6JcmpEuEOnMlgKczroz6yQQiKsA53Lvh17VOo932KXnQ5XS9wpOtvAVCH2lYzg+CGV+NAlDlDmMTIACzBFCAnElEFcBlpNzQGauY9b3NMqlD8W1FG3H3ZcvICNm23+LoIo1x6yKmTOdh1W07YYdo0mAAhzNujAqEmhMIK6roOXkHYHM43bR0fegUvp446QT2EIa1v7Pmzh+kOyJcukPCcyWKQ0jQAHmcCABEgiXgMx/EhB3OAT4J6iUvhRuIBHxJgs3Afowxyz426iYp0ckQoYREAEKcEBgaZYESKAOAWlYZ+FaZ+IOu/QMqNKZqWSWNY6AwA0OAf4LKuZ2qeSRoqQpwCkqNlMlgUgQ8NyAQn8FqvT9SMQXdhC9U3vRUx1wuR29dB288MKbYYdDf+ERoACHx5qeSMBfArF9Bmz8AMAJ9hmf+BwqxV/6CyhG1qTRD2BLW8Q1cTAGirfHKAuG2iIBCnCLwNicBCJDILaroI1bAXzKIcC7o1J8KDJsww4km78aQhxnZ6KvQaV0fNih0F94BCjA4bGmJxLwl0B8BfgRANPtYoMCKqbpL6AYWesrHISMvs0R8fNQ5qQYZcFQWyRAAW4RGJuTQGQIxFeAreP27MJSrW6Ief1/iwzbsAOZOHFtLB39T5fbak8f5j03L+xw6C8cAhTgcDjTCwn4TyC+AmwJzdorgGhUUTHHAKj5DylGFrPGUxCwb0aicSQq5k9jlAVDbYEABbgFWGxKApEiEE8B7oE0Bh0cX4MyN44U224EkzMuhsZpdtfiZqji57sRDn0GT4ACHDxjeiCBYAjEcRX05ltuiFGjXnMAmQVlbh0MpBhZzeX3gBb3OyJeAGVuGqMsGGoLBCjALcBiUxIggQ4J9E2egkzmOYeV+6DMvTu0HP/u06aNxttLrFOiemzJ1PQUDJSK8U+QGTgJUIA5JkiABMIj0Jf/KDLCscexvgmqdHh4QUTYkzQeALC7LUItTkal+L0IR83Q2iRAAW4THLuRAAm0QSBnHAKNn9l76u9Alb7RhrXkdcnlz4AWFzkSuwvK/ETykmVGFGCOARKIK4E4PgPOGadA43KHAJ8KVfpuXMvga9w5Y3to/NnB5z9QpQ/46ofGIkGAAhyJMjAIEmiDQBxXQXuv9D0cqnhTGwSS2UUa/wKwpj252k5Qc55IZsLpzYoCnN7aM/O4E4inAN8AjSMc6PeBMn8f93L4Fr8s/BrQBzjsnQ1lXuibDxqKBAEKcCTKwCBIoA0CcRRgadwLYF9HtttAmTPbIJDMLtKwDqqwDqwYfj0MZe6WzITTmxUFOL21Z+ZxJxBPAX4awAft6PVmUKVX4l4O3+LPTZkMXSs57GlU33kf5s171zc/NNR1AhTgrpeAAZBAmwRiKcCFeYDe3JZx9Z1VKSyOMSCN+QA2c3zKW/Vt/lOJajcKcFQrw7hIoBGBOK6Clsb/AKw6LLU3oMz1GqWauu+lcSMAx7vRfF0raeOAApy0ijIfEogqgQkTVsfgmP84witBmUZUQ+5aXLJwOKAtER5+PQNlOm7fdy1COvaBAAXYB4g0QQIk0ASBXF5Ci7Kj5UNQpn3npyZMJb5JdtJmED3WbWj7JUath/KsNxKff0oSpACnpNBMkwS6TkDmdwCE813WX0KZn+t6bFEMQBomgLwtNKE/jXLpV1EMlzG1ToAC3Doz9iCBaBCI2zNgaVjbKf7GDk9/D6p0cjSARiwKaXwfwImOKfC1UMVjIxYpw2mTAAW4TXDsRgJdJxC3VdDSOBrAdY4Z3Zkol2Z0nWUUA5D5TwLiDkdoL0KZE6MYLmNqnQAFuHVm7EEC0SAQPwE+C8AFdgEWR6FcvD4aQCMWRe/UNdBTfcsVldA5lEsqYtEynDYIUIDbgMYuJBAJAvETYPctVYFPoGzeFQmeUQxCGtbBDNvzR0sUi9N5TBTgzhnSAgl0h0DsBLhwC6A/bRcT7ICy+WR3AMbAq8xfBIgzHMx+gbJ5SAyiZ4gNCFCAOURIIK4E4ifADwP6I3Yx4e3UEYdf1tgdAg842rwOZW4U12HLuFcSoABzNJBAXAnEbxW0tb/xZLsAL/oAymXn5hxxrUgQcWcgjUUAxtiMZ3q2wtznngvCIW2GR4ACHB5reiKBdBOQ+TcAsc4wCG9DmY5zb9ONyDN7mb8PEHs6bkN/FWXzCtKKNwEKcLzrx+hJIC4ErJlc1REsX6lppnpZ45sQ+LatqRb3olLcr5nubBNdAhTg6NaGkZFAcgj0TtoAPT2vO2Zxf0LZ/HBykgwok74p2yJT+4tdgPFfVMxxAXmk2ZAIUIBDAk03JOA7gTg9A+7LF5ARsx0icjsq5sG+c0miQWn8E8DattRq+DAGzD8lMd205EQBTkulmWfyCMRpFbTXal6tr0GldHzyChNARtKw9n+2/1jR+lxUSucF4I0mQyJAAQ4JNN2QgO8E4iXAn4PAz+0zYHEeKsVzfeeSRIPZwrEQ+hpHan+EMqcnMd205EQBTkulmWfyCMRKgAsnQ2j7ql0hjke56BSV5NXJj4y2MCaiiuddphaNWQ2vzfyfHy5oI3wCFODwmdMjCfhDIF4CPANCn25LXIiDUS7e7g+MFFjJGhUI9NnvIuj9UCndm4LsE5kiBTiRZWVSqSAQKwE2fgKBI+0CjOkom39MRa38SDJn/ATawVDjclTMr/lhnjbCJ0ABDp85PZKAPwTitAo6W7gHQn/MlnhGT8Lckvu2qj90kmcllz8UWtzsSGwWlLl18pJNR0YU4HTUmVmSQHcJ5PJ/gRbb2oIYvXQdvPDCm90NLEbet5iyMaq1Ba6Iq9UNMa//bzHKhKG+R4ACzKFAAiQQPAFpDADoXeFIcyOJtqDnjOegMcXWV4vPoVL8ZVv22KmrBCjAXcVP5ySQEgLS+C+A9w3LtgJlypRk71+aOeMKaJzsMPhjKPNo/5zQUlgEKMBhkaYfEvCbQFyeAU+aNA6Le95xpP8UlGk/aN5vPkm0lyt8HFrf5UitDGWOT2K6Sc+JApz0CjO/5BKIyyro8UYWNShHIe6GMvdPbnECymzChNUxOMZ9fKPu2QKV5+YG5JVmAyJAAQ4ILM2SQOAE4iLAucJ20PpJOw99PVTpqMAZJdGBzD8GiJ0cqR0DZV6XxHSTnBMFOMnVZW7JJhAbATb2h8adtmJocTEqxTOSXaCAspPG+QDOtlsXt0IVPxOQR5oNiAAFOCCwNEsCgROIiwBLw5rp/sghwKegUrwycEZJdCAnfwTIPOxI7R9Q5vpJTDfJOVGAk1xd5pZsArER4MKZgL7QLsA4BBXzF8kuUIDZScPa/3lVh4dtoMyZAXqlaZ8JUIB9BkpzJBAageWroIU4GtDTATEWGv9GrXY45s25L7Q4GjmShe8B+iRbs5reAwOlBxp15fd1CEjjtwD2sX+rT4UqfZfM4kOAAhyfWjFSEnATkMYdAD7p+EO8GKq0SmRwyfwvAWF/PlmrTcXAnNmRiTFugcj81wHxHUfYv4My941bKmmOlwKc5uoz9/gTkPk3ALGOOxF9M1Tp85FIUBoPAdjVFsvg4EaY//zrkYgvjkFIYxqAZxyhL4Iyh292EsfMUhUzBThV5WayiSMgjbcArFEnr2g8E5SGCSA/LMYlUGuvBjw6mLh6hJmQNP4OYD27y9quUHMeCTMM+mqfAAW4fXbsSQLdJTD0DDhzK4RerU4gD0KZH+1ukADcQvEKlLlZ1+OKewCycAugP+1I4wIo81txTy0t8VOA01Jp5pk8An35C5ERZ46YmMAJKJtXdzV5aWiH/5lQ5jZdjSkJzqXxZQDX2lPRj0OVdk5CemnIgQKchiozx2QSkPnvAcK+utid6TsYNWoiXpz1Wlcg9OXXR0Y4j8q7D8rcuyvxJMlpdsoWELUXXSmNWvJ+vPiic+/tJGWemFwowIkpJRNJHQFp/BTAF5rI+00IfRXKpXObaOtvk6xhQKDomKXdBFU63F9HKbUmDWv/55wteyH2R7l4d0qJxCptCnCsysVgSWAYgWz+dghxoP2PLwag0cIuEEwAACAASURBVOfNSV8GVfp6qAyzhd0g9IN2n+K7UMVTQ40jqc6kYe0wZt9TW+BKlM1TkppykvKiACepmswlXQSy+fshxB6OpH8EjYMgsJYHjLegTK/Pg+OWLXwWQjt3vPomlHlpcE5TZNmLr8BslM2pKaIQ21QpwLEtHQNPPQFpWAcc2I/00zgNwFgInOfJpyZ2wUDxsdDYZQtfgdDOPZ+PgDJvDC2GJDvqnbQBenrc71P3ZDbBS7NfTXLqSciNApyEKjKHdBKQxq0APmW/Ba0/j3LpZuSMV6GxkRuMuBmqGN4GHTJ/ESDspx5p7IuK+bt0Fi2ArKXxLICtHOPgMJRLPwvAG036SIAC7CNMmiKBUAnI/OOA2NHuU+wGVXwYkyaNwbs9f4VAwR2T3gyq9Eooscr8jwHxJZsvXdsWlTl/DcV/Gpxkjcsg8FW7AOMGlM0vpiH9OOdIAY5z9Rh7uglkjQqEY8FVFVtinvnCCjAy/xogNnSACm+zhmz+bgixn81/bbAXA8/PT3fxfMw+m/8YhLjH/iMHA6iYWR+90FQABCjAAUClSRIIhYA0lgIYZfPlfAc0VzgXWp/jiOdvUKZTlIMJOWsMQKB3mHGNxeNWw4InFwXjMIVW1y+shnF6oSvzHmyJl4b9GEshmqinTAGOeoUYHwl4EchttS704D8cX/0byrTvC73FlI1RrS1wmdD6i6iUbggUbtZ4AAK7O3yEvxI70CQjYlwajwL4sH0WLI5DpfjDiETIMDwIUIA5LEggjgTGT5qKWs8sR+jPQ5mTXOlIw1px7Nz44ikoc/vAUs9NmQxdK7nsC/wXZXNcYH7TajibPwdC2Dda0bgdFfPgtCKJQ94U4DhUiTGSgJOAdRCDEPc6PvY+fEFO3hHIPO6G+N6CrSDoSsN69/ezHqb/B2XWOzwiiEjSYbPP2AUZ/NGR7JtQpsdRlelAEocsKcBxqBJjJAEnAWlYux9ZuyANu3T9LR69blFC3AJV9BLJznhn89tAiDqrnPUtUCX/fXYWcTJ6S8Pa/9l+d6GW+RAGZj+djASTlwUFOHk1ZUZpIJAtnAvhWFylxcWoFO3v3C5nkTUOgYD7vdAMJOaaFV+RycKvAX2Aw2YNGjeiwldjfGU93Fi2cDeEtq84tzZmqZiXBOaThjsiQAHuCB87k0CXCHjtAQycCGVeVTciWZgH6M1t3wtcgrJp7Z7lz5XL7wEt7ncZs95TLZtX+OOEVjwJ5IxToHG5/Tt9P1RpLxKLJgEKcDTrwqhIYGQC0vgtgH0cf2wPgCr9ZgQBPhPQF9q+1/gXKuZ6AKq+IJfGIwCmO2y9BGVO8MU+jdQnMH7qVNSqzoV5S6HMVQDUiC56BCjA0asJIyKBxgSyhVkQ2r7hfqPnfbKwHqD/7jKu9bGolBwHuzcOwdVCFj4D6F+6e4ovQBX/rw2L7NIqAWlY5z473vHW/4F4dz2Uy4tbNcf2wRKgAAfLl9ZJIBgC0rDeAV7XZlyITVEuut/5Hd7Ia2tI4Fkoc1rHgUpjNuDa+jLY1506DjphBjzvjAzl+CSUuUPCso19OhTg2JeQCaSOQC43FnrVd115KzMDQI/Io2/Stsj0/MVjlro3VPG+tlnmCsdB66td/Xk4fNtI2+qYLVwDoY/17CvE9igXn2rLLjsFQoACHAhWGiWBAAlMKPRhUDtXLr8GZW7clFdpPAA4d6gSd0AVD2yqv7tRD6QxD8Amjq9+B2Xu26ZNdmuHgMzvAIgn6nR9GMrcrR2z7BMMAQpwMFxplQSCI5CdshNEzXmm71+hzG2bcpozDobGr1xtnQc5NGUMgDTOAnCBq7mu7oxKv8cGIM0aZru2CCzb+ewwANYdEfulxfGoFK9pyy47+U6AAuw7UhokgYAJ5PKfghbWWcDDrzuhzE827VkWXgL0eFt76xWWivm1pm1YDZftSW3Nft/nsPUzVExLBHh1i4A0ZgLY2uH+bUBMgCo69xHvVpSp9ksBTnX5mXwsCXi976n1NaiUjm86H1k4FdCXOtq/g+o762HePPfz5XqGs8blEDjF9bWoTUZ5Tn/T8bCh/wRyU/aErrmf62v9E1RK9jOa/fdOi00QoAA3AYlNSCBSBGThO4D+ui0mIc5EuTij6Th7p66Bnqo1Cxpt76NPgir9oCk72SlbQNRedLcV34cqfqUpG2wULAHvVe8ARGeL7oKNOjXWKcCpKTUTTQwB74MOjoAyrWd/zV/Z/NUQ4jhHBxPKLDRlxPuUpcWoVnsxr/9vTdlgo2AJLHtEYP1IWtPhaBaU6bw9HWwstO4iQAHmoCCBuBHwOlihpvfAQMla3dz85X2kISDEx1Eu3jOioVxhO2j9pKuN1ueiUjqv+SDYMnAC2fyxEMK98KrVuyaBB5o+BxTg9NWcGcedgDTmWsufbGmIah7l/jktp+a1cYMW96JStG/q7zQsjbsAfNzx8esYW+1Ff/+SluNgh2AJSONBAO5XkGpiIgaKHo8Rgg2H1pcRoABzJJBA3AhI438AVrWFXe1ZE/Oee7vlVKTxCQDu/aNregoGSkVPe1ljHwhYe1E7rhaeH7ccKDt0RKBvyrbI1Dw2YNF3QJXaff+7o5DYmQLMMUAC8SKwyeS1MDbzpiPohVDm6m0nIg1r5jzJ0f8qKPNET5sy/xggdnJ8NwfKzLcdAzsGT0DmLwXEqe7fTeJzqBQ99vAOPqS0e+AMOO0jgPnHi0DWMCDgnJl2dtpQtnAyhHYeFbgYYpG1gf9/bIBy+UOhxc3uP+I4FBXz5/GCmbJop08fhVfetG43Zx2Zz8MaY7bAzJlLU0ak6+lSgLteAgZAAi0QkIW9AP17ew/xCFRx1xas2JuuX1gN47T1SpJ9Mw3rVSdVuszW2Hu2/BiUuUvb/tkxPAJy8meAjNeJVd+FKrpnx+FFlkpPFOBUlp1Jx5ZANn8khPiJLX6Nn6NiHtpRTjJ/JSCc7+6+CGVOXGFX5k8CxPc8/OwDZTp+FHQUDTsHSSBr3AaBg1wueFhDkNQ9bVOAQ0dOhyTQAQFpnA3gfIeFS6HMb3ZgFchNmgzdU3LZ0OIgVIq/xrITmKwtJzdwtLkLyrQWcvGKC4G6G6iAhzWEXEMKcMjA6Y4EOiIgCz8E9DH2GbA+GZWS18y0NVfSsFZDO8RU3w9V2gu5wrnQ+hyXwYzYDnOLHqtrW3PN1iETyOVPhxbundOEOB5lHtYQVjUowGGRph8S8INANn83hLC/oyvEwSgXb+/YfL3Xi6q1vdCTuRvAGIePG6HMIzr2SwPdIcDDGrrDfZhXCnDXS8AASKAFAtJ4BsA0ew+9I1Tpzy1Yqd80W5gFoafaG4gSoN2vGOmeLVB5ztoUhFccCfCwhq5XjQLc9RIwABJogYA0Xnc9h60N9mLg+fktWKnfNFc4Dlpf3dBWO0cXNjTKBqET4GENoSMf7pAC3FX8dE4CLRDYZMrGGFtb4Oqxxpgxvr3DOW3aaLy9xHolaY0hP9pjvzyN/2LU4l689NI/W4ieTaNIgIc1dLUqFOCu4qdzEmiBgDTeWiGMy7sJLES5g12wvNzX2zFpRVtxFlTxohYiZ9MoE8jmj4EQP3SHyDoHXTYKcNCEaZ8E/CCQLRwH4XVrWL8LVbLvC92pv+yW4yFGvVTHzBtQpvUqUq1TN+wfIQI8rKErxaAAdwU7nZJAiwQ8XxEauke8EKrU/j7Q9cKQxgCAXo+v6+8R3WJKbB4hAjysoSvFoAB3BTudkkBLBHowdPtZr+5xfspTUOb2LVlrprGcdCLQ831bU6EXohyA2DcTD9sET4CHNQTP2OGBAhw6cjokgRYJ5IxDoPEzey9RhdaPAPpxVErntWixueaycBKgj4LGasjo+egZfQhenPVac53ZKnYERjqsYWx1As959r+iFGD/mdIiCfhLQBr3AtjXblRfD41lK6KDEmB/s6C1OBDgYQ2hVokCHCpuOiOBFgnI/KaAeNndS+wGXVu2+KpS+m2LVtmcBOoT4GENoY0OCnBoqOmIBNogIAunAvpSR8/Ozv9tIwx2SREBHtYQWrEpwKGhpiMSaIOA1369AuejbLoPRmjDPLuQgCcBHtYQysCgAIeCmU5IoA0CvYUPoUc/5eqZ0ZMwt/R8GxbZhQSaJ8DDGppn1WZLCnCb4NiNBAInkDOugMbJDj+PQpkfGfosm1+2MIvPgAMvRSod1D2sQfwEleKXUsnE56QpwD4DpTkS8I2A18ELwDFQ5nXvCfCy29BcBe0bchpyEJDGjwAc5eYi9oYq3kdenRGgAHfGj71JIBgC0vgEgN84jGvoMWuiMvPfFOBgsNOqgwAPawh0SFCAA8VL4yTQJgFp3ArgU47ev4QyP7fis2yeM+A28bJbCwR4WEMLsFprSgFujRdbk0DwBDaZvBbGZt50ORLi4ygX76EAB18CenAQ4GENgQwJCnAgWGmUBDogkCscB+06+ehVKHMTm1XOgDuAzK4tEeBhDS3harYxBbhZUmxHAmERkMafAOxsdycugyp+3SHAXAUdVk3oB+BhDb6PAgqw70hpkAQ6ICALeUCbLgtafxCV0jMdWGZXEuiQwPRRkG++aL0A5zA0DzysoS22FOC2sLETCQREQOYvBMSZDut/hTK3DcgjzZJA8wR4WEPzrJpoSQFuAhKbkEBoBKRRBiBt/gS+hrJ5eWgx0BEJjESAhzX4Nj4owL6hpCES6JBAX/6jyIg/uKwsGbUxXvE4h5c7YXUInN3bIpCdOh6i+pK7r34EqrRrWzZT2okCnNLCM+0IEsgZN0DjCEdkd0OZ+3tGy1XQESxiSkKqd1iDRhVCfxuqdFZKSHSUJgW4I3zsTAI+EcjlxkKv+haAZWf8rrjEZ6GKt1CAfeJMM/4RkIa1KHAaNACbkmiNsWN70T/T4xxr/9wnwRIFOAlVZA7xJyALhwP6Rkcib0OZa9ZNjjPg+Nc9zhnkJu8Jnam3H/RdUKa1nSqvEQhQgDk8SCAKBKTxewB7OWa/10IVj6UAR6FAjMGTgCyYgM5709E7QpX+THL1CVCAOTpIoNsEeqf2oqc64ApDYDrK5h8pwN0uEP3XJTBxai+WDhYBsbpHmwehzI+SHgWYY4AEokvAe0FLP5Q5ecSguQo6ujVNW2S5/PXQ4oseaR8BZTofraSNTt18OQPmUCCBbhOQxmwABUcY34IyL+h2aPRPAk0TkMazALaytxfzselaOTz66GDTdlLUkAKcomIz1QgSkPkdAPGEKzI9uAUqz8+NYMQMiQS8CeQK+0Hru91f6hlQJefubqToXDxOIiRAAiETkMYPAJzg8PoQlLl7yJHQHQl0TkAWbgH0p12GRG0yynP6O3eQLAucASernswmbgRk/g1ArGMLW+gvoVz6ScNU+Ay4ISI2CJlAX2ECMvoFD6+3QZmfCjmayLujAEe+RAwwsQRyhYOg9W2O/JZioVgTfy/+t2HefA+4ISI26AIBaVhrF9w7YQl8AmXzri5EFFmXFODIloaBJZ5ALn87tDjQnqe4Gar4+aZypwA3hYmNQieQQdYoQ6DPfmcHs1E2p4YeTYQdUoAjXByGlmACua3WhR78hytDjX1RMX/XVOYU4KYwsVEXCOTyh0GLm9yexTegit/pQkSRdEkBjmRZGFTiCcj8SYD4nmP2Ox+q2Nt07hTgplGxYRcIyPx9gNjT4fl/GBzMYf7zr3chosi5pABHriQMKBUEpGFt0be94xbdJSibpzWdPwW4aVRs2AUC4wsfQk0/5eH5x1Dm0V2IKHIuKcCRKwkDSjyBvslTkMk858ozU90Kc/vdn9cDwlXQiR8qsU/Q+zU76/SkkbdZjX3izSVAAW6OE1uRgH8Ecsa3ofFNh8GnoEz7jNg/j7REAt0hsMnktTA2UwbgPNXrj1Dm9O4EFR2vFODo1IKRpIWAzM8DxOb2dPVXoErfTwsC5pkiAjJ/IiDcY1uIo1AuXp8iEq5UKcBprj5zD5+ANPYG4LHKWawPVXSvig4/QnokAf8J5IynoPEhh+HXsHhcDgueXOS/w3hYpADHo06MMikEZP7/AOF4z1fcAVV0vA/cRMJ8BtwEJDaJBAFZ2AvQ1pnXjkt/B6r0jUjE2IUgKMBdgE6XKSWwfmE1jNNvARhtIyDwKZRN545YjSFxFXRjRmwRHQJZ42YIHOoKqFabioE51olgqbsowKkrORPuGoFc/ovQwvnM600o074XdLMBUoCbJcV2USAw3siiBmtBllN37oQyP9lRiLKwHqAvAbABoB+CKn23I3shdaYAhwSabkgA0ngAgPOUo6ugzBPbokMBbgsbO3WRgDTOBnC+KwIhDka5eHtbkY2fOhW16tO2O0saL2NUZge8NPvVtmyG1IkCHBJoukk5ATk5B2Q8zvet7QQ1x30ecDO4KMDNUGKbqBGQxosAtnCE1Q9lTm4r1JzxPDQmukUdC6HF8VBFjy0x2/LkeycKsO9IaZAEPAh4//I3ocxC27wowG2jY8cuEpCFzwD6l27B1GeiXJrRUmTZwrEQ+pqR++ibsFScjJdNa/1FpC4KcKTKwWASS0AacwBMsuUn9Bkoly5uO2eugm4bHTt2mUCucA+0/pgjiqXQ1Rwq/S83FV1u8iTojLV4a1QT7RdAi5NRKf66ibahNaEAh4aajlJLoM/YBRn80ZX/oMhifnEgtVyYeHoJ5ApbQ+uZHgBuhDKPaAqM95qKkbsK/UOMqZ2M/v4lTfkIuBEFOGDANE8CyBWugdbH2kno+6FKe5EOCaSWQNa4HAKnuPLX+Cgq5oMjcpHGWQAucLUR+Cm0GAXow0bo/xKAk6FMj/eSw60GBThc3vSWRgLSsJ49reFI/Qgo88Y04mDOJDBEYMKE1TE4xnotaT0HkT9DmTvWpdRX2BkZ/SeP75/HGmOmYObMpZDGFwBc4fHvblg3cRlU8evdrAYFuJv06Tv5BLwXnCyCWLQmyuXFHQHgM+CO8LFzBAhk88dAiB+6Z8HiOFSK7s+thtJ4FsBWDWfOMr8pgCsBccAImc5CBidjrukl6IEDogAHjpgOUk1AGncC2N/GwLpNVjaP7JgLV0F3jJAGIkBA5h8DxE6OSN6AWJRDufwf2+c54wponOyOWl8EVbJuS7uvXOE4aH2lawe64S0FzkfZPCdsGhTgsInTX3oIbL7lhhg16jVXwkLviXLpDx2DoAB3jJAGIkBAFnYd2r3KeQlcibK58hmxND4B4Dce4vs4VGnnETPpK0xAZkiER1h3oR+HximolJ4JiwoFOCzS9JM+Ajnjq9C4zJF4BcqUvsCgAPuCkUYiQCBn3AANr9XP20CZM9E7dQ30VK1XjjZzC3Vma5Rnz2oqC1k4FdCXNmj7TSizUZum3DVqRAFuRIjfk0C7BKRhbY/3QXv3EW6VteqHAtwqMbaPKoGh57XCWpA1xhHib6HMj0EWbvJc2azxVVRMa7FV89eyV6Cs2XD9WbPGH9CjT8bc0vPNG269JQW4dWbsQQKNCUhjGgCPW1nCgCqWGhtoogUFuAlIbBIbAlnjNAi4N6ap4UfI4GiPPO6CMq3b0u1d1r8fIc6t21mjCjH0utJV7Tlo3IsC3JgRW5BA6wRk4TuAdrzioBs/q2rFE1dBt0KLbeNAQBrWj1P7ntAaNQhkHOH/G7paaHrXrHq5L3ulyZoNbz0Cnt9AV0/u2JeHAwpwHAYlY4wfAWksALCxLXCBE1A2r45fMoyYBEIikC0cCKGbOBVJHO7rIQsyfykgTq0/G9YaQlgnK53t5/v7FOCQxhXdpIhArrAftL7blfHi2tpYMOdfKSLBVEmgdQLSuANA/fOBBW5A2fxi64Yb9MhN2ROoXel5stLwrlp/0K+V0hRg36tIg6knkDN+Do3POTj8Csr8dOrZEAAJNCKQNQwIFD2bafwdq1Rz6O9f2MhMW99PmzYaby2+EkIcV7+/Pgmq9IO27Ds6UYD9oEgbJLCcQC73fuhVra0nHc+s9AFQJY93GDtAx2fAHcBj10gTkIXHAe3ejrKGEzAQwmOcbP4AQFwPgTVdnERtL5Tn3O8HPwqwHxRpgwSWE5DGlwFc6wDydyhzA98hcRW070hpMCIEentXwajVX4XGWisi0ngIFXP30CLMTvsAxBLrTYbcMJ+XQpnf9CsGCrBfJGmHBCwC0ngEwHQbDOeOPn6RogD7RZJ2okpAFvbCKPF+VDG36c02/M4lZ2wPZN6PMUuf8PvWNwXY72LRXnoJ9BoT0QP3i/sZsR3mFv/iOxgKsO9IaZAEwiRAAQ6TNn0lm0CucC60dm7oPgvKHOkdw/aZUIDbZ8eeJBABAhTgCBSBISSEgDReBLCFI5vg9pWlACdk4DCNtBKgAKe18szbXwL1TnSB3gyq9Iq/zt6zxlXQgWClURIIiwAFOCzS9JNsAtL4EYCjHEku20ieFwmQAAl4EKAAc1iQQMcEDu6BfMF693d1mymhD0O59LOOzdMACZBAIglQgBNZViYVKoFc/lBocbPD50KoiWsAt1VDjYXOSIAEYkOAAhybUjHQyBKQxr0A9nXE92Mo0+sINf/S4DNg/1jSEgl0gQAFuAvQ6TJBBMbnv4+aONGdkdgNqvhwoJlyFXSgeGmcBIImQAEOmjDtJ5eALPwY0F/ySPAlKHNC4IlTgANHTAckECQBCnCQdGk7uQR6p/aip1oG0ONKMqitJ52OKMDJHV/MLBUEKMCpKDOT9J1ANn83hNjP025VfwTzSo/67pMCHDhSOiCBMAlQgMOkTV/JIJAzvgqNy7yT0fOhSr2hJMoZcCiY6YQEgiJAAQ6KLO0mk4A0pgGwjihzXHoxROYBjBk8EP39S0JJnqugQ8FMJyQQFAEKcFBkaTeZBKTxBIAdXMkJsT/KxbuTmTSzIgESCIIABTgIqrSZTAIyfxEgznBPfnEFKuZXk5k0syIBEgiKAAU4KLK0mywCufwe0OJ+j6SehTKt29K8SIAESKAlAhTglnCxcSoJTJo0Bot7igA83u2t7QQ1x7ot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s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="input number"/><block 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