<snapdata remixID="9088024"><project name="M4L4-Graphing App" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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1U9hcQ+q+idr9MLzxsGu91/A3v76SeXaM8Dt/dzSZyDsx7HJ2N3w4tIlEK+uC99f0l7QBmd7xSsA4cPX325wBodlmAANOMPNpbSME8iMARdvA5xLYMq3DdsxqeYD2BxGbxxaR6X6PoC3Qdi3wa+8I7S4owVyS4dA2GNg9PtHG8q/zz4BGnD2e0yFWSWQnVPQj0AMHj3iu5Jl8SVAjIO1P0K1cnxo7fTUy7AYAyFugl/+SGhx1xZo4naboDD4LIxeF0AQS04mSSwBGnBiW8PCSCAnBKR6BoOD22Fx3zPDKp5UOhRdYicsW/YLLA7xgwZe9ycgurbG4LJZqPbdGRttqe6FsF+HX7k9tpxMlEgCNOBEtoVFkUBeCBxWgJy/FEYX8qK4fnpdiPVg9Jdyo5lChyVAA+bCIAES6BwBrzQB1j4Io9/euSJizuxO2x2i8B0YPT3mzEyXMAI04IQ1hOWQQMMEsrAH7BZ3hBDfz50ZSfU8urqKWDD3qYb7zYGZI0ADzlxLKSg3BLJwCtotHgAhPg2jD8hN32pCXfUrOPYW+JVrcqWbYlchQAPmgiCBtBLIggF7pU8gwDtRLX8irW1oqW6pjgPsrjCVj7U0n5MyQYAGnIk2UkQuCWTBgKU6C7DjYCpfyVUPZf0jELNg9IRc6aZYXgFzDZBAJghkwYDd4uVwRB98fXkmetKMCFc9Csc5Av68uc1M49jsEOAVcHZ6SSV5I5AFA5alX8PiOlTLv85b+yDVZYB4HKY8M3faKbhOgAbMhUACaSWQhVPQUt0PBKfB9N6f1ja0XLdUBwH20zCV/VuOwYmpJkADTnX7WDwJpJyAq6ooYB8s0tWUK2m+/ClTNsTA2Oexydj1MGfOsuYDcEbaCdCA095B1k8CaSYg1St4deyb8dScV9Iso+XapbobwAwY/YeWY3BiagnQgFPbOhZOAiknsJV6E8agCqPflHIlrZcv1VcAsQlM+YutB+HMtBKgAae1c6ybBNK+Bzy5OBVW/Aa+nprbZnpqFwTiClTL2+eWQY6F04Bz3HxKTzmBtJ+Clj17AcFXYfReKe9Ee+XL0j8hsD388pPtBeLstBGgAaetY6yXBJYTSLsBu+oICPsBmMr/5LqpsnQ9YG+D0T/NNYcciqcB57DplJwRAmk3YE+dggATUNWnZKQjrcmQ6pOweDeq+qjWAnBWWgnQgNPaOdZNAmk3YFmcAYjnYPSMXDdzsnIR4H4YvXmuOeRQPA04h02n5IwQSL0Bl64GBv8E03t1RjrSugypKrD2aFQrf2s9CGemjQANOG0dY70k8MYe8Pvr/7NauTWVUKS6A46dgUWVO1JZf5hFy9J3YO1TqOoLwgzLWMkmQANOdn9YHQlkl4BUGhZHoKp1dkU2qMwrHQhrT4TR/6/BGRyWAQI04Aw0kRJIIJUEpHoOomsq/Ln/TGX9YRa9xfT1sO7SlzH4n/WwePFrYYZmrOQSoAEntzesjASyS2DatLFYUngZRo/NrsgmlUl1J6z9dmq3FJqUy+H8GhLXAAmkl0Ca34TlTtsKovBnGL1VehsQcuVe8QxAvBW+PjnkyAyXUAK8Ak5oY1gWCYxKIM2noCeW3oGCvQxG7zyqzrwMmNSzM5zghzC6lBfJeddJA877CqD+9BJIswF76oOwOAZGfzC9DYigcqmeRTCwM/offSyC6AyZMAI04IQ1hOWQQMME0mzAUh0HYAcYXfuTv+UEPHUtYO+EX/kxoWSfAA04+z2mwqwSSLMB12p3hANfn53V9rSkyy0eAyH2gdFHtDSfk1JFgAacqnaxWBJYiUCaDViqK2HtI6hWrmRPVyIwaerWcLpmw+jx5JJ9AjTg7PeYCrNKIM2noKW6GcBPYXTtT/5WJiDVPATOJ9E/bzbBZJsADTjb/aU6EkgmAa/4IOB8Hn75r8kssINVuerbcOxz8Cvf7GAVTB0DARpwDJCZggRIYDUCUj2GoOvd6J/L076rL47anQ0hToHRe3PdZJsADTjb/aU6EkgmAamWQLy6EXx/STIL7GBVEyeug8KGr+DVsRvgqTmvdLASpo6YAA04YsAMTwKREUjrHvA227wZA+MWoKo3i4xN2gN76nZAfBd++Za0S2H9IxOgAXN1kEBaCaT1FLQsFQF7PYwuphV95HW76ksQYguY8ucjz8UEHSNAA+4YeiYmgTYJpNWAXbUPBE6H0fu0SSC7093ijhCidkqc/5GS3S6DBpzh5lJaxgmk1YC94lEIxH6o6iMz3qH25En1FBzsjkW62l4gzk4qARpwUjvDukhgNAJpNWBZOhXAW2HKtT/5G4mAq66BwL0w+ipCyiYBGnA2+0pVeSCQVgN21UUQ9imYykV5aFPLGqU6GhD7w5Q/0nIMTkw0ARpwotvD4khgLQTSegq69sGBAL9HVV/L/q6FgFeaUH9dp9FvJqdsEqABZ7OvVEUCySUgi3cBztdhynclt8iEVOYW58IRx8PXDySkIpYRIgEacIgwGYoESKABAlL1QQSHwu/ta2B0vofI0oWA/TeM/lq+QWRTPQ04m32lKhJILgGpXsCSQOLJ3ueTW2RCKpOl/QFbe2Rrz4RUxDJCJEADDhEmQ5FArATSuAc8YZd1Me7l52H0urGySmuy6dPH4MWlr6Br6aZYsOA/aZXBuocnQAPmyiCBtBJI4ynoKaVJGLB3wehJacUee92yeBsgruSnG2MnH3lCGnDkiJmABCIikEYDlsVdAXERjN4lIirZCyuLX4QVE1HVJ2RPXL4V0YDz3X+qTzOBNBqwWzwYQhwJow9OM/pYa/d6tkcQXIeqnhprXiaLnAANOHLETEACERFIowF7peOBoAi/cnxEVLIZVqongWBPmF4/mwLzqYoGnM++U3UWCKTRgKU6DxYDqOrzstCC2DRI9VNY+1dUK1fGlpOJIidAA44cMROQQEQE0ngKWhavAsRDMPoHEVHJZtihD1gciKo+LJsC86mKBpzPvlM1CXSGgFf6HYAfwC/X/uSvUQJTtt8CAwMVGL1po1M4LvkEaMDJ7xErJIHsEJDqb7DBZ1DtfSg7omJSUmfnnITqvD/HlJFpIiZAA44YMMOTAAmsRKB+mMjuAlN5glyaJCDVBbD2FVQr5zY5k8MTSoAGnNDGsCwSGJVAKveA1QC23GwdzJo1MKo+DliVgFfcF1Z8BUa/m2iyQYAGnI0+UkUeCaTtFPSk4ng4ogyjx+exXSFoLkCqVzBYGI/Fj7wYQjyG6DABGnCHG8D0JNAygdQZcHcPHOdqGN3Tsua8T5TqVljxY1TLv847iizopwFnoYvUkE8CaTNgr2c/BMEpqOr98tmwEFR76hTAenyRSQgsExCCBpyAJrAEEmiJQNoMWKqjAbsXTOVjLenlJGBS/S7CDTB6CnGknwANOP09pIK8EkibAbvqdDjYBL4+Pa8tC0W3VI8hEPuiv7wglHgM0jECNOCOoWdiEmiTQNpOQcviJbDOYlTLl7SpPN/TPfVjQPwNfvmKfINIv3oacPp7SAUkkA4CUv0SEDfBlK9PR8EJrdJVR0CIQ2DKhyS0QpbVIAEacIOgOIwESKBNAq66B449G35lVpuR8j29/jgXFsJUNs43iPSrpwGnv4dUQALpICDVgvoHBbh32X6/pJoNB1/EIn1v+8EYoVMEaMCdIs+8JNAugdTtAauXYMduieqcf7crPffzXXU+HCyFr8/OPYsUA6ABp7h5LD3nBNJ0CnratA3wWuEZVPUGOe9aOPLd0t4Q9jwYvVs4ARmlEwRowJ2gzpwkEAaBNBmw7PYA5zYY7YUhnTGA+msplwQT8GTv8+SRTgI04HT2jVWTAJAmA55Uehec4HyYyu5sXUgE3NLv4ATXwK/cEFJEhomZAA04ZuBMRwKhEUiTAXvqMAQ4HFV9WGj68x7ILX0ewk6D0cflHUVa9dOA09o51k0CaTJgWTwRENvA6BPZuJAIyFIRsDfztn5IPDsQhgbcAehMSQKhEEjTKWi39E0I/Bem/I1QtDPIEAGp+iGC98Pv7SOS9BGgAaevZ6yYBNJHoP76RPtn+JUfp6/4BFcsi1cBKMNULktwlSxtBAI0YC4NEsgCAU89CYv1IeyJ8Cs/T5wkqX4Pi++iqn+fuNrSXJAsfQSwH4HRB6VZRl5rpwHntfPUnS0CUr0IKwKsM7AV+vpeTpw4tzgXjnMs/PLDiastzQV5278FdqAKozdMs4y81k4DzmvnqTv9BFbeA3bVyxCo3d59M4w+InHipHoaS5dOxxMLnkpcbWkvSKoHgODLML13p11K3uqnAeet49SbHQLLT0EHwfdRKMyD0eMh1Z2wuB1VfUGChApIFcBoB4BNUF3ZKEUWv14XYipfyYag/KigAeen11SaNQLLDdhx/ggE34FfeQcmKxcBZgPiSJjybYmQvOWULTB27N9g9BaJqCdrRcjuvQDnmzB6l6xJy7oeGnDWO0x92SWw3IDhLISwB8HoD9fFyuKHAHEpBgZ2xmOPPt1xAF5pB1j7Qxi9Q8dryWoBtS0Ip2sS/Ln/zKrELOqiAWexq9SUDwIrroCxFBAbw9enrxDulc6BtTvC6AM6DsNV74PACTD6fR2vJasFSHUzIK6HKV+fVYlZ1EUDzmJXqSkfBJYbsBBbwNq5qFauXEW4VHcAmAphH4ZfObBjULziMYDYHb4+pmM1ZD1x/U1jKMFUPpl1qVnSRwPOUjepJV8Elp+ChvgchLh4jT3fbbv3wzLnNgh7B/zKvh2DI0tnAlgPplz7k78oCEwuToUVt8LXbhThGTMaAjTgaLgyKgnER0AWFyJwPoD+8oI1kkpVe0PSizD6rPgKWi1TvQa7kG9rirgDUvmAOAimXIk4E8OHRIAGHBJIhiGBjhGQainEqxvC95esUcM2alsM4i8YN/g29PUt7UiNXvFGQPwSvv5VR/LnJalU34cVfaiWv5MXyWnXSQNOewdZf74JuNO2gij8BUZPGBGEVNfB4iFU9cUdgSVLf0aAM9Bfvq8j+fOStP7JR3sUqh3c788L65B00oBDAskwJBA7gfoesChC2ANgKu8a2YC7dwOcn8LoybHXWEtYvzUa7A/T63ckf16STujeFOOcJ2H0enmRnHadNOC0d5D155dA7RS0ED2w+C+q+qi1gpDF2wDnOpjy1bEDk+q/GDc4PpHvqI4dRsQJpbofVnwV1fKdEWdi+BAI0IBDgMgQJNARAnUDxh6AuH/UQ1Ze6UDAfhm+fmestbrTN4ZY+iysPR/Vyrmx5s5jMk+diwBjUdVn5FF+2jTTgNPWMdZLAssJDF0BfxDCfreh7+xK9RCsPQfVyq2xQXTVtwCcDAf/hL+WferYCsp4oknq3XBwIYzeOeNKMyGPBpyJNlJELgnUX8ThHA2BY2HKd43KQKqjARwe2xup9tyzC0/8qwqBo+Dre0atjwPCISDVvxHYbdBfeTacgIwSFQEacFRkGZcEoiYwdAV8EhxMxyJdbSidq6pw8FH4+oGGxrczqPaVHiE2h6+PbScM5zZJQKrfwOLXqOprm5zJ4TEToAHHDJzpSCA0ApO6PwDHuaWpz/zJ4hdgxXajHtpqt0i3ZxuIoBd2UKLa93i74Ti/CQJe6XjA7shXfzbBrENDacAdAs+0JNA2Aa8oAXFHU68fnDhxHRQ2fAbW2RnVeQvbrmGkAJ66FhaPwuihb9XyFx+BSaUpcOztMHrr+JIyUysEaMCtUOMcEkgCAbe0N0RwJkzlPU2V45a+CRGsD1P5fFPzGh3sde8HKy6DqWzT6BSOC5lA/fWk9jD0984LOTLDhUiABhwiTIYigVgJeMVjAbFb07cat+l5OwaDxRiz7G2YP/9fodcs1V9gcTn3IEMn23hAr3QFIF7Ff+wFeLb8j8YncmScBGjAcdJmLhIIk4As/gJWDKKqj2w6rFRXwuIpVPV5Tc9d2wS3+GlAfAhVvV+ocRmsOQJu970QTu3taI/zVnRz6OIcTQOOkzZzkUCYBFw1D8IamMrBTYedVCzBEbV9ws0B2KbnDzdhi+nrYWX62XwAAB5MSURBVN2lBrCHwFT+EkpMBmmdQP00tH0I1cr5rQfhzCgJ0ICjpMvYJBAlAakeg8WdqLb4oXtX/QoOZsHXl4dSplQXANgYRn86lHgM0h4Bd+pkiK5HIZwe+PN62wvG2VEQoAFHQZUxSSAOArL4Eqy4ClX9hZbSecU9YcUVMHpaS/NXnuT1dMMGD2FgQOKxR59uOx4DhEPAU6fA4j0w+oBwAjJKmARowGHSZCwSiItA7XEiZ6OXgeBrbb1jWRbvgnWuQrX8i7ZKl+oGWMxBVdeugvlLEgGpZgG4Dkb/IEllsRaABsxVQAJpJDBRbYsuW/vO7mVtGbBbOgQiOGmtnzMcjY9bPABCXACju0cbyr/vAIHJpXcgsH/EwMBU3p3oAP+1pKQBJ6sfrIYEGiMgS/sD+CZscFbbH1fw1COAPQ1+5fbGkq82qvaRB2Fnwq/c0NJ8ToqegCx+A3C2hCn/b/TJmKFRAjTgRklxHAkkiYBb/Ez9W8BhHHiS6lMA3gejD2paoiyeCIj9uMfYNLn4J0ilIcS58Ms3xp+cGYcjQAPmuiCBNBKonTi2eAFVXfvcX/s/qZ4AcBCMntNwsKFv/RrY4L2o9j7U8DwO7AwBqd5bf0GK8+pU+P6SzhTBrCsToAFzPZBAGglI9UsguAmm9/pQynfV6XCwTVNv1XLVtyEwBkafGEoNDBI9AVn6HhAsgamcFH0yZhiNAA14NEL8exJIIgGpZkPgegR2Qdt7wDV9nrcR7LrPYEB047Fy/6iSJ0/bDkHhHhSWSCxc+Nyo4zkgGQSmTNkQA2PnA+Kohr4hnYyqM1sFDTizraWwTBOQ6h8I7M8g8HJbp6BXhiRLM+v/15RPHZWdVDdB4D74+tujjuWAZBHw1EdhcTKM3jFZheWvGhpw/npOxWknULuKWTb2acAOGWa1cm4okiZuNxGFwV6IVzeH7780YkxZ/BCEOBu+3i6UvAwSP4HaFoZFb+jvAo9fSaoz0oBT3T4Wn0sCrlIQuA7WDp1mDcuAa7E89WMEWLjWw121x5asPRemclMu+WdB9NB/bD0KZ3AXLOp7JAuS0qiBBpzGrrHmfBPwSgcC+CSC4G+hG7BU0wHcDKO3HBby0KsN3wWjP5TvJmRAfe0RMisO4JerOtdLGnDn2DMzCbRGQBY/B4jJsHbo8FOYV8C1eFL9FsCta7y6cJvpb8bgEgMn2INXTa21LnGzpLoDwG9h9HcTV1sOCqIB56DJlJgxAp66GMAT9RPQQwZ8a6gKveK+gJixxh6vVJfBYhmq+pRQ8zFY5wh4pR1g7X2wg1NR7Xu8c4XkMzMNOJ99p+o0E6idQLbONajO+01kMmTxPljnElTLv67ncLt3gnD+ADtWojrn35HlZeD4CbjFcyCcKTDl/4k/eb4z0oDz3X+qTyMBtzQXDo6FX344svJl6SOA/SSM3rueQ6r/A+wfYSqXRZaTgTtHQKo5sLgIVX1d54rIX2YacP56TsVpJyDVi1gSuHiy9/lIpUjVBwSfhRBvgRWnwuidIs3H4J0j4Kp9IPATjBucir6+lztXSL4y04Dz1W+qTTuBbbfdDMvGLILRm8Itvr8uJ+w94OWMPPVZBNgTAtNg7ZdQrfxf2vGx/rUQkOpSWFtAtfJZcoqHAA04Hs7MQgLhEPDUybD2PFjxJ8AOPb8Z9inolSuVahksXkLB/i8WhXzYKxwijBIWgYkT10Fhg/kQhePgz/tjWGEZZ2QCNGCuDhJIEwGvdAUsPghrZ8dkwLW937fCwbk04DQtlBZr9YqHw4ozYXRPixE4rQkCNOAmYHEoCXScgKceBXAMfP0A3OLZkV8Bd1wwC4idgKt+DoF+GH1W7LlzlpAGnLOGU26KCQwdlPnWipfo04BT3MwEl75Nz9sxGDwKG+zN7zxH2ycacLR8GZ0EwiMg1U9gxTxUy5fUg9KAw2PLSKsScIufhhAfhtF7EU10BGjA0bFlZBIIj8C0aRtgSeEFiK4t4M/95+sGHO0p6PCqZ6Q0EpDq9xC4A76uvXmNvwgI0IAjgMqQJBA6gfoVibMnTPkjocdmQBIYjsDQV7fmQNip8CuGkMInQAMOnykjkkD4BGqvhhTODPjl34UfnBFJYAQCsnQmRLA9/MqhZBQ+ARpw+EwZkQTCJTB52nYInJthKhPDDcxoJNAAAVf9FUJ8D6b8swZGc0gTBGjATcDiUBLoCAFZmgkES2AqX1klf9RvwuqIWCZNHAFP7QGLX2IZpuJx/ULi6ktxQTTgFDePpeeEgFRPw7HvwaJK7RngN348BZ2TBZAAma66CAIbwuhPJaCazJRAA85MKykkkwQmlQ6FYz8No/dZQx8NOJMtT6aowwqQ8+dDiFN4DiG8DtGAw2PJSCQQPoH6t39xC6r6JzTg8PEyYhMEZPFDgPgGjJ7WxCwOXQsBGjCXBwkklYBXmoDAzsc6g5uir28pDTipjcpRXbWXwQg8C1+fniPVkUmlAUeGloFJoE0CrvoSBFwYfdywkXgLuk3AnN40AVl6K6x9FCI4EKb3/qbnc8IqBGjAXBAkkFQCUmkE4nj0l+8bwYD5Jqyk9i7LdXnFY2HxcZjK7lmWGYc2GnAclJmDBJol4BX3BMQl8PV2zU7leBKInIBUvwVwP4yeEXmuDCegAWe4uZSWYgKyeBXgLIQpz0yxCpaeVQIT1bYo4FEUMBUL9fysyoxaFw04asKMTwLNEpg4cR0UNnweS7s8PDH3qWanczwJxEJAqtMA7AajPxhLvgwmoQFnsKmUlHICQ3ts74OpHLJWJXwTVsobnYHyh95R/jP45R9mQE3sEmjAsSNnQhIYhYBUdwP2UpjKTaMY8Nn1v69WziVTEugIAVncFVb8DkJMhSn/oyM1pDgpDTjFzWPpGSTg9XTDBn+E0RNGVcfHkEZFxAExEPDUt2AxHkZ/PIZsmUpBA85UOykm9QRcdT4EHBj9pVG10IBHRcQBMRHw1DIEtgDHngK/95KYsqY+DQ049S2kgEwRkOpxBPYA9FfKo+qiAY+KiANiIiDVp2BxOqrajSljJtLQgDPRRorIBAFPfRABTkFV79GQHhpwQ5g4KCYCrroGAv0w+qsxZUx9Ghpw6ltIAZkhINUNAO6A0Vc1pImnoBvCxEExEXCnbQVRWIDAvqOhOzgxlZXkNDTgJHeHteWHwKTieDjiMbw6dlM8NeeV/Ain0kwR8NQpCMReqJY/kCldEYmhAUcElmFJoCkCsvgFCDENvj62qXkcTAJJIyDVXwDxfZjyz5JWWtLqoQEnrSOsJ58EpHoYEF+EKd+VTwBUnRkCsnsvwLkGL4speLb838zoikAIDTgCqAxJAk0RkN27Ac4PYHR3U/O4B9wULg6OkYBbvBwCy2AqJ8WYNXWpaMCpaxkLzhwBr3QFEDwBv3J+U9p4CropXBwcIwF3+sYQSxfCOoegOu/PMWZOVSoacKraxWKzR+CwAuT8F2AHi6j2Pd6UPhpwU7g4OGYCXukTCOxRDT9WF3N5SUhHA05CF1hDfgnI0scAe3BLX5ShAed33aRFuSzeBuBWmMplaSk5zjppwHHSZi4SWJ2Aq26HY38Iv1J7Bri5Hw24OV4cHT8Br7QDrJ2FgYEpeOzRp+MvINkZacDJ7g+ryzKBSaUpcOy9MHp8SzJpwC1h46SYCdTeb+5gPHx9TMyZE5+OBpz4FrHAzBKQ6jxYrI+q/kJLGnkKuiVsnBQ7AQGpFsLi86jq38eePcEJacAJbg5LyzgBqQyEOAx++eGMK6W8vBPw1GEI7JdRrWyfdxQr66cBczWQQCcI1K5ehfgyjN6tE+mZkwRiJ1B/17mYB1P+Ruy5E5qQBpzQxrCsjBOQ6joI8Wf45SsyrpTySGCIgOz2AGchAjEV/eUFxALQgLkKSCBuAttuuxmWjfkH7NhNUZ3z75bTcw+4ZXSc2CECrjodjt0RfuXQDlWQqLQ04ES1g8XkgoAsfg5wdoQp/29benkKui18nNwhAlLNAcRMmPL1HaogMWlpwIlpBQvJDQGv+CCAs+BXbm9LMw24LXyc3CECXs9+sMEVMJtNAWYNdKiKRKSlASeiDSwiNwQm9ewMJ7gGRk9pWzMNuG2EDNAhArJ4FSCeh9Ff6lAFiUhLA05EG1hEbghIdSksnkNVn9e2Zhpw2wgZoEMEZOmtgF0AG+yLau9DoVQxabsz0RVsAvHaJVi48O+hxIw4CA04YsAMTwKrEHDVv+DYneFXTNtkaMBtI2SADhLwSscD9iD4et+2q5iy/RYYHHgMFg6svRnVyiFtx4whAA04BshMQQJ1Aq46AgJHwuj3hUKEp6BDwcggHSQgS3cB9noY/YO2qpDqVlg7G8K5D7AzITAfywa+mPT3T9OA2+o6J5NAEwTq/5LAtajq65qYxaEkkF0CntoFVtyCJYNT8GTv8y0JdUvfhLDbwuiDV8yX6msAToAQp8Iv/7CluDFMogHHAJkpSACTlQuLh+DrzUiDBEhgJQKuughCrAdT/kzTXLzi4bDifIxZtjPmz//XKvOHzH0mYP8BYU8NZdun6QLXPoEGHDJQhiOBYQm46qsQeDOM/hwJkQAJrERg4sR1UNhwAaw4BtXynQ2zGfqa2GxAfAimfNeI87zSl2HtVwF7atK+S0wDbrjbHEgCbRCQagEGxf9icbn2DHA4P+4Bh8ORUTpPwCseCYgT4Ot3NlyMVPdC4Cb4+uJR50yeth2CwkwAA4A4FaZcGXVODANowDFAZoqcE/CK+8KKr8PonUMlwVPQoeJksA4TkOpmwP4ZpnLhqJVIdRlgN4KpfGzUsSsP8NTJsKjFPwNGz2hqbgSDacARQGVIEliFgCz+DMAcmMqloZKhAYeKk8E6TMDr6YYN5mKwsA0WP7J4xGq80rGAPRFjB3dGX9/Spquu3boWwUwIsRFscGpozyE3XQg/xtACMk4hgSYIeN5GsOs9jzFLx69xSKSJMMMOpQG3S5Dzk0agtqYdsQ18/dER1vyOEGI2bPCOto3TLX4aEBfWH1uqVs7tBApeAXeCOnPmh4BbOh7C7g6jjwhdNA04dKQMmAACUmnAfhWmctMq1UyfPgYvLJsNB5eH9miRO20riMJMCDsRg+JU9Ot74yRAA46TNnPlj4BU98Pab6JauTV08TTg0JEyYAIIeKUDEdgLUNVTV6lGqp/C4mVU9QmhVylLHwOCCyHEj+Dr00OPP0JAGnBcpJknfwS80g4I7I2oajcS8TwFHQlWBk0AAVm6GrCPweiz6tW46mQIezBM5V2RVedt/xbYgdpJ6R0gnFPhz/tjZLleD0wDjpow4+eXQP0FA3hlxb9E8kuCykmgOQKyuCUgFiCw74RT2AwIfotB7IzFen5zgVoYPfRyjwsBcRPGDZza0kGvBtPSgBsExWEk0DQBqZ5BIPZAf3lB03M5gQTyTqB21QvsDwEJ2DNhKr+MDcm0aRtgSVftLVr7ADgVRt8cRW4acBRUGZMEav8VDfGJUL70QpokkFcCUi2DRQF28EL0950WOwav9AEE9gbAjoUjboSvPxxmDTTgMGkyFgksJyDVbwHxG5hy7RngaH7cA46GK6Mmh8D40luxmXg7+ubN7WBRYzCtpxhFDTTgDnaVqTNKYOjRhgrMZpsCswYiU8lT0JGhZWASiIMADTgOysyRLwJe8QxYZ6uWvu7SDCkacDO0OJYEEkeABpy4lrCg1BOQqgIEx8H03h+pFhpwpHgZnASiJkADjpow4+eLgOzZCwgugtE7RC6cBhw5YiYggSgJ0ICjpMvY+SPgqh9B2D6YykWRi6cBR46YCUggSgI04CjpMna+CGwxfT2su/R5DA5OxOK+ZyIXz1PQkSNmAhKIkgANOEq6jJ0vAlJ9Ehb7oqoPy5dwqiUBEmiFAA24FWqcQwLDEZBqFgQuhq9/S0AkQAIkMBoBGvBohPj3JNAIAVcpCNwKo7dqZDjHkAAJkAANmGuABMIgINUFsAhQ1WeEEa6hGNwDbggTB5FAUgnQgJPaGdaVLgJSPQmI/WHKldgK5yno2FAzEQlEQYAGHAVVxswXAVn8ECA+B6P3ilU4DThW3ExGAmEToAGHTZTx8kfAKz4HK57DJmN3wJw5r8QGgAYcG2omIoEoCNCAo6DKmPkh4BWPBXAxAszDm8btRwPOT+uplATaJUADbpcg5+eXgFTTAcxGMLgL+vtmxw6CV8CxI2dCEgiTAA04TJqMlR8Ce+7ZhSf+VTPd78HoqzoinKegO4KdSUkgLAI04LBIMk6+CEj1E1j7CqqVz+ZLONWSAAmERYAGHBZJxskPAbd0EgQOhSnvnh/RVEoCJBA2ARpw2EQZL9sEZPdegHMLHLszFlUezbZYqiMBEoiSAA04SrqMnS0CW6k3YQxmA+IsmPL1HRfHPeCOt4AFkEA7BGjA7dDj3HwR8Io3AmIR/BhfN7k2wjwFna/1R7WZI0ADzlxLKSgSAlKdBWBXGP3eSOK3EpQG3Ao1ziGBxBCgASemFSwksQS80oGw9koUnJ2wcN7fE1MnDTgxrWAhJNAKARpwK9Q4Jz8E3GlbQRQegrXHoFq5NVHCacCJageLIYFmCdCAmyXG8fki4Ko/whH3wC9/M3HCacCJawkLIoFmCNCAm6HFsfkiIIszALE1jP5wIoXzFHQi28KiSKBRAjTgRklxXHYJbNuzL8aOW4Qly5asELls8ASI4AiI10rw/ZeyK57KSIAEOkWABtwp8sybDAJe8QkEmAAhBgD8Y0VRFpsD1qIQ7IpFfQ8mo1hWQQIkkCUCNOAsdZNamiMwoXtTjHOehC30oPrIouYmczQJkAAJtEeABtweP85OMwFXnQ9gQ1T1CamUwT3gVLaNRZPAcgI0YK6FfBKYVBwPRzyJwcJkLH5kcSoh8BR0KtvGokmABsw1kG8CsnQhhC3A1yenFgQNOLWtY+EkUCPAK2Cug/wR8EoTYO3jEGIr+OUnUwuABpza1rFwEqABcw3kk4AsfgfAEpjKaakGQANOdftYPAnwCphrIF8EppQmYcDOR2C3Qn/l2VSLpwGnun0sngRowFwD+SLgFq+AwAswlTNTL5ynoFPfQgrINwEacL77ny/1bs82cIKHsRRb4nH9Qr7EUy0JkEDSCNCAk9YR1hMdAal+ACGegl8+J7okjEwCJEACjRGgATfGiaPSTsDr6YYN7kfX0i2xYMF/0i6H9ZMACaSfAA04/T2kgkYISPUTQPgw5W80MjwVY7gHnIo2sUgSGIkADZhrI/sEJk/bDoFzBwZf3hKLF7+WGcE8BZ2ZVlJIPgnQgPPZ93yp9tTPYVGG0TMyJZwGnKl2Ukz+CNCA89fzfCl2u3eCcH4Lo7cEMJgp8TTgTLWTYvJHgAacv57nS7FUv4TAX+HrizMnnAacuZZSUL4I0IDz1e98qZXFXQHxCxi9dSaF04Az2VaKyg8BGnB+ep0/pVL9BrB3w1Quy6R4noLOZFspKj8EaMD56XW+lHpqD1j8CEZ7+RJOtSRAAmkhQANOS6dYZ3MEvNLvEAS3olq5srmJHE0CJEAC8RCgAcfDmVniJOCWfgdh3wPYq2AqJ8WZmrlIgARIoFECNOBGSXFc8gnI7r0A5zRAlIBgGYCbM23A3ANO/ppkhSSwFgI0YC6P9BOYWHoHCjgNsCUAM2D0VekX1YACnoJuABKHkEByCdCAk9sbVjYaAVcpAKdB4D2wYgaq5e+MNiVTf08DzlQ7KSZ/BGjA+et5+hV7RQkrTgNwOISdAX/qDOBX2XrLVSNdogE3QoljSCCxBGjAiW0NC1uDwNZTN8eYrtNgcXz9VnPX0hm5/rQgDZj/kJBAqgnQgFPdvpwU707fGGJJ7XBVzXwvhbUz0F95NifqR5ZJA879EiCAdBOgAae7f9mufvr0MXhxWe1wVc18r0MXZmBBuT/boptQx1PQTcDiUBJIHgEacPJ6wopqBDx1Mmz9ZPPtEIUZ8Of1EgwJkAAJZIkADThL3cyCFqmOq59stngYCGag2vtQFmRRAwmQAAmsToAGzDWRDAJe8ajXTzY/DoEZ8PU9ySiMVZAACZBANARowNFwZdRGCbilQ+DUrnjtK6+/ROMPjU7N/TjuAed+CRBAugnQgNPdv/RWL9V7X7/VvC4gZqJa/nV6xXSocp6C7hB4piWBcAjQgMPhyCiNEhj6TOCXAEyAsDPhV65pdCrHrUaABswlQQKpJkADTnX7UlS82/NpFIJDEWAigJkw+vspqj6ZpdKAk9kXVkUCDRKgATcIisNaJCBLRdigdsX7UUBYVHWhxUictjoBGjDXBAmkmgANONXtS3Dxk5WLQJwKBEdAOBdg4zEzMWdO7ROB/IVFgAYcFknGIYGOEKABdwR7hpNOnPY2OIXaF4pOBOwFEK/NgO+/lGHFnZPGU9CdY8/MJBACARpwCBAZovbmKm8j2HVqr4w8FQKXY2BwBhb3PUM2JEACJEACwxOgAXNltElgzy54z532+ks0roeDGVikq20G5XQSIAESyDwBGnDmWxyhQLd0EkRwGuD8aeglGuVKhNkYulECrvooBFwY/bVGp3DcWghM2GVdjHv5YiC4Bqb3frIigbAI0IDDIpmnOFJ9qv4SDWEfwWBhBvrnzc6T/MRoHW4PWHbvBuFcjkHxYfSXFySm1rQXQq5p72Ai66cBJ7ItCS3KKx75+q3mJyHsDPiVWQmtNB9lrX4KelJpCgr2l7DBZ0e8UpPqLADnAcHua4xZMR89rwP86ipX0UNX1j8fHu5K8UaL00h3VtS5yuDvY8kGJ+PJB15tJETDYxqtt67fHoUxAx/F/Pn/ajg+B5LACARowFwaoxNwiwcDonay+TVYzEBV/370SRwROYHVDXjItN4+rEnVruDg/BnAcRA4fg2TXt28V9x2xd/Xeit79SvD5XECzERVX4ttt90My7quBcT9Td0SH9KCpua0AryZepdrseKaujb+SKBNAjTgNgFmeros7Q/U9njFBhBiBvzyjZnWmzZx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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 s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" type="reporter" 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s="xGraph at xStage: %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="x min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-x"/><l>240</l></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="yGraph at yStage: %&apos;stage-y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="y min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-y"/><l>180</l></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="%&apos;x&apos; ≤ %&apos;y&apos; ≤ %&apos;z&apos;" type="predicate" 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