<snapdata remixID="8772888"><project name="L14 Bar Graph" 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="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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n9yN7z2XXbu+i4/uBXcqSetaUoN3vUvoxFuA7tB+hK8Bu2TAQ9aCCqSUAlGQEQS0/qZ7aUjfUvQd5xb0DPXoFTguJJk5Ah54eHDF2tyKc3cQ3HMg3P/YFXB0I8FdQLd1OY3m8wnuSpKZZzETP5HE3UzS3m/PzHx0K4Qz+ybvh/QjfDu9/pUBy4BLqQYFGZ+ATtDjs5rEltK3FNVWN2A/81KofRZ4BGonk8xfv3i7+ARc7w102qfhZ89fZsCN6AUErgIeAg4ihDfTbV8ObMJHO6F2Esn8djbNHUGvt4MQTqfb/iTD+jnepFvQugIppRIUZH0EdIJeH69Jay19S1FsnCtgh595CdQup949mgX/ML73cZL2iUBrLwOO8NFtuPCawXe7cwfhezdRqx/H7ke+iZ89HsL5/Zm5cBPBbSGwlW78xaH9CPcAsa6AdQVcSjUoyPgEdIIen9UktpS+pag2jgEPEvHRVTiuphcewLl3L8nukP53uHAhNfe39PrfBx+85Dbz5wjuMrqtS/eaUR0f3UOt9nII9aH94FAI35MBy4BLqQYFGZ+ATtDjs5rEltK3FNVGGPDswfjwDWq1l7B7/hboP+38ZVx41Z6nlh9Nb/kt6Nm+qbpwwqDd4w7Ed2+h5o7vP5Tloxugdg7J/HU0mmcT3Ckk8ZHA8H6QPgg2LwOWAZdSDQoyPgGdoMdnNYktpW8pqo2+Aq43T8a5cwjM9h+EqnE+nfiiFVnt/R2wnz0Wwlagll434/ggnfijg6vouaOhdxGOWQJ3U++eseep6mH9QnhDv59eQ1q5GFQgpRSIgowgoPU33UtD+pai7/i3oEtJZ68gvrldBqwTYBVLTzHXIKAT9HQvEelbir7WDfh6cFvAXTGURtLdBrvuLIWUtSAqEGuK7Fv5aP1Nt97StxR9rRuwroBHLQMVSCkFoiC6A7NPrgGdX0qRXQZcCuYCgqhACoCqIccmoPU3NqqJbCh9S5FNBlwK5gKCqEAKgGpoSOv6Ws/PkJQTmYr0LUU2GXApmAsIogIpAKqhIa3raz0/Q1JOZCrStxTZZMClYC4giAqkAKiGhrSur/X8DEk5kalI31JkkwGXgrmAICqQAqAaGtK6vtbzMyTlRKYifUuRTQZcCuYCgqhACoBqaEjr+lrPz5CUE5mK9C1FNhlwKZgLCKICKQCqoSGt62s9P0NSTmQq0rcU2WTApWAuIIgKpACohoa0rq/1/AxJOZGpSN9SZJMBl4K5gCAqkAKgGhrSur7W8zMk5USmIn1LkU0GXArmAoKoQAqAamhI6/paz8+QlBOZivQtRTYZcCmYCwiiAikAqqEhretrPT9DUk5kKtK3FNlkwKVgLiCICqQAqIaGtK6v9fwMSTmRqUjfUmSTAZeCuYAgKpACoBoa0rq+1vMzJOVEpiJ9S5FttAH7mZdCbRuOJxLcAoH30m39ZT8rP3NU/1jgABwP4sJZdNo71jzGEx5PfeFluPB+4DMk7XfsmeWweK53Rv940j6mFBqTFEQFMklqrT9X6/paz2/9xNVjKQHpW8p6GGXAjnr0bZw7i6R1DZvmnk2vdyNJ7TCYfxAf3QvuVJLWtfi5Y3C9S+jEWwA3+ljzYLy7ksDN1EKTwPeWGPDweISvALtlwEPWggqklAKpLIh1fa3nV5lwUxJY+pYi5Li3oGv46D7q3Z/BuYTE3UzS3u+xq9foVghn4sPOkceS9g1L2p8LYW7ZFfDy6Q7iEW4D2jJgGXAp1WApiPUToPX8LGk5iblI31JUG8+AffRO4EiS+JXAJny0E2onkcxvZ9PcEfR6OwjhdLrtq1Y59smxDfjReIQZ3YIesQ5UIKUUSGVBrOtrPb/KhJuSwNK3FCHXMmCHb24FdxRJ41Xwwwf7WfnZ4yGc3/93F24iuC0EttKNr1712KNT8tGoK+Dl8fzuK2XAMuBSKsFaEOsnQOv5WdNz0vKRvqUotpoBp1e6f41jnk78JmBhREZ1fHQPtdrL2T1/615thh8bbsAr4/nmdhmwDLiUSrAWxPoJ0Hp+1vSctHykbymKjTbgRvNSeu4huvFbVmTioxugdg7J/HU0mmcT3Ckk8ZGDq+NVjq12BTwsngx49CJQgZRSIJUFsa6v9fwqE25KAkvfUoQcbsAzM4eR1O7AcRc9OksyeTvd+Cr83NHQuwjHLIG7qXfPYGHh9oEBjzq2//74hS8NxnIH9p+YJtwHfAofPjI0nqMN4X49hDVkLahASimQyoJY19d6fpUJNyWBpW8pQq71HXApSYwMoitgXQFXuwKri279BGg9v+qUm47I0rcUHa0b8PXgtoC7YiiNpLsNdt1ZCilrQVQg1hTJNx/r+lrPL1819r3RpG8pmls3YD2ENWoZqEBKKZDKgljX13p+lQk3JYGlbylCyoBLwVxAEBVIAVANDWldX+v5GZJyIlORvqXIJgMuBXMBQVQgBUA1NKR1fa3nZ0jKiUxF+pYimwy4FMwFBFGBFADV0JDW9bWenyEph6biZx/ONcWk9djWwHkMLH3zoLjmGDLgNREZbaACMSpMTmlZ19d6fjnJUNgw1vlZz68wYcodWAZcLu/8oqlA8mNpcSTr+lrPz6KmS3Oyzs96ftb1HTM/GfCYoMw1U4GYkyTXhKzraz2/XMUoYDDr/KznV4AkVQwpA66Ceh4xVSB5ULQ7hnV9rednV9lBZtb5Wc/Pur5j5icDHhOUuWYqEHOS5JqQdX2t55erGAUMZp2f9fwKkKSKIWXAVVDPI6YKJA+Kdsewrq/1/Owqqytg69qUmJ8MuETYuYbSCTBXnOYGs66v9fzMCbpXQtb5Wc/Pur5j5icDHhOUuWYqEHOS5JqQdX2t55erGAUMZp2f9fwKkKSKIWXAVVDPI6YKJA+Kdsewrq/1/Owqq1vQ1rUpMT8ZcImwcw2lE2CuOM0NZl1f6/mZE1S3oK1LUkV+ow3Yz7wUattwPJHgFgi8l27rL5cn2TwU774KbCOJz+sf8zNH9fsFDsDxIC6cRae9Y/HYiDH33x+/8KXlY7vDgG9AeIikfUwVcEzH1AnQtDyZk7Our/X8MgtQ8ADW+VnPr2B5yhp+lAE76tG3ce4sktY1bJp7Nr3ejSS1w2D++4vJeXzzGqh5CF9YNOAGProX3KkkrWvxc8fgepfQibcA3THGHAzdiJ5P4KMQ0v1Sgwx4yHJQgZRVI9XEsa6v9fyqUW38qNb5Wc9vfNKmW457C7qGj+6j3v0ZFhZuG1zNNrfi3B0E9xwI9/cNeGbm6STuZpL2YxuD++hWCGeStG/Yi8TKMQcN6vhoB4SzgcFVta6AVy4iFYjpwsqcnHV9reeXWYCCB7DOz3p+BctT1vDjGbCP3gkcSRK/cmC+syfgem+g0z4NP3v+HgOGTfhoJ9ROIpnfzqa5I+j1dhDC6XTbn1w2qb3HfPRgvXkKzp3Wj+Wb22XAI5aCCqSsGqkmjnV9redXjWrjR7XOz3p+45M23XItA3b9K13cUSSNV8EPH4TZQ/C9j5O0TwRaexlwas7HQzi/P2sXbiK4LQS20o2vXiQxZMwljHx0M7i3kbS+KANeZe2oQEwXVubkrOtrPb/MAhQ8gHV+1vMrWJ6yhl/NgNOr2b/GMU8nfhOw0E+q3nwtzr17SYKH9L/fhQtJ4vfslXh6O/kearWXs3v+VgZXyCvHfLTT4LvmfyCJDwZ6MmAZcFmFYC6O9ROg9fzMCbpXQtb5Wc/Pur5j5jfagBvNS+m5h+jGb1l1rOW3oNNNxm+A2jkk89fRaJ5NcKeQxEf2x1hrzEH7l5DEr+u31y3o0ehVIGMu8QltZl1f6/lZl906P+v5Wdd3zPyGG/DMzGEktTtw3EWPzpKx3k43vmrZ2CsMeO5o6F2EY5bA3dS7Z7CwcDvjjOln/2jw1HPr7TLgNRRUgYy5xCe0mXV9rednXXbr/KznZ13fMfNb6zvgMYcpqJmugHUFXNDSMj+s9ROg9fysC2ydn/X8rOs7Zn7WDfh6cFvAXTF0Pkl3G+y6c8y5TlczFch06bn3bKzraz0/66vDOj/r+VnXd8z8rBuwXkMaJaQKZMwlPqHNrOtrPT/rslvnZz0/6/qOmZ8MeExQ5pqpQMxJkmtC1vW1nl+uYhQwmHV+1vMrQJIqhpQBV0E9j5gqkDwo2h3Dur7W87Or7CAz6/ys52dd3zHzkwGPCcpcMxWIOUlyTci6vtbzy1WMAgazzs96fgVIUsWQMuAqqOcRUwWSB0W7Y1jX13p+dpXVFbB1bUrMTwZcIuxcQ+kEmCtOc4NZ19d6fuYE3Ssh6/ys52dd3zHzkwGPCcpcMxWIOUlyTci6vtbzy1WMAgazzs96fgVIUsWQMuAqqOcRUwWSB0W7Y1jX13p+dpXVLWjr2pSYnwy4RNi5htIJMFec5gazrq/1/MwJqlvQ1iWpIj8ZcBXU84ipE2AeFO2OYV1f6/nZVVZXwNa1KTE/GXCJsHMNZf0E6Jt/kOt8k/Zv5zqe9cHM6xuFXBEmse1zUa6T1XvAeeOc1PFsL3r9GMPodaUT9KTW3Hh5S9/xOE1qK+k7qcrlmrcMOFecJQ6mAi4RdgWhpG8F0EsMKX1LhG03lAzYrjarZ6YCnlTlxstb+o7HaVJbSd9JVS7XvFcx4Cc8nvrCy3Dh/cBnSNrv2BPZzxwFtW0EDsDxIC6cRae9o398tWN7BmgeindfBbaRxOct9ntpf0zHEwlugcB7cb0z+seS9jG5znoaBlMBT4OKo+cgfaXvegjk/R269fW3HjaG244w4OZT8O5KAjdTC00C31tiwA18dC+4U0la1+LnjsH1LqETbwHcKseSRQ4e37wGah7CFxYN2FGPvo1zZ5G0rmHT3LPp9W6E8BVgtwx4yAqyXiDW8zNclIM/SI0/5GQ9P+mbjYD0zcZvzN5r34L20bkQ5vYY8MzM00nczSTt/R67Io5uhXAmPuwceSxp3zA4sTS34twdBPccCPfvuQJennANH90H4TagLQOWAZP3X/hjFkhlzayfAK3nV5lwYwa2zs96fmNitt5s/QYMm/DRTqidRDK/nU1zR9Dr7SCE0+m2r1rl2Cfxsyfgem+g0z4NP3v+SAP20TuBIyHM6Bb0iCVkvUCs52e9Mq3zs56f9M1GQPpm4zdm740YMPjZ4yGc34/hwk0Et4XAVrrx1aOPuX/B9z5O0j4RaI0wYNe/QsYdRdJ4FX73lTJgGfBgDeg90TFrenizvPnpBJ1JDn3FkA3ftPTemAEvn30dH91DrfZyds/fuheYx451u8/CuXcvOX4I0AUuJInfw+DK+q9xzNOJ3wQsoPeAR68z6ydA6/lZr2Dr/KznJ32zEZC+2fiN2XtjBuyjG6B2Dsn8dTSaZxPcKSTxkf2Yqx1bmtTet6AbzUvpuYfoxm/Z00wGLAN+lEDeV3BjFkhlzayfAK3nV5lwYwa2zs96fmNitt5shAHvvz9+4UuD5N2B/aebCfcBnyJp/w5+7mjoXYRjlsDd1LtnsLBw+8CAVzk2yoBnZg4jqd2B4y56dPY0c7QH3xPrNaQVC8l6gVjPz3plWudnPT/pm42A9M3Gb8zea18BjzlQIc10BawrYF0B51Naed9B0Ak6my7W+VnPLxt9M72tG/D14LaAu2IosaS7DXbdaYZmmYlYLxDr+ZWp1UZiWednPb+NMC+zj3V+1vMrU6sCY1k34O39uesW9MolYL1ArOdXYFHlMrR1ftbzy0WEAgexzs96fgVKU+bQMuAyaecZy3qBWM8vTy2KGMs6P+v5FaFJnmNa52c9vzy1qHAsGXCF8DOFtl4g1vPLBL+Eztb5Wc+vBIkyhbDOz3p+meDb6SwDtqPF+jKxXiDW81sf7fJbW+dnPb/yFVtfROv8rOe3PtpmW8uAzUqzRmLWC8R6ftZ1t87Pen7SNxsB6ZuN35i9ZcBjgjLXzHqBWM/PnKB7JWSdn/X8pG82AtI3G78xe8uAxwRlrpn1ArGenzlBZcDWJck1P+v1YT2/XMWobjAZcHXss0W2XiDW88tGv3Uw/GkAACAASURBVPje1vlZz694hbJFsM7Pen7Z6JvpLQM2I8U6E7FeINbzWyfu0ptb52c9v9IFW2dA6/ys57dO3Faby4CtKrNWXtYLxHp+a/Gt+rh1ftbzq1q/teJb52c9v7X4TshxGfCECLUiTesFYj0/67pb52c9P+mbjYD0zcZvzN4y4DFBmWtmvUCs52dO0L0Sss7Pen7SNxsB6ZuN35i9ZcBjgjLXzHqBWM/PnKAyYOuS5Jqf9fqwnl+uYlQ3mAy4OvbZIlsvEOv5ZaNffG/r/KznV7xC2SJY52c9v2z0zfRexYCf8HjqCy/DhfcDnyFpv2Nl1s1D8e6rwDaS+Lz+cT9zFNS2ETgAx4O4cBad9o7BsegGHE8hhPZgLNciiX96cdwmjeZHCO44AjG4c3G9N/aP6deQVqK3XiDW8zNTgiMSsc7Pen7SNxsB6ZuN35i9Rxhw8yl4dyWBm6mFJoHvDTFgj29eAzUP4QuLBtzAR/eCO5WkdS1+7hhc7xI68ZbURvHNb1Kr/SK7W19bkZ+PzsO5w+m0Xg8zT6Ve244L3wW6MuAhalovEOv5jVkglTWzzs96fpUJN2Zg6/ys5zcmZuvN1r4F7aNzIcytMGDf3IpzdxDccyDc3zfgmZmnk7ibSdr77Zm4j26FcCZJ+wZ89H2S8Hxo3zPEgO+lVjuW3fPfeKxvU78HPGoFWS8Q6/lZr0zr/KznJ32zEZC+2fiN2XtjBuxnT8D13kCnfRp+9vw9Bgyb8NFOqJ1EMr+dTXNH0OvtIITT6bY/iY92A98nkP4zUOMDdOIPAU189DDw+8CJBOZw7iPQ+zndgtYtysEaiNdeq2Mu+oloZv0EaD0/6yJb52c9P+v6jpnf2ie1FVfAs4fgex8naZ8ItPYyYPCzx0M4vx/fhZsIbguBrXTjq5fl1L9arv0zLryaTuNb+OQHOHcGndYlMHcQvpd+t7wTwsO6Ba1b0DLgMSt6VLO8/4CxfoL2UScjseXdk7iR63j2+YVc55v3+ss1ueoGW78B15uvxbl3L0n5kP73tHAhSfyevaZSx0f3UKu9nN3ztw657Xw1jqvpxH+Kj+ZJOBzinf12Pvo0hMOBf5MBy4BlwBlPEnmfAGUg2QQRv2z8pqT3+g1474kvvwU9eNKZ2jkk89fRaJ5NcKeQxEfC3I/ge1/fY8abN/843fo/4TiOTvwV6tHFOO4lid8J0ZPx3AjcDaElA5YBy4AznnFkwNkAip8tftmyMdN7hAHvvz9+4UuDLN2B6f9AuA/4FEn7d5Zlv8KA546G3kU4ZgncTb17BgsLt/f71Jsn49zvEZjBuQTH1sEt5/Sz//40Oh8m9J4HtRou/AEhnNo/pNeQVi4Y/QVtpogKSUT6ZsMqftPNL9vszPRe+wq4ylS9noIeiV8nmCpXZvGxpW82xuI33fyyzc5Mb+sGfD24LeCuGEos6W6DXXeaoVlmIjrBlEm7/FjSNxtz8ZtuftlmZ6a3dQPWe8CjlopOMGaKqJBEpG82rOI33fyyzc5MbxmwGSnWmYhOMOsENmHNpW82wcRvuvllm52Z3jJgM1KsMxGdYNYJbMKaS99sgonfdPPLNjszvWXAZqRYZyI6wawT2IQ1l77ZBBO/6eaXbXZmesuAzUixzkR0glknsAlrLn2zCSZ+080v2+zM9JYBm5FinYnoBLNOYBPWXPpmE0z8pptfttmZ6S0DNiPFOhPRCWadwCasufTNJpj4TTe/bLMz01sGbEaKdSaiE8w6gU1Yc+mbTTDxm25+2WZnprcM2IwU60xEJ5h1Apuw5tI3m2DiN938ss3OTG8ZsBkp1pmITjDrBDZhzaVvNsHEb7r5ZZudmd4yYDNSrDMRnWDWCWzCmkvfbIKJ33TzyzY7M71lwGakWGciOsGsE9iENZe+2QQTv+nml212ZnrLgM1Isc5EdIJZJ7AJay59swkmftPNL9vszPSWAZuRYp2J6ASzTmAT1lz6ZhNM/KabX7bZmektAzYjxToT0QlmncAmrLn0zSaY+E03v2yzM9N7tAH7maOgto3AATgexIWz6LR39DMfeWz//fELX1o+O3cY1F5JMr8dnvB46gsvw4X3A58hab9jVRK+qZ8jHAVIJxgzRVRIItI3G1bxm25+2WZnpvcoA27go3vBnUrSuhY/dwyudwmdeAvgVjmWLJtZI3o+gY+SxC+E5sF4dyWBm6mFJoHvyYAzrAOdYDLAm4Cu0jebSOI33fyyzc5M7+EGPDPzdBJ3M0l7vz2Z+uhWCGfiw86Rx5L2DUtmVsdHOyCcTdL+x2Uz9tG5EOZkwBnWgU4wGeBNQFfpm00k8ZtuftlmZ6b3qCvgTfhoJ9RO6t863jR3BL3eDkI4nW77qlWOfXLPzOrNU3DuNJL4lStmKwPOvgB0gsnO0PII0jebOuI33fyyzc5M71W+A549HsL5/UxduIngthDYSje+Gr/KsUen5qObwb2NpPVFGXABeusEUwBUQ0NK32xiiN9088s2OzO9x30KOr2dfA+12svZPX/rXtmvPLZp7tn0ev9AEh8M9GTABeitE0wBUA0NKX2ziSF+080v2+zM9F7lCji6AWrnkMxfR6N5NsGdQhIf2c/cr3IsPT5o/xKS+HVDZ6pb0NkXgE4w2RlaHkH6ZlNH/KabX7bZmem9igHPHQ29i3DMEribevcMFhZuHxjwKsf6x2f/CAgkrbc/NtOlryi5A/tPUxPuAz5F0v6d4UZd4WtIvjm4/Z7XJ2n/57yGWvwjKOQ6XhKPezdkvLDWT4DjzaK6Vtb5Kb9sa0P8svGbkt75nnTzhlLle8AqkGxqWueXbXbF97bOT/llWwPil43flPS2bsDXg9sC7oqhvJPuNth1ZyFaqECyYbXOL9vsiu9tnZ/yy7YGxC8bvynpbd2Aq9sJSwWSbYlb55dtdsX3ts5P+WVbA+KXjd+U9JYBjxJSBZJtiVvnl212xfe2zk/5ZVsD4peN35T0lgHLgAcE9BCWrZLWCTqbHuI33fyyzc5MbxmwDFgGbKYclyQiA8mmivhNN79sszPTWwYsA5YBmylHGXBuUsiAs6G0zi/b7Mz0lgHLgGXAZspRBpybFNYNRPnlJvUkDyQDlgHLgC1WsE7Q2VQRv+nml212ZnrLgGXAMmAz5agr4NykkAFnQ2mdX7bZmektA5YBy4DNlKMMODcprBuI8stN6kkeSAYsA5YBW6xgnaCzqSJ+080v2+zM9JYBy4BlwGbKUVfAuUkhA86G0jq/bLMz01sGLAOWAZspRxlwblJYNxDll5vUkzyQDFgGLAO2WME6QWdTRfymm1+22ZnpLQOWAcuAzZSjroBzk0IGnA2ldX7ZZmem9xgG3DwU774KbCOJz+tn7meOgto2AgfgeBAXzqLT3jE4NnschHOB9AfjG7hwGZ32hYNj0Q04nkII7QEB1yKJf3okDf0e8OiFYr1ArOdnpgRHJGKdn/LLtoLELxu/Kem9lgF7fPMaqHkIX1g04AY+uhfcqSSta/Fzx+B6l9CJtwBdfPQwNfdidre+BvsdgE/uxveey65dd+Cb36RW+8XBsTE+MmAZ8KME8v6xiDGWX6VNdILOhl/8pptfttmZ6b26AfvmVpy7g+CeA+H+vgHPzDydxN1M0t5vzyx8dCuEM0naN+CjGwnuArqty2k0n09wV5LMPAseeBgffZ8kPB/a94xFQAYsA5YBj1UqazbK+w8YGdyayFdtIH7Z+E1J79EG7GdPwPXeQKd9Gn72/D0GDJvw0U6onUQyv51Nc0fQ6+0ghNPptj9JI3oBgauAh4CDCOHNdNuX93n5aDfwfQLpPwM1PkAn/pBuQW9gNamANwBtgrpI32xiid9088s2OzO9Rxjw7CH43sdJ2icCrb0MOP2e93gI5/dn4cJNBLeFwFa68Rfx0W248JrBd8JzB+F7N1GrH8fuR765bNb9K+naP+PCq+m0vzSUiK6AdQWsK+B8Tha6As7GUfxs8cuWjZneww243nwtzr17SZaH9L/fhQtJ4vfslX0dH91DrfZyCHV6/e+KD97TxkefI7jL6LYuXTFrH12N42o68Z/KgNe5JvQX/jqBTVhz6ZtNMPGbbn7ZZmem91oPYQ0SXX4LevA0M7VzSOavo9E8m+BOIYmPBGb7ZuzCCYMr4McdiO/eQs0dz263E9/7et+od8/fyubNP063/k84jqMTf0UGvM41oRPMOoFNWHPpm00w8ZtuftlmZ6b3Bg147mjoXYRjlsDd1LtnsLBw+6JZHwthK1BLrRvHB+nEH+0fqzdPxrnfIzCDcwmOrXRal4ykoVvQoxeKTjBmiqiQRKRvNqziN938ss3OTO/xDLiqdGXAMuBHCeT+Hdzs3+e6rJPWy3IdTwaSDaf4TTe/bLMz09u6AV8Pbgu4K4YSS7rbYNedhdBUAWfDKn7itx4Cuf+BFaUbAeX3UX7ZWObNL1s2ZnpbN+DtfVJJ+5jSiclAsiEXP/FbD4G8T9Baf+uhv7KtdX7ZZmemtwx4lBTWF6Dyy1ZE4id+6yGgPxDWQ2tl27z5ZcvGTG8ZsAx4QCDvApHBZSty8RO/9RDY1+p3PWwMt5UBy4BlwHkU6L52AtQfCNlWjfhl4zclvWXAMmAZcB7FLAPORlH8xC8bgYnsLQOWAcuA8yhdGUg2iuInftkITGRvGbAMWAacR+nKQLJRFD/xy0ZgInvLgGXAMuA8SlcGko2i+IlfNgIT2VsGLAOWAedRujKQbBTFT/yyEZjI3jJgGbAMOI/SlYFkoyh+4peNwET2lgHLgGXAeZSuDCQbRfETv2wEJrK3DFgGLAPOo3RlINkoip/4ZSMwkb1lwDJgGXAepSsDyUZR/MQvG4GJ7C0DlgHLgPMoXRlINoriJ37ZCExk79EGvHnzFrq1iwnuMJzbDbyVpHVNqbPU7wGPxq2t7LItRfETv/UQ0B8I66G1sm3e/LJlY6b3aAP20dcJ7g/ptv6CRvTvCfwvkvhHgXZp2cuAZcCPEsi7gGXA2cpY/MRvPQTyrt/1xDbcdrgBz8w8naR2E0n8RKDXz99H/5vAH9CNP13afGTAMmAZcD7llvcJUAacTRfxy8ZvSnoPN2A/81Ko/QmJOxYfdoJ7Ja73y+BuoBNfVNrcZcAyYBlwPuUmA87GUfxs8cuWjZneww240XwRwf05SXzEnkwbsx+H8A904j8pLXsZsAxYBpxPuclAsnEUP1v8smVjpveI74CjJ+O5hSQ+EOgu3oK+gcB76cZ/V1r2MmAZsAw4n3KTgWTjKH62+GXLxkzv1R7C+j84/pxO/Of45pHgPrX4ENZCadnLgGXAMuB8yk0Gko2j+Nnily0bM71HG/CmuWfT630MOBTCw1D/TZL560rNPDXgQPoa1F/sFTfs9f+HzWO9bfYe4105z/V/AI/mtNr71+O2ObeA/EYNmeb0aM5L/31Y+0fzLyO/cVmleZap77B46X9bz5osg1+WJVREfWTJZ+++yi8bTev8xptdEuddR+PFHbOV7Y040kn4yDTAMTmrmQhYIDDqD6n1/IGVxzzW+iMujxgaoxoCZWg7/jqWAVezChRVBERABERABCwTsH8FbJmechMBERABERCBDRKQAW8QnLqJgAiIQKEEGtGv04k/XGgMDV4pARlwpfgVXAREQASaT6XufhLCzB4WNfcjBN5HEj9efKaXgAx4erXVzERABKwTqDdPwrm/AjYtTzU8ArWLSVpvsz4F5bdxAjLgjbNTTxEQARHIRsBHt+D4EJ34Y/joLpL4yfiZF0LtXdS7v8HCwu3ZAqi3ZQIyYMvqKDcREIHpJuCjXYu3mRfw0QMk8QH9CTeiFxDC+0nax0w3gH17djLgfVt/zV4ERKBKAj76Hr73Inbt+g6N6Dt0wlHQ/i4wi4/uI4mjKtNT7GIJyICL5avRRUAERGA0gXp0Mc69hKT1TBrNywjucBx/BuFl9NzP0o23CN/0EpABT6+2mpkIiIB9AnP46LdI4vfAzNPwtf8JvBD4NwJvpBt/1v4UlOFGCciAN0pO/URABESgGALpE9G7ixlao1oiIAO2pIZyEYFJI1CPXkk3vmbID01M2kyUrwiUTkAGXDpyBRSBKSLgo4TAHdTCRXRmPgYP/nCKZlfGVGo0mmcR3K8DP0YS7wck+Ogckvh8YL6MJBSjGgIy4Gq4K6oITAmB6El49yvAGRCeQuBS6rUL2T1/y5RMsNhp+Nl3QPgtcBdASHe+agwMuPkFgruVbnx2sQlo9CoJyICrpK/YIjBNBPzMSwi1X8XxOgg7CFxIt30V0J2maeY6Fz/7r7hwCp34JnwU9hjw5s2H061vJ4mfmms8DWaKgAzYlBxKRgSmgMCmuWfT630C+Akcd4E7l07rY1Mws/yn4KM2STzX/yNlqQHDZnz0MEm8Of+gGtEKARmwFSWUhwhMNoE66QNZjjcB/x+wncAFgKPGRQQuJonfPdlTLCD7dPMNwsl02l9aZsD15sngzqMbP6OAqBrSCAEZsBEhlIYITCaB5lPw7o04ziTwhMF3wPUL2P3IN/fMp9F8EcH9HUl84GTOscCs/ex/GXwHzAeB9+LCW+i5n8JxKi68g047/e/6TCkBGfCUCqtpiUApBAZPQd+JCxeRzHx0xFPQET76W5L4hFJymqwgjkb0qwTeChy++H35twjuA3Rb6a8k6TPFBGTAUyyupiYChROoR6+iG/8d0Cs81vQHSM/HYfqnqRk+SkAGrLVQHYFG9Ot04g9Xl4Aii4AIbJiA6nfD6GTAmdFpgPEJNJ9K3f0khJk9fWruRwik7z0+fvxx1NIggTn87G/ieB4hrPzlniT+eYM520mpHv0JNT5KJ/6ynaT2zkT1W5Q2ugIuiqzGHRCoN0/CufS7rHR/2yWf8AjULiZpvU2oJpiAjz65+NTzdbhU070+nfYbJnh2xaeevoZE7wSSXf+7+GAbiKD63QC08bvIgMdnpZYbIeCjW3B8iE78MXx0F0n8ZPzMC6H2Lurd32Bh4faNDKs+Rgj45sM4jqPT3mEko8lKw0f3EsKb6bavNJm46rdQWWTAheLV4Pho1+Jt5gV89ABJfECfSiN6ASG8n6R9jChNMAEf7SSpPxce+cEEz6K61NM9n+E1JPHLTO77rPotdG3IgAvFq8Hx0ffwvRexa9d3SDcd6ISjoP1dYBYf3UcSr/zeUNgmh4Cf/W8Q5kji1Ej0WTeBmafRqL2HwCsIXIlzdy97EjppvW/dQ+bZQfWbJ80VY8mAC8WrwalHF+PcS0haz6TRvIzgDsfxZxBeRs/9LN14iyhNMIF6dAGOX4D0+1/3jRX7PifxSRM8u+JTT7efhJjA93FhYUXApP2s4pNYJYLqt1D8MuBC8WpwYA4f/RZJ/B6YeRq+9j+BFwL/RuCNdOPPitIEE2jMXg69ZOQM9BDW6uJu3vwMFha+bfj9X9VvgeUpAy4QroYeSSB9Inq3+IiACEwkAdVvTrLJgLOA1IvoWejV8DM/S7Lr/2QZpNC+0jcbXvFbLz/thLVeYhPeXgY8loB6EX0sTOtrlN7aeoQkNrAGTes7ARtdmOa3vlVZfusafva/EkL6O8rp8xBtIN0L+o/oti4tP530DYXmZePFrTXotH5pvLZqNYyAgZOfcWH0InpRAtkwYOv6Wt/owjq/olZvXuP62d+G8DvgPoYL6UNsjuCeC70zcLyTTvv8vEKNPY6P/mZJ29QjXgHuXgi3LW6o8+zUpnF8lk58+tjjquEKAjLgtRaFXkRfi9DK4372HTg+T6d1M+m/D/2E9Huk91Z+BWxdX+sbXVjnt/7VW24P3/wmhF9bsROWnz2eED5c+VsCfvYDuN4ddNoXLgFTw0fvAdJ3/NN/6rNBAjLgtcDpRfS1CA0x4Cjg+I3+Dy2kr1kE/t+Qpzwdjh8zYMC2NwqxvtGF6mP99bG0h4/mSeInAJ29Btq0+BXN5mwBMvb20Q9I4qf0zXbZ53EH4ru3ksQHZYywT3eXAa8lv15EX4vQsON+8X3Q0DfgJH7ckF1+bNyCtq6v9Y0urPPbyOots096BwF3Nknri8vC+tljcSH9kYbDykxnRax0s5yaO5bdra8tz695JLhPk8Q/Uml+Ex5cBryWgHoRfS1Cqx+3bsDW9bW+0YV1ftlWb/G9G9FvEngvuEtw4f/2A/a/Aw5ngHsvSev9xSexSoR69GEcPw/hMpxL31dOv6N+BoRfJnAV3fjMSvOb8OAy4LUF1IvoazMa3aIR/Xs68U1DfrA93YryeyTxXJbhc+hrW1/7G13Y5pfDAil4CEcj+k8E3gr9p6DTnbFux7GNTvzRgmOPM/xmfPR2IH3a+Wl9A4Z0K9krSeKti09tjzOO2gwhIAPe2LLQi+gb4zYpvaRvNqXEb2P8aovdehvrrl6TRkAGPGmKKd+yCGijkLFJNw+lwZMI/Sfbl38sb7Qy9vyKaBg9GeJ7Vxk5Iv36wfItXm20knlhyIDXRjgBGyGsPYkKW9Spz55CtzV4ub8e/UccZ0H4Ckn7XcDKDegrTHZJaBsPifUTMrzRRaP5VwT3+pGSVb/Ris36bUR34Wo/x+75wfe+Sz+b5p5Lr/cJ4ECS+ODqy8Hw+qseTqYMZMBr4bO+EcJa+Vd93DffB+6VJPHz2Lx5C936LQT+AscR4P6FpPVbVac4Ir4NA7a+0UX6Gg21V5PM/6PJP6as1m+jeSnBvRrcSSStz+9Zg43o1wj8MfBZktqvw/x9ldaH9fVXKZzswWXAazG0vhHCWvlXfdxH3yXpvRh23YmPfhfcK0haL4X0tqX7Rzpx+mBHuR9tFJIfbx+dCyHCuU9Q7z2w4n3v9Hegq/xYrl8fpb+h/HuDd+Zn/obGwp8SwgkEd/aeO0ZVsktja6OVQhWQAa+F1/pGCGvlX/XxwUYNzf6J2Te3Q+1zDH5k3OGjNkk8U3qK6atR2igkH+y++TZwvwscMHTAqm9BW6/fevN1OPcXwCPATSS8cY3vhvPRbdxRtNHKuKQ21E4GvBY26xshrJV/1cfr0f+jXjuR3eEBfLgLx5F04hshehKer5DEh1SQojYKyQu6j1oE9+v45AYWakO+z2+nr6xU95mE+m1EL6DH5Th3Fknrc9XBGhJZG60UKocMeC281jdCWCv/qo+nv/RCSN8jTH+0/dsk8Uv6Kfno07jwEJ32aZWmqI1CsuH3s9uAe0nCZRB/b8j73tnGz9rbav3Wo6V7K6f3g54KvBr4GwLf3zPtbvzmrAgy9ddGK5nwrdVZBrwWIfsbIaw1g+qP16Ofo8ZhdBofhx8+ODDg5lYS/4fwyA8qTVAbhWTD399KkR8FZocOVPUtaKv166OvjgU+iX9yrHbFNdJGK8Wx7e9qoo8IiMBkEbCz0YWfOxqS9O7G8I/eA56slTVetnbW33j5mm0lA964NIY3apg9BN97PbjTqP4v6I0TVk8RKJKANpIokq7GHoOADHgMSCOa2HhP9LHkmtSb/xHn0u9UTwAeInAF3fhNG59iLj3tbcTRaA42BVnzU2vQaaV74Fb5aeKb50It3RD/0MWfhbsL3CdIWh8AdleZHPXoT6iR/mrPlyvNY9Xg2kgigzY2NzLJMCFLXWXAG1fDggE7/MxLCLXTcLxu8R3MxxPCKXTbVwz5jdGNz3ajPS1uxOGjv1kynbQGXgHuXgi3AenttWcDDRyfpROfvtGp59Kv/xBM+nBO+EucS39XOf01mi0Q3rD4B9Zv5BJno4Okr5LRO2HFD8pvdLy8+2kjiWxErW5kkm1WZnrLgIdJMQkbNfjo3QR+GcdBOPcZer3L6bb/F/339tyToPVvJlaZxY04loLxsx/A9e6g0176VGoNH72nf7WZxOk/q/v46H5c+A902v+8LInG7PMI4fOV/yC6j+4lhDfTbV9ZHaRVImsjiWyyWN7IJNvMTPSWAQ814AnYqCF9fQY+QxJ+A5a8a9l/rcaUAdvbiGOZAUc/IImfsnhrd8mRxx2I795qwOB+QFJ/Jjxy/15LdQYf3V35D6IPdnN6DUn8MmDexFltub7p+nt8f5tMHz1AEg82DEnfvQ3h/STtY8zlbCkh6xuZWGK1gVxkwMOh2d+oIb1KJ/wK8EzgWkK4jG7706QbI1gyYJsbcTymuo/uo+aOZXfra8uWgm8eCe7TBgzu3PSlLZL4ncvesW0030rgqSTt395A3efYZeZpNGrvIfAKAlfi3N3LtqMc7HpW3UcbSWRjPwkbmWSbYaW9ZcBr4be+UUMj+ml6nI7jFGAzMEcIr6fbTr/n7Kw1vcKPW9+Iox59GEf6gNNlOPftxe9YnwHhlwlcVfnPwTWaf0lwrwC6EL4BrkPgGTjSHcS+sEy/JP75wvXcO8DgTkzc3zzChZU7YSXtZ5We09KA2kgiG36rG5lkm5WZ3jLgtaSwv1HDozPYRL15Is6lDw29sr+37OAp6F9ba4qFH7e8EUf6R4uP0p260qed0x+GSGsi3T7xSpJ4K9AunM9qARqzn4DeeH9IddpvKD3XzZufwcJC+odLasQWP9pIIosqVjcyyTInQ31lwIbEyC+VuYNodE8luF/Re8D5UdVIU0NAG0lMjZSTPREZ8GTrtzL7zZt/nF59lk6c/tD3eFdO08ZgX5mPNpLYV5S2OU+tv8y6yIDXRhjhZ8/C8VOEEK1oXsX3boMkPOmrSIQXkbSP7f+XevQRHP9pcDh8kyTdkKOdPhRT3cdHf7tK8PThohOrS64feQI2GjC9kUSNRvOs/i8iwY+RxPv1f3gjfTo6ic+v/MnoidgopOIKWDO86fW3ZvaWG8iA11KnMfvXhPAq4DpcSH+zc/mniu/d+vbb/H3on/T+iCT+H/0NOahd3/+dW/gygQsI/Cvd+I1rTbHQ4yt2narVCSF9cvsQcJeTtN5WaPy1Bre+0YD1jSQGT+P/FrgLILyPJG4MDLj5BYK7lW589loSFHrc+kYhNu5sAQAACAFJREFUhU4+h8Gtr78cpljlEDLgtej76CFcOIFOe8daTUs93ojuosdZdOPP9OPWo4twPIkkfm3//6eG7GqX0YnTX6qx9/Gzb4fwOJI4fc2muo/1jQasbyThZ/8VF06hE9/E4I2BgQFv3nw43fp2kjj9mb3qPtY3ChlFpj47eKCu2xpz29SCEFtffwVNu6xhZcBrkU7fI0zqz6n8Z/P2ztNHCyTuadBKf4MV+idC3ken9bFB05kfxdf+lSSeWWuK1Rx//BPwnTS/g6qJvxjV+kYD/Z3NDG8kkV5hJvFc/zWppQY8eLr8YZI4fTWuuo/1jUJGkRm83gVV/5yj9fVX3crKJbIMeC2MfvZ3IMySxOmOP3Y+6RUw4RfptL/Eprnn0OvdQhKetuc7Xz/3cuj9BUmcbuBv75O+3hX44qK5VJef9Y0GrG8k0Yi+A+Hk/jpcasD15sngzqMbP6M6cft/iNreKGQUHDtXwN/D917Erl3fIdW6E45a3HlvlnQTmyRe+VxMtYJPVHQZ8DC5lj84lD5J/FIID4L7xmBDhCWfJD6pEsUHt5zTbfTSW1QnQ7hvz8NYMzOHkdT+hsDX6Ma/Wkl+jwZd/sMHj/7X9Irpxf0dvJL4FyrNz/pGA9Y3kvCz/2XwHTAfBN6LC2+h534Kx6m48A467fS/V/exvlFIdWTGi2x9/Y03C7OtZMDDpBn75+rSF30q2Pygn/MTHk9j14cI7qXAN0h6vwa77uwfSm+r4h4h6b182T7RVSzDYSx7ro0L3yCZ/TO4f+WDbWXmaX+jAesbSTga0a8SeCtw+OIfqN8iuA/Qbf1VmVIOjWV/o5DKEa2RgPX1Z53fqvnJgCdavhHJ++bPkrRvWvkDA9M42X1yTlY3kkjPJ1Z3xNonF0pBk7a6/gqabnHDyoDXZps+xLRrWbPNm7csbr+3du99u8UmNm8+jIWF7wz94fj0FYfBntX6TC6BJaa7//6PTcMFePCHkzutijK3t5GOzn8FLgUZ8Gi4DdKX+B3PIomPWtbMN9NN8e9cfOUnLlCf0UP7aNRPv6XfWd8DfIIkTn+JpprdsBrRTxH4HHAgjjupdU9gYeFb/Qltmv139Hp/DO7oyp7y9NG5JP4CePiB4ZD3OwCfnF3Za1KN5s+MED/QCTth1/JfHapiETaaZxN4NUn7uH74R5/c3ZNL72Uku/6hitSwrq/9jXRsn/8qWVT5B5UBj2I62OjiVwicuedd2z1t01d83DUE9/nKNhpoNP/z0NRDrYkLzySkPy4Q/pik/d/yXzZjjOijzwI1qP0+9N4y+Em9+unUu+/G8SbgZqj9Nsn8dWOMln+T1Czq3cNZWLh96ODpd4fd+m0V/oGw1q3cm6l3X8fCwm35wxljxHp0Io5Lcfw2nfjiPQbs+E163EUt/BLBNanqIUXz+hrfSMf6+W+MJToJTWTAIw04uocQ3jryFmk9eiWOPyeJn2RS6EZ0JoF3VfYaUvqKAuHnSdr/yOCp7G8CLRyP0HPnLD6gs5bJFIc2PUGnV2+1/u/Xrvz0wqE40t8DrqZGBvn9HPXayvx64WDo/ff+962PXn0WR2r4yI3mX9Hj03Tbn9jTIM25VvsJds//38Wd2a6o7D1v6/pa30jHT/j5r+x62GC8ak4uG0y21G7pRheOF9OJvzw0bnqLMLh0p59mqXmNG6x/mzf8S2UbIaQnQN/7MXbtuqN/Jeyj9PWtd5LE7wdW/m7suPPKq92K26UjBq7SgFe7Qh/c4v97kvhxeSFZ1zg++hyO/04nvnFPv/SuTMdf2t+0ptF8EcH9Q6Xrb5wJVaev7Y10Jv38N472BtrIgEdfAX8d3OdH7lVcjz6K4wiSeNR3ddXKW2/+EritdOMfqySRgQE/vf8Cf/rpb9IQDq38tahHYQyukF5Drf/bv0OugHkqjk9VdwU8+w6SxsXw0END80u38gzhzXTjp1eibz36EC48PPIrjnr0ZzheUNnPYVrX1/pGOj6a7PNfJUWx/qAy4FHM0p1oXLgU+DSOa+ixE8IMrvZUCOnmES8A93MkrWvXjz2HHqO/A95ECIfheD2Ej5C0/2sO0dY/RHoCdPwlPQbv+abfDQYu6d+GXvrpxm9e/+A59LD+HeFqU/Szfw/hpTjOohP/SQ401j/Eprnn0uul+6N/Fsfn6fFve9XHCwm8lm581foHz6GHdX2tb6Rj/fyXwxKxMIQMeDUV0u30nPtd4LlLmvWAf4La75HMb69MxNFPQXcJfB8X/pak/U6gXUmOPvrqWHGT+CfHapd3Ix+dR+L/aI2noN9mbgvSlIOP3gnuH0laX8wby7rG880jBw/ZhXRXs9pi3/R7/R3g3kXSSp+Cr+ZjXt8J2EjH8vmvmlWVe1QZ8FhIn/B4NscH9x96WVhIX/Gp5tWjsXJVIxEonUDE5s1P7t/nWFjYWflvAJc+/ZwDmttIR+e/nBXeM5wMuCiyGlcEREAEREAEViEgA9byEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiIgA9YaEAEREAEREIEKCMiAK4CukCIgAiIgAiLw/wMYoDqjJMmPHQAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-200" y="151.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,4,10,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="11.199999999999989" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><script x="13.800000000000011" y="37.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="12.800000000000011" y="69.1999999999999"><custom-block s="label from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><script x="12.800000000000011" y="105.59999999999991"><custom-block s="value from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><script x="12.800000000000011" y="140.39999999999998"><custom-block s="max of list %l"><block s="reportNewList"><list><l>1</l><l>7</l><l>-3</l><l>4</l></list></block></custom-block></script><script x="219.8" y="145.80000000000007"><custom-block s="label %txt of size %n"><l>Hello!</l><l>18</l></custom-block></script><comment x="16.599999999999824" y="179.99999999999994" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><comment x="14.799999999999898" y="246.2" w="302.8" collapsed="true">You will write these blocks below.  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