<snapdata remixID="8773447"><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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Y4D5Jb7SfBFHfObBPZIgweioWAMBxl8NEBU3gb7xxdFuwF8bY867c11FNPmT1/GxNdMjCdIMd3r9MwHGX7dHAvrG11e7AX/lkGxvb1+Mj0ZfjySIPk2WKSLGX7fVRt/4+mLA8ZkH90iCBKOjYg0EGH81QFTcBPrGFwcDjs88uEcSJBhdKypq11d7fK0QWXGQ6BtfHAw4PvPgHkmQYHStqKhdX+3xtUJkxUGib3xxMOD4zIN7JEGC0bWionZ9tcfXCpEVB4m+8cXBgOMzD+6RBAlG14qK2vXVHl8rRFYcJPrGFwcDjs88uEcSJBhdKypq11d7fK0QWXGQ6BtfHAw4PvPgHkmQYHStqKhdX+3xtUJkxUGib3xxMOD4zIN7JEGC0bWionZ9tcfXCpEVB4m+8cXBgOMzD+6RBAlG14qK2vXVHl8rRFYcJPrGFwcDjs88uEcSJBhdKypq11d7fK0QWXGQ6BtfHAw4PvPgHkmQYHStqKhdX+3xtUJkxUGib3xxMOD4zIN7JEGC0bWionZ9tcfXCpEVB4m+8cXBgOMzD+6RBAlG14qK2vXVHl8rRFYcJPrGF+fQgPv9/mUReZB1f388Hl/d3d3dW1tbW+31eneNMW+496y1V0aj0UP39/r6+qsi8lhEXjfGPBeRS8Ph8Il7bzAYnLPWPrLWPrfWXtjZ2XnmXj+pvUmXng0Ifg0pg0OCxE+QmD1q11d7fDG16mJf6BtfVXGmuLKy8pG19sP9/f0fnOGKyMPhcLjV7/dvJ0ny1P3tDDdJkjtpml7z5ay1W86QM8P9YDwev7OysvIzEdm01v5KRH6Tpumb3oCd0SdJ8tOs7cvGmI/zBl28fAz4OBESJH6CxOxRu77a44upVRf7Qt/4qr60BT0YDDZdGHt7e7/t9XqfichNv7J1hux+ntda+403Y2eu2cr2WNnMlG/lDTh/eXlD9waNAZ88AEiQ+AkSs0ft+mqPL6ZWXewLfeOresyA/RaxW9m+ePHiD241XFjlum3ltzIDviciN5w5Z1vYX0zYhp5qwFmdTb/dzRb0bPFJkNmM2lxCu77a42uz9hpiR9/4Khwz4GyFa0aj0fX8vVxjzBljzH1jzPfW2s/dtnPhvvHvXPn8avmkFXD23pci8nO/usaAZ4tPgsxm1OYS2vXVHl+btdcQO/rGV+HIgJ35ishr01akk7aZfbiTtpOnGXDugNZb/kDXtMvmHvBxMiRI/ASJ2aN2fbXHF1OrLvaFvvFVPTRgd9/XWnv5pO1gVyZN07N+dZwPNX9Yy78+yYD9yWljzPuzzNe1gwFjwPFTorketU+A2uNrTrlu9Iy+8XUUvyLNtpkPI7DWfutOJ4vIef94krX207z5Zqb9Sbb1/J472Txh29q3d1g3W2W/m79METmqW7x8DBgDjp8SzfWofQLUHl9zynWjZ/SNryNfxBGfeXCPJEgwulZU1K6v9vhaIbLiINE3vjjaDfhrY8x5Y0yviKa4Io+PLn6PJEh85jF71K6v9vhiatXFvtA3vqraDfgrh2R7e/tifDT6eiRB9GlSZ0Ta9dUeX51aLGNb6BtfdQw4PvPgHkmQYHStqKhdX+3xtUJkxUGib3xxMOD4zIN7JEGC0bWionZ9tcfXCpEVB4m+8cXBgOMzD+6RBAlG14qK2vXVHp92kTN+/2LBcf630Ft26LtgZSY0jwHHZx7cIwkSjK4VFbXrqz0+7SJr56c9Pu36hsSHAYdQa6gOCdIQ+EjdatdXe3yRZAruRjs/7fEFg1dcEQNWLE4xNBKkRWIFhKpdX+3xBSCPWkU7P+3xRRUrUmcYcCTQdXRDgtRBUW8b2vXVHp9eZf8cmXZ+2uPTrm9IfBhwCLWG6pAgDYGP1K12fbXHF0mm4G6089MeXzB4xRUxYMXisAXdInFqCFX7BKg9vhokWGgT2vlpj2+h4jTUOAbcEPiQbkmQEGrtqaNdX+3xaVdaOz/t8WnXNyQ+DDiEWkN1SJCGwEfqVru+2uOLJFNwN9r5aY8vGLziihiwYnHYgm6RODWEqn0C1B5fDRIstAnt/LTHt1BxGmocA24IfEi3JEgItfbU0a6v9vi0K62dn/b4tOsbEt+hAff7/csi8iBr4P54PL66u7u75xv074vIe8PhcMu9vr6+/qqIPBaR140xz0Xk0nA4fOLeGwwGm9baT9zf/mcD19bWVnu93l1jzBv5QK21V0aj0cNJwWcDgl9DyuCQICFDvD11tOurPT7tSmvnpz0+7fqGxCfOGFdWVj6y1n64v7//gzNJEXmYN9okSe4ZY/4kIn90r3sztdZuOfMcDAbnrLUfjMfjd06fPv2KiHz44sWLv8n+fmyMeb9oslkbn4nITW/cU7ZcMWAMOGRst66O9glQe3zaBdfOT3t82vUNie+lLWi3enUNeQPu9/u3kyR56ht3r7vVb5Ikd9I0vbazs/PsJDN19d1P+hYN2K2q3bPpo9Ho+rTAWQEfJ0OChAzx9tTRrq/2+LQrrZ2f9vi06xsS3zEDLq5ss63nTbclvbq6+rY35syA74nIDbd6zcp9kd+G9tvUbvXsy/kAy6x+XVkMGAMOGdRtraN9AtQen3bdtfPTHp92fUPiO2bA2WrVuFVp0WQnrIzz941/5zrPbyd7M89vZ/sA88aev9fMFvTJEpIgIUO8PXW066s9Pu1Ka+enPT7t+obEd2TAznxF5DV/AKtwMCvf9kuHtKZsSd+11v5jcYu5uMo+KWhWwKyAQwZ1W+tonwC1x6ddd+38tMenXd+Q+A4NODu1fLl4+jnfYHEFnH/P3yfO3zd270+6v1t29csW9MtykiAhQ7w9dbTrqz0+7Upr56c9Pu36hsQn2QnmR8aYM74Ba+231toL7oCVf61owPlHjfKPJ01ZOR+uml1b7pS1Pz09K2BWwKyAZ42RLr2vfQLUHp/2saCdn/b4tOsbEh9fxBFCraE6JEhD4CN1q11f7fFFkim4G+38tMcXDF5xRe0G/LUx5rxbOBcZ+i/4UMy29tBIkNqRqmpQu77a41Ml5oRgtPPTHp92fUPi027AX7mL2t7evhhycV2rQ4J0TdF23WJg/FUbf9r5aY+vGn2dtTFgnbpMjIoEaZFYAaFq11d7fAHIo1bRzk97fFHFitQZBhwJdB3dkCB1UNTbhnZ9tcenV9k/R6adn/b4tOsbEh8GHEKtoTokSEPgI3WrXV/t8UWSKbgb7fy0xxcMXnFFDFixOMXQSJAWiRUQqnZ9tccXgDxqFe38tMcXVaxInWHAkUDX0Q0JUgdFvW1o11d7fHqVZQs6p81jDtX+hQYGrD1rc/ExAbZIrIBQteurPb4A5FGraOenPb6oYkXqDAOOBLqObkiQOijqbUO7vtrj06ssK2BWwJNHJwasPWtZAbdIoWqhajc47fFVo7/42tr5aY9v8QrF7wEDjs88uEcSJBhdKypq11d7fNpF1s5Pe3za9Q2JDwMOodZQHe0JMhgMfhMDzXA4/Pcx+ondh3Z9tccXW695+9POT3t88/JuQ3kMuA0qZTFqTxDt8WmXWjs/7fGh7yGB4FPG6Bt/BGHA8ZkH96g9QbTHFww+UkXt/LTHF0mm4G6089MeXzB4xRUxYMXiFEPTniDa49MutXZ+2uNDX1bA2sdAMb5DA15fX39VRB6LyBkRuTQcDp+419fW1lZ7vd5dY8wb7t/W2iuj0ehhoc7rxpjn+XqF9//neDy+uru7u3dSe5PAZQnPryGxBZ0fHsFbbNqTU7vBaY8PfTFg7WPgJQMeDAbnrLW30jS9niTJbRG54Q243+/fTpLk6XA43HImnSTJnTRNr+3v7//gjNlau+UMOWvjg/F4/I4zWteJqysif+X+9q/3+/3LSZL81LXn/jbGfGytvbCzs/MMA549dLRPgNrjm0242RLa+WmPr1n1ZveunZ/2+GYTbl+Joy3ozGDveQPOVquficjNvCG7n+e11n7jzdiZZ7GsM1cR2bTW/kpEfpE3Zo8ob+gYcLmBoz1BtMdXjnJzpbTz0x5fc8qV61k7P+3xlaPcrlKzDLi4yn1krX0rM+Ajs84M9wu3DX1wcPBdkiSH72Xb1sdWxh6PN2m/Pc0KePbA0Z4g2uObTbjZEtr5aY+vWfVm966dn/b4ZhNuX4mpBuwuJdtafmSMOWOMuW+M+d5a+7nbds4M9EF2yb9z/3er5TRN3/Xb1pO2pnPtfikiP/erawx49uDRniDa45tNuNkS2vlpj69Z9Wb3rp2f9vhmE25fiRMNOH85k7aki9vJIvJBmqb/VUTcwaz8f0eHtLypu5W0P9A1DRuHsI6T0Z4g2uPTnp7a+WmPD30PCQQfUkTf+COotAEPBoPNNE3Pjkaj68Uw84e18u8VV8D+tLUx5v1Z5uvawYAx4AkpETzBxE+v+XrUPgFqj28+2vFLa+enPb74ii2+R8k9gpRftd5392ZXVlZ+JiKH28zW2k/z5usM2Vr7iXtPRN5zJ5uL4RYNODsZ/W6+3LS6GPDL4mtPEO3xLT6dqvWgnZ/2+KrRX3xt7fy0x7d4heL3wBdxxGce3KP2BNEeXzD4SBW189MeXySZgrvRzk97fMHgFVfUbsBfG2POG2N6RYbFFblixrWFpj1BtMdXmxALakg7P+3xLUiW2prVzk97fLUJoagh7Qb8lWO1vb19URGzxkLRniDa42tMuJIda+enPb6SmBsrpp2f9vgaE26BHWPAC4Rbd9PaE0R7fHXrUXd72vlpj69uPepuTzs/7fHVrYeG9jBgDSqUjEF7gmiPryTmxopp56c9vsaEK9mxdn7a4yuJuVXFMOAWyaU9QbTHp11q7fy0x4e+hwSCH9ND3/gjCAOOzzy4R+0Joj2+YPCRKmrnpz2+SDIFd6Odn/b4gsErrogBKxanGJr2BNEen3aptfPTHh/6sgLWPgaK8WHALVJM+wSoPT7tUmvnpz0+9MWAtY8BDLhtCuXi1T4Bao9Pu/Ta+WmPD30xYO1jAANum0IYcFGx4EMm2qXXbnDa40NfDFj7GMCA26YQBowB1ztmgz/AYMDVhNDOT3t81ejrrM09YJ26TIxKe4Joj0+71Nr5aY8PfVkBax8DrIDbphArYFbA9Y5ZVsD18izdmvYPMNrjKw26RQVZAbdILO0Joj0+7VJr56c9PvRlBax9DLACbptCrIBZAdc7ZlkB18uzdGvaP8Boj6806BYVPFwBr6+vvyoij0XkjIhcGg6HT/LX0O/3L4vIAxF5bzgcbhXqvG6Mee7r5dpyr7v/jt4r1rPWfmutvbCzs/NsErNsQPBrSBkc7QmiPT7teamdn/b40JcVsPYx8NIKeDAYnLPW3krT9HqSJLdF5EbegJ2hJklyzxjzJxH5ozPgtbW11V6vd9dauzUajR5mbXwwHo/fOX369CtJktxJ0/Ra0Vh9W8U+pkHDgI+T0T4Bao9Pe3Jq56c9PvTFgLWPgalb0NPMsd/v306S5Kmv6Aw4K3tkspkhfyYiNw8ODr6bZsCDwWDTteNX0bNgYcAY8IQxEryFOmu8Nf2+doPTHl/T+s3qXzs/7fHN4tvG948OYU0y4GzreXM8Hl9dXV1925tnsWxW7gu3De0MONvOPtyCttZ+OhqNrru/MzP/P9ba940xZ/LvsQU9e/hoTxDt8c0m3GwJ7fy0x9eserN7185Pe3yzCbevxFQDLppscfXq7wtnl/w793+3As5vX/utahF5uLe391u3be3KOUN3/89vY2PAsweP9gTRHt9sws2W0M6vJfH9bMEq/mF7e/tiSB8t4Xch5NrmqNPZHaw5GBwVnWrABYPNt33fGeju7u6ef7G4JZ0vnDdutwI2xmy7+8auzKwtabagj0tKAh/y6GwCo281feHXbX4hBqe9zolb0NOMtHhR/j5x8d6uPxFtjHk/O6y1mabpWbclXTzIxQp49lBhgqk2wcwm3GwJ9K2mL/y6za/Z7FxM7zLhsSHX00ur3OJq1f3bWvuJK5x/PCk7Ef3I3eN171lrr/gVr/u3M2sRebdYDwOeLR9B9bkAABbZSURBVDATTLUJZjbhZkugbzV94ddtfs1m52J655uwFsN1Ia0ywVSbYBYiSo2Nom81feHXbX41ppqaprQb8NfGmPPuvFaR2KwT1GoI1xgIE0y1CaZGKRbSFPpW0xd+3ea3kKRruFHtBvyV4xN66rBhtrV3zwRTbYKpXZCaG0TfavrCr9v8ak43Fc1hwCpkKBcEE0y1CaYc5eZKoW81feHXbX7NZebiesaAF8e29paZYKpNMLULUnOD6FtNX/h1m1/N6aaiOQxYhQzlgmCCqTbBlKPcXCn0raYv/LrNr7nMXFzPGPDi2NbeMhNMtQmmdkFqbhB9q+kLv27zqzndVDSHAauQoVwQTDDVJphylJsrhb7V9IVft/k1l5mL6xkDXhzb2ltmgqk2wdQuSM0Nom81feHXbX41p5uK5jBgFTKUC4IJptoEU45yc6XQt5q+8Os2v+Yyc3E9Y8CLY1t7y0ww1SaY2gWpuUH0raYv/LrNr+Z0U9EcBqxChnJBMMFUm2DKUW6uFPpW0xd+3ebXXGYurmcMeHFsa2+ZCabaBFO7IDU3iL7V9IVft/nVnG4qmsOAVchQLggmmGoTTDnKzZVC32r6wq/b/JrLzMX1jAEvjm3tLTPBVJtgahek5gbRt5q+8Os2v5rTTUVzGLAKGcoFwQRTbYIpR7m5UuhbTV/4dZtfc5m5uJ4x4MWxrb1lJphqE0ztgtTcIPpW0xd+3eZXc7qpaO7QgPv9/mUReZBFdH88Hl/d3d3dW1tbW+31eneNMW+496y1V0aj0cP19fVXReSxiLyeu4rnInJpOBw+GQwG56y1j6y1z621F3Z2dp6FXG2WUPwcYQaPCabaBBMyBmPWQd9q+sKv2/xi5mKsviQzy1tpmr7pjHIwGGy6zofD4Va/37+dJMlT97cz3SRJ7qRpeq1oqPn3ROS8iGxaa38lIr/x7YZcEAZ8nBoTTLUJJmQMxqyDvtX0hV+3+cXMxVh9iVv9GmM2RqPRdddpZsgfjMfj93u93scictOtarOV8m1jzLZbBecDzJu2f71o7CEXhAFjwBPGzePt7e2LIeNJex0MpNsGgr7V9NWevyHxHRqwW7H6bWe36hWR18bj8b/r9Xr/xVq75Qw3t638Vt6Ap62MMeAQOU6uQwJ3O4HRt5q+8Os2v/pn1OZb9PeAnem+68IRkb+11v6z8Xj8zurq6k/cvVxjzBljzH1jzPfW2s/zBuxWv2manvUraFbAixOVCabaBLM4ZeppGX2r6Qu/bvOrJ8t0tfLSKejilrQPNzuQ9Vl+Szpb/d4TkRt+mxoDXpzATDDVJpjFKVNPy+hbTV/4dZtfPVmmq5VjBjzDUF9a6U5b/bpLZAu6fqGZYKpNMPUrUm+L6FtNX/h1m1+92aajNSk8anT0KJELL/94krX20/w28zSz9veKs23rw6ss1i176bEPYW1sbHxcNrYq5ba3t98Pqc8EU22CCWEesw76VtMXft3mFzMXY/XFF3HkSJPAJHCsxJvUD+Ov2+MPfavp22RuLqpv7Qb8tTHmvDGmVwQQuqo+CSQJUi1BtPNbVBLV1a52fsTX7fzQrm9deaapHe0G/JWDFeu5T+0DkPiqTYCaEo8V8FQ1gp/zJj+q5Yd2ftrzNyQ+DJgt6OK46ewEGJIgMetonwCJr9sGp13fmLkYqy8MGAPGgGNl24x+tE+AxIcB15AqwR/wa+hbXRMYMAaMAStJSwwOg6thKAYbnPbxVwMbdU1gwBgwBqwkLbVPgMTHB4QaUiX4A0INfatrAgPGgDFgJWmJwWFwNQzFYIPTPv5qYKOuCQwYA8aAlaSl9gmQ+PiAUEOqBH9AqKFvdU1gwBgwBqwkLTE4DK6GoRhscNrHXw1s1DWBAWPAGLCStNQ+ARIfHxBqSJXgDwg19K2uCQwYA8aAlaQlBofB1TAUgw1O+/irgY26JjBgDBgDVpKW2idA4uMDQg2pEvwBoYa+1TWBAWPAGLCStMTgMLgahmKwwWkffzWwUdcEBowBY8BK0lL7BEh8fECoIVWCPyDU0Le6JjBgDBgDVpKWGBwGV8NQDDY47eOvBjbqmjgy4LW1tdVer3fXWvtja+2FnZ2dZ/41Y8wbLnJr7ZXRaPTQ/T0YDM5Zax8ZY864f4vIe8PhcGt9ff1VEXksIq9nV/tcRC4Nh8Mn8159NiD4NaQMnPYE0R7fvOMvdnnt/IiPDwg15ETwB4Qa+lbXxJEBDwaDTWvtZRdhmqbXnAH3+/3bSZI89caaJMkd997+/v4PmVlvOUN2puvfc/X9366NKleMAR+nxwRYbQKsMhZj1EXfavrCr9v8YuRg7D4ODThbzd5K0/R6kiS/zpnsZyJy069enSG7n+d1ppv9bUaj0fV+v39ZRDbH4/HV06dPv4IBnyhj8CdAJphqE0zs5Jq3P/Stpi/8us1v3nxqQ3nJbT1vWWu/mbbK9VvO1tq3ctvQbtX8ibX2U2fE7oKLW9D59+YFwgqYFfCEMRP8AWbe8Re7PAbSbQNB32r6xs7HGP2J23pO0/SsM9D8VrLbPi7c571vjPneWvu5M2C/Ze1WvSsrKx+JyGvu793d3T0fuDd3EXnotrHnvSAMGAPGgOfNmpnlgz/AYCDVDAR+1fjNHNktLCAbGxu/94es8vHnD1y51zMzPdySPjg4+C5JknsicsNtT+dX0X517NtyRu3+xoCP6DIBVkuUYH7Vul18bSboahM0/LrNb/EZGL+HY48hFVfA+XDyK+Wi4Wb1jgzZ1/Pb0caY94vGXOZSWQGzAmYFXCZT5ioT/AEGg+u2wWnXd65R3pLCJxpwdrjqgbuW4r3c4mNIfsU87fUQHhgwBowBh2TOiXUw4GpI4dcQv2rd6qzNF3HkdNH+CZD4qq9ARCRZZCpaa9Pt7e2LIX2gb3V9jTEXQtjPUQcDngPWMn2ADsGi3YC/NsacN8b0ihdX5XT1NFBMgEyAIUlUqMMEXQ0i/OBXjUCLams34K8cy9AVxbw6YMAY8Lxjps5P+Iw/xh/jrwYCLWoCA2YLujhcWYFUS2D4wW8iAT5gVfuAVW1Y6ayNAWPAGHC9uYkBV+MJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLaqNAWPAGHC9CYuBVOMJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLaqNAWPAGHC9CYuBVOMJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLaqNAWPAGHC9CYuBVOMJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLaqNAWPAGHC9CYuBVOMJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLaqNAWPAGHC9CYuBVOMJP/hVI9Ci2hgwBowB15uwGEg1nvCDXzUCLao9lwEPBoNz1tpHxpgzxpj74/H46u7u7t6irjf78nJ+DSkDzJe5H4Jggq6WcPCD30QC2ueXarLprF3agNfX119NkuSeiNwYDodPBoPBZpqmZ0ej0fVFXRoGfJys9gQhPj4g1DAX8AGhGsTO8quGRWft0gbc7/cvG2M2vOH2+/3bxpgL1toLOzs7zxZxeRgwBjxhXHV2guEDDB9gaphHO5sfNbBR10RpA3YrXhf93t7eb3u93l1jzH83xvzzNE2vYcBz6drZBMFAMJC5MmFyYfKjGsTO8quGRWfteQ34n1hr/7W1dsta+02SJHcw4LmF7WyCYMAY8NzZ8HIF8qMaxM7yq4ZFZ+3SBuy2oEXkgbX2ymg0epgdyLqVpumbrIDnErezCYIBY8BzZQIr4BpwvdREZ+eXRcBqus3SBpwdwjpa8Wb3gA2HsOaWsLMJggFjwHNnAyvgGpAda6Kz80vdoDS0V9qAXbB+FZwFHuUxJGvtvxKR72LAstb+SEROL7Iva+1+6PUQnzHwqzY64Qe/aQRizC/GmP9njPmmmgrla29vb18sXzp+ybkMOH54xmxsbPyvJvqlTwhAAAIQmEngf88s0WABDLhB+HQNAQhAAAIQ0EpA/QpYKzjiggAEIAABCFQhgAFXoUddCEAAAhCAQCABDDgQHNUgAAEIQAACVQhgwFXoURcCEIAABCAQSAADDgRHNQhAAAIQgEAVAhhwFXrUhQAEIAABCAQSwIADwVENAhCAAAQgUIUABlyFHnUhAAEIQAACgQQw4EBwVIMABCAAAQhUIYABV6FHXQhAAAIQgEAgAQw4EBzVIAABCEAAAlUIYMBV6FEXAhCAAAQgEEgAAw4ERzUIQAACEIBAFQIYcBV61IUABCAAAQgEEsCAA8FRDQIQgAAEIFCFAAZchR51IQABCEAAAoEEMOBAcFSDAAQgAAEIVCGAAVehR10IQAACEIBAIAEMOBAc1SAAAQhAAAJVCGDAVehRFwIQgAAEIBBIAAMOBEc1CEAAAhCAQBUCGHAVetSFAAQgUAOBwWCwaa39JN+UtfZba+2FnZ2dZzV0QRMKCWDACkUhJAhAYHkIrK+vv5okyZ00Ta+dOnXq52ma/kN29Ruj0ej68pBYvivFgJdPc64YAhBQRMAZsIh8+OLFi79ZXV192xnwixcv/rCysvKRtfZDVsCKxKo5FAy4ZqA0BwEIQGAeAmtra6u9Xu8zEbmZpumPkiT56cHBwZd+VYwBz0OzXWUx4HbpRbQQgECHCWRmfNcY84aIvDccDrc6fLlLf2kY8NIPAQBAAAIQgEATBDDgJqjTJwQgAAEILD0BDHjphwAAIFCNQG7b9F+KyKXhcPikWovLV3swGJyz1j4yxpyx1l6x1n7jD2bt7u7uLR+R5bhiDHg5dOYqIbBwAty/DEOcP4RljPlrTkGHcWxjLQy4jaoRMwSUE/BfLMFBotlC8RjSbEZdLYEBd1VZrgsCDRDwxuu/xSn7YomzfKHEdDH8zoG1dss9guS/iENENsfj8VW2oBsYyJG6xIAjgaYbCHSVwElbz+49vlBitvJ5hq40X0M5m1kXSmDAXVCRa4CAUgL5r1nkCyWUikRYjRHAgBtDv1wd82Xz3dYbfavpm9u6vzIajR5Wa63+2uhbP1PXIga8GK60miPAl813eziwyq2mr3Z+5G81fU+qjQEvji0tZwQ45dntoaDdQLTT136fnPxd3AjCgBfHlpYzAnzZfPeHgtuidFfJdxeHad3v9y8bY1T+/CD5G6ZpmVoYcBlKlKmNAF/WUBtKNQ0VT/D6wDjJW06iNvEjf8tpWrYUBlyWFOUgAAEIQAACNRLAgGuESVMQgAAEIACBsgQw4JKkOIZfElTJYtoOnmjXl/hKDqyWFssOOj0WkdfdJWjYvnf3pUXkwTSkGmJsqdxHYWPAJRTkGH4JSBOKnHQ6VpMBa9dX+ylj7fzCRm+8WvmvovTPAGfmp+KrKCeNv36/fztJkqccuqs2TjDgEvw4hl8C0oQi2U+sfWmtvSYivzTGvJEvpuUTtHZ922DA/qfzVldX3+bXfObLl/z489/7rO0DavGnETXFNx9tXaUx4BJ6cAy/BKQTikxKVk0J3AZ9NT/m0wZ+1UbwYmtrXwG7q3crXmPMtl+hZx+ub6Vp+iZfMRo+PjDgOdlxDH9OYMYY7QacvyKN+vKYyvxjrm01tP8Yw4Qx+FxELg2HwydtY60pXgxYkxrEAgEIQAACS0MAAy4ptfZTqCUvg2IlCWjaInchax5/bViha+W3sbFxU0T+vriS1HbfXyu/kumsthgGXEIabclQImRVRfJmtr+//0Ov17vrDmSJyHtNnqLklHY9w0Tbh5XiVWnOX//4UZIkt30uZPdXH1lr39Lwy0iccq8nTya1ggGXYKs5gUuE33iR/CnPlZWVn7nvvLXWfpgkyZ00Ta81dYiDU9r1DA3tK+A25G92yMkJsi0iX2i6v6r9KYF6RnEzrWDAJblrPoVa8hIaK+ZXSKdOnfpNmqb/yVq79eLFiz+srKx85Iy4KQP2QLQfEtN+ylj7Cthv4bv/N7njMisBNT37m49V+/ibxVXz+xhwCXW0f8IvcQmNF8ndQ7o/Ho+vnj59+pXis4VNBandgCdMhiq28PMfYPxthXysWp7z1py/buUrIu9OGvta+Gkff03NG3X0iwHXQZE2IAABCEAAAnMSwIDnBEZxCEAAAhCAQB0EMOBAilrve+UfF9C4hRWIeyHV2vRl8/5krDHmTAbjcCvff3XhQgDN0agfd9baKxpO7hZD5zGaOcScUBR+1fhNq40Bn8C1DY+pTPgVlU+zSzr62rjFDJ3yrWp9DMlfgfYvm8/iuyciN/zzou7DgztNPhqNrpdXYjEltZ8y5jGaarpr17fa1TVbGwM+gX8bHlPp9/v/wVr72/xJ4uL3tjY7xIzR+hhS3oA1f9m89i/r17obNElffixi/tkAA56fWdkaGHAJUppPybZpBaz1MSQ3BLR/2XzxMThtpqdpRV5MaR6jKTHJzSjCY5jVGU5qAQMuwVWzARfDz9/X1HQPWPNjSI6h5i+bn/YYTV77Jr9VTPNjPlPMWNVjXCWmoEaLtEnfRkEFdI4BB0CjCgQgAAEIQKAqAQy4KkHqQwACEIAABAIIYMAloWk8hj/t9K7/Zh0tj4S0YQtLo775odmC+M5Zax+5x6TcuLPWfqPlm84cR+2PSZWchhorpn38NQamYscYcAmAWk8BFk/HZqe2b6Vp+uapU6d+ZK39YDwev6PlWdGiobh/a/huXq36el7aH6PJH3Iyxvx1mqb/oOm7vrXrW2IKarSI9vHXKJyKnWPAJQBqTeCiAbuTvEmSPHWmpu2UbBGzpvi06ps3YL+a1PgYjfZfy9E01kpMN/kDgUbDl61o17cMU61lMOCSyrgtmDRNz2r44oN8yP7xmSRJvrPWHq5+3TPB2icdbaan+TEL7Y/R+FsM7leukiT5qVsBuzEqIpsaDMTFovkxqUkfTrMft1BhwNrHX8kpXGUxDPgEWdrwVYX5ryjM3/PNXlexBT3tHnCTj87kZW/DPWofbz5WLfxcbEWGmh6Ba5O+Kl0iF5TW8aed27T4MOC2KtfyuLWtgFuOk/AhAIEWEsCATxAtv7VW/IJ5LT+ePe33RLWsQAor9E/dFr7fWdBwSntjY+OmiPy9/47l/EpzZWXlI2vth/mv+Wxhji805Pw3iBVPylprD/VeaAAzGtesr/anGNow/zU5turoGwM+geJJqzTtKzgtW9D5e6vZZH1eRP6vlnuDmifo7N7ltB9sfy4il4ofHOqYFMq2UcyBvNZa8kOzvtqfYmjz/Fd2DDddDgOebcDHfoXGF88/8qNxhaTlEFZ+AtR4EGbaDoLTWcMuwjQD0fAB6yQD1jL+NOur/SmGSb/C1Zb5r2ljLds/BjyDVLat9nf51Yb/AQRjzOOmt9imha9hgnaxFQ3YnZLV8Oyv56Z5hVTkl9dag8GdtEWpcfxp4+d3OIwx21qfYmjr/FfWAJsuhwGXUGDSaWgtJ1BP+ITf+BbljC1U1StMDQZ3kgErOoNwWUQeTDiB/0hE/mPTH7a0f8Bqw1MMmue/EtO36iIYsGp5CA4C+gnkTcRHq+GAnX5yRLjsBDDgZR8BXD8EIAABCDRCAANuBDudQgACEIDAshPAgJd9BHD9EIAABCDQCAEMuBHsdAoBCEAAAstOAANe9hHA9UMAAhCAQCMEMOBGsNMpBCAAAQgsOwEMeNlHANcPAQhAAAKNEMCAG8FOpxCAAAQgsOwEMOBlHwFcPwQgAAEINEIAA24EO51CAAIQgMCyE8CAl30EcP0QgAAEINAIAQy4Eex0CgEIQAACy04AA172EcD1QwACEIBAIwQw4Eaw0ykEIAABCCw7AQx42UcA1w8BCEAAAo0Q+P+h0w6EjJ8lqQAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher scope="Sprite" s="xPosition" style="normal" x="127" y="1" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="268" y="1.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="-223.40234375" y="-90" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22.19999900000002" y="160.39999999999998"><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="18.19999900000002" y="118.59999999999991"><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="18.19999900000002" y="81.1999999999999"><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><comment x="16.599998999999997" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="26.999998999999832" y="205.99999999999994" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="22.19999900000002" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><comment x="18.199998999999906" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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