<snapdata remixID="8948601"><project name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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v954443VIAhez8wfl+7gSqUiIjd+1V/4MqNba72pIV+XEJF0Nb5qqq7pZnRtxoB7JcD12FesWDFn7ty50n263BhzNhH9bunSpSdNnAw5MDBwqHR9S6+HjHkaY6R3ZNf4YgO3Sbug62O7k7RsZWb9V+v1ylaAW41/urJKexcGtdYyZt5Y53caY94Vx/ElYRiebozZmCTJs0ZGRnbNX6kb77XXXtvqYpsK8EVa6z2b1ZEmcUn9k7H/R4mjPFvXXnutiK30IkhvyL7MfKr0iMjflFIy9nr8JAL8Ca31OxvKS963X5r4wZP6cBJgmdzGzN9g5vOPO+64j0idknqUJIkIPQTYpXLM9N5JuqDPYebnNsxMLVSr1e2e5z2+XpmmSgsCPNNSeOR96fiWzEpeZIxZPtl613TJ0BaZqdswHjg+5kdEz59sDKlLAiwvoK8w8ykLFy487PLLL9812zcdnytqrc8IgkDmGtxKRG/RWkuLZ/xSSn1SxhZrtdoB9RmvSikR39cx8xku41RZFuC0zGX29671wfWPrMYXvnQdStfwBGGSSWx3TvaRPFULeGBg4PAkSe6sd73X/aVj828aHh7eR7p/bQXYNn6bJyQV4HNHRkb2qXfDrlq16rHFYlGGy14Ux/HVMtQhE+A8z5MJS7uW/8hzsWTJkh2XXnpptSFPshLAWYDrdVaGCRrXjCulTiSiH6Xd+TcopWQClMyWrwsrB0FwCzNXJwqwNHbiOBZhHb/CMHynMeZtS5cu3WviR5ftGLDv+4vL5fKjhjCCIHgHM797eHi4r961X/cJAbapmR2wmSjAMsHFGHPhtm3bTkwfwCM8z7s1LdRdk2UmCwUC3J4CCoLgfcx8HjOfVqvVZDx111Wr1R645pprHky/tGW50qparTZw33333bRkyZKVMqOViN6otR6fBXvaaaftUywWF8r/F4vF/ZlZZkyfU61WZS0sPeUpT7lr7dq1ZuXKlbu6+3zf/3djzJPHxsbEH/X19W1rZeJK2oqUmcQba7Xa240xDxWLRVljK0uTnlfvLg2CIJblNDKuViwWfzQ6OrqCmS8zxrxXliqlgiyzYa+V1q8s0ZhAeHtjt2gz+nUBZubVY2Nju7pT6/c99NBDN+21115HySSsJEna0gUta6LnzJkjy4VkSYhMfpQyexIzjwvt+vXrpXyNUupKmU09Ojp6hohOulzkQmmtDA8PHyLLlmRJEDPfJsMNURSNd7+ms4+/x8yfjKJIZlvLcq4Da7VaUf6/Vqu9R9aqep63PI1htC7gSilZ7iJjgM+XGdTp7F2Z/XyF1lpWQuzqkWjWBW0Tf7Pyqf9eHwOWTWWGh4ffsv/++5vR0dGPSz3ZsWPHofUZ5LLJCBGdKM+JdDen8w+k/m9vnOzUrhZw+sxdlQ7Prdm5c+e35syZcywRSev2t1prYSxlKV36d/q+f8a2bdv8PfbYQ4YWZI3+vr7vP7beMk8n+BXkGZZx+DT+HxDRD+rLnGzrT1pWz/E879vMvKZYLH5lx44dC/r6+g5Yv369zK6Xj9uz0ljlA/1b6YRHmWG/nJnPmWzOhW2ZNbNDF3QDIaWULDGScQC5DicieQnIV9uZw8PDP1u4cOFnZN2l53nyhSyTYt4dx7FUsmmvugAT0dpGw8ZlFM184PfxB0Ue4MMmY2GMeXscx7KeV160snzoM8ws3ZDywpXZtx9s5J3OAJVJWpNeMmNy7ty5f61Wq4/YYWuC8ce11m9opWzCMHyuMebjRDQ+e56ZpY69sS4cafx7p/EPyDAHEcmOX59cunTp2+pf/2nXnbw4HnUZY74Wx7EItNU13SQscSCiS0Tz2ynAQRB8gZllKdNU/PeQlr68fAuFwv/I5DkikjF06S6VJU1rGrvigyCQHioZW/fS5TnycXXF6OjoG+pj6fJRnS55mizNH2utny4/9Pf37yfzCKSrlJn/ki59+vzOnTvPq/uybQHbxm9TUGkLWJawyRIpWa0hY67yAXN2HMciuuNX2gv0GWm9EZGMD+8t68rHxsbWbNiwYdeHazsFWJ65arX6EWPMPzPzXKk2sj5fRK/eeyHDQMYYKXeZYCiT1WQC2PUyuVWWdtbX96cCLK13aUEflW648wvP80r1JWW29Sd9nqS3UvgE8sjJ95d8vGqtS/X3xdjY2DXGmGXpu+I3nue9sFar/ad8xMhEz+nmbdiU3VQ2EOAW6fX398/3fX/vQqGwxXbiwu4owA15bpHw5OYz2UVMXkTFYnHfhx566E+TbfDQlsBm6CTt9p6rtZbNESbd1EXi9zxvv/nz5/9JlljNMKlc3CYsCoXCAUmSPFQfU5yYsbR1fAgz98lSItcyV0ot9Dxvn0Kh4MzfJv5mBZUKcElrfaRsabpgwYIDduzYce/EbVjrfmTds2zEseeee2658sorxzeu6fQls7K3bt168Pz58x9oXEZXT1eEevv27Qc11mnZ1e3BBx/k+hKmVID/U2bYyyYsxWLRbzbMZ5MvKc8kSeZXq9UHJmO2atWqQ/r6+pLGXeTOPPPMPa644opH7A5nk5atDQTYlpSD3e7YBZ0FAXYoMtwKApkj0CjAmQuujQE1CnAb3WbSFQS4C8UCAXaHPJMWsHuq8AAC2SEAAc5OWbQrEghwu0hO4wcC7A4ZAuzOEB5mN4EgCGSS2kFaaxkzze0la65rtdodjcvw8ppZCHAXShYC7A65UYBlHL5YLD6mWCzeaTsO7x5BbzzIhKBCoSDn1j5i84HeRINUQQAE2kkAAtxOmlP4ggC7Q24UYKWULGv4+ujo6EFTTciZaYpy6AAzjzXuFy0tDzneZ2hoSNbnWl0y6Wbu3LnHuqzPlYRktnaSJLL3b9M9x60CS41kdq4x5hEbOtTvZ+aRSqXy81b85d1WTqnauXPnrjIoFot/KxaLt0+393HemSB/7gQgwO4Mm3qAADdF1NSgUYBlBui8efMO3bZt2+31hfNNHVgaKKXuJKKDfN8/SGZxpltIytrYn8j2ipZu6qflyKb8soPSjC/ZYEK2YNRaS1xtu+T81nQHLVkKJecqLzTGjB9FyMz3aa1lRzFcKYH6bklyTF263aIcozgnSZI3ViqVKwEKBGZCAAI8E2ot3gMBbhHYJOYiwHKWqCyOr//s+/4VjctzZEOGYrF49MjIyPd835fN5/eTbfnq5+XaRJEKsOwWJHvrXqqUkhNxZM3l5kYBLpVKp3ued5KcT+t53tC6det+Xfefnksrx7sdSkT1fY9vb1y3KmexMvN1o6Ojnu/7LzHGzJd/11vM6T7K/5D6HNZaf2Vi/LIt59jY2AuNMcJFjk67ulwuP+I4P5s8y3pQ2cpysla2LBtJ05B9fLckSVJu3IEsCIKX9PX1XV+tVmWtsJzFu3XHjh1faDxHNd3GVdaAHuh5nhxTKCcU7drZqlmMcuKP53m/T5JEjiKU8pf1wJc3+pDlLw8++KAcB3iEMeZ+z/OubtwkRTbTkDXkcgRdGIaBMUY2qvhrFEWy29j4MX7TXXUBluMwG3Yik3NrP5AkyWPrTNL9juVYuz2NMXL+sRx5t8t/s3KXGNJ9rZ+frgG/UWv9jUYfsglFsViUvB6SJMk91Wr16vrOWOka4BctXrz485s3bx5k5mPkSMXGdcLN8orfu0cAAtwF1hBgd8giwKtWrVpaKBReKa012cRhYhe0UupMIpKj/mRrPtm56PHM/MokSU6yPZ4vFeCvNpzuIycoyek4T60LcBiGn5G9dmWXpXSTANkLV44J3Cg5VUrJyS0iwHsZY8Z3qZLzWxuP4VNK/ZSZJR2xk+5eOTf321EUjbem0k0Lxs+0NcYcMlEc00PqZXegm+SMVTnvlIie7nneM9avX/+HVohPJcDp+bniW/zJcW1PYeaB9KQdOXZP4ryTmX9pjJEzXG81xrxGzpeN41g2PZBNUfauVqvSarw2PXdWdkha4fv+8bYfC0op2YNddkbaaoyRE4r+yRgzt6+v76kyB0B6RObPn/99EV458zWNU3bXenocx/dIHOmxff9tjPmY1AkiktN/FsjHj808gikEWDb7kHwvk13M0i0yZScu2Wf6j8wse1bfqrWWejl+NSv3IAjk8BA5aORTcng8M8seyFJ3Xp/mQ45llDL5TpoH2SjihFqt9jQ5gzgIgiXMfLcxRo7klI1r5Ni/N6WnUMl+zbgyRAAC3IXCgAC7Q27sgpZjIz3Pu2MSAX6ZMeaLnucd03Diy888z9NRFL3LJgoRlCRJzvY876ty8LsxRnbD+X/GmNeLAKenEonPI9evXz/eZRsEwZvEVmt9fMOLVlpWckbupF3QSinZGlC2tFw93axWOQaPiM6fKMDp4exPkjN462mGYSjH9n1j4nm7zfI9lQCnOyXJ2b7HNGwTKB8Uf9JaS1wiKHcYY34Ux/HL5N/pDlHr6ifspIcDyKlJh9TjEJtqtXrDVEcLToxXKSUtwP201k+WlmA6Me1PzPz8VPjOlb2/t23b9oT6kIRs50lEd8VxLK1UGUsfP85RPoj6+voGWh27nUyA07zKyUzSAr5PKSUfUnF9x7X0I+nu9ANwfEy9WbnL78x8ZxRF42dGi49CofDU+uHxSin5gJC5Bc9NOdX3U/6ybFyRbsF5j+xAFUWR7IYl9fPDnucd33BPsyqB37tEAALcBdAQYHfItgJMRJc0nhajlNLMfEcURW+1iUIE2BhzZtryOEP2iE2S5Lee540LsFLqdZKGHEBe9+d5nuwX/a+1Wm1BQ/fktAIcBMHnmPnIZuPK0wjwT5hZPizeY5Ov6WymEmDZU5iZH2w8lzUIgguktV8/yF4EmIjep7WWU8JEME7wPO9nvu/vWS6X/ya7CxWLxV/KXtvGGGnxX1dvldrGnQrwL7XWb2r4wPktEX1Ia/0ppdTVMqHMGDMuOHIx8+my7aTW+iT5d8OhBafGcfxN27Trdg1jwNI6lValtEQDZr44iqL3ycz8QqHwNxm6SJJETksbvzzP+3fZIrO+n3Czcg/D8PXGGNnz/HOypWitVru+XqdSAf9peqLWuxti+xQRHSy9DnUBJiI5Y3d83kD6gSg9NHJUI64MEYAAd6EwIMDukFsQ4LVaaxmvHL+UUhEz/7ZVAS4UCjuTJPnx2NjY4Z7nndwgwCK8sof0rpNm6mklSfLO+hm16aYJ07WARbDkOMtJ93NueLlO2gIOgkCOmru08fSZmVKepgW8kZl/o7WWLvY6zzcw8xuiKJI9eust4H+P43ich8wily71ugDL3wYHBx9brVal2/f09JCAa4vF4ktFoG1iTgX4hsbj6YIgEFG/TGv9EaXUkIhtOuzQ6HKL1lrOKt4lwJMdmWcTQ12A5dg/Ob3HGPNX2eC/Pls+Hef+c9r1O378XsO1QTb5T/k0LfcwDE81xsg+5nKsopz8dWEcxzLcIWL6qHJP65r0hiyvC/DY2NihGzZskG1OpUyk/F4KAbYp6e7aQIC7wBsC7A652wIcx7GMr45fpVLpRQ0CLJOe/vv444/fb+KxaI25tBRgORxYDgCZ8pqqBRwEgZxfenP9dB5xIN3jzPxQvWvclvpUApyOde8bx7EcCjF+KaXeT0RP01rLKTZWAtwYh7SIfd//jozFaq0/ZhOjCLAx5s44jmW8fPwKgkDGg8+TGcjpUY0Ha61l8tOkV70F3ChMNmk3pDd+ZmzjJKzG+2Uf6l/84hfb5DCCOI6jqXwrpcZ7CpqVewNvOZLvS2kX/LCwYOZboiiSU7TqZXJ1etLRKyDArZRq720hwF0oAwiwO+SsCHA6qUjGfuUcVTnVSMTggnSHol0txSAI3i3n9C5evPjpcgar3Ne4Ob3ti3iaLmgR7n8fGxt7qpxwkwqMTBiTU6Eua4X4NF3QMuM4SpLkybIrUTr2emPa5Szdnk0FWGb9yuzoKIokXpOejytHP8qB6+Ni1OxKW8DH1Gq1E2SiUalUOtXzPJnUdbh0ZwdBIMvDrmPmZ2mtb1y2bNnchQsXfjZJkmvrS4Q6LcApC8nPkb7vnyaz83urKvkAACAASURBVNNzci+v1WpnSNwNNlMKcDp2fVkcx0NiXyqVZOLb93bs2LGfzCwPw/DVxpi1SZKcIDOv01nXMr78TzIJEALcrDZl63cIcBfKAwLsDtn3/Tmjo6Pj5y4zs9TbOXJUpDFGlngMyeHd6bF6bemCnqoFLOmHYSjLbeQYylE5ps8Ys9nzvH+Ooki6B8ev1atXi2BIy02WzsiYoXSHjnfbNnsRS3en5CnNqxxHWDTGjB+LyMxvTYVfJt+8n5lfnR7PdxARfbbxyEJb6tMtQwrD8EJjjCxT+r0sd/I870tyhnHDpCyZhDVlF3TaNStHwcmwwOZ07PQbIyMjZ091is/EuNMWsMxmfiIzC4tjPM97ZxRFH27gKcdCXmSMuZeZDyaib4+MjLx64sH1nWoBSxzpx9kXiOhkIpJu6MXpGHF9KZp8sEzbAi6VSivlvF85BjE9JUvWgb8ljmNpBVPa0pZ8yzI72R1NlqDJkrnxrnYIsG2tz4YdBHgG5SAPwXTdj5O8QMbXAe5O+xnvBqchybKog+fNm7djmuU0XqlU2l+6B+tjwzOobtPeIq29BQsWLJ43b97WTh1ZuGLFijnz5s07sFqtbm2cENRKXuQouFqttmhkZGRL4xphGx9pC/h/tdZrU+bbJhs/lmPt7rvvvoNGR0cfaDUNmzhsbUSIa7XanukxhnL2bKvXeN0qFAre8ccff+9k75r0WNT9d+zYcb/th0yrQcC+8wQgwJMwHhgYOKlWq13ted7pja2aMAyPkmUuRLRv2qp5rSyDaFZMaAE3I9T8993p46U5jd3LokGAL969co7c5p0ABLihhOUUDmOM7HokB6SfkCTJqZVK5eaGbi4Za3m31npdqVR6jixVieNYNl2Y9oIANyPU/HcIcHNGebUIgkB2AftxHMcfzGseka/dkwAEuKHcZYMH3/d53bp1dwRBILsp9dcFWLayS7fQO2blypWHJUny5/r4UrOqAwFuRqj57xDg5oxgAQK7CwGZnNbOvNrulNfONMUXBHgKohMFWLYGJKILiUj2sJX1i0+XWaiyEUCzQoEANyPU/HcIcHNGsACB3YVAXuaYQIAtBVg2nWfmj/u+f4RMupGN/5lZ9uFd3GyCDQTY/bUAAXZnCA8gkBcCEOC8lKSlACullhHRJ7XWT6zfopSSjdifXt93eCokEGD3ygIBdmcIDyCQFwIQ4LyUpKUAy1KMvr6+u5h5lSz2D4Lg6cz8tZGRkQObLQOAALtXFgiwO0N4AIG8EIAA56UkG/KhlJLdet6W/ulwIrpXNnsgIjlY/cfpDjyyqP5+Y8yhzPwvWmvdDEVDZVnbaFs/NaXZ/bPx97w8ILORPWIGgbwTyMv7BWPALdbUwcFB2Zlo/61bt/65fvRZMxcQ4GaEmv+OFnBzRrAAgd2FAAR4dynpNuQTXdDuECHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeSnCQfAwMDJ9Vqtas9zzs9iqLbJpoEQXAyM3+1VqsNDA0N/bAZCghwM0LNf4cAN2cECxDYXQhAgHNY0mEYrjLGvJGIEiI6IUmSUyuVys2NWV2xYsVefX19Xyeig40xZ1Yqle82QwEBbkao+e8Q4OaMYAECuwsBCHAOS7pUKh3h+z6vW7fujiAI/mCM6Z8owEqpLxpjrmTm9yVJci4EePKKkJcHJIfVHFkCgVlPIC/vF571JdGhDEwmwEEQvISZT9Ran6+U+jkEeGr4eXlAOlS94BYEQMCBQF7eLxDgKSrBRAFWSh1GRJ/3ff+0crk8CgGe/unJywPi8I7ArSAAAh0ikJf3CwTYXoAvI6ITieiPcosx5hRmvjVJkgubdUNjDNj9KcQYsDtDeACBvBCAAOelJC0FOAzDxaOjowvq5r7vb0iS5F07d+4cuu666x6eDgcE2L2yQIDdGcIDCOSFAAQ4LyXZkA+l1KuI6G3pnw4nonuJaISIztRa/7gxyzPpgiaitY0+tNYX5xDjeJby8oDktXyQLxCYzQTy8n5BF3QXamFDZYEAz5A3WsAzBIfbQCCHBCDAOSzUTmUJXdDuZCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeS7EI+IMDukCHA7gzhAQTyQgACnJeSnEE+BgcHC+VyuWZ7KwTYltTUdhBgd4bwAAJ5IQABzktJTpKPgYGBk2q12tWe550eRdFtdZNSqfRaz/PeQUQ1Y8xOY8w5lUrlO81QQICbEWr+OwS4OSNYgMDuQgACnMOSDsNwlTHmjUSUENEJSZKcWqlUbpashmF4lDHmx0R0vNb6riAIXkJE747j+PBmKCDAzQg1/x0C3JwRLEBgdyEAAc5hSZdKpSN83+d169bdEQTBH4wx/XUBXr58+R577rnnknXr1v1asl4qlU5g5mvjOD6oGQoIcDNCzX+HADdnBAsQ2F0IQIBzXtITBbgxu2vWrPG3bNmygYg2aa3f2wwFBLgZoea/Q4CbM4IFCOwuBCDAOS/pqQR45cqVi3zfLzPzrVEUnUdEphkKCHAzQs1/hwA3ZwQLENhdCECAc17SkwlwEARLpNuZiD6ptf6ULQIIsC2pqe3aLcBKqWH3qP7Pg9Z6YTv9wRcI9JJAEATldqYfx/FgO/1BgNtJM4O+JhsDnj9//k+Y+aIoilqqnBBg9wLugAA37bloJep2x9dK2rAFgXYTyLrAZT0+2/JgW8PdwU4p9SoieluaV5ndfC8RjRDRmcaYY5n5M0T0+0YWzPzMKIq2TMenobKsbbTTWl+cV65Zf0CyHl9e6wXyNTsIZP35yHp8tqUMAbYl5WAHAXaAl97a7hZmXh5gd7LwAAKPJpD15yPr8dnWKQiwLSkHO3RBO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYA25JysIMAO8CDALvDgwcQaJFA1gUu6/HZ4oYAT0JqYGDgpFqtdrXneadHUXRbo0kYhkcZYzQRnae1vs4GNATYhtL0NjgP2J0hPICALYGsC1zW47PlDAFuIBWG4SpjzBuJKCGiE5IkObVSqdwsJmEYPsMY83Yi2o+IFiZJcmGlUqnYgIYA21CCALtTggcQaA+BrAtc1uOzLQUIcAOpUql0hO/7vG7dujuCIPiDMaa/LsADAwOPqdVqi+I4viUIguuNMR+CAE9dzbL+gGQ9PtsHGHYg0AkCWX8+sh6fbZlAgKcgNVGAG80gwM2rV9YfkKzH15wwLECgcwSy/nxkPT7bkoEAQ4Bt60pLdll/QLIeX0uwYQwCbSaQ9ecj6/HZFgcEGAJsW1dassv6A5L1+FqCDWMQaDOBrD8fWY/PtjggwBBg27rSkl3WH5Csx9cSbBiDQJsJZP35yHp8tsUBAW4gpZR6FRG9Lf3T4UR0LxGNENGZxphFzPxf6W9LiOhBIvpbkiRvr1Qq66cD3lBZ1jbaaa0vti2o2WaX9Qck6/HNtvJGvPkikPXnI+vx2dYGCLAtKQc7CLADvPRWrAN2ZwgPIGBLIOsCl/X4bDlDgG1JOdhhHbADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtKQc7CLADPAiwOzx4AIEWCWRd4LIeny1uCLAtqQa7wcHBQrlcrtneCgG2JTW1HY4jdGcIDyBgSyDrApf1+Gw5Q4BtSRFRGIavN8a81RiTMPO9Y2NjL92wYcPdzVxAgJsRav47BLg5I1iAQLsIZF3gsh6fbTlAgC1JlUqlEzzP+0aSJMdVKpX7lFLvMsYsjeM4aOYCAtyMUPPfIcDNGXXTor+//3HtTG9oaOj37fQHX24Esi5wWY/Plj4E2JKUUmoNEZ2htVZyyxlnnHFgX1/fXcPDwws2bdo0Np0bCLAl5GnMIMDuDNvpIesvwCAIntTO/MZxfEs7/WXdV9bLN+vx2ZYvBNiSVKlUKhUKhUuiKJIH28gDzsw3j46OHnTttdfeDwF+JIGsPyBZj8+yWvbMLOv8sh5fzwrOMuGs88t6fJaYCQJsSWrNmjX+li1brieiB4wxNzPzsUR06sjIyGEbN27cCgGGAFtWpVyYZf0FmPX4sl4Jss4v6/HZli8E2JYUEaUi/Hy5xfO8W5Ik+aXWepG0iCHAEOAWqtKsN836CzDr8WW9AmSdX9bjsy1fCLAlqVKpdAAzf6Svr++V5XJ5RxAE7yaixXEcy9jwtBfGgJsRav47xoCbM+qmRdZfgFmPr5tlNZO0ss4v6/HZMocA25L6+zKkjxtjziCiB5l52+jo6OprrrnmwWYuGirL2kZbrfXFze6drb9n/QHJenxZL/es88t6fChfNwJ5KV8IcIv1YPny5Xvssccec6MoesD2VgiwLamp7dACdmfYTg9ZfwFmPb52lkUnfGWdX9bjsy0TCLAtKQc7dEE7wEtvhQC7M2ynh6y/ALMeXzvLohO+ss4v6/HZlgkE2JaUgx0E2AEeBNgdXgc8ZP0FmPX4OlAkbXWZdX5Zj8+2MCDAtqQc7CDADvAgwO7wOuAh6y/ArMfXgSJpq8us88t6fLaFAQG2JeVgBwF2gAcBdofXAQ9ZfwFmPb4OFElbXWadX9bjsy0MCLAtKQc7CLADPAiwO7wOeMj6CzDr8XWgSNrqMuv8sh6fbWFAgG1JOdhBgB3gQYDd4XXAQ9ZfgFmPrwNF0laXWeeX9fhsCwMCbEvKwQ4C7AAPAuwOrwMesv4CzHp8HSiStrrMOr+sx2dbGBBgW1IOdhBgB3gQYHd4HfCQ9Rdg1uPrQJG01WXW+WU9PtvCgADbknKwgwA7wIMAu8PrgIesvwCzHl8HiqStLrPOL+vx2RYGBNiWlIMdBNgBHgTYHV4HPGT9BZj1+IIgeHY7iyWO4++101/W+WU9PtuygADbknKwgwA7wIMAu8PrgIesvwARn1uhg58bP9u7IcC2pBzsIMAO8CDA7vA64AEvaDeo4Jdvfra5gwDbknKwgwA7wIMAu8PrgAcIiBtU8Ms3P9vcQYBtSTnYQYAd4EGA3eF1wAMExA0q+OWbn23uIMC2pBzsIMAO8CDA7vA64AEC4gYV/PLNzzZ3EGBLUkqp5UT08UZzY8yefX19jymXy7Xp3ECALSFPY4bjCN0ZttMDBMSNJvjlm59t7iDAtqQm2AVBcDYzP1Nr/YpmLiDAzQg1/x0C3JxRNy0gIG60wS/f/GxzBwG2JdVgVyqVDvA87wfM/LQoih5o5gIC3IxQ898hwM0ZddMCAuJGG/zyzc82dxBgW1INdkEQfIqI7orj+P02t0OAbShNbwMBdmfYTg8QEDea4Jdvfra5gwDbkkrtwjBcbIz5le/7jy+Xy9tsbocA21CCALtT6p4HCIgba/DLNz/b3EGAbUmldkqpNxhjTo7j+MW2t0KAbUlNbYcWsDvDdnqAgLjRBL9887PNHQTYltT/CbA2xmyM4/jTtrdCgG1JQYDdSXXHAwTEjTP45Zufbe4gwLak/k+Ab2HmN0dR9A3bWxsetrWN92itL7b1Mdvs8IKZbSXWWrwo39Z4TbQGv3zzs80dBNiWlIMdBNgBXnoruqDdGbbTAwTEjSb45Zufbe4gwLakHOzQBe0ADwLsDq8DHiAgblDBL9/8bHMHAbYl5WAHAXaABwF2h9cBDxAQN6jgl29+trmDANuScrCDADvAgwC7w+uABwiIG1Twyzc/29xBgG1JOdhBgB3gQYDd4XXAAwTEDSr45Zufbe4gwLakHOwgwA7wIMDu8DrgAQLiBhX88s3PNncQYFtSDnYQYAd4EGB3eB3wAAFxgwp++eZnmzsIsC0pB7tOCHAQBD9zCOlRt8Zx/OR2+sMLpp00s+cL5etWJuCXb362uYMA25JysOuEAOMBdigQIso6P7fcdf7urPNDfG51APzc+NneDQG2JeVgBwF2gIcuaHd4HfCAF7QbVPDLNz/b3EGAbUk52EGAHeBBgN3hdcADBMQNKvjlm59t7iDAtqQc7CDADvAgwO7wOuABAuIGFfzyzc82dxBgW1IOdhBgB3gQYHd4HfAAAXGDCn755mebOwiwLSkHOwiwAzwIsDu8DniAgLhBBb9887PNHQTYlpSDHQTYAR4E2B1eBzxAQNyggl+++dnmDgJsS8rBDgLsAA8C7A6vAx4gIG5QwS/f/GxzBwG2JDU4OFgYHR39IzM/VL/FGHN9HMevbuYCAtyMUPPfcR5wc0bdtICAuNEGv3zzs80dBNiSVBiG+xpj7tJa72l5yy4zCHCrxB5tDwF2Z9hODxAQN5rgl29+trmDAFuSUko9noi+o7U+NAzDfY477rgH165dm9jcDgG2oTS9DQTYnWE7PUBA3GiCX7752eYOAmxJqlQqPcXzvG8Q0V1EZIjoQGY+N4qicjMXEOBmhJr/DgFuzqibFhAQN9rgl29+trmDAFuSCsNwcZIkzxkdHdUbN24cCcPwH40x1yZJcmClUtk1LjyZOwiwJeRpzCDA7gzb6QEC4kYT/PLNzzZ3EGBbUpPYKaX+WigUnrZu3bpfT+cGAuwAOb0VAuzOsJ0eICBuNMEv3/xscwcBtiQVhuFAkiTn9vX1nVoul0eVUs8joq8MDw8fsmnTpp0Q4EcSwAvGsmLNUjOUr1vBgV+++dnmDgJsSWrNmjX+5s2bLyOiZcx8vzFmf8/zXhNFkYwLT3s1PGxrGw211hc3u3eq3/EAz5Tc3+/LOj+33HX+7qzzQ3xudQD83PjZ3g0BtiWV2i1btmzuokWL9oqiaGs6GaupBwhwU0RNDdAF3RRRVw3wgnbDDX755mebOwiwLSkHO4wBO8BLb4UAuzNspwcIiBtN8Ms3P9vcQYBtSTnYQYAd4EGA3eF1wAMExA0q+OWbn23uIMC2pBzsIMAO8CDA7vA64AEC4gYV/PLNzzZ3EGBbUg52EGAHeBBgd3gd8AABcYMKfvnmZ5s7CLAtKQc7CLADPAiwO7wOeICAuEEFv3zzs80dBNiWlIMdBNgBHgTYHV4HPEBA3KCCX7752eYOAmxLysEOAuwADwLsDq8DHiAgblDBL9/8bHMHAbYl5WAHAXaABwF2h9cBDxAQN6jgl29+trmDANuScrCDADvAgwC7w+uABwiIG1Twyzc/29xBgG1JOdhBgB3gQYDd4XXAAwTEDSr45Zufbe4gwLakHOwgwA7wIMDu8DrgAQLiBhX88s3PNncQYFtSDnYQYAd4EGB3eB3wAAFxgwp++eZnmzsIsC0pBzsIsAM8CLA7vA54gIC4QQW/fPOzzR0E2JaUgx0E2AEeBNgdXgc8QEDcoIJfvvnZ5g4CbEvKwQ4C7AAPAuwOrwMeICBuUMEv3/xscwcBtiXVYBcEwcnM/NVarTYwNDT0w2YuIMDNCDX/HccRNmfUTQsIiBtt8Ms3P9vcQYBtSaV2K1as2Kuvr+/rRHSwMebMSqXy3WYuIMDNCDX/HQLcnFE3LSAgbrTBL9/8bHMHAbYlldoppb5ojLmSmd+XJMm5EODJAeIF02LFmmXmKF+3AgO/fPOzzR0E2JYUEQVB8BJmPlFrfb5S6ucQ4Knh4QXTQsWahaYoX7dCA79887PNHQTYkpRS6jAi+rzv+6eVy+VRCPD04PCCsaxYs9QM5etWcOCXb362uYMAW5JSSl1GRCcS0R/lFmPMKcx8a5IkFzbrhsYYsCXkacwwBuzOsJ0eICBuNMEv3/xscwcBtiQVhuHi0dHRBXVz3/c3JEnyrp07dw5dd911D0/nBgJsCRkC7A6qSx4gIG6gwS/f/GxzBwG2JTXBbiZd0ES0ttGN1vriGSZPeIBnSu7v92Wdn1vuOn931vkhPrc6AH5u/GzvhgDbknKwa6jMEOAZckQX9AzBdeg2vKDdwIJfvvnZ5g4CbEvKwQ5d0A7w0lshwO4M2+kBAuJGE/zyzc82dxBgW1IOdhBgB3gQYHd4HfAAAXGDCn755mebOwiwLSkHOwiwAzwIsDu8DniAgLhBBb9887PNHQTYlpSDHQTYAR4E2B1eBzxAQNyggl+++dnmDgJsS8rBDgLsAA8C7A6vAx4gIG5QwS/f/GxzBwG2JeVgBwF2gAcBdofXAQ8QEDeo4Jdvfra5gwDbknKwgwA7wIMAu8PrgAcIiBtU8Ms3P9vcQYBtSTnYQYAd4EGA3eF1wAMExA0q+OWbn23uIMC2pBzsIMAO8CDA7vA64AEC4gYV/PLNzzZ3EGBbUg52EGAHeBBgd3gd8AABcYMKfvnmZ5s7CLAtKQc7CLADPAiwO7wOeICAuEEFv3zzs80dBNiWlIMdBNgBHgTYHV4HPEBA3KCCX7752eYOAmxLysEOAuwADwLsDq8DHiAgblDBL9/8bHMHAbYl5WAHAXaABwF2h9cBDxAQN6jgl29+trmDANuSarAbHBwslMvlmu2tEGBbUlPb4TQkd4bt9AABcaMJfvnmZ5s7CLAtKSIqlUqv9TzvHURUM8bsNMacU6lUvtPMBQS4GaHmv0OAmzPqpgUExI02+OWbn23uIMCWpMIwPMoY82MiOl5rfVcQBC8honfHcXx4MxcQ4GaEmv8OAW7OqJsWEBA32uCXb362uYMAW5Javnz5HnvuueeSdevW/VpuKZVKJzDztXEcH9TMBQS4GaHmv0OAmzPqpgUExI02+OWbn23uIMC2pBrs1qxZ42/ZsmUDEW3SWr+3mQsIcDNCzX+HADdn1E0LCIgbbfDLNz/b3EGAbUmlditXrlzk+36ZmW+Noug8IjLNXECAmxFq/jsEuDmjblpAQNxog1+++dnmDgJsS4qIgiBYIt3ORPRJrfWnbG+FANuSmtoOAuzOsJ0eICBuNMEv3/xscwcBtiQlY8Dz58//CTNfFEVR2fK2cTMIcCu0JreFALszbKcHCIgbTfDLNz/b3EGALUkFQfAKZv4MEf2+8RZmfmYURVumc9PwsK1ttNNaX2yZ/KPM8ADPlNzf78s6P7fcdf7urPNDfG51APzc+NneDQG2JeVgBwF2gJfeihawO8N2esAL2o0m+OWbn23uIMC2pBzs0AXtAA8C7A6vAx4gIG5QwS/f/GxzBwG2JeVgBwF2gAcBdofXAQ8QEDeo4Jdvfra5gwDbknKwgwA7wIMAu8PrgAcIiBtU8Ms3P9vcQYBtSTnYQYAd4O2mAqyUarrHeCtUtdbPacW+mS0EpBmh6X8Hv3zzs80dBNiWlIMdBNgB3u4rwE03eGmF6u42iQ0C10rteLQt+Lnxs70bAmxLysEOAuwADwLsDo+IIMBuGMEP/NwITH43BLgTVCf4hAC7Q8YL0I0h+IFfKwTQAm6F1sxtIcAzZ2d9JwTYGtWUhhAQN4bgB36tEIAAt0Jr5rYQ4Jmzs74TAmyNCgKcEsAL0K3OgB/4tUKg3R+otmlDgG1JOdhBgB3gpbe2+wHBC9qtTMAP/FohsLs9iLHMPAAAHXdJREFUv7ZsIMC2pBzsIMAO8CDA7vAwCcuZ4e4mIPjAcq4yVg4gwFaY3IwgwG785G68AN0Ygh/4tUIAAtwKrZnbQoBnzs76TgiwNaopDSEgbgzBD/xaIQABboXWzG0hwDNnZ30nBNgaFQQ4JYAXoFudAT/wa4VAuz9QbdOGANuSarC76KKLvLVr1ya2t0KAbUlNbdfuBwQvaLcyAT/wa4XA7vb82rKBANuS+vsh7i8moncTkYjvg8z8siiKbm/mAgLcjFDz33e3BxgC17xOTGcBfuDXCoF2v19s04YAW5JatWrVIcVi8SYieqrW+q4wDF9pjDlLa31KMxcQ4GaEmv/e7gcEL+jmzCFw/0cA9c+tvuxu/GxpQYAtSaWCu1JrvVpuWbNmjb958+a/9vX1HVIul/9i87JqZyWEgFgW3BRm4Ad+rRBo57Mr6aL+tUL/0bZZ52ebOwiwJSml1EVEtChJkvWe512wePFitXnz5t/WarXShg0bfgEBfiSBrD8giM+y4uMDZpwABNitvuxu/GxpQYAtSSmlLiaivZl5yBjz/3zfP61arcr4r9JaS9f0lBe6oC0hT2O2uz3A+EBwqzPgB36tEGj3+8U2bQiwJakgCM72PO+0KIoGG7ugPc97TBRFD0CA0QK2rEpWZhAQK0xNP3rdvPzf3e1+QaN83Uom6/xscwcBtiS1atWqxxaLxZ+Ojo4ed+21196vlHqZMea1cRw/q5kLtICbEWr+O16AzRlNZwF+4NcKgawLXNbjs2UNAbYl9feJE2uMMf9KRPcx817GmME4jn/VzEW7K0uz9PA7CIAACIBA+wm0+0MWAtxiGa1YsWKO7/sLK5XKFiIytrdDhG1JwQ4EQAAEskkAApzNckFUIAACIAACINASAbSAW8IFYxAAARAAARBoDwEIcHs4wgsIgAAIgAAItEQAAtwSLhiDAAiAAAiAQHsIQIDbwxFeQAAEQAAEQKAlAhDglnDBGARAAARAAATaQwAC3B6O8AICIAACIAACLRGAALeEC8YgAAIgAAIg0B4CEOD2cIQXEAABEAABEGiJAAS4JVwwBgEQAAEQAIH2EIAAt4cjvIAACIAACIBASwQgwC3hgjEIgAAIgAAItIcABLg9HOEFBEAABEAABFoiAAFuCReMQQAEQAAEQKA9BCDA7eE4K7wMDg4uGBkZOTBJEvY87/5KpfLQrAgcQYJAFwjI87Fjx46DJKlarbZ548aNf+1CsrM+iTPOOOPAOXPmHBBF0S+ynJksvv8gwFmuMW2KTSm1mojeTkQnEJGXupWzjH9hjHlfHMdXtymplt0MDg7uX61W32eMeT4R7cvMk9XJP2qtj27ZeRtuUEr9vJkbY8z9cRyvaGbXid/DMHwPEX04iqIHJvOvlHo8Ea3WWn+gE+k38zk4OFioVqtnElGf1vrSZva9+D0MwwFjzIVEdOKE5+OXRPQBrfX/9CIuSTPr5RsEwbOZ+RpjzDVxHL9YYl69evUxY2NjlzHzkcz8v2NjY2uGhob+3CuGWX7/QYB7VSu6lK5Sag0R/TcRXUNEXzfG3FsoFChJkkOMMacz80pmPiuKoi90KaRHJKOU+iYRHWWM+bK0yo0xySRxPKS1/myP4vvEhHRfYIz5GTP/Lv37wcaYJ8dxfGiP4jNJkhxZqVR+O1n6QRDIh81nexiflNvLiejjWuvzesFoujSDIDiHmT9ujBkiouuI6L7U/iDP855vjFHM/Jooij7Ti9iVUlkv35uY+bZarbam3qOmlLpROhGISD7s5ePrFq21/LfrV9bffxDgrleJ7iUorY/R0dH7mfndWuuPTtFCupiIXtyLFqZSaiER/YWZj42i6LbukZl5SkqpHyVJ8v5KpbJevJRKpVOY+YoeCpz0ZIRJkvxxslwx89OI6IJexJeW7wPMHERRtGGy+FatWvXYvr6+5evXr79s5qUysztPPPFEf8mSJZuJ6J1a649P8XxIz9GrtNZHzCwVt7tEgLNavqeddto+8+bNe0A+5iuVyviHS6lUOs7zPOk1erzW+q4wDP/BGPN9rbU86129sv7+ExgQ4K5Wie4mJi+3YrH4h1qttsfQ0ND2yVIPw1Ban7ctXbrUX7t27WStz44FPTAwcHiSJHcuXbq00O20Z5KpIAhOZmZtjDknjuOvio8wDP8xSZIv9kLgJP30BT1tdowxd/ciPqXUYUT0e9/355fL5R2TBdnLFvrAwMChSZLcNTw8PG/Tpk075X0YhuGbisXi5eVy+S+poBzBzLf39fX55XJZWnVdvTJevjK8Ia3b+XUoQRC8hZlfpLV+ivxt+fLle8yfP/9vw8PD/qZNm8a6CS/r7z8IcDdrQw/SCsNwX2PMn5n56CiKbp8shFKptNLzvKu01nt1O0SZFFGtVoc9z3vG+vXrf9Lt9G3TW7FixV5z5869xBjzOiJ6wBjzoTiO3y/3B0HwEma+UGt9nK2/dtrJC5qZVbVavWcyv77vPy1Jkrf3QoDTFsgfPc/bODY2dmmxWPzbxBiZ+aRarfb/ehHfypUrF/m+/0CtVlucjlF6SqmaMebYOI5/lZbvGUR0VRzHe7ez3Gx9Zbl8G3qw9q/PQQiC4HrP826IokjG1OUDUXpgvtmL90vW338QYNunYBbbKaW+RkR7JkkyWO8mqmdHWm/GmCuMMV+L41jGirt+hWG43hjzzHQMWLpRH9XKYOa/9qKLUmCEYRgYY6R7UroCzzbGHMLM7xUx9jxvmzHmY8aY78ZxLOLc9SvrY4RhGD43SZIrmfnAqeD0qoWeCsSNxphveZ73XVkdwMyVugCXSqXTPc/7rDGmgvKdvPSUUj8lot/IMFeSJM+RsX5mfrLW+iYpe2OMjJ3/VGv9T11/OP7+AZDp9x+6oHtRK7qYZqlUOsDzvJiIDtBaH54KyXgEQRCsZ2bj+/7Ly+Xyo1on3QhTWpdz5sx5FxHJLOLFDbNQG5OXWdDHdiOeiWkopaRb/nO+759fLpe3pbN6r5Bxc7E1xvzaGPO8iR833Yo1CIK1fX19H613mU5MV7r5ZSJRFEUf7lZME9NZtmxZcdGiRTIzdsFkMTDzSKVSaTrbvBPxK6WkHL/U6LsuwGEYftQYs6hWq712qiGcTsTU6DPr5RsEwdOZ+Voi2id9t7xPa/2O9P1yjud5pxWLxbPL5fLWTrOazH/W338Q4F7Uii6nedFFF3k333yzdEM/YqLT4ODgvKnG5rocYmaTC8Pw9CiK5Cv6EZeMHxpj9iwWi7f1Ymwws8BmYWBpV+quyJcuXfpXmZMgz81smJvQa+QylDQ6OnpCsVi8f926dXf0Op6J6Wf5/QcBzlpt2Q3jmS0L+XfDomlLlqXXYOvWrTIJRyY6Zfmqvw9luAFXTghkuf5BgHNSyabKhlLqSsssbtFav8nStm1mWV/Iv2rVqkMKhcIaZn4cERUmZPxvWuvXtA3GDBw1Kd8dWuuzZ+C2bbcEQfBGZpbNQvYgom+MjIwMLliwoDg2Nva2Wq32nl7vxpYOKcj65FfJevQ04zJh8dNa648RUVdXBrQAXiaMPVaW+rRwz25nmvX6BwHOeZUMw7DcmEVjjOyEJWPB0oX6TWaui8pmrfU53cahlMryQn5WSt1mjNmbmX8iY5UT+DwURdEru82sMb1pyneJMeZzcRy/rVfxpeP7Mgv/w+lY+QXMfLUxRjbnuIGZZX3oi3oVn6SrlPoQEZ1ljLmUmWWM+tlEVCGi1xljPhnH8UW9jC8Igketj2dm3xhzIDPLB9b+vYwvy2nPhvoHAc5yDepgbGEYvpGIlkRR9NYOJjOt66wv5Jd1hIVC4Td9fX2HTDXJqVfsmqUr5SsztrXWFzSz7dTv6TrMG7TWh0gaYRieKls+aq2fVyqVDi4UCncWi8UFvRpDlzkQ1Wp1a61We/rQ0NCtSqaUG/OKOI6DMAyXJknynTiO922cuNgpVlP5DYJgfDmPXOk2rfsR0QAz3zw2Nnbe0NDQ77sdU2N6QRD8s/x7bGxs6Jprrnmwl7FMTDvr9W+8TLMEDLF0j0Da9fYX3/f36dULMN2nOLML+dN1hBLfwd0rmfaklJbvA77v79ur8k1juH1kZOSkjRs3bu3v73+c53nr4jh+ctr63C6Hg/Tq0IN0o5Bvp6sDpDW8S4DT+ITfob1aITBVTTjrrLPmDg8Py9aZt2mt5UO6Z1fDRiEnyNKjngUyScJZr38Q4CzVli7Hku6A9Wvf9/fo1UzorC/kT1/CX2bmyyebCd3lImspuXr51mq1Bb1aQiMBp7uHncvMFzPzQ0mSbBwZGXnK3LlzX5QkyQfjOJalZz2Z9CS7NM2bN2/z6OjowfIR0CjA/f39xxQKBWm915fXtMS/08ZhGD5L1i/fc889C2688cZqp9Obyr9sRJO2gDdmrQWc9foHAe5Vre1iukopWbM68ZpHRMvkNCTpDuxiOI9KahYs5P9POUzAGHOT53n3GWN2iYUx5m+92qChDrJJ+UoLScY0e3YppS4nohekk7Aa45DJTf+itf5Uz4L7+xiwJqJ5WuvTlVKB7AstY8ByAEOSJJfHcSx7QWfuCsPwCcaYX023zWzmgu5BQFmvf+iC7kGl6GaSSql1k6Q3xsy3GmP+S2s93M14JqaV9YX8SinZGUl4TdZKk1Oazuolv6nKVyY9JUnysV4eA5eOsW5m5vOTJNk1PsjMsiewdO3f2Ut2knZ6HOZbZKxcWsBE9BXZ2YmILvd9/yO96r5vxqVUKh3ted6/9eqUoWbxZeH32VD/IMBZqCm7eQxZX8i/mxePU/bDMHxtFEVyHOZsuOR92JPu8NkAZzbGmPX6BwGejbUqRzHLgffGmM8nSfKlXrbWcoQUWckZgSxvJJEz1F3PDgS468i7m6BS6iHf9xdPnGg1ODjYNzIyckylUrm5uxE9MjWllKwJXS3jcEQ0JBOeHnzwwa91++iyqRgEQbDE87y3RFF0rtj09/fv53neC5n5Pq217LHd0xaTbBTi+/7FxphTiUgOPJCx1buYOXr44Ycvue666x7uZvkODg7uU61WZQMLm6vnG4VME2QmNrrI+kYSNoXcS5usb1QDAe5l7ehC2rJMYLKJGukauRuzsJB/2bJlcxcuXPhaIvoAM9eSJJFxaZk8JpNgxo+F69WllPoBEYnYDg4ODnrValWWWsjM2KIx5rI4jv+1V7HJMkKl1C+JSDZmuIqI7mFmzxhzODOfycw/iKJosJvxpUu3Lm1Is0+OhWXmX8uHgTHGJ6InENEiIrpSa/36bsY3Ma0sb3QxGzaS6GXZ2aSd5Y1qJH4IsE0pzmIbSwHu+R64pVLpKZ7nRUT0pLRF/DIiOkWOMjPG/Hccx5/vdjGk58X+bnh4eH9pkZdKped4nncNM8suU3umx6zJxgg9uVavXn1krVb7qe/7j5WTmhqDSA+bv933/fm9nEgks4yNMZ+K4/jrjfEppf5FhDgDApzZjS5mw0YSPan4bUg0CxvVQIDbUJBZd5EulP/dJHvaFologbSAlVJyuPwLtNaP71V+6gKstV5SjyFdaiHnsR7SiwPb041CrtVaHy0xhWH4viRJlsZxLEcnyhKWh1Jx7skhAwMDA49JkuT6KcpNWsdb0x6OnnSTS3d9upb2yEnqlcQ37Pv+/uVyebRX9W6ydLOy0cVs2EgiS+XWSixZ2KgGAtxKic1S21SA32GMmWyx/o44jj8xMDBwSq1WOyqO48t6lc26APu+/4TR0dESM8sewacRkSxVkY3xP9rt2AYHB/ceHR29u6+vT0SiGgTBLcz8ea31h8IwXGyMuUNrvbCX48DpOtYrtNaPWG4WhuHLkyQ5qZfrlGV8Wo5rJCI5NOARy93S1t3vtm/fvne3x6lt6lGGNro4mZkzuZGJDces2mRloxp0QWe1hrQprqm6oNvkvi1u0jFgOVXoP4hIPhSkRfllIvqC1vrHbUlkhk6UUt8wxsghDMPMPOD7/pHlcvlemb1NRD/OwGlIX0w3urjbGPNbZpZJWEcQ0WHM/LWGjUN6ddiGjKHLgQFXGWMkRi4UCnIQiOwh/ButtUwey9yVlY0usr6RROYKbkJAWd+oBgKc9RrkGF/WBVgpJa1umQW9hzFmIzN/0ff9oax0S5ZKpQM8z7uEiORAgY9qrTem3dGv3Llz55UbN26ceEKSY4m1drtS6svTbBSyy5kxZmscx29uzbu7dTorWnaXkm77+vDCH4no2mq1ujaL2xdKrrOw0cVs2EjCvYZ01kOWN6pBF3Rnyz4T3kul0iknnHDC99euXZvJc02VUj+Tlq7v+18ql8tbMwENQYBARghkfSOJjGCatWGgBTxriw6Bg8DsIJDljSRkrHcqirVazVQqlf+dHZQR5VQEslz/IMA5r7dZX4iedfxZ34gj6xutZH0jiYbj9B5RFY0xO5n551rrk3tZR7P+/KZzIaZFZIy5v75yoNsss17/IMDdrhFdTi/rC9G7jKPl5DK+EYcshcrsRiuzZCMJr7FSnHjiiYVDDjlk/0KhUCKip0VR9MqWK00bb8j686uU+kRDdmW52anGmDIz7xpOMsY8GMfxv7URi5Wr2VD/IMBWRZk/o6wsRM8y2axvxCHsLAW4JxutzIaNJGQt9SR1sDA2NrZUNoYZHh7eY9OmTT1Z5z3ds5HF5/eiiy7ybrrpJjk/+0RmXhVFkSxB69k1G+ofBLhn1aO3CWdlIXpvKUyfetY34qgLMBFlcqOV2bCRxFRd0ET0kDHmP+M4viiLdTSLz69SSlYzyN7usjKgzxgzGMfxN3vFbzbUPwhwr2pHj9PNykL0HmOYNvlZshGH7HKV2Y1WgiDI9EYS0kpqrAR9fX1cq9X2khYcES3WWr8pi3U0S8/vmjVr/C1btnyAiOTAki/UarXXFwqF1xGRLN97g9a6cW/wruLMev2DAHe1OnQ/sawvRO8+kdZSnAUbcUw6BtxaLjtnPRs3kpCWU61WW5okyY99399z4klinaP1aM9Zf35lkiIRfUX2cPc875woimRjmPErDMPBJEnk3x+J4/jt3eRWTyvr9Q8C3Ita0cU0s74QvYsoZpTULNiII7MCPBs2kpimC5qY+dtRFD1vRhWnTTdl/fmV/caJ6H5mfuFkY75BEDybmf9La31Cm5BYu5kN9Q8CbF2cMASB7BHI+kYrWd9IYrJ1wEmSJMaYLZVK5bfZK/FsRSQ72fm+/4bpeglKpdLBlUrlvl5EnvX6BwHuRa3ocppZXojeZRS5TA7l61as4OfGr373smXL5IQ1kqM72+Mx/14gwDkv46wvRM86fmx04VZCWd9IAs+HW/nKBKzNmze/nZlfIQeApCeD/c4Y85m+vr4P9vIsasmZnMjl+/7Fxhg59OPA9FjWu5g5evjhhy/p9UlcEGC3+pfpu2fDQvRMA7RfZ9uTbMyG8s3yRhKzgV9PKlYLiSqlPk1E/enyo98QydA5H2uMOZuZPx1F0b+24K7dpnLm9C+JyDfGXEVE9zCzZ4w5nJnPZOYfRFE02O5EW/EHAW6F1iyznQ0L0bOOFBtddKaEsrCRBJ4Pt7Jdvnz5HvPnz7/fGPPEOI7vafQWBMGTmPl6rfW+vTove/Xq1UfWarWf+r7/2HK5vK0xvoGBgUOTJLnd9/35vWylQ4Dd6mCm754NC9EzDTBtAWOji/aXUhY2ksDz4Vau/f39jysUCl/TWh89mSel1F+SJDm0Uqk85JbSzO6WXc6SJJGPgMdP4kFax1u11nJWtayl78kFAe4J9u4lmvWF6N0jMbOU0mUq2OhiZvimvCsrG0ng+Zh5wfb3988vFAqbx8bGjt2wYcPdjZ76+/uPKRQKP9RaL+qlwCmlNBFdobVe1xhfGIYvT5LkpDiOZcOQnl0Q4J6h707CWV+I3h0KM09lqi7omXts751ZL9+sbySRdX7trS3t95YexqCMMZd7nne7MYaNMUczsxxicZXW+rz2p2rvUSklG4G8gIjuNsb8lpnlXPQjZMIYM3/NGFNv/W7WWp9j77k9lhDg9nDMpJfZsBA9k+AagsqyAM+G8s3yRhKzgV/Wn48TTzzRX7JkyQVEdBYRPS6N9y4i+uLixYsvufTSS6u9zINS6svGmDFmnrab2RizNY7jN3c7Vghwt4l3Ob2sL0TvMo6Wk8NGFy0jm1U34PloX3HJaUjibe3atdLKxGVBAAJsAQkmuzcBbNSwe5c/cj+7CWT5+YUAz+66heg7TAAbNXQYcI/dZ32jkB7jcUneU0o9Vmst3dE9u7L+/EKAe1Y1kHDWCWCjhqyXkHt8Wd4oxD13nfcQBMFtE1NhZtn44kBm3pEu8+l8IJOkMBueXwhwT6oGEp0NBLBRw2wopc7EmIWNQjqTs/Z6DYLgwrpH2QKLiPYjogFmvnlsbOy8oaGh37c3RXtvs+H5hQDblycsdzMC2KhhNyvwhuxmYaOQ2Ur/rLPOmjs8PDxERLdprd/Yq3zMhucXAtyr2oF0ZwUBbNQwK4qp7UFmZaOQtmesSw7lmEdjzLfuueeeBTfeeGPPliJl/fmFAHepQiKZ2UkAGzXMznKzjTrrG4XY5iNrdmEYPsEY86tarbbH0NDQ9l7Fl/XnFwLcq5qBdDNPABs1ZL6InAPM8kYhzpnroYNSqXS053n/prU+s1dhzIbnFwLcq9qBdGcFAWzUMCuKCUGCwKQEsv78QoBRcUEABEBgAoF0As9yrfVGwLEmUNeTnp0uZB1pRgwhwBkpCIQBAiDQeQKDg4N7V6tVOSTgjMlSS38/m4jeQERztdYHdj6q2ZtC+qEiBy68ioiOSnNyOxF9Wmv9MSLCtpTTFC8EePbWfUQOAiDQIgGl1EIi+rPneY9fv379H+q3l0qlIzzPkyUzcqjAA0R0KTN/NoqiLS0msVuZK6U+JMyMMcJrARE9m4gqRPQ6Y8wn4zi+aLcC0mJmIcAtAoM5CIDA7CaQznx+qjHmrcaYvxUKhfOSJDmDma9j5k8dd9xx1+JAgeZlnE5y2lqr1Z4+NDR0q5Kjw4x5RRzHQRiGS5Mk+U4cx/v28jzg5rnorQUEuLf8kToIgECXCSxbtqy49957n8/MbyUiEYjbmfmFURT9osuhzOrklFKHEdG3tdaHS0YaBTj99wO+7x9aLpf/Nqsz2sHgIcAdhAvXIAAC2SWQ7tj0IiJ6PREda4wpE9FlcRx/L7tRZyey5cuX7zFv3rzNo6OjB2/cuPGvjQLc399/TKFQuEFrvQ9awFOXGQQ4O/UZkYAACPSIQH9//0mFQkGEeNAY83tmvmxkZOSLGzdu3NqjkGZFskopTUTztNanK6UCInqnjAEz82uSJLk8juO3z4qM9ChICHCPwCNZEACB7BEIw3BxkiSvFgGRU32iKDooe1FmJ6LBwcH9q9XqW7TWF0gLmIi+QkS/IaLLfd//SLlcrmUn2uxFAgHOXpkgIhAAgR4TkHHiRYsWPT+Koq/1OJTZlLzoCdYAt1BiEOAWYMEUBEAABEDgkQRkLfDWrVv9TZs27QSb1ghAgFvjBWsQAAEQAIGUQBAEb2Tm9xDRHkT0jZGRkcEFCxYUx8bG3lar1d5TqVQeAqypCUCAUTtAAARAAARaJrBixYq95syZ82dm/rAx5tfGmAuY+WpjzGeJ6AZm/r7WWmaZ45qCAAQYVQMEQAAEQKBlAqtWrXpssViUpUaHyM1hGJ5qjLlQa/28Uql0cKFQuLNYLC7ARCy0gFuuXLgBBEAABEBgagLpPtC3j4yMnCTLtfr7+x/ned66OI6fLHcppbaPjIwcKGuEwXFyAmgBo2aAAAiAAAjMiEAQBCcz87nMfDEzP5QkycaRkZGnzJ0790VJknwwjuPFmBn9/9u7YxQAYRiAoskNW/AQDm4eRkdv0NzF2QM4eQEpIlRwcRGFEv5eG/MSCEqhfAG/ai4eQgABBBB4FgghTCLSlENY94XnLUidmQ34MYDpAQQQQACBDwXKZQyrqvY55+3aWlV3EZnNbPkwnMut+AXtsqwkhQACCPwvEGNsU0rj/5F8RmAA+6wrWSGAAAIIVC7AAK68QLweAggggIBPAQawz7qSFQIIIIBA5QIHWYJNOP30l0gAAAAASUVORK5CYII=</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="140.0341796875" y="135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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><script x="21.599999000000025" y="160.40000000000003"><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="17.599999000000025" y="81.19999999999993"><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="15.999999000000003" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="26.399998999999838" y="206.00000000000006" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="21.599999000000025" y="38.39999999999998"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="225.59999900000008" y="155.80000000000013"><custom-block s="label %txt of size %n"><l>Hello!</l><l>18</l></custom-block></script><comment x="17.59999899999991" y="290.20000000000005" w="302.8" collapsed="true">You will write these blocks below.  Right click and edit.</comment><script x="191.39999900000004" y="337.0000000000002"><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><l></l><l></l><l></l><l></l></custom-block></script><script x="390.2285166250001" y="231.46667066666691"><custom-block s="CO2 Emissions Data"></custom-block></script><script x="10" y="973.8000010000001"><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="data list"/></block></block><l>10</l></block><block var="Label"/></block></block><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="data list"/></block></block><l>10</l></block><block var="Label"/></block></block><script><block s="setHeading"><l>90</l></block><block s="forward"><l>-35</l></block><custom-block s="label %txt of size %n"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="data list"/></block></block><l>10</l></block><block var="Label"/></block><l>12</l></custom-block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportQuotient"><block var="vert height"/><l>10</l></block></block></script><script><block s="setHeading"><l>90</l></block><block s="forward"><l>-37</l></block><custom-block s="label %txt of size %n"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="data list"/></block></block><l>10</l></block><block var="Label"/></block><l>12</l></custom-block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportQuotient"><block var="vert height"/><l>10</l></block></block></script></block></script><comment x="99.60000000000008" y="769.8000009999997" w="316" collapsed="false">Name: Jada Jefferson&#xD;Partner: Ivan Huang&#xD;Duration: 200 Minutes&#xD;Description: Visualising data using a bar graph&#xD;Honor Code: I have not received assistance during this project.</comment><script x="61.39999900000009" y="398.0666676666667"><block s="receiveGo"><comment w="90" collapsed="false">Will create both graphs when flag is clicked.</comment></block><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions Data"></custom-block></custom-block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="setHeading"><l>90</l></block><custom-block s="label %txt of size %n"><l>Top 2011 CO2 Emmisssions</l><l>18</l></custom-block><block s="gotoXY"><l>-25</l><l>0</l></block><custom-block s="label %txt of size %n"><l>in Millions of Metric Tons</l><l>15</l></custom-block><block s="doWait"><l>1</l></block><block s="clear"></block><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions per capita Data"></custom-block></custom-block><block s="gotoXY"><l>-70</l><l>150</l></block><block s="setHeading"><l>90</l></block><custom-block s="label %txt of size %n"><l>2011 CO2 Emmissions per Capita</l><l>16</l></custom-block><block s="gotoXY"><l>-70</l><l>135</l></block><custom-block s="label %txt of size %n"><l>in Metric Tons per Person</l><l>14</l></custom-block></script><script x="75" y="369"><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l></l><l></l><l></l><l></l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="reportShown" style="normal" x="11" y="10.999999999999972" color="143,86,227" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="11" y="139.70000439999995" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="366" y="55.90000879999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="167.3268229166663" y="87.8000065999999" color="74,108,212" hidden="true"/><watcher var="Maximum value" style="normal" x="17.000000000000455" y="243.00000000000006" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Bar Graph, data: %&apos;data list&apos;" type="command" category="looks"><comment x="0" y="0" w="158.8" collapsed="true">Fill in the blanks</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l>-150</l><l>-90</l><l>370</l><l>250</l></custom-block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>240</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>240</l><block var="data list"/></custom-block></script></block-definition><block-definition s="data-record, label: %&apos;label&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="label"/><block var="value"/></list></block></block></script></block-definition><block-definition s="label from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data-record"/></block></block></script></block-definition><block-definition s="value from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="data-record"/></block></block></script></block-definition><block-definition s="label %&apos;text&apos; 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max bar height: %&apos;max bar height&apos; data: %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><block s="reportSum"><block var="x-origin"/><l>30</l></block><block s="reportDifference"><block var="y-origin"/><l>15</l></block></block><block s="doSetVar"><l>Maximum value</l><custom-block s="value from data-record: %l"><block s="reportListItem"><l>1</l><block var="data list"/></block></custom-block></block><block s="doForEach"><l>item</l><block var="data list"/><script><block s="doIf"><block s="reportGreaterThan"><custom-block s="value from data-record: %l"><block var="item"/></custom-block><block var="Maximum value"/></block><script><block s="doSetVar"><l>Maximum value</l><custom-block s="value from data-record: %l"><block var="item"/></custom-block></block></script></block></script></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="data list"/><script><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><block s="reportListItem"><l>1</l><block var="item"/></block><l>15</l><block var="width"/><block s="reportProduct"><l>240</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="Maximum value"/></block></block></custom-block><block s="setHeading"><l>90</l></block><block s="forward"><l>40</l></block></script></custom-block></script></block-definition><block-definition s="set origin x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>x-origin</l><block var="x"/></block><block s="doSetVar"><l>y-origin</l><block var="y"/></block></script></block-definition><block-definition s="Country-GDP-Population Data" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>China</l><l>13421985588615</l><l>1336718015</l></list></block><block s="reportNewList"><list><l>USA</l><l>15507135407358</l><l>311050977</l></list></block><block s="reportNewList"><list><l>Russia</l><l>3121925049784</l><l>138739892</l></list></block><block s="reportNewList"><list><l>India</l><l>5806731299998</l><l>1189172906</l></list></block><block s="reportNewList"><list><l>Japan</l><l>4367871360438</l><l>127469543</l></list></block><block s="reportNewList"><list><l>Germany</l><l>3338715757320</l><l>81471834</l></list></block><block s="reportNewList"><list><l>Iran</l><l>1243922783400</l><l>77891220</l></list></block><block s="reportNewList"><list><l>S. Korea</l><l>1415591465995</l><l>48754657</l></list></block><block s="reportNewList"><list><l>Canada</l><l>1374291306176</l><l>34030589</l></list></block></list></block></block></script></block-definition><block-definition s="Bar Graph, data: %&apos;data list&apos; Horizontal? %&apos;Y/ N?&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doAsk"><l>Would you like the graph to be horizontal?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block><script><custom-block s="Bar Graph, data: %l"><block var="data list"/></custom-block></script></block></script></block-definition><block-definition s="label horizontal axis, horizontal length: %&apos;horiz length&apos; data list %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs><script><block s="setSize"><l>1</l></block><block s="gotoXY"><block var="x-origin"/><block var="y-origin"/></block><block s="doRepeat"><l>11</l><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>5</l></block><block s="forward"><l>-5</l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="horiz length"/><l>10</l></block></block></script></block><block s="gotoXY"><block s="reportSum"><block var="x-origin"/><l>-9</l></block><block var="y-origin"/></block><block s="doFor"><l>Label</l><l>0</l><l>10</l><script><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportProduct"><block s="reportStringSize"><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block var="Maximum value"/><l>10</l></block><block var="Label"/></block></block></block><l>-7.20117187</l></block></block><custom-block s="label %txt of size %n"><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block var="Maximum value"/><l>10</l></block><block var="Label"/></block></block><l>12</l></custom-block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="horiz length"/><l>10</l></block></block></script></block></script></block-definition></blocks><variables><variable name="x-origin"><l>-150</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="Maximum value"><l>17.62</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>