<snapdata remixID="8901334"><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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</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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1Qm9Tsgug6GY4B6LOcEQn2wxnxwlvMqVWUrlgwbzFIu93sMcO0K4/0xjs5Tg5R72WOACV79P+fr7ePRhBbC2aAlIQAISGESBhAEcuPC9ehL7g1WEK6evcI1gTZ1wYSeAhxn6W/BOHCF8a43qG4Gn1xn7SDu0g6vAO8nNYmsEd0xSWb6KVWNbQmwHMG+x2EtKlK9z4euWVQAP4manPktAAhKQQNIAXjNFdj/Yn9ZpvHva7uZNArhG9URDvN0IjU8upfJMg/lsnfDgqQBes5Rwh1tgskb1R2A+V2ft9VsakhrzD4D4Y8CvDeYw4B0jjF2jANZGLAEJSEACgyiQOIAN5nUjjF07TPUuS/OFdSbu66z49BlwjcprwbyoTnhSjcAF7+F1Qrcb2c2Ab2/Cix4kfKBG9YaY5ptXMnFPL4g1Kq+xmCNGCQ9XAPcipmUkIAEJSKBoAkkD+LwYe8lKGle5AIboBSOMr9hSAO9MpRZhLq8QHhBS/SeDvbtOeH47gCtnW7xrDeb/GuwvRxh7cqeepVQP9bCntme54a3u/d1g3j0w0S5bPQHsU12wK4CLtkmpPxKQgAQk0ItAogBextD+Md7lwGoDPxkhPNk1Mkzl1RZzBrAX8Acwp9cZu3hqpnsh8BKDGWvCcx9g7EH3/lIqyw3mWmDcwmdG22dIt17DBCdbOMvCKzonbdUITgNONDBqYSIiOvoBJu7uBPAOUaVV1sP8ZaYVrxPu2AtMv5fRZUj9FlV9EpCABAZbIFEAu1XdA+ZOsCBYwZqHel31xQRLVhGuBprdZdxZ0rBgaHN1LYeyOz7cvfxiFlfnES64n0a9834ngBdHQU/dqRMmXueeKn6chRTA/VBUHRKQgAS2HYFcwqiffJ0ArsTlVrUVO+eDM9U/SviZfrbfa12FDeAhlpXdToc+vibH+WUfq1NVEpCABLZJgW0mgDujMxm1b9RRtFeRA9g33N9HrxVRg537WJ+qkoAEJLBNChQyrJJI6ySsJFqbWXaIZQrgWRqquAQkIIEUAgrgFGhpimgGnEZNZSQgAQlsuwIK4IzGVgGcEbSakYAEJDAgAgrgjAZKAZwRtJqRgAQkMCACCuCMBkoBnBG0mpGABCQwIAIK4IwGSgGcEbSakYAEJDAgAgrgjAZKAZwRtJqRgAQkMCACCuCMBkoBnBG0mpGABCQwIAIK4IwGSgGcEbSakYAEJDAgAgrgjAZKAZwRtJqRgAQkMCACCuCMBkoBnBG0mpGABCQwIAIK4IwGSgGcEbSakYAEJDAgAokCeJjq8TF2T7duBvPnOmNnu3/XGNrZ4L0H2NHCv9UJ/0/7fSqW4CQPu9zCf9ZpfKvzSEJXBrz/7cpERJ9yz/ZNY6Z7QadR6yqje0HPElDFJSABCaQTSBjAwa/AfB7icYN9cAXjv3LNDhN8y2J/DvwazFU+dj/3zN6lVN5hYF/w/wXiL1nic0cZv7QdztUfAT+x2DUGjqsTPj/NKiiA06gpgGeppuISkIAEZi2QIoDt6WBXjzB+Y1frHhBPhfGvDOaUFYz9DOh6v/opS7yuTuN0N4GuETw6wdxlD/HQWvfvEqVd7+PRh5OukQI4qdi05TUDniWgiktAAhJIJ5AogGsEFwKrwewMtlonPLi72aUERxg4uU64PxB1/rYT1b197JUQHVhn4r72DDg4H+wYsArMx2Ps/itp3JR0NRTAScUUwLMUU3EJSEACfRFIFMDdLdYIbvXgiBWEv2vPfCuvAu/LHvH/crufO8vuzMInRzR/5mHeOjUrbv3JHR+GypuAZS6AI8xODzD2YNK1UgAnFVMAz1JMxSUgAQn0RSBRAO8G8+6BCff/6wnujDDLXWh2wrdJ86U+ZtLHRC6Ed2Le7iVK/xVjT/QJfw7BnisIb+vquTdM5UMWb786Y3+XZo0UwGnUuspoF/QsAVVcAhKQQDqBngN4d7ZbOMH6X4FdZfCWWuxX64Sfb89mg/vbM1nWAvMt5tBRxn44TPVciz1u6n236Pl1wpOmyrwfeJOBB5qYo9PMfl09nQBeHAUdgdax6C296oR+OqrZldJlSLPzU2kJSEAC25pAzwHcWfFdqSwt03joLlg3G4ydqdTKzA3v5uFHZ1PPZgJ4xurqhInXeTb965RVAPdDUXVIQAIS2HYEcgmjfvJ1ArjUOuEaFkSVfWaq/wHGft/P9nutSwHcq5SWk4AEJPDEENhmArgzXJMRhVwnBfAT4wOltZSABCTQq0Ahw6rXzrvldBJWEq3NLKuTsGYJqOISkIAE0gkogNO5JS6lGXBiMhWQgAQksE0LKIAzGl4FcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAikCWC/RnCuIf7GCOM3uvV0jyhs4v1vi90d7HfrNC537y9jwR4R0fHQfkCCwTu3zto73L9rVD5iMYs6Tk343CrClVty21Jduhf0LLc03Qt6loAqLgEJSCCdQOIAHiY42sIZFt43Svht1+wwwYstZkdLfKfBXOkRP3MF4yNLCV7uYY8FLgCsT/n6+3j04akAPhvMf0x1+/wSpX07f9vcqmypLgVwuoHfUEoBPEtAFZeABCSQTiBRAO/Cwu2aTF5uMVcA948Sfqe72R3Zcf4cxm/28F+9gjV3tkOTt1jsJSXK120uYN3MNib6Yp3w1TOtwpbqUgCnG3gF8CzdVFwCEpDALAUSBfBSgrM87DVgnhLDg90BvJhgSRn+G7ixTvhKoFlj/gEQfwz4tcEcBrxjhLFruvvsdkUbzH0jhG6WvMXXlupSAM9yC9AMeJaAKi4BCUggnUDPATzM/B0s8Z8NfNzCCw14hvgdbldzp+llMGQJfgDmmyOMXTItaF9jMUeMEh7e9b43TPVOMPuPsPYvva5CjcqGuhTAvaptYTkF8CwBVVwCEpBAOoGeA3gqXN9owVh4hYE1HuE/rIDxZSzYcwVr7gaiGsHFFi53s+PdYN49MOG6VqN6Atin1glP6nS1xvznQfxPdcKXd3d/KdVDPeyp7RlzeKv725bq6gRwCa9VxYKoss9MFA8w9vt0VLMrpbOgZ+en0hKQgAS2NYGeA7iz4sNUXmUx3wTWz6G8zz088kiNyr+CORR4BMwfK4y98S5YVyM4DTjRwKiFiYjo6AeYcEHdetWofAXMzXXC87thhwlOtnCWC/pRwqvay26+rk4AL46CnsamTph4nXuq+HEWUgD3Q1F1SEACEth2BPoWRjWolFg4d/qJVotZXJ1HuOB+GvXpbO5vq1jlZsjN6X9bDuVbYLL7/c3VtZkAjmcanjqhn8fwKYDzUFebEpCABIor0LcAzmsVdQx4lvI6BjxLQBWXgAQkkE5AAZzOLXEpzYATk6mABCQggW1aQAGc0fAqgDOCVjMSkIAEBkRAAZzRQCmAM4JWMxKQgAQGREABnNFAKYAzglYzEpCABAZEQAGc0UApgDOCVjMSkIAEBkRAAZzRQCmAM4JWMxKQgAQGREABnNFAKYAzglYzEpCABAZEQAGc0UApgDOCVjMSkIAEBkRAAZzRQCmAM4JWMxKQgAQGREABnNFAKYAzglYzEpCABAZEQAGc0UApgDOCVjMSkIAEBkRAAZzRQCmAM4JWMxKQgAQGREABnNFAKYAzglYzEpCABAZEIFEAL6H6dI/4BINXMtivrCC8rXs928/xtWvqNM7rvD9M9Q0W+3oDN6+n8vVVrBrr/G0nqnv7xMdZzJJ1zD32IR5ak9RNT0NKKjZteT0NaZaAKi4BCUggnUCiAK4RHGMw91jihWDOqBM+DbCu6RrznwbxfwE/qRO+3b23hMqzfcxXDP5bIqLjDayqE362vXxlPzCXgXk/jF1Wh0aaVVAAp1HrKqMAniWgiktAAhJIJ5AogDtNLGPBnjHRL+qESzYGcPBjCxcZeGGd8NipkH0teEfVGTu0RnA0mOfWGTuu/bfAhe/Vk9gfrCJcma77oABOKzdVTgE8S0AVl4AEJJBOIHEAL6H6Ag/7M+DUOuHnNgatOTDGft/DvLMTwMuhPEpwI7AMeBJ4T6uz9o6pAO7sbr4f7E/rNN6dZhUUwGnUNAOepZqKS0ACEpi1QOIAdi3uSmXpJOa3Pna/+2nUawS3AleCrYB5gcH84whj19YIDgbz8Rje7mHfZsAfITy5E8AG8zq33DDVuyzNF9aZuC/pGimAk4pNW14z4FkCqrgEJCCBdAJJAtirMX9PN4PdA+Y2CO7ysc9xAbyUodcbvEUWs7shfmFMfMRKJu6pUX2ThReMMnb8MJVXWby31xn7u6kAPi/GXrKSxlUugCF6wQjjK5KuRieAK3G5VbRi53xwpjpGCT+TtI1+LK+zoPuhqDokIAEJbDsCPQewC92Q4CoPs0t79eMLRmh8okOxjKFhi/9/LXaxxXvVKGuvWwZDMcGPwc4FM98jPm4F4790ZZYxtH+Mdzmw2sBPOjPjpLSdAF4cBT0VrRP2vM49VdjjQgrgHqG0mAQkIIEniEDiMBpm/g6GtY0VMN6r0RKqi1cytrpzwlannAv1CRYEK1jzUK91TV+uE8A7RJXWnzzMX2aqq064Y9q2ZlNOATwbPZWVgAQksO0JJA7gohHoGPAsR0THgGcJqOISkIAE0gkogNO5JS6lGXBiMhWQgAQksE0LKIAzGl4FcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIKIAzGigFcEbQakYCEpDAgAgogDMaKAVwRtBqRgISkMCACCiAMxooBXBG0GpGAhKQwIAIJArgGvMPgPg4sGss3jmjjP2xs57LWLB9THwS2P3AfrRO4zdAaZjq64GXWMxZddbeMc3FrxGca4i/McL4jTOZLWPBHhHR8UCrzwbvXFefnoY0yy1NT0OaJaCKS0ACEkgnkDCAg9tjzAmGaHuD98k64d7uGb+LWVwt07gF7IUlymffx6MPu+603x8/BuI3gn9KnbXXd3dzmOBoC2dYeN8o4bdnWoWlBC/3sMcCF7g2fcrXu3YUwOkGfkMpBfAsAVVcAhKQQDqBRAHcet49xLuxaNF6Ju+DcEkdGksJ/tHAsyH6QJ2J+6Z3ZZjg227G3B3Au7BwuyaTl1vMFcD9o4TfefwA5i0We0mJ8nWdkFcApxt4BfAs3VRcAhKQwCwFkgZwa+/vMNWvWuyjdcJT3BvtgOUI4Ndgx6FxsAvmTt82F8BLCc7ysNeAeUoMDz5eAE/t/v6Ya8NgDgPeMcLYNQrgWW4BmgHPElDFJSABCaQTSBzAwwSftrBvnfB1QHNjANu76jQ+XiP4BvDTOuFFWwrgYebvYIn/bODjFl5owDPE71jB+Egvq1Gj8hqLOWKU8HAFcC9iMyyjAJ4loIpLQAISSCeQKICXUv2Eh11uCd8AlacuonH7H2D9UoK3GtirTviBYarnWrimztjFWwrgZTBkCd5owVh4hYE1HuE/rIBxV2Yp1UM97KntWW54q3tvN5h3D0y4f9eongD2qXXCkzoBvDCe12pujvV/PBNFnfCQdFSzK6WzoGfnp9ISkIAEtjWBngN4KfN2Nfj3TAGsBeaXsbV7aYy2z4COrnMzYgsPxYSvfgDCGvN2Af9SYE/gUeCizm7r9sy58iqL+Sawfg7lfe7hkUemZtQnWzjLhfMo4VXt0A1OA040MGphIiI6+gEm7u4E8OIo6Gls6oQ9r3NPFfa4kAK4R5bg5ZgAACAASURBVCgtJgEJSOAJItDPMPIWEzxpFeHKftgth/ItMNldlzureh7hgvtp1DvvdwJ4UTTUngHj3TRT+yOE+/ejf0nrUAAnFdPyEpCABLZtgX4GcC5SOgY8S3YdA54loIpLQAISSCegAE7nlriUZsCJyVRAAhKQwDYtoADOaHgVwBlBqxkJSEACAyKgAM5ooBTAGUGrGQlIQAIDIqAAzmigFMAZQasZCUhAAgMioADOaKAUwBlBqxkJSEACAyKgAM5ooBTAGUGrGQlIQAIDIqAAzmigFMAZQasZCUhAAgMioADOaKAUwBlBqxkJSEACAyKgAM5ooBTAGUGrGQlIQAIDIqAAzmigFMAZQasZCUhAAgMioADOaKAUwBlBqxkJSEACAyKgAM5ooBTAGUGrGQlIQAIDIpAogJexYI+Y6A0G64/Q+FRnHWsEb7bw7M5/G7xL6qy9vvPfwwQvttjX1mm8u/PeEqpP94hPMHglg/3KCsLb0pjpYQxp1LrK6GEMswRUcQlIQALpBBIFcI3gYOCZwIvqhO7frVeNykdiuMnDuMcHvjvGnrOSxpXub7vBvPUEPwGeWifcqSu0jzGYeyzxQjBn1AmfBtikq6EATio2bfkCB3BpiOdiKc1yDTcp3pzAPbdaLwlIQAK5CyQK4HbYzn8qxGd3B3DXWvg1gtvmEC6/BybaywenWljhYU4fYezJ09d4GQv2jIl+USdcogDufXuIGiQeu83WXvAAtoYNe1J619nikjdEDQ7oQz2qQgISkMCsBRJ/ic8UwMuoHhRjj6oTHuN6NszQMov33TrhQcNU75wewEuovsDD/gw4tU74uTRroxlwGrWuMgrgVID+EIeZ9t6gvr2a43ygb5WpIglIoPACfQ3gGsE3DPbSERpXTM1+zzDYJ4O5wcJHgZPqhOd3q+xKZekk5rc+dr/7adSTiimAk4pNW14BnArQBTCGf09VeHOFDN+PQg7vW32qSAISKLxA3wJ4Jwh8grs9wt1WwPjUDPhvLd5fTyl8yRAfPML4jYBXY/6eddbesQfMbRDc5WOfowDufXvRLujerbqW7NsuaAVwKn8VkoAEugQSBbA72crgHWWxuwO3efhvWMGaO9thWz0M7CEjhEdOF64RXAW8zMB7Rgi/4EI3JLjKw+zSXja+YITGJ9KMTGcGvH1UaRUv4d09Uz2bOw6dpt2kZXQZUlIxcCdhFfUYsAI4+XiqhAQksKlAogCeCc+d7dwE05n99gI9zPwdDGsbScpMr7cTwIujoJcmqRP2bZ17anBqIQVwEq32sgrg5GYqIQEJDI5ALmHUT55OAM+P57aqnWvL585U/yhj7+pn+73WpQDuVWrjcgrg5GYqIQEJDI7ANhPAHfLJqE+X5/R5DBXAyUEVwMnNVEICEhgcAQVwRmOlAE4OrQBObqYSEpDA4AgogDMaKwVwcmgFcHIzlZCABAZHQAGc0VgpgJNDK4CTm6mEBCQwOAIK4IzGSgGcHFoBnNxMJSQggcERUABnNFYK4OTQCuDkZiohAQkMjoACOKOxUgAnh1YAJzdTCQlIYHAEFMAZjZUCODm0Aji5mUpIQAKDI6AAzmisFMDJoRXAyc1UQgISGBwBBXBGY6UATg6tAE5u5kp4Q7zHM+yQrvTmSzUbfKif9akuCUiAYt41KsnA6HGESbQ2s6weR5gKsMgPY3ABbAxnplqxzRQyhrOaIe/tV32qRwISaAtoBpzRlqAZcHJozYCTm3VmwArgdHYqJYEsBRTAGWkrgJNDK4CTmymA05mplATyEEgUwMMMLbP4x4GtgffNOmuvd52uEbzZwrM7K2DwLpn6W2mY6uuBl1jMWXXW3vF4K1kjONjCy6em55Me4cdmelyhdkE/nujj/F27oFMBahd0KjYVkoAEugQSBXCN4GKwV3uYm2O4Yj1De61m9doalY/EcJOHmQTeHWPPWUnjysUsrpYZPwbiN4J/SiewZxqBYYJPW+w6A7fEmOYo4U+AeEtlFMCz3J4VwKkAFcCp2FRIAhKYRQDfDvaIpTR+P0pwtyV63igT93bV59cIbptDuPwemOi8P0zwbYt3Tu8BzMMWfrcd4TV/gPUzjZgCeJbbswI4FaACOBWbCklAAukDuHIImMuAtQZz0Qhj7+zWXEb1oBh7VJ3wmO73EwbwycAzLXYNmNcYvGeMsPYvmgFvKhA1+nQCnQI41ReCAjgVmwpJQALpA7h6A9ivWextBvOfPna/+2nUO/XVCL5hsJeO0LgibQB3l1tKcKaHuWuEsXMUwArgPnxyb4gaHNCHelAA90NRdUjgiS2Q6BjwMNX/MUTPX8H4SI3gFos5YpSxPzrCnSDwCe72CHebftLUlmbANaqngz0QwkPq0HD17AbzpnZfm6WtY87me6OM/VABrADuw0dVAZwCUdcBp0BTEQn0IJAogGtU3wT2wwZCML/p3gU9TPUwsIeMEB65cUY8bxfwLwX2BB4FLqoTntI1Y3a7sw8Cb/c6a1e792sEVwFLgRLw2zrhUUDz8QJ4xyhoLWJgfKb1rhNWenDp+yK6DCk5qS5DSm7mSuhGHOncVEoCWQskCmDXueVQXsXC6n08+nB3Z93MtQlmpkuGtrByLmg3CdidqD5pLv7k9DY2V75zEtbiqQB+PMA6YeJ1frw6e/m7ArgXpU2XUQAnN1MApzNTKQnkIZBLGPVzRTsBPNe6HIeF8bzDZ6p/hLHv97P9XutSAPcqtXE5BXBys6IHcCngTGtp767qw8ta/jse56w+VKUqJJC5wDYTwB25yahPZwf3eSgUwMlBFcDJzQYkgN+Tbs0eW8pa3qsA7pem6slaQAGckbgCODm0Aji5mQI4nZlKSSAPAQVwRuoK4OTQCuDkZgrgdGauVDngb9KX3nzJyZBb+12n6tt2BBTAGY2lAjg5tAI4uZkCOJ2ZK+UH/DuWw9LXMK2k5fBonL6cc+JXuN5CtV998yzvbI5zQ7/qUz3pBBTA6dwSl1IAJyZDAZzcTAGczmwQAhh4bvq127SksRzQrwAuDXFgv/rl6mnCvYyzop91FrUuBXBGI6MATg6tAE5upgBOZ6YAnoVbhfuBZelr2LRkZNlZAdwvza1cjx7GMEtg3Qs6FaBuRZmKjanLkAp5FnTRd0EXdQbsK4DTfRjaN44a7JcCeJbjpwBOBagATsWmAE7HhjsGrABOiVfgYgrgjAZHu6CTQ2sXdHIz7YJOZ6Zd0LNw0ww4NZ4CODVdsoIK4GRebmkFcHIzBXA6MwXwLNwUwKnxFMCp6ZIVVAAn81IAJ/fqlCjywxh0DDjduGoXdDq3opdSAGc0Qgrg5NCaASc30ww4nZlmwLNw0ww4NZ4CODVdsoIK4GRemgEn99IMOL2ZAji9nc6CTm+nAE5vl6ikAjgRV2thzYCTm2kGnM5MATwLN82AU+MpgFPTJSuoAE7mpQBO7qUZcHozBXB6O82A09spgNPbJSqpAE7EpRlwcq4NJXQSVjo83YgjpZtmwOngdCOO1G6JCyqAE5NpF3RyslYJBXA6OAVwSjcFcDo4BXBqt8QFFcCJyRTAyckUwCnNtAs6PZx2Qae32+Z2Qaen2Lol47n9rd9b16f6DMRz+lSXq8aCt75P9XkQl/tUl6smBm+yP/VZD2wf+2ZiMP3qmw+21J/1dLWYCEyzP/W5flm/P3W1+tZs968fLzeeblz79XLj6ca1H6/W56CPfWt9DvrVN/f90cckaX1/2H6o9V7HZNTPNei93T6y9d5oP5ecfi/oftbdz7oUwCk0FcAp0NoBpwBOTqcATm7W+l2rAE4H19/fLan70JeCgxLEfVnZvCvp+tnWmjHY/v3ST7tqLnCmz9I6s5l+zULS9q3I5VpG7n9uBt6nGVG/1ndD39z25vrXp5luv/pXxHoes807u4xnkzO5bBhTt5D73ijImGoGPMutWQE8S8AeirdmVpvZfdjaRZnzB6m1h2EzXzSF6Fv5sbu+O45FcGvtxnXhW6Qvarer2uvql9vlb/p4eKOH7X1Li7jdwdMPZRRiPKcOJ3UOZ2zY3d/HQy+zYNuwZ6a1zdup3f0FGVMF8GxGdtspWyr5/NnzedX69dzWWa2Szw8NXDEZcV6OqzpUqnBz0/BiQlZu6FvAi4loNif4eZ598yv8V+Txd77lpQae2TSc4UX8PYYwbvC13Pq2PQtK67jJxBzV3Qfr8cbY8sdc+1ZlL9/ysSjk8O6+eRXeZWB91OCbubhtzwJ/gkejmCczwd2dPvhDXGgNv4gbnJNLv1yjRR7PeezueXw/brA/Vbb3Y34fNdjZC3ivgfujkO/k5gYlv8KffcOr1ocbv9v8Cj8ErogauX635cYy8MeAc5PbCg3PmcPetsmFkzF/0139HJ/DMCxf3+S0rdBsb1XOYzff46KowXM3KTCfHVv/vZbVvVW01Zby2JHAb3ARUI8aHOdV+JAx3BeFfHurtfp4FbswGWcFhmu6FzWwZwxfyjWAYa5f4Q8eHD7Z4HdAaz+GN8Q/YGjk1bdywN/Els9HDQ4uBZzVDHmP65c/xKEGntsc532Px77V/l7k8ZzP0/yY090PKr/CqzAc1fm3MbyoGfLerebyOBXPqbJ3M+bCuLHpd5t7rraB5c3xHL/b8kLZlo4B52jYz6arZZ/6ZMRuwEOu4iHYuelzAfC9yYiv97OxpHX5FX5hLNdbw/XGMObKW8trgVujBt9IWl8/ly9VeaGN+Rbwf4CXGPiWhWM9eOVkg1v62VaiurZngTfBtXGD5d3lpkJuXV4h1+mLX+FtwIeA3bv7Z+GdufVtiOGSxzXNmBeVDD9pNng6ATv5lh9Y+E7c4KuJxqCfCxd8PEsVbreGz2J5K4bvRIabSjGXxJZvxON8oZ8UCeuq+kPUozK7sab93cYQO/twAYbvRY18v9sSrkvfFtcMuG+U/amo5PFeY3h4Mmrv/iv7rVDZ3cCX1kd8vz+tpKxlAdv7kxyM4UCgc/HSvsA3c/4AVdzuLWM4qhlyVXmI51g4zBp+FjX4ccq17Vcxzw84MgpbP6I2vMoVnul+v0w2+E2/GupXPV6FE6d2Qef2g8/tmrSwq7HsGY2zwK9wLPAGLOdG41zar3VNUU+hx3NOladHMSdbuC9u8M/lIfaJPA7yLT+dbHBzivXtW5HWrnDLw51DG/4Q38KwO5YvReM5f7f1bS2TVaQATuaVxdIu2DZ3Ja07zahfV//2bz0WsD0Gy6M83L9KE9fk+RVeFjW4ckPJeezCBPclrmnrFHCnrnWfpuau0u3TlbVbocNVnoQhLsBhBcoBz5gM+e1WWMvZVFmwc4tnsyoqm6eAAjhP/ce2XSmX+I2xjz0eYg2fnGzyPMgp6NwJOzHnGVjQNLyobKlZw5HAj5shP82dsULNNxxsYbHri7G8L2owXICgq5Qq3GTh1I6RMZzZDHl6AfrG1Gz3KAxnRyEXM5ddWcedeY+n24sRGz4MvArLdyOfTzHGH/LuF1DxA66KQp7f6Usp4AtTx1cLdiFXAbS6ulDUbS1PJQVwnvqPbXtB2W+dsON2/bmxeRmWeRh+1Npd2Wx9IY3n0uX57OA3+bPxeH0z5Fq/wr3WcqYxvMWDEycb3JRLv9qNGr/Smu1ebuH2qX40p45h5ntxzY7M90NGMPxbq6PuR4KlFDXYs3/3Ikopv5Dt/En+ZGIOxee8ZsRLfcPvo3EW5n1RkjvfAMtZ1vBRY/gCltdFDV6Xck37V2zjSVg/6Kr06KjROiTTp3uZpe9uucKzJ2NWMcE96WvZCiULvK1thbXtuUoFcM9U2SxYLrPf5OSG44Jzyz73TUb8FdDIpgebb8Uds4wNp0YhbyxXWO7O4I0aPM+v8JrWWYwNPppb/yrUSoZrmyFP3dCHCjUa1HPrU1fD5QrP6jr+Ns/9eIka+Y/p1IlNN7tLVUpD/DOWy2KPL8TwahqM5mY3xDLf8MOowf5ehVvcZTV+hRuiMi/L+VBH6zIkf4LfmJhj3O+p2OMsDP8eh5yRm1en4e1Y6K/jEeAmZ5d7f7o70D6JrnjbWs5ICuCcB2Ba83PmlPjE+iYfc++Xy+xFzLWTEbtA64OV38vN5Br81F2G5A1xguexm9vt5lX4JwyTOX8BeV6F3xj4YDSP6xySu/a2ILt5y6UKH+v8QJkTsFcU84toDrvmHibu0p4KV1n4kYFnWcNdxnLi1I+D/I5Rd31ZtwK4wkGlBjc225ew5Ncvt2FNPwu6wlIffhU1Wp/RfPe2uD1BAd+z8OucP4+b/Z4q5LaW3zdqq2UFcM4DMK15twv6UeDBqffvNfDl9VGuF9Bv6KK7JrN12ZFlse9xYATLsZxvDe+LQ87MkbLqV1gLG2/aYGCi2cCdoZ3vPbqmbiqBbfXP3c3Jna39xSjk/By9Ok27s8dD94U99WUwApwbNbgi7755FW4tGd7atJxvYJk1nFWQUHEn/L2y6+x6t0djPDIs7b5BTd5+BWy/sNtanlYK4Dz1H9t2qezxD5NxrtfrzSwyj92psJqHWDP1A27qTr25Qpa8Csfmen3olle/5AWcHId8PlehzTde9iqcFjf4RNH6Vq6w36RltW94RuRzJ2v5U9H6ONWfwAt4V84/QAtKs0m3Crut5YmnAM5Tf7DadndNujBqcAQwMVhdL0Bv27tVnxU1uDbv4/ksYlFpkv2bIT+ZLuPuTFSIazLn87RpoTv9Uq58B3URi3gk58NC+Qokbt1do7x+bMNJkswJ2Gd92LoD2xP2pQAu1tAPzfH5wfqIV3a6VSrxv5rN9nHNXF+dXanwoDF8z1i+7U4s8iu8whjW53opUvs43G/d7R4NfMNaPgN8Peebg2wYLi/gFBPzT9C6I9dy43G4u2FIXuM5J2Bfdxx6qj+bdsNwUO5n9O7IfK/Bz7rvHuZXWsdZD8j9GLA7bh5wMbZ1/+yvR3M4xV/HSwvxoyWvDaqXdtvnkLhzDFpXA7iXhXdF4+xQhLPHe1mFrbGMAnhrqKavc0HZ49rJeONtC8sl7phssrc7r2hq5pnXiR5lv8KXo7mc5q/jv92Xt4FdreVBa7got9sWtq1bd8KKSvy1P9m6o86/YPhAQb6wK/4QKyPLPkxwb3mI/WM4Ixrnhek3k9mVbAWw5bNRxLt9ny8D/2NiLrZe625Ti3K/3Kfrx17Xmj4pauAeS5/vSVhDDPuGG6MGT/EDro4ijvQNt0XjbJ9732a3WWzt0u4z+jvs1PXwhoMNHNi6zegT+KUALtbgt07CsrCi0y13AspkhHvfHXM9cjLK8cEC7U7Ncddoussc3CVIwH8Ab8/tyTmuR3PZwy/x6daN54dYE81jZ38d344sxzOOO7Eov5e7QYjlT9E4202dENYO5HEWuR8O0L6ndqavefxVyeOYZoPT/SEeisZbNy9ZR/tazYeiBm53b343ldh4pvFzpq7xPqd1Zm+Df83UafONte9pPM72pQofxfDz2HJGDIcU5bK3AhhtqQtDXfcxcNfur3Q/mjfcG7rAHd9aXVMAby3ZdPW6GfB1k/EmTxxyM97xIVg2Dg/kuLumXAo4o+nxab/J3da07pbkZuVfiRtcCITpVrkvpdylPr+1lg8bj88Q8XbrcV3UYF4Bbt/pvmh+aeC/DFwS03r4wa6R4R2+5UdRmVfmeDmSO6P3zijiZazjrtbs3PAvBbiG1J3Vfk1XPzrXTi/LcfvfsKG6y2mwrAJqwErj8axNrkHvyya9zVUy5Ff4uYnbT7KKPfYx8JGowa5P5HNKFMDF2s7d05CumYwKdhG9M+q+nMbwPc/yjclxflUUPn+IN+FxAlNnkBvDM5qN1s0Rcr2BScfNsvEZqN1m8Vyez8OtS89yebWe/Wv5HIafYTkIOCrnhx20HYbYmXHub/27MzP32ZG1/CUXqE6jU3fCMrRn4zE8EFt+6A4v5NqvojfeuSNce4+Zu/71AWO4sIgPI8mSUgGcpXZvbS1xv6p7WzTTpdws5JJoLn+fZ2Bkusb9aazkBxwx/WlI/am6T7W4O0/B86I5XJ3jbLx7ZYybjU+O88upN32/wjF5P/Jyqi9ur8ErinCtdJ9GP7NqSlVe1Bzb9LnYmTVe0IYUwMUamDllnzMnIz7S6VbZ57OTEcfnekyuWEab6427Qb57VN1fogZXl4LWw8evz+X46mN7576wXx01uKyIjOUh/tbCa5vusZdj/HHqsEK+JzptvN/yv28wsxxekDNm3TkQZ0bljZ9Rf5LPRo1CfEbd+QWXR+Mc3L2t+RWOxrAuCvO9oU8ht7WcP5QK4JwHYFrz7TthmdZZxu48/acAaycjnWE54zAtYpG/noctnGBg35aboeJum5n78G7mAe5+wL9HIW/O/S5dMNcfYpV7gLuB4yPLcz3DFXH7lo95vlpPkMLw7tbHwFIFvlaI44VTh2LM1GfUum3NsrYQZ0Fvepho/tR3yFoM8y28M+crFYq6reW5netWlLnqP7Zxv+zztsmo9TQk5sIesc/Vk1HrIQP5zkoKBrVJd9ylIR4XuUfE+RX+J4p5oe/x5cjn7YU4ZjjB7e6yqK7Z3JlRg928CqeUPH6wfozf58I7j91KPle7E4j8Cud68HVruLBZ4m9z3hVt/CFe7y65bbmY1tOZvh4ZlhC2TkTM8+V2h79twzXm7gx8n6ujRiE+o+5mOe5Woke73b024ketW8bGrR+kzajRPv6ay6u421ouHJ1GNQPOlf8xjXtzfF6zPmo9ftC93C7p1ZNR69F1eX/xFEuquzftG3Gc565f9YdYHY2z1K9wWzSP/aZumZlf39uzkjsNnNvpRAxR3OAzfoUvepYLcjyZzZQq/N7AEdZyuDX8P+CcqMJerG7fuzqX18abNrTul20NexnDU5shexVgr4E7pPCaqLHxM9ra5jz2LMCPg/ZwzeXJvs93DFyL4VBr+bxnuS3H7az1M6qQ21ouG/jGRhXAOQ/AtOY7D2P42dT77gvn8smodYMEvWYQcI+rszDHwP0GbrfuyUhzWZT7CWOb2QVdoIF0M6a7AHd5jzvksdYa/jlucHrufayyF2bqR+d6tvc9boksezPReu5zfq+Nu3nbn1HT+lFwedQoxGfUKw3xGWtax3zfF4V8uxzwN7Hlt4XYBV3UbS2/rUm7oHO031zTc92tKE3Ee90f19G65GJ1wfpY1O7MKVU5sDnWmsW5a6fdXZPyvQSpLVX2gtbTotztMYv2ctdm/iCaw1taHXukdS137g+Vn7qzWWjgD+3fBa3j+1fFDT5ZAED3o+UHkd/+jOI+o2sL8xltHTtvzuWA7h+e/hBvxNCIGlyeo19Rt7UcSfQ4wlzx1bgECiAw/SEH7uYqeZ9v4I6zujPH8ztmWYCBSdkFr3XFxHYszH3vz5ZWYCHb5XyOQUra/hfTLuj+m86qxrLHiRiOAs6ejLh4Luy6jtZdp/TasoC7E9aHmg0+tmGRAj2txqtwooGjMJwdhVzMXHZlXSHGtDVjskzdn9ftUTWc2Qxb9+fNNYQLbFboz+HUvcY/g+FFwJWe4QOTIbcWodOtB7fAP1tau+2vjDzeO3XpWxG6l0sfFMC5sG+x0e3KPn+yhkMNnOc3eWnk8/vJqHUWaF4PYSiW0OZ6s5njrKUKtzfbl9PkGiRTd3H6k4k5FJ/zmhEv9Q2/j8YLMKaduxOZ9hNqjOFgaylFjdZJf/ndC7p956timhX80+APtR53+dVonMv9gMOx/F3UaN2zPe+X26vx31jeH41zhVfhbcZyQDTOW/PuWJ7tK4Dz1H9s2zuVfG5uRuxcLrV+KV5mYr4wGfNqYLRYXS1QbzZ34wb3gIgKC/wGVxrD6Zt79m0ma9B+DvDNUYOdS0P8M5bLYo8vxPBqGvmPabnCs9xjJacsOvdc/qtcj58X3CyT7SZNIxWWevDj7sc4tn6ITjsmnKbqWZeZx26+xy+jBjtN1eVuaLIu9wd/zHrFZleBAnh2fn0vPcfnKmv5EYZnWctdGE5sRrgvxHxncn1f0z5W2D4z9TfG8M4NtRri5hjX+kMcHsEv8nwqkrt5v4UfGXiWNa1nop4YNQoxpm7X/ceaDT7q3OYE7OWeExzNYde8j9EV2KyPG27fqyr5Fe6IGuzT+gG1iEWlSX7ZDHlaAfageaUKv7PwPne3Oj/g74F3TF27765ddie1Zf9ksL4PQbIKFcDJvLb20pWyT4jl164haxixcG4UccXWbnig6y/2pT7uOaihe5yeMza0Ho/ovnDyH9PuOye1t7c/G8MXo5DW9bc5voprliNKL02XKnzaXftLzKXWcJg1fD0O+WwvZbfyMoFfmRawlrXGY9TdTSwqwoM2tjLA5qpXAOeAPkOT5ZLHac2YTxSrW4XvjVcKeEluu5ln5il7FU6LG4Uc05IXcHIc8vmCjXCRzQpG9djuuBOxIsPLfXcPgQa/KUiH3eVbX4xKfGiz/VnDQwXpZ6bdUABnyq3GtppAezZ3YNTgp8D6rdaOKs5CwPcD3tz98AA/4OhCP1EqC5XHb8NvHXIZ56LOonOqPH39GLc/ftEMltBn9DHICuAMtjs1sdUF3EPv78Jyj/FY1oTnl+CDzZCTtnrLaqD/AlO7xju77V0DBp4ZNVo3V9G5EFsS354FpQluaEa8trPI1H2q3THgvG+wos/oZsZNAdz/rw/VmLXAPHYv+VzZeqhAwMWRx0f9iJ9PnehUhLthZS0y6O25M2TPjeCDbkV8w4ut5f0FeEpTsV0fe5vMg4D/FzV4Qe730NZndLPbjgK42B8p9a43gbJfYUVU5mmlSf4Rw3XAV5qG5zHGqt6q0FKFEpjH7kxw94aZXIUHItiPBvVC9bNInZl2MqJfad2fevnUs4rz7qk+o5oB570Nqv2tJOAuv7jOGLZ3N5Iwhqa13Bs1Nn0w+VZqW9X2X6DqHitp4ezW7mfDvsby9GaDvQtwOU3/17Z/Nbbvt9zglVNVev4QVkly/AAABLtJREFUj0QBw7k+3ardGX1GFcD929JVU6EE3Be2u91e6wHuHjww2eAWfVkXaoySdMZdhnQHbLi16INTJ9fpcEISxfns4EesjhpUofWgjTxf+owqgPPc/tT2VhUYYhnjrNiqbajyrS3gM59FrOUvVFncffhgTsC+60Nu29od2IbqdyesuROv5rYfrFaAlz6jjxkEHQMuwHapLkhAAq07ce0TxZwWjbfuktR5uUtrDgO+Fo2zQwHO5i30UJWHeE5s+DDwKizfjXw+xVj7sY56FU9AAVy8MVGPJPCEFHCz3Bi+7xkOXT/GH/whXm88Pm0tq7DsG42zvS5DmnnT8Cv8AstZ1vBRY/gCltdFDV73hNygBmClFcADMEjqogSeCAKdAMbStLDAGBoY3tkc42fMY1cmuPeJ4JB6HYdY5ht+GDXY36twS9xgf7/CDVGZl+V9b+/U67SNF1QAb+MDrNWTwAAJzGEuO7OOe9xuZ+PxcWu5IfL5jNfk5fE4X9aJdTOMZtdTpFoBXOGgUoMbC/FYzgHaCLPsqgI4S221JQEJJBEo+QFvMvDh1g37G8zRMeCZ+bwKt5YMb21azjewzBrOikPOSIKuZbMTUABnZ62WJCCBdAKlUsDnm2HrkXVxuiqeGKXKFfabtKz2Dc+IfO5kLX96Yqz5YK6lAngwx029loAEJLB5gUUs4hEeEU/xBRTAxR8j9VACEpBATwLuXuhYDge+Hs3hFH8dL43G+X5PhbVQ5gIK4MzJ1aAEJCCBrSAwxLBvuDFq8BQ/4Ooo4kjfcJsu39oK1n2qUgHcJ0hVIwEJSCBngao/RN0FbqnCRzH8PLacEcMheohFziOzheYVwMUcF/VKAhKQQGIBv8JVuBuXQA1YaTye5R7TmbgiFchEQAGcCbMakYAEJLCVBdzzgMdZYeBfXUsxPBBbfqgbmGxl91lUrwCeBZ6KSkACEiiQgOdXeEXU4IoC9UldmUFAAazNQwISkIAEJJCDgAI4B3Q1KQEJSEACElAAaxuQgAQkIAEJ5CCgAM4BXU1KQAISkIAEFMDaBiQgAQlIQAI5CCiAc0BXkxKQgAQkIAEFsLYBCUhAAhKQQA4CCuAc0NWkBCQgAQlIQAGsbUACEpCABCSQg4ACOAd0NSkBCUhAAhJQAGsbkIAEJCABCeQgoADOAV1NSkACEpCABBTA2gYkIAEJSEACOQgogHNAV5MSkIAEJCABBbC2AQlIQAISkEAOAgrgHNDVpAQkIAEJSEABrG1AAhKQgAQkkIOAAjgHdDUpAQlIQAISUABrG5CABCQgAQnkIKAAzgFdTUpAAhKQgAQUwNoGJCABCUhAAjkIKIBzQFeTEpCABCQgAQWwtgEJSEACEpBADgIK4BzQ1aQEJCABCUhAAaxtQAISkIAEJJCDgAI4B3Q1KQEJSEACElAAaxuQgAQkIAEJ5CCgAM4BXU1KQAISkIAEFMDaBiQgAQlIQAI5CCiAc0BXkxKQgAQkIAEFsLYBCUhAAhKQQA4CCuAc0NWkBCQgAQlIQAGsbUACEpCABCSQg4ACOAd0NSkBCUhAAhJQAGsbkIAEJCABCeQgoADOAV1NSkACEpCABBTA2gYkIAEJSEACOQj8f8Zm1w01nyihAAAAAElFTkSuQmCC</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="-190" y="128.18181818181813" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="26,0,11,1" 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="20" y="20"><block s="receiveGo"></block><block s="clear"></block><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions Data"></custom-block></custom-block></script></scripts></sprite><watcher var="max value" style="normal" x="10.251562500000091" y="10.251562499999963" 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"><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>-190</l><l>-90</l><l>400</l><l>240</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; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD; 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