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<idPurp>Carbon sequestration types with both the original analysis, and a generalized analysis.</idPurp>
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6djXQ4J6m0JNaRZf+2Wp06SI2YMzn5ZcnjnOKz1baMcUqsTKob7ueB2FWroxLGI4wC3qBSSUXZdTSnTvGU72sdNpNsLbQhcAJmRSZCR8w7CsS41K4y7+YTGTgI3I/KunNpKLK4iHyh4lRMHuFB/rXIT4cKSuCGwfep5uZK+x1OmvZcrfRO3qTw3mnNDIbi0KSH7hQ8D3xVDyHd2eNvNHUkdfyqKbCkKOnWmxuyfdZgegxVxhbVM86yjPU2NMmWGRGPDg/dbvXd6Tc+XcNIWG4nfGq85yOtefW96WxHcKsmBjJ4I/GtrSyXmO1nZQpwueV/GuLE0HNNnfVjGvRTbtb+tTtb+4niQXcMwwz8bgQTxyKYdW1H+zwofaGGDKeq5rIYX15LZJAwZCwJQn5lwcfrj9a082RnaG8VoXI2jLYBIrypU1Tj76uzyZRUIpKN2t9E+pTnVrixhtbeVmt4m+ZsYcE+/rUlj4fjuNQE93vMduCAHyd+O5/wA96vK4Fnm2aNMsenOT6D1pbDVSszW8ke1mLH5uOpFJ1qnK+Rm9StNUpctk3639TorPyrhEQwFMHA/2QO1R3EU8EjLbjO4Hce4HrVqw2qRPIwwVOQp4NY3/AAkEV3Pc2+WViWVQ3ylh1rhu6lSTirpHiq9WpJrVWL8cr3E8LnCJGvr1Ocf/AF6rXuqw210YykkSg/63Hyk+may1DW8w8tWJwHKE549quqj3A2Txh2IypbopzxVLDxWr2HGjBXe6LR1aJ4EUFNnmbCMZ9Oc0Vi6pPJNElubRklLhiQMKpHrRVLCQa1lYFhqc0cppWqm2eJZlD2+8s/HINXLe9luL5l+ynyuiKOo7V9Gn4b+Ey+4aNbAj0jFcx4x8OaJ4esraaztYbdi/3to64Ne/iMNyxcz6SriaLbmoa+p5N/YGoW0UxEZWMgvkt94fSriLJPa2zobiWNBwVTp2Pf1q4utNdXSrG6mbJUKzcMB1rSGqBlMMTbCBtPy4A+hry5yqWu1qebXr15WukmYupraQ2MFvqLRyNKPmLcEZPH0rg/EVlJ9pSRIYY7cKBH5Zzke9d3r2lnWlieAb5oI2X970br09+a5jR9LlN3NZTWKiBmDKZuefTNdeEmqcOe+q3RlRlyxuzkJ9q3BVFyqjaD/Wotnpk/TtXo03gOC4tftUL+U5fmIdBXGXttNpkwjnh2MSGKE9a9CjiqdXSD1OujOnNWT1K8JhjiuGlQF2XEfHQ5HP5ZptjbyXt/BbICTIwXgcgZ5NSTt9ptVeKLb5LNlQc4BOf06VseCvKbWpXkb96sLGMf3jg5rZtqLaLTvpHQ6nVSttYz2gjHmCH5JHPHTBP6V55dW8lq6o5Dbl3AqcgivQUsnuXupLkkRoFKk9wev9a5rUfDktjcNKn7yJgdi9wKlNNuV72svwO2cZTqXT00X3LT8Dl2Zh7HNSOVeMNgBwM/Wpnih8kOXO7J470y2hSaXY8gT0J7VpdNXOeUJQ0etySC0eeEyIGJX5nPpz1rV0uCWCZbhJC0eOSvUGmQRR299C9vcgoR8zD34PH41u2ep6dZz/AGaeKCPYTifZjPPpiuStUbVkrmM+el8DuaFlHFdbDFcMtxIfnATkH8+adPYS31o0txM5EGfk6MuO+Km0+5uI7qWTTgtzC8qkjbja2B0P0xWi1re6xDMLi3MCNIWQgA5OBnn8K8+pWlGSfTzOSVeSd07GLpiy6XhIrhJAwBUSdFY+orVubeGC4Op3hRZ1O8Ln5QPWub1zQNUtVhWG9NyiggqRkxZ9Kt2ekanq2nTWf9qOw3KPn6FRnH4UVaUJfvOa19/Quq1UXNJq+zZ1cGpTz6YjrKj+ZghzwMZ/wqS4tdOeVLu6eNmhBbCr9/Ix0/GsS7gvNO05ImlmMlvwFK/KeMZU1g3w1myltLu5LCEoRndnPHpXJTwsZP3ZW3OWOGivglYsX+pm0vWaKf8AcHJUBPmT0pkGpa/cATQFiikN0yCe2a0dD0+XWFfz76KSCQZ46gf3fpWpo+jSW2+OeUFCxKoRkbfpXROpSheKV2jZ1KUIuKV5FK3kunuyksIkmm+d2ZsDA7fqaK27vw2rIitcYjDAiMDC/T6UVyOpB6p/gckp31ifQx9K81+MVvFcaDZCUnCT7gAcE/Ka9K7muR8eeGbrxNY2kNpMkTQziRi/QjBGP1r6ium6bsek79DwD7HtK7FWARgOGUZzx0z1z61ceeaO7CyKJICFY4HPY59a7q5+FesSRokN9CCrE5PbJzVSb4V69HNHKtzFKwBBw2O3H4V5cqM5LbuD95XMKG9Ul2jkXaVICt1Ix1OaJlFvbbfJY/KXGeck/wD6qw4LO5lupRMCvlyttx3C/eGPwJ/GtTU9RWyaOxlcRswVgZOmD1rinTakoo5pQfMoI2G8vy5IQA7Y37Rxz7V5341iJSBmjD3Dcllz8oPRf8+ldTeXkTW8QMTpNKwEbK3Kj1wP61gX4W5S3jiM1yyFtny4JORyfU/41phIOnU52KlDklzXOXsb1tPSWCe1yHHl5I5GTmjw+WXxJCLeTYCzKpPoQePyrW19biBriW9hRJpE/d7cfKf/ANWRWX4WtkuNbVm3LHEhdiO2B/jXqxkp05TXVHSm5K6O1vdRi0OGFLyRpizEbYhnOT3zVfV9QtG1O3ea5IgBA2qPmwOefzrE8T6mksSGAghzwDztx3rnL28ku5zMxwT/AIUKi5tTudFSTnJSb/rQ0bqWyjuma2hzC3JyMlc+9UCbfz9zRMYmOODzVaGUxTK/OOhzT2OJfJDfIrYya3VPlNPbc1L2T26dzobHS/JtFu/PITJJXAZsA8bf0roP7KtPEFihuLlftUisyyBcZxngj8KyLC4tFtkt57pIm527TxwePzGaWXX9NtmT7LGwaNvmIzg88kVw1XUnK8VqupyKHtZ22t1LMFrq/hKw+2wy+dAW5iwSPT8Kv2nxDhm02T7ZmKRWGxEySw781oaf4utrywkW6hhSN0OB1BGMDPpXNzWmkX+qW8QgMEW7BkB+X681zpKd/rENe6MY0qk4uUotpa3NfSdSvL8xyWs0AVsjY3L9uMHvWzuTSTLO6sXklyOMZHOOK5B/DEKyNd6ZquCE3HDYKH3xVzT9K8RX1xIJLxw0Z3RtLhlIHB/mKmrCnN8ylp13RlUtNt30O1s9eUwxrqEtt+9IBQA8A+xHrisXx1BFa2cS2/mF5PlQKeME9Kz5NNbSjBeX94rXcZ2KhTIY/ljpXWMdI1eyjkldZPs48zhsbWx7fyrj5YUakakdV5bGS5YSUo6/kzM8MRQ22mL/AKBu2jYT3GeTuH1NbVy1rHYCcSsI4iSc9h36+lJbratZyXERkVWXflfUD0/Cub04nU5JILkSSRzOyrI527Rjpis3FVJSm7qzIlFSk5vTU3k1ESWafYQ9y2DgsDgY7nNFFrYalpw2QTxS24GdjKAfwIoqVGk97P5lQjSa97U+gR1NIRuBHvS5wTTcnPFfYHpDUj9aVlHP0peQcmmPIAP0qdEB81o9pp2q3zSyzuqXTtkDPU8in6hptnr8wumMiLBgLvHUdTx1p2pRq8t8sAQS/aHGGBwefrU9l++twnngED5gOcfWvmq0nFuonZnFVdrzu0yLTo4UmuLq5jZpkAVUwTtHPI+tJpN3DJcu0diYmMxYb1I2A5IxRIXmvX2TRvFD8pMZy27sT+taasYI1uUkRlcbm3EAkf41jOSs11f+RlKWmu5518Q4ymsKA7FWTzME8HPp+dcxYGeKTbAZFeVSDjjIrf8AFl4dX1WQx7T5PQg5+UVg2l2VkjDpv25wTxgHrivfwqksPFS3sd1Fv2aTKkyvHIUl3ZB9aQrvwqJggAH396kuwC5bfnnK+4qKNiQy4yW6E11ra5pFXGDtjk+lat9bIkFrdAMGkAMueMnrwKoRW5cMwJGwZzWpdajHe6JBHLgXFvIQD6qe36VMpPmVirWkkzotNsvDE9vDJK4JY/PliME9BUmoeFbDVLtYNIdY3jIEjZyMY7VwQRpHCp/FXrVhZwQaLa30Z8uUwhWkT6Y5HevNxSnQalGbuznrN03ozLg0ew8NQyPeSre2xYbo8fMPcY7Z4rn7qe133UcEqMqt+5Dd1PapfFBu1e3hkl3AoSpHcEmqO6wWKOIx578e3WqpQduebu2etlmGnOEpOdk112ev+ZrWOsJaWT2rwR/aCoVWDDawHX+dWrjxNqNnbRx2wVdgCq3XnuM965S18o3TuElaNeFwP4avrLKty81tDLHZxNgLJzgmqnh4c12vvMo4alFqM0nzX16b9/60NMXl/c6lP9vYNLt8yL5l2r36fSrdlqBvYvKtHijd3DygjAxj/HisfRdJutTvnkuJ2hmHzhXGNwzzXS6FYWt/qgkkljTyGYDb1Yg5rHEOEbrt9xwvkgm3ujoLWxvtM0m4/fmaF2XYvHyhsZ+nU1axFpdob2Rcr2jUZOfb3pt3r9jYCa2u5wHzuAxyRj0rj/FHid763t30+GTylkClWUj5hyP515tKhUrPVbvU4FCVR3fVnWJc296dsE1wqrtcwkHOOeneisqLVLArZSXsqxyuNoVWwQfeiqqUJJ/1+htKhZ6ux9OEZaggDFKOpoPPFfUnYNcjafWq5yyn0xVrAqueAwqJAfO93dSDXL3bAD+8fCkcEjpUmpSyafpEhg2NeTALndzk9MU/ULiNNWuljRGzI2GByRkkEViajqUELJfXyySrGVeJVUYLZPGc9sfrXzsk5T1Wnbucs9XdrRfiT2txaaHLa2ClHuZBulOed3bP5moPHV9HHaRWpjaO6cgh0PygHtRJp9i9rJqSRQzXdwMqQTtwenbrXGOuqXWpyWt4zu0Q3EnqMDjk1rh6EZ1FO/w736v/ACJVNOaa3X4lxNIupYVtLeECZxmSVjyAetLq3hmTTNOKh1JVdxOe57/SobK5kkgYzI6wSja1xEMvkDgdvSsa7vbqVjG8kjxAlQHPb6V6EY1ZTtfRGyUnKxnsxcqpJYLwD7UiL+9Cn1qd1wCdpU7hgVNZ2Nxe3BWBQWT5mGecDrXa5JK7OmyirsimhMUO+TZmTBVQeQKrqvyF88g1euyZrnNw8ojA2g4yBioYbUyxs6yAhWAI9vWkpe7dkRl1YWIka6jCR7xnoRxXpaaqlnoUcFwojAXe7L0YZxge9Q+ANLLl3ljj2wkgAnPU9DSeLdRhmiktHtoRdwMRFjBGCccfnXlV6sa9f2TjsczqKpPka2OJ1m/iudTLwOxjAx7fhVCSUGFVydwYmlJ8ifLsHkyOfSrd5cWMlqghjxPjJIGOa9JLlskj16MP3MrzSaWz6+nmWdMYvazSSKfLRQFHt9a6e91axu7FYInKu6g+XjhiOhP51x1peJBaeU1upLkjzGPTNTS/cj8uRnuH+TGMBRXNVoc87s1hKnWpwdT/AJd/k2dFZvqHlQSXGoRpFKdq4HQEevatwSJok8L29t9raQeWELY4A5P44rgbhZbW4FrHgqxBUrz8w4JH610GiG4lWd3MsskY2O78gKWH9K561DS99H02PJ9hzXl07HSWOs6K2qGG7tFE5U7SBuA9QD69qv63qGmQWEBkgWJWVnUe/b8eOKj0DSrRW3skSwx5AJABOTn+tcp4+1KznCWVtKpMUhYhPu9BxXDSo06uIUFfQ5PZU3Vsr6eZp6NpNjdxR3kpjWQOx+cc9qK4S01q4t5kO/gLt5HAHfiiuythMQ5XjLQ6pYWtVfMppep9yg/NS/xUUV7RoLVdv4jRRUyA+XtLzL4g1C1YkiK6cgnnPzE9Km8UQQwWdlCsSMbgkFmGdv0FFFeBWb+tJf11OKUm6yT/AK3Ol07TobJnWEYjG0KmOF61x/xAHlakDDiN54iruo5IGKKK5MJJvFRb7foYUm3WTf8AWhymmuq6Ovynfv27gxHBPpVjWdNit0SZGbdIRnJ9RRRXsTk1W07s7IyarKxz8S7o5mcljH0ya6HTbBYNKutRikKyRjCrjjmiit67ei7tF1W728yne8BbUZ8vyw5yc/N3PtmqWjqP7Xjj/gMgUj1GaKKqP8OXoC+Fnb+I2bQba8trF3jxMG3hiCcg8V57JO88rSyMTIWzuz0oorPApOkpdWa4ZJwTGTDlW7sMn86a42xxEfxDJ/Oiiu1bI0qq0iLJPfpXQaIjSxTXbSEvApK5Gc59fWiissRpAxnsbGiRRHUGZokbYMKMdK2XuWsJry3hACsuc/hnn1oorx6rcqjT7f5BLZ+n+RyFzql3cTPE0rAO244JxkL6fhVC6jLWjOz5MbAdOufWiivWglG1hRbaHnTETT1uPMJZ1PBHSiiinTnJ31EpM//Z</Data>
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