[NeedAttention]

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o7H8dFgMs2s1F2pAk6wTHzwIifjpLSkPTizpNMV2xytWvI1q9rLEosueCXaWEmqZ7uBEusnjEEL6ColLbUCYR7jww2UjDwl3eWM0m+rq79f4cfTivU72iDnnn1WyqUjIt/m1crjLX8Ly7QePQb7eyjh++rMko2NqtpTT030DHn/8Ja8SikoH85S7zkfH6Di/RKt+Lyf2DL351IbKmX93SvnEcUKWpzv56t/Lc9bXb/j9leORjpnqbRP/KbW+369GeLK+131POL4e03qOaX+xruAX1HVk5RO8me5cllRj8jNg0t7H+/IgsI9KiUjDr2Ht8sXvBZjtNTS06Oy1H+emI9RmcCQtbEVh6PxyTiWUU+HYSZmoQslZlNzFF2uuf7cN0I1KInB8kL+s0vFLNbKmKR5Wc2Brpl8QL5VSkGPK5+0JEcETZtZuTyXjcfq77d0zcplIyqkiY0u2RzZnCkRq5WbpqJ/GsPsVUv/ohffo/cOEauWuQ3JuspPF62+nmzSnP481Cx9TvNx1bRsampEEVglYY0VSqE5kAdeubgPVq+i3hYLWzdX4rpdveq6JvtCk53ojNI1LCvqkc7v9cWo8MwMWnFjyZ0tZzsjli3GaKmlDRLnGstdFATlPhOcc9MJgwJMz2NgOlIrQyvVo4l4dHg8iV3Q25VhZJ2yBm2WFMXGt8JYzKmDq5vLXTQUL41nlefZwerMyGsDv9Mm45TaUOllg6uerzC5wXxmAypRrbuU30D4cOdy5T/OV9CoV2tOPsVcnyAIWS3MSo0xxwgClkrhU8w1o0aafi2crcxJURVnKa+eH9CuUhJPUAkzap7LNrIXLzPcKxHWsrJ/S9lWuaKeiqO2UR4Drl81esO1U776eG0+hCb3XIFWH3HVJeVYrLDW5MSSFVdJZu82+ldhFUPioAqbIpKLV2X7FqdkAW9gs1Rb/2llRT1owdXk/DxC66olam+aPJeqGw+q2ukC918Kq7pSCQxxbf6ZmnlaM71U1fpj66M71a7bNcfr8nLU5vdoeN9T4lDBJbBsYfh8ZkKgKdYEWvZC3YHtwZjUWh1oFSrWCbUYo6WWng7ZXMzvo2JyfB6Yn5LFPxIjSh9PxTC2qQicVph7T0hTnu3S+pybOflPtLSfWT6Fhywifq7Woual38ZWP7/BceHDu6+esXXjVHDq9KFUysq4Xucg2zCui1z9/PJdVi0bGiY19AU/h16lATWFm8K3f9VHlvVy5XoepWGDNq5nOJfe5vks2XwUP356ys1p5M5Xf+Nygwu7yvUADahmPZS1koam87dWiFh9WOhiqSHwjO7egDPQ1XsWpdsS38JpWVuM0VJLmyTnZb5MliTxXnXBooKMJmagQihjJw6OBhOLCfgwhipl7sIpLb2tVLEeOOY2LphivaWWLgjVY49mm/xmTaakPIfeqaWWWmrpWZGUnIXWWdIho3eec1oHaj63OSxsyMW0Pt8ttbR58jCDwuRbrzrH7ygysRivVqUCI9UejeNhHBsVwU9SaEs2J2wlZQyLBziYA7smey/bDQpmG8uJN04XrT0Xjer6p1Yn/mnrz7mo8xeBmultNk2bHw+fsvHW0jOldY3nT+o6+STPRXuKd9AIFYaUKiY3+XxzyvQWY7TU0iZJ5vGgKLGFZfNKiem8JesTnUatJ2CMw0n64GhonLI0XZ1jw0f4poVW1qY+oAfxipa8Cshu6ikZ7XxK6JO6l1w0qu/nzcv1G5ljNTZ+anj+mqip3qbVn7TU0vNLTWVJ6yKKHS8VemRgAH3ybpSUeW/RIaZoYYsxWmppU+RyKaUUWsqMDnn+RjplhM3IrJJSYYjDUTpKhOp20A1cotWjoSlthNMsGEAXAotRVmXZpnmz9KzWspZaWoVqfRyfka3UKS4Ta7lDXf3tfGyppZaeDvHqKjkghhKAL7xqGKGHCaRTJefPFmO01NLTJY6AIqWxaOwEyONkKh4dJwAwRHfLaUluGOjaDOdY78+xyECwkrJJDuJPCDXVM7S817Olxpx+w9e1HiRRT42COLHdQLPYCk1OPi286bpcvltqqaVPDTWVIQKEkFLmVxmtlJYyVD6M1swdXOZBg1uM0VJLT5v8pEaAwVZSo1gcjadGhDvb3ek0pnnqhNIOVZGOgtya+SpazmFT1GKY54sulJ/JOeLGNBs/rnG+gpZaaumTRxfAvsASkHABwowiZSM5giuPMUSLMVpq6akSzn9UKgKjMM0yFXRjK24/HD4cxU73w05vksLEDbwRlHM+hEOR70bmKW48nUePUbcGzceEKJ9/sXxS6+KC11Hdc12ANXqOmsY1X1f9TQfQpn3Km55fGYf+VHo247n5vKuLKdms/jq6aON/XXTR/KkuWHM2To1tCxte8EntznXJtp6CjzsFunRaa+eMMZlTKoo0p68XnMVL4g9WqUBjJS3GaKmlTZGcBX1idO9TpBlgjYIoFmIwyaaZlSpymMxbGHv2hOQcBbQAKKzpU0YXjYdoial9L0znCYHfhOSGVRmtHq+lllo6ndjhm+21tcxz43ICSTzoytEuW4zRUksbJMqwRam+0fJJUeRaDCdlhTgeZweDcZw5EYSA/uFfa81yJNoisw3m8+b0NpTYm6Z04yicLS/Y0tMkUqc3uaAhz9p0AjTXqzQ4mZteGeit9qmapPc9xd+jMi8voZEWM7TUUktrIgzK5yj3Ba5GGE+K8mIsmzsUgfVbjNFSSxslhBWGrZ+kNsQhAOYYxuJ4GA8msdVdHUQGODHrtDrN+Ik0GBiQyptbfSKS8DXHPJt95BaDrZeaJpdvjAEukvXEefN8r0pa1CpJam0nPgFrREsttTRPz0TfyFUgcqDqlJKhVqGiuPyowUBYUbqND6zfYoyWWtocWeQKMBWNMyKQxHEl5Of9+GR8Mo1TpwKNSgwDAAPRg7JuZv5UjmnDyb5ZmyGk8v5UGHXq08VCtBjgfLSuWK7PO8mGio+mGKm2O+vqec6n76b9Op532611+S9t+rnWZsdfc3xt/gON6zlH9OkNUl0zL9q4raM8pJQhc6iA9BjC2pk+WbrFLmwxRkstbZQ4SQbOTUAPiRPjTExTcTxJEiuFjqTWFFYaBZRKK5tV18LTVjlvKyUoAvU5lqWWR29pE1Tvs75B2ySk52NrPoV3bHZ+s/5pbivVlJ4X3qilllpaC+URZ9C9O+B4UtYbclPgO7uw5rQYo6WWNkmOVBlSY7ILIaaZGIyz4TTJMC9fFAQBQhBjpMVIcM5k83JTNnLEycs+GF4pKb2LlVuSGTx3dNFspVp6vkg2HECNp8ua4t6sRW7dDv2WWmrpGRKuV+hZShiD3L2BIcmyLNC1UKLFGC21tFFyZJ+BAMEIkRo3niSDSayiHmowpMYobxbdwZGvyAxM3Pqq5vyqrGxuyNGYnkqgTwBfTq1YPu+2E0wcfejMMif2nXvCUtccPw/JPJNkUXJHLxynUxu9Ly8DW71/ONdsVYtOKS8U8Wuu6NHllsuVe8aXRdq+lXun8j2edn5jKuQmTzhu60q5pvmyrrKu/XXtbHr+ptu5rrK6/cppK6FUq5QUnrFpvz0FatAP9U8nq44/leavTOTFLbTkVBgoN8XPlgNiOn7HzimKK5U7jrYYo6WWmlF51aI5VGy01uIGjeGhJR83MAEzjColpQ7hupOxeXA4GKcyiPpGaguLCE5VBZNV+LzehU/n7DaKuWTlRQg4p5WkSzggLkzmipW0lhc/B88tm6zUDZdFUrBS/fOlnHmfzJe1+Udr8g+ssR/WR8wsnlkK/x7d6n+OO8otls4awmluruT+WT06mcd4liOolktFOSUXjhNVDx5+X+VRykmbOLO9FJzUCfYzPkp7l/DHFYnRijerxFJrpG/R8vFnpgyoGYbG1WGManS00BuSX3jeJ/zrrMT1x1XW5P/zYSRmpZIVfUb+ZLby/NrHrfnJcv87lizMSt+apXFLdhh2+fy6Mn/vy+O/WT1Ny9r2V8474CCBJ270vDXPtb6y+r7OLracSxqLlf0g8im/UMrq4xTtFEXjK5SCsHNdPfTZzZdEzaIvNtM30qupaA+tb8vtsT7e0tLTARMgKSvvXHlKK9e0fzXTr2JgGiOd0WjkrSJ6ekzA14ks2UvhUsFGFoRAlGjjSrXU0lpJygJgOM4WBwBf6cAAwJiawXiaAgcVhGy+CFjBSxkdrYOe2TiVoZd2fg3cPMPUCGCcshbXUuWGdEr5fJOc/3B6SdSwf2R1KfOoZPMlXHSK3qyq/W7uw6yUS0fOrGoRYCAVkdUWanP5Z8Wsds7gqlOfuqIfnpE/0lk8wepvWdGzSw8RGQLU9b8kiahYPF53/imlqzve1JZMFkveAlhp9h6bljXjf31lTftr77vh5914v9W1v2bcSrkMmH3J8GyVsq6G+hKKoKnYqwHNNscnfl4S3CyWeE3DIBUbJokYw2qJnhiwEilae1yeFAhaq7zGRhZyohZjtNRSIyqYLL908T/GkZyPpK6CWArH3k8aPS5iK46G45Ph1AYdqbWxsmJvbsjNt9TSk1MznlvKdaHaVe67cE7xtRKcrEzPapbVyQub8hB+eUH3rSVdUFX960FV9XLcZvWcK1BFSy09Y6qR6y9JhHK6mDa6T0648lBvUFoMxbIOyvy9GEu/+NhijJZaakI1e63KhRKzI2iOqIwQEyuOB/F4EqMSA09Esye7YM68qKBYvTlyoykCnpc4VM9LOy8csaPL6qefbiJTcX71yeU9eKbEEBUHF77yh9KvzWwbLtowYa+JpsQAg5/xFKQhMRWPFVWi0KZxrlpq6bmkhutbc3q+JYPn8G9E425KvedNNkiJUVmLJS+ZFmO01FITqtE2SMpZwfs9OVYolvlOnXh8Mjk6GWdCB50QSrTAVgEaOFTMy2qG4DmidcU7f1a0aaxSV/uzlHttUoFWl7+lkGfnDif5Z/Q0sIsHS5R/8xx25SwSQtQC72fUz6fk4W6WFzz/hTuQJYh1V5DnFtRfVVlNP5jKoy219PzSWta3CyacWNc+1dAfA0VM6A0qMaZUaZHOayOvcCvmTChbjNFSS+ejajxgiflhHWLqxGDijibpODNh1FFhF+WK5Kk9NzdnfmONqU6P8UnV1bZ0Plpb/oqa4+cYb5UmT3peT1KpzXiC/bVxXLJ1UWX/+CgGzazVZiZShSqjrn5BvqSVPzR9X/Xjp1n7Vc3zPi855uroouXUWxetq/3PTs+8nvtuOodp7fh5ZkEqqknOCL9yq3W9GYZrMUZLLTUnxgNuARg4Vk3QXDMAMFI3TN3ByTizWgb9TOgMjkpNbNTiwsS5L5o6UD4Fam2Qni+qc7Ze1w5Zp2WrzSWnzj9+KkHIotFUDTg/1VTqGZg3VLbHketsZUvr/BZcnhFkRVuppjn+lG3A0rCj5yr+/UzulPM3zEltfBVrOO8uFudYT03b33T9eV6ocfubvt9KXaNsfOtNDytYNwLpQ2dKil2zLGVwzBvlB1uM0VJLq1PBnbhSiZMJo0gpjRZQpKMwVkwzN4rj48k07O8FoY7TxKQm6IRKCVOySMC4dW4Wl+MCRsVuRM1tpTbTjpbmqVbueAEG2ww2VEVhrj7zvNC3qT/JuqhWj9FwBhSSiEKhcQoptH3a4PMqJxotVhjK9RnJ75+V3uB50VfU0aZjpG6e1nPfZ5KX6QKKHX1Yv5n6VLDVRjVGIoapxRgttdSAZqhinjiilJEizXBdME4MxtP7h8fh1qUMrrJOAM5AKSGlzcjlmuSy4Y2dpI8YU31fpRRLLrXGnAGW8oIr5jMu0jbW1GbgWelJmtoAbLqdStVpCOrk9OtpP+bNaFZ/5eFFaXrJjVtWP0Kp+tmtMG9sGWm4UjNccXuZR24V9ezzrEo5m25Ipro/6/t/PVRtySR9XKnirRUfivaUf3J8URHZrvRPdV5w6M+a+uuI77v6+XW0rnVgXTY5m7btWZet1KZ52U23Z3Wl1vnu2/x519OepsrPtflLND1/fftvsaSzOIPIRujtTbkvSriiwBjS24njv9YDkBZjtNRSAyoSAC0gdwXckGGpXiCmqRiO0kGcyahrpDI+F83yesEH5havZnLBErP1hFS/1lwgAHMOarxHtrZh56UKJUNzpUFZlVFt/9PkBS2dfLEGs/KgYdHLonxO+ad8166gWn8M0ouuovSou+npF55DlXHRRLMttXRhqel82cT+VawA0onCFQMj1+QGneUVYiGCrWgxRkstNSJZ8RHxg3EupeC1RohR4g4G42mW6d4W+VksiEhdfnEZXTSxg+bbt9zwU6R19fam31ljf4w1+W/U+UucThUu3W7x+IL7weJdzvDHcPPtkbN7zNMTuI2sRNU+COQwoYt4dOV4vnzCvD7BSrHsynU6zeDefLjb02MALOffqNaTUKkqzSSqDp7iv7Euv4WN19Ow/sb+DGu6bx1tuj2Vg+EUamrC2VSk1rT96zIpXYvoj6UDq98ac4Ov1bZtYcmVUmkttZzJjhQxLigXkr4BMm95QS3GaKmlBkRzj7dK62UMFDKaLZ4SJyapGEySiXVWh1KFixbmFK57iTFalt2W5nb5p5UXkLXxxC2SeSq0rrgl69LbnBJHqJLKbOv8h5VsvfirKsV9qjzhlOOn3GJmuOXn7kUZ0oU/hqzKd7EMCdBcUlWjwlqfb59FmFUgZwCMcm2r+pSv/rQULL+ps9m6bGY2Tc9KX3rR6tn0fZ/3fm5Eunks6aZT8rSqZk4XjtUXCjEGLEA4iRXZaMvChrPUPQtzvMUYLbXUiHJzKUciG4QZyuaxFKaZOByMBnEmokiqKHWOmKYSm+XYsbuC8Vpl982Ny9e/3m3aVup0uWlLz4yaKjLq8lHMj8z8g9O1MMMtnFl8lbO4bZXDZo5FrpObMiD3ZxYWRtTGyks2PQ7r/DEKTUNudZDn/VhS4FAqDFlnmlQJPVCDivkxZmk0Svk0KltZDjixdPeWWnruqKmDSFOFzifa8q9QZvI6oJQKFBp/uxxgn


Answer: D

Environmental & Atmospheric Sciences

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