Amongst the biogeochemical cycles, which one can be said to operate rapidly?

A) Nitrogen
B) Carbon dioxide
C) Oxygen
D) Helium
E) Rock


Answer: B

Environmental & Atmospheric Sciences

You might also like to view...

Take money away from your bank account and the bank will show a negative credit. Take an electron away from an atom, however, and the atom shows up positive. Explain

A) Electrons are already negative. Therefore, we know from basic math that subtracting a negative (number) from a neutral (atom), will make the result positive. B) Neutral atoms contain identically charged but oppositely signed protons and electrons. Removing one of the negative electrons results in an excess of positively charged protons. C) Removing an electron from an atom does not have the atom show up positive. It simply leaves the atom short one electron. D) Atoms are constantly exchanging electrons. Having an atom "show up positive" is only an expression indicating that it has taken its turn in the game of electron exchange.

Environmental & Atmospheric Sciences

Radiation, as an energy transfer mechanism, is especially important because

A) radiation energy can travel without an intervening medium. B) everything radiates. C) radiation provides us with visible light. D) all of the above

Environmental & Atmospheric Sciences

In Europe, the Wisconsin ice advance is known as the ________

A) French B) Alpine C) Würm D) Stoss E) Bergschrund

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA50AAAQ4CAIAAAAFOC/OAAAACXBIWXMAAB8lAAAfJAHKAGvtAAl6D0lEQVR4nOz9a64tPZMmhpG5qxpw94+GNB1D0xDsQdrwUAT/7DHIgiVAQLdVO+mTjPuNyVxr7fNVlXZUfeddO5OXIBmMeCJ4yX8aY7Rf+qVf+qVf+qVf+qVf+qV/4/RP/2gGfumXfumXfumXfumXfumXPkC/uPaXfumXfumXfumXfumX/j3QL679pV/6pV/6pV/6pV/6pX8P9Itrf+mXfumXfumXfumXfunfA/3i2l/6pV/6pV/6pV/6pV/690C/uPaXfumXfumXfumXfumX/j3QL679pV/6pV/6pV/6pV/6pX8PVOLaMUbv/W+y8ku/9Eu/9Eu/9Eu/9Eu/9DKVuPYX1P7SL/3SL/3SL/3SL/3SvyH63YfwS7/0S7/0S7/0S7/0S/8e6B7X/n5o95d+6Zd+6Zd+6Zd+6Zd+iGCPwA7gvN1NcI9rv7+/z/N8WtMvGv6lX/qlX/qlX/qlX/qlijR03MGNX5PWabbita+B1F9o+0u/9Eu/9Eu/9Eu/9Es7dIsbd4Dl1n0IO2fIdir7Rbq/9Eu/9Eu/9Eu/9Ev/56EFhmRYCGk+cmPBW/chpDh1AV5/ce0v/dIv/dIv/dIv/dIvVZsQ3kS3r9+HAEz8qV5zk/6OcPZi+qQ9wsefH2cLsJ3Lp98H1MVPXNWhihFK8NzuUJ/JRxfGXPNd+ryxtnULZnR79UOVstrrfOg/FGN5+jF6XdQPUu+yM8Y2/xkzldy7Lu3013g4TZ7Oq0254mJv5eQjFGVvyknW1eeIXdQVL0878Clvzc+vHp/PxGeYQaAZvin5MdOfqqhEsYRi9+mg7GPBf0XPT0UcIeO5qCvVLQvF9acR8ORPf1tV+TVlIpHS9CGX4+nw5y6w6kzeXPk7M+LpID5JDz1/o5e8UA2dt0kJR2ztTHOi3EL/84w7W85eNe59HMDG7NW/p9iPlvPj+Ndzlh8uzfcXzOhNPa8rumN5q5w1Ley+E2CNWJqSFldCv+OCJ8umAjGqW2dJ5NCn2VH7N/18GuUzscYACddtP6b6Sct88/sJr+BaB14ZYroeXwduT7ZD5+rMmdbm8JMfrMdXJXOlnQ4CIhPJw5lFsRZb9MLuCwf33fil+HVv6v2LrYV/5u1qKE9nUMFV+s+Qwh9vlrPVKS+jsU/hy4Xj97DGalxWNiyTvaL/s476OJYNzCye6E7Lk9GP0yY4q468VVBLvxf6WbyCmPBTMmPLScfrTxtX8/S2pdKHTYbeCmouJ9UanS7HvctLKERrc7I8SvNq+i106Lu6F3mTemcP90Mn0YhipzqVGkqLb57q82eYuMLfjhZBriI9wf0fHN/XaVONs4mPb73Y3Ff5jD3rVZh399k31P5NP3f/+5KT4WE9PMRUhUP7Grp9OV57sDcfjQFjXA3a9lGvThAhb+XxbFPPZCR92MDPwBRZdY7JGCNJm5kC2XdGEUotnt/qR6PI+q3n6MupcGquT+vyj5Z34HdaWlXOUz8+jxqtBuKZ3v+DP2KAsE68kOr/w6WkMvOToenUW29yKtxl194bM1n3f45vKv6XRZULHZuFxOhRNvsYyGImSBjK9/K/HuVa7x1P5v4f/v8lHd85bmXYI86visN1XG1n5aqitxXdg9Ki5FdtudUblT1aJHYPC7rmtVZCWcS3rDGt3ab/l/hwQS/HOytL3bx8rmfuz8VZVuuc2XhtrYu2IBgRnO3Eax/RWoZfA4UplnuZSVcIF6tv1hoPT3A9ose4dmB09hw2TMs/Yvqm2hk9mF/ap2U86V8b7eoFonUcdx9NPo1r/nR/fiY+/Y8rP1a3tT77pMDPksOjb9IL7L0mUS/0Z6xo/Lw8/9Lfob88r//10Pfyz5+u7uPp/89OXZ0GY9B4HLStdAZxq90I7VUf4Bmu1VHYP//+Qd//9E//9M///M9Pa530FPf89J6htN6Fv/gKP/teVB0/e0pP+f/ZdaufH99/lPw8oJdG82f3h9QU+22Naz8lb5+Sq6rkfwNyYukfJQD/JunNkNgv/dIvfZz+63/9r//tv/23pnYej37tReitDNi5Lbmb9Dhe+6eCP3AWmPgDuv/3//1//1/+l//vv/zLv8BNuTou61YiNKTr6pxHCOM/XRduuhz+rdc9w6pZsr+2j9d3E6YrWYvA6p9+i8nSQuLDahn/vVCu4qeLXd/aktALHLDc/ye5Xz4stVGvWd2r8Moen/f1VvSw/Kf79Hm++ATns7jCmPv8shMDeXtvZeN2ZPEs5lY5h10mS1nyaBt2OPDpEz89q35+JonHKOShlLeCRrVvx/ATTiNlLLV0/X1DuZmzX+F8Cer8Yr9TWv4VmJkWiw+ltWZO4uonFSFL5XkXlPMwQRIdq5NFNiz57g0hiXieD57q3VNQ41dWUTJ8Vs8/1Rv5fqE+Hsph/xH3aQOa/CPjXK8tvkO4EX93o2SqfS9K1I+2Nys/Ra+b2oe1cNxTP/wDGv/8+9/9d//5P/2n/9TmhgSO2lZ7M95xTR/jWuDvT5V/gOw///M//0//0//7//n/+H/9r//r//qHXb0noSlFUG1xm2mSKhZbcNJ9XQ7RxgQa8ivJg419fAokzBPQFKV+EU6sEN/LDeBaYOm0+3dvcW19/rSyrzkN2VIsywQt9MOtWD1Um6av1rv0XpuBL+8Pe5M2611sR8Mf9Q7Yqqi09iObdwtNUa0PDCsCKQQxZfakiouTkbc3NaPGQtBFKCZvF9VpwW6O/GgeGVFPmGxmAMy8+7K5qKio8Vqt9BZU4uw47qevwugfdUuDHZciXsDF6ibMAEqWXNavnGpaS+Nk7Hr4daCLcsr4Wn7ydn1rXGuE4bu5xCl7/oUrJGtqyt4tVXqsrqIal9f10qkGpfd8vCpfYjx07ExeH1oqLdqihF1FCvsBgnX+lP6/0RJ3pWm4pkXidsH2U/aoAlFV+XrGa7X2tB8OmuBOIfzX//pf/+N//I//t//7//g//A//1//fJEZBXJEGxNyBurr9wX0lXqs5/t/+t//tv/yX//I//8//n//8n/+zG8LIUNR9QYXRZSXJvmN/68etBNTyNCcDTIl+zofx1hnCuzNx7E4dJ3AS3O4GQDsosJO6aheDcnlSNJrPpXr9fpe+CcT3ta9LoLzFPKnmT3by7x3P7F85pRBn5Ywt47UpjNAJ5M+hk+3EYM4YY+hwRYstM410pZ6nJo7OpsYv5nXaTTXkVJj7TKobneGdL1nFtl0/s3plv9F1NePv7jrzMGcMuK6n8KA6V85wTvptJMOU8qzfMl7xipfKtBKVXQY3Szi/sfN1OQvsIslmS7h7RV/Zdms7d9GR4EJT3Znfb1jHcbEEDu/TqMXzi+IprVF75EprRbAs2bzGHo6iMkHG63HK09irZI6MUcLXs0TyW/HUtWu31lp2yPhg+k4/bOm34rmJuyt+ivsxua4l/OByKv/Nlqn/uFlny53GQGe9YzXngQrRCnAJsey489M+XOgaTt7/wbX/6T/9xz9w8bhU6VUFhGz719FPUSlagzH4eQEbPMC1rpHQ7P/wH/7Df//f//d/1M8fpptFbCHxqnAN3q/VvROME4LOffYczNfn74AMtJWHHmRwt+oS4pPmZ+YNrnUj17K+qgrHP0+V6yDnZhhcq3IN13m317JUy3NRD2rzphMNCvnEIb9qP0eSkdnVZvJQyWxU+5gbRwZFAUnq4LfgZjcch/qd6d9xao6GOI4pkwytGpxA7yPm0pzgE2JiAMI7B/PAF1gmEJDQDVSiBxEFFTps+sqQC9LA86vSMfXN1QfmfDSBHvVEwSco6o8aAravok/i51SdoGK0feq42Gmdzph+/ZnpAwbvND08jAqrutGNCDDGWuIcpH9aQnpqMD9NKWV+yOmMcreNOhRWnh3jMToWNfePCVALHj7jZl76EOE8Zmci51BYl/RDpoArje/bvkaTp3QXOaTE36IJ9UUKHechPxzUGBSPeXnDXLuDS1iz28RhaLjYLj35p6V/7Jm75BISnDQgzMyRoXauritcolmdIt8hP7UpIIBrUSOxEbq6OKZtTi42/2y5sPAuZugqeXS5+/ykaDp1x8Vah/iWksFhNQZcJKzABnFFjGmLkPlsmnqn2TGMtzMZQinVLodToVy7M15RnmGJuQVlBRokGs3+6v6HyIAuVj/XPXPY5Up9O6xIuNIN55SSS311s3QuuYJjb/okeqeWjnqDqU1nfGaYj2nGs3npXZOUqRo12/U1S5Oooh/9QQMNEboDOxAEadDJsP/23/7bf/yP/5d//ud//j++/+X7Opl1Yjf+yzkL6NycznEBy/t4AnBf/y5DUyL1/f3txCiTs1VR0Ck+O/11y0msV4tXD36A95HUarrTj64h8UnKRvU2BcFbAs0lDMkyL6VA5MEnCl0t8X7mmz09uuPD85Ql/6gjbz4lqVTWno43PWGuYubFxuc4EewNSfYt5XtT3Wp3Ey8MUw9B5tJGRv5jq6l8+hcb5208C9L1/BtBQ2cExgBrzmQ2cUOZK2YGdyuOANwA785JhFOpi0xc2THDSAdS3/gqWonlk8ofp5qYerzcbCp6DBL/0RUd9suSZzJQBUvH6lwRMIFOdJXNKXwMMvzSnCI0bnSCfQusHlZpMDOu0zrt/dVVK9AsUuEY8C21YRosk6UFge0puBZw6tmaV2U4QICz2X6PU7YopFqoaQNJIjrGSVXT+JGwk8am6Rnn+4miy7iWXkzJ/w4qF9nDOkQPB1ZFM4MicZ0GYsaK4BtDxaAtja74niMUFEXeP7Z8noB82oS7kfuZcW2no9/QGsbuVxcejv/hEAZc1KV3xwAm5vliV2bmj6MESb1jUpDbIR2MY4zpju5KjnANkNMRVg+4W7ic+Dayl+wD3KMK11aVjssT6gptU7918wBULg/ZoH17Asgy2WiZwll7GkDfoAfvkYDcIdDaPa5lltzboUBOx6CPjJQe8fn7RCvZJdjRYeagj4ayOCseJ/XzYHAy5wL8+z3pz48/ng925phG4Y+yurxF9mYP16p9UNteu+dL9yNDeIWuUwl7UD7cJUTSc7ZNV0ayC7HXGF/9fXo0MJG0Utae08QFo3Ps1kXKw76ZF07ISdRHlwwBqlgWRQLSEC/NBEp4DgrpSGSu1aYl4c0GVNI0uuvO+lXcVugmv3uu/R9Bf1nhJvuQWGDKauVCwEDzb3nukmHxZ3jT9CK+L5zbQn0A2h/8Zmd05sNSho5ibwpq/NGZL9Ab0IG3Y7cQg/nq2X2fN0LlUJTpShJR273aWCKiVYnX9Tq5sxOZHRLFAXRIhgQYg4JGHixtOR2pup48NHGGuMRGPXHiftnodWheQJqkTN7bpVrBaTmVKSKbfTOVbEANZjgUvryD3LVioaVTBauzD4z0H4jSBvbVpZzRq09GM5bWrJy4LT8+ceBqOVPII+rovDJH+IT8lj7/j5ssEUf4D0eQC3cUf6SB/I/So8J7PbpsFqMRgHoaRHm5H+p69Qhy9JE7sFoR3WzIogmRh+Q5mt/e7I/WjRi7QtiKKZCnLSq01FRN0QqzURygLRC8dWfoudDva/VUTOdTKXorXsus9BABtWnSfDc4b2HqInFQ4TZj8ar4uGhg6ZaNH5rDFQZCQEiBW0Qmdk0nHgJZbP5LIa/1W3TqpLdxPm8Uq94Z+Gig6gjzRFiS6hwDjyTHsi0zl2NIaTPXpQn31iuLbBv+AfaryFbE02Jp7uWcqla9X7kBeTcWr0xFU9nnQBayZ1UAfNdyOmxodsFblLcP+q7RSRiwFA5LDSwnFBA1ldpP0UY658cV1wxEwQDvcTQJ/wpvI0xsezauY4BupNM3EmbsorVVFQY+0mZryhKa3C2m5uNuoVhDRyGfOZ/Zn/AbtgpEJOpAcOpIb1aKD+tIoxug0bcGAZzJHzwpf/md/cy0NJBx1yfxrz4SYO5mbmPnakLjHwW1KQ2C2rp1W+OroK2UtlQ+j1i6SPbblt7RR+iF439F7dV3eVYVpApnKNLHivguWxa5SkvsW/ZdXOuAvBP6thqVCHlv7bEcqUM1W8dy9O99PVh53vuUdj1B/NdLc+S79Pp8ZqerZCxa6mUPmNje3uTZUayL6EXkX7aNLg1SZK/CYa78zee3rwJIYq/Wu5Vp893DueQ1YHtrVSkTOoddShiNNjj2MAE7h848S41TZLEfqaubwHASY1jkjczfNi8j6uFkKlUA17nvMQsmUNw+shZOBprqjaGXbW2fYxW+x+afnbT8E2SZtWvFM//sGwGdvEP6kD3x/tzdfG+jL9hL9Nl3zb+e9VV1i3G5V6GEEEuNR4GWiCRlNK8DVZIgFqVHNtVai6mh5m/ZnMPMQIO29cmbTZ/NCIypxq+eDJ2Ud8Zj2Ne7VWzoj36YfPXJV6m3SPzTNDjWdmfl04iPAbUKvKyjACt+dP00HOwn7DswvTqj/RJF6VKgKw0RHi3xUvg6qXQmguabZp1EGoK1ujrYk8Bv9Rq7o31w9WK81vbCsTiQmE3+AyfvBpcLABpL1onhN58JsCVA/OVv+5EL2ukNMRKsPcOsUObV5DLlLENKnMUg0dQOZhuJLDMmVkEPwVFDgdEnMKh1w2SwbK+pMkK34CxmdM25rCAcloHdALSyqZ26tGM3Xa8KsiPzGsPqLJnOTcuxOcmZ1gIUbgS50eO9nJitjgNptCoKtCO61ba8mvgLhZDSSs43DBWoOVH09o4tB76tlcz7oKkpaQVsiRI481JpEZzLmXyX/AYS+q12LLQg8G1zsEZXwrCRnAyQZ0Yhy5QTrkW2BAxfCKd3kzr191bLfBMWkUfUO69KcXV4pm0o12Xlxqf90FXidKwjeltU4cqpPJb4I5bjOu2vGVxuwmvOdh+mx4Yq87VWRKzMFvY10mK5twaQlBCLQm6VkLcmq1JuI6+7L3mONBXIrevmzq8xT5ry/to2I7V8WAI+gNCyyALzuQka22v7a/VvrV+adFNXv89srubsEetsxsvtgK5GGWar1yr1V3LwCfrIHI4N73z4QIVmjW4umKnKz9NnjyvNmFqUmIbPZpIXZEsYvsdAhFL5ThlYQMnkT5h+vEx5IHi//o378GbL6c/BX0YZdRgmgGMT51jgJ3W0X/2w2zCkhDN4MNQ0EyQDCKuOATcXhVIr151OGxi1riLEzYqHYzWaOhbRUjp5lyRJtS5h4SaZEgLC7hSqWdDQtSgT6LJ1horYSyV7+JwXapWWxyNome+kK6o01Xwkap3OXrr5Qt3BARhgd2N3sm8C1Rh9y3FKD7i5WTmK1SwmU8dNRkHptOVX8MRzXYrzM8jqU53vJ6PiXP+5AD2uXtcb89TdQVLmK/Utmv/q+0ElpZrFFXv7dItZb7KDotjrvfepmoy3qHGoCNEib9qlOwzEAvV8iuyd26Hbd6DL9zzoqcEwHngN9xTNdh1DR2SxN64zXs2dEx0cK5FrDbTmZy3E+2v7vDDEXycyiZ/rJj9q9SvxWp5XDjXO351RrPVuTd6qTEUn4+PaLELt3bGxsBD0PC1wd5ceK2v3sG6Lz96U/6FzVYZcQ5xO4fqvK7ZPiASOJCcRGti4nwjEGu8ylnof/Z8OkMUae2OTP81/H2LXjL+YUrdu3GJcfK4WwqB0JdB8fv2G212OSSLwtDqloEbCHIJma8k25YTLlB/DJ6BfhD944a/jvUtN/MM5mj1R4zDLYLCbkm3eGKcqsqDHtlT3/9Iwmw5fm4RF/wR8QNdK8KDUGbnlMr8aP8vhRefbD6h/eOFMN1lzBdczwQhUyNJN/5Th/tUJJ5iMUeC7umh7cDKbuJLVpNUINMvpbyxNVysYfbjj31onm9r1MRxuwhD+OX+Etvd6Kd5+YPIO/oUH4YrbvvTBCz2O0c3TcLDTUUvmIT3AYU3k/bhEdC5TV6e0qGV1muJUmKtj9mg9zwl+EuxoFWBlNeLQfxDpJnWZs6mrjGMx70KxlbbfNJHAWCPU4nBb23DhAIhzOTOPIMIoGz5vwbNTwu5CfSkWIyzJAnhUR3Ff9alofF//f85DY5xXY1lde1XRmt49N6arbK3yf/azC+aD5/U4IRZyz7UHwA+D4mANc7g0bUP1c5pBoeKdLO+TPpzcJ6gFT/9csV1K+QLwNcJkXbko028LG3yMXq9NYL2LCHkGYD5/f80WwcUfnTTlgnkHDnRFfofDge4B5xLglzToQMfUJhjTcnMQssOFZRZe449DsE7VM7bWDvtx8Rm2ESGmMx6NR/y6DwUt0xREXCmHjRPEMyy8Jg7dLHPeaQX2aCRbEplH2ZMLzhIdp+MQvJu5PcGOGLB3o9bpQ4vSpSGK79h2GJTVMfZV4RNTR7Oynnokc4rMbzXl9SjPV+c8UhxE/LyE57SY1Jnb2MAYIeU9mGI5Olzuxbs4RJil820tEBfHK2/5OTeNe4aw2iy53RLg+9ZMZ6V3Gp1tBLGyG5DI95IIbpPPPfZwa7jDXvpP6o2kBfiMxJU/NdvsWKRg1CvM4h5u/NyDuz+EBNJZpW4unErcvHtDfkXQ54RS5bjT94vwxGBcz/Mz8746+czRQGtoQpgmr9H0sHr5kbNl0t5Gq5p7WTbN/anM79oPqZZ+Oq1bDueZ6MFaRtYQXKpt2d3dYqHY09dpwwg2QEcN7pJUihongOGBRFGFtA8C1AoFdBUNgUSHAN8v+rIGJ54q9Pu6/Q4vLCRC2HbO7+JYGbvt8JTuca3XKaf2F0zCKrvzclIuU/dozdUt26wmHGhWqfizkOmlSDkxnNVPNvO+QKmCgB8PmLbZF5O5egXr6f6ykjP/Duo7JDC9oz/qPh3sAI3JfIjLC1pAp3w4SCd3hcOmsYviGI0hAZBYtO9hWkyfYDT0/5rvEzbxTYbdvQfD21EH4xmrYfpwn1ckJ/kG4cG/AgSgMvxfer9ynOb8hP81+DLdDzM621Hm5Eiz68AGNWDd3jGGbP2s+dThLp3s+pOuUkIfKRtN3S5r21K5ovT8e9OvxsOGVnSrVr9KjpmuJGa9zgoulkL+6kNQdc6K1bOwERDBRttfxPW1gq1oYYA2L2IFdbru6lsz96+BZOrxJzDUK+0tSBY+vLF1aesGD9sHsJTns1s4e49r3Gk4WV5//hqVJjvEfRp6iSqmoJq8QBQJnQkS02PNJVj2QjSawknwUQbAshzOQEsk2/ySOM4jeuvc2AIbtaal+e7sJOSChA3W1B/EnCNvkZ/o0BP5z59sVlG5XB+kXC9n0crecVmdvil0U8hW7ctGcUStxUjVa3SYLTsdA7ij8QXgSwyPrQ7gQBLwbn0ljVu77kfX5ueYHyzoCFLQFR7Z5G+1e5YAEXXE2zzcI9c5Y4T7dGdYN8V5GA7EVLENbH+MTjftGh23Yd0ynC13IoPrdbR1waPr+S2P1RmdF/XJ0NGLzj6t6gRoj9ToCjDKJ2i+rnefh2huU7PLwQL9e1NMNgGEmto3lBtI3B6lHwoH+N+7kt0skG3LAe6vHc6EZ1iW4AHVkn8+DgtFqkBtFL8zOxZROY1/gfZxnosZIc8qpqAby86zd/mGL+0jdFvUyJhcEyh7nobrXKR75U/XFbfVVWm4qKE+xwD/MyzBZz8KHqWQesPYOvJVESjDYaAzWEujkDWovT7O8iXfyNTOw8vwD+ge12rsHIMWdT6ekwVz/avj9574KkTlUvh9/++S0xfzVH6Pr25LQLTVvT5to/D9X+JwhyvGGzFjlZMl5lZopLGUqtzV/mlEz/PqoK7m5y10i0ao8XmKWj2cKg6r8gUIs+HX/eVziwAu7utQcDryzpXieiPDuZSPopl1gDN/y7Vkbd8h2Sypzqa46gYdB6SFqkG/efA6bdb0aiQVxW5j7S0M00p6Q1AXqxt0EL6CzlCyytLtZwsWs0YrSVPv0LAuWVMDUW8tIpyhf6lIfDZ5z7jK/yIxY/GD21oBVrkW4Ch2jm0FnR+l76JROhI2vXVY5ytc2Z51e2TJDEf/vDbjiiJv4Iue5L23Wrk9ru4TcY1bco4o7FNiJy2JLNSayuBjSrCuPS7dkN4OKReGo4rYZ4W8dvNASnH/m3m7xJRucC8Vc9hvH/TS1x204b5lapzL1GyUcRnK22zfzt/haLgygnLP1/c5vmiDMG9fzlzWF2T4Qbz2TtQGm4Y65RH+VP6tElVsCYpdIpdrDnNLqdJIoOUl0scb+8j87h8mFOhJ3KJNH2udDCx5GnXwq6VaHDesyJpKdAhLzOeNDKSN8pq0gLkjWMFZooAp8YzViC9AM0StWpMLQbWyaNVU4t0I4eOoupl5+4EtBSUj0D8WWcs3btXeb1RI3etOn/ulRJ3/ddOwbNSp9nVxMhMJyCOjUmO37NVdWpJsbVXPaseeow4w+r2ZO26YPYcG5gtTJJVmWqYjNPuT61YhVAlGdtaN3INXKiqJb8ylbbpzE7BJciZHyUzVNzWoUeh87ObwLhZ7wk7Atj7YU1TalAS+oCGfDvfLpEd24bm1oMfc26hzUsDkRiQt8GXqNpa8SNYanY2c36de8DD9YQm47DPDLRWfMHPanxVoe6yHCC7/2WJvjMb8rGEDPxykSPUrZibrixzjRVyLBwNIbeo2vgYhNH3ge2PxWTSUhZDNBuvHhfe02cSu4sofnzAjbvTcW627Lbbd+EaQjDUv5RK0cP351Xor+jkWC/fGpQmG/XyOO4KQ0iJScku36v7AUzlerQw1H6oaXxsdge8DwyqX1jtR9+Etexb0RC1/PRhd89zVZlYG2RMDSa6GV168FFjFyeQNjDpSgNsMdL9tVsRTGls6Fzwc9DEYCJgZnFvl5TTFqiU+JBdCT439bkH2hmBxmmi5QQUNO39MYzfsqwBQtPjFFs1RlO9xXM8POlAcZhHxU21UpzFamkN7yX/oDc1tN899ZW734VMxzHdA18mtvfS+kFJ0ValOCayxoEjawEHuenxpO4+2I+erGj7ykDgJTWIiKc8vGPinEedHqibyM0gvwOvecWkB7sdInTr93Ext3p67wVFMM6ycRCSgn8NDvj39yI87Ul1d7UPoopTuuVRqv9Mpz9eWoc1MUWoG5Ee2JVCy9G6BFrpFY1zHc1q1zvsI43O9THB0jPHMAPsX+NF/7lf4Oq5NITz8VSf+oyW+CJ/JhRGmE1Ht2G8JhpjQJjnYpH43a24TLL4o801/4oVxkrxdogoOoGyGLlIfmimP1AbPbMAh2Vf9zluKM60p5zLVKUnzh31rAxLYYwOvN/C5VEB2LhuFSwk4mqsCPwL7MAqci5/T8jpNpTEjrqpazQeJEtVf45iUejHC7Pqkw5Sy3cL8dYDVi6W1T4smVJwzq92Ona69KjDOkQowObU7CC1dx2tVkHjOIAmZGAOflU+Vnp0EcRQnUTgjA7aqUU0ZwgXt2+xFRS4NNifm1SD7Wpk5Bu7HU+K9aEuYBfrHDW9DpHuOS7IAU3litwSScGX/9l6f09Vrpb1jIKL1rNIks4/uP4H16du61nTrTqw68OYc0i5VhqNi6UJXeE/OqrqhlvsIi90zgyh/JIxt8s/lqBTmod+MsYcoXLIFkB13Wn1dRTTWBtp2cytCs1eYvwOxnuFarDtcDQhW3DWJRsBBLnCAj1QuLiE46MTQcoo2O1cXM2rvCfw/Rk3KDlXRo2TYtjVUZTWXTRA9mHpgO6RBYZRsW9383bVdSYb4WjS0n31/xI9rgj6qHNPExqYIb43SXPpxJz+a2ANWAoAKcVCwAY0EntC6iuXrqzQbDu012/+POpAdXt9Y9SDFxLofUiuSdO/Ie9iMvvvoFtUb7U2lufC53uvDi9Eb0Y5UC9M7gJG94zHLpN+qgCP30qba6egtoypzpxXlsyCOQ10jYI7On1b2V6JWTU51J3WpYt5mcYkrGN2UYAzr6S3k9kxlRmXEvH3ethMgPkvsDnJaz+UU4eWnNm3t+qoyPXYpG7O3qXDX6

Environmental & Atmospheric Sciences