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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;This dataset contains a thickness/isopach map for the Vernon Shale in New York.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Author/Originator: New York State Geological Survey NYS Museum&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Date Created: c. 2012&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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<keyword>Silurian-Mississippian Carbon System</keyword>
<keyword>Silurian</keyword>
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1PRh+dK6AZJPFEpaSVFA7lsUpTjFXbC5T091luryeL/UOylW7Mcckfp+VYUGpTnKOzJW4tifPurq7H3GIjjPqFzk/mT+VFH35yqdNl8v+CC1dyG1uIbeK8eaRUbzW3KTjHpgVFKcYKbk7agnYtaYjR6dArjB29K2w6apJMcdi0yq6lWAKkYIPetWk9GMz10eKMuIbi5hjc5aJHG38OMj8DWdSlz6XaXkJq5eiiSCJY41CoowAKuMVFcsdhj6oCvc2VtdqFnhV8dCRyPxpWV7gQDTWt1As7uaEDojHzE/I8/kRWMqUr80JNfiv69BW7DobyRZhb3kYjlP3HX7kn09D7UQqyUuSorP8H/XYE+jLFzAtzbvC/Rhj6VpUgpxcWDVyKwmae1HmcyoSkn1Hf8AHr+NRQm5Q97daME9CKwPkSzWTdUbdH7oaih7jdN9NvQS7DYnFhfPBIcQ3D74mPQMfvL/AFH1NKL9lUcXtLVevVfqGzFnJsL03P8Ay7zYWX/Zbs307H8Kc/3VTn6Pf/MHo7mgDkZFdJRDc20d3CY5QcdQwOCp7EHsaipTjUjyyE1chsZ5GMltcEG4hwGYDAdT0b8f5g1nRnJ3hPdfj5gn0YRSumpTQSMSrKJI89h0I/lRGTVVwfqg6lytxlmgAoAKAKeoX62UagDfNIdsSD+I/wCFTJtRbjuBVSOPRbV55N89zO6hjnl3PAA9BTinbXcBhtrm/ffftsiBBW2jOQf949/p0pgaAAAwOBQAUAUdN/efaLn+GaUlfoOM/oa58PrzT7v/AIBK7iWX7+7uLr+Eny0PsOv60UffnKp8kC1dya9ujbRqI13zSHbGnqf8BV1anItNW9ht2IV00SYa9le4bqVJwg/4D/jmoWH5tajv+X3Ct3LyqqKFUBVHAAHArdJJWRRHPcRW0e+Vwq+/epnOMFeTBuxTSF9SYy3IZbYH93CeNw/vN/hWCg6z5p/D0X6sm19yU6TYdrZF/wB3K/yq/q1H+UfKgGn2FuDL9miG0ZLMuSPxNHsKMPe5UFkiEC41IAkmC0PYffkH9B+tR79byj+L/wAhas0ERY0VEUKijAA6AV0pKKsihjW0DTCVoIzIOjlBn86l04OXM0risiWrGFABQAyWVIYzJIwVB1JqZSUVeQFT+1rbqyyqn99oyF/OsfrMOt7ehPMi3HLHKgaN1dT3U5raMlJXTKH1QEN1bJd27RNkHqrDqp7EVnVpqpHlYmrkdhcNcWoMgxMhMcg9GHX/AB/GpoTc4e9utH6gndEcH7rVbmPtIqyD69D/AEqYe7WlHvqJbk11aC42urmOZPuSL1Ht7irqUlPVOzXUbVyq7yEraajEjxzHasi9CeuCOx4rJt/w6yun1F5MdbFkkfT7o+YNuY2b+NPQ+4p0203Rnr280C7MFgurH5bbE8HaN2wy/Q+n1oUKlLSGq7BZrYW0ubprx4LqNEygkQKc4GSME/gPzp0qlRzcZq2lwTd9Rbn91qlnKP8Alpuhb6Y3D9V/Wip7tWEu91+v6A90F7+6u7Of0fyz9GFFb3Zwn52+8HvcvV0FFmgAoAiuLmK1iMkzhV7epPoB3NROpGCvITdiraQSTzm9ul2uRiKM/wDLNf8AE1nSUm3OfXoCvuVcnUtTeVifs1pJsjUdHkA+Zj9M4HuDW4zQoAKAM6eae8M1taoFQHy3nLdD3wO9cs5zqXhDbZv/ACJbb0RLeD7LpUiwjaEjwvsKur+7otR6Ib0RPbRpFbRIn3QoxWlOKjBJAirAPtGpzzt0h/cxj07sf5D8Kxh79WUn00X6iWrL9dJRUl1G3ilaP947r1EaFsfj0rGWIhF8u78kK6I7eJ7m5N3cRlQOIo26qPU+5qKcXOXtJr0QlrqxkiagdaQo+LPaCfr6fU1qoy5229B9TSrQZW1CF57GWOPljg49cHOKxrwc6bSE9h9rMlxaxyxjCsuQPSrpzU4KSBO6JqsYUAFABQAjMFUsxAAGSTSbsrsDPgQ6hMLmUfuFP7lD3/2jXNBe2lzy26f5krXU0cAjHauoopyaZbOxdVMTn+KNttYSw9Nu60fkLlQllJKs89rK5kMWCrnqQfWijKSk4Sd7AuxdrcZnzH7Df/aTxbz4WU/3WHRv6H8K5p/uqnP0e/r3JejuPvY5Fkhu4VLtFkMo6sp64qq0WmqkdbfkN9x8Oo2kxCrOgc/wMdrfkaccRTlonqF0GoQG4sZET/WAb4z6MOR+op14OdNpb9PUGroguW+1afDew/6yMCVfy5H8xWdW8qaqLdaie1y9FIs0KSIcq4BFbxkpJSXUoqS/LrVuezwuv5EH+tYy0rx80/0J6jdTdUksdxwTcqB+Rq6sHJxa6MbRLqcZksJNv3k+cfUc0sRG9N26BLYsQyCaFJF6MoNaQkpRUkMuVQFGe9keZrayRZJV4d2+5H9fU+1YTqtvkpq7/Bf12FfoincNFp80bOkuoag/3FBXKj1wSAq+/wDOiFBJ80nd/wBbAkBsZr4l9SlJU9LaJiIwPf8Avfjx7VuMvQwxW8SxQxrHGvRVGAKAH0AVJr9UlMEMT3E46pGOF/3mPA/nWE66T5Yq78v1YmxbCCSCBvNK+ZJI0jBei5OcCnRhKEfe3bbBKw6/ZUsJy542GnXaVOTYPYdaKy2cCt94RqD+VVSTUEn2BbFfS/mglk7STOw+mTWWG1i5d2/zFEutnacdcVu9iinpIH9nof4izFz6nJzWGFt7NfMmOxdroKCgBskiRIXkdUUdWY4ApSkoq7YFB7mTUP3VnuWE/fuMYGPRfU+/SuZ1HW92nt3/AMib32JZ5P7PtYY7eEOxZY44y23P44PYE1c5exgowV+iQ3otBhvbthsTTpll9ZGUIPfIJ/lU+2qPRQd/O1vzFd9hfK1Q9bq1HsLdjj/x+ny4j+Zfc/8AMNQ36lDy8UFyv/TImNvyJIP5ii9eO6UvTT8/8w1D+0tv+tsbyP8A7Zb/AP0Emj6xb4oNfK/5XDmI5Hk1MrEkUsdrnMjyIUL/AOyAeamTdf3Umo9b6X8g3NH5Y07Kqj6ACunRIopHV7PqGlZP+eiwuU/76AxWH1ql5272dvvtYnmRcjkSWNZI3V0YZDKcg1vGSkrp6FFKJguszqxALRqVHrjrWEXavJPsiepPNf2ducTXUEZ9HkA/nVyrU4aSkl8x3SHJLbXkTKkkUyEYO1gwpqUKismmg0ZTDTaXw+6WzHRhy0Q9/Ue/asbyob6x/Ff8AWxcaG2u4gWSOVGGQcAgitnGFRaq6HoyvYFopLiyZiwhIMZPXYw4H4cj8KzoXi5U3029GC7DNIjEEE1pkkQysoB9DyP51dOfO5J9GCdxYSdPuvszf8e8pJhP9091/wAKyh+5nyPZ7f5CWjsO1L92bW5/55TKG+jfL/Mj8qrEacs+z/PQH3DUutocDi4SqrSceW3dDZe61sMy/I1C0JisxC8Gcr5jEFc9vpXJyVqfu07NeZNmtjRvY5buI28UjRK65My88Z6DnrXTfWxRBJdRaeq2NlEJbjGQgOMerOe1NRUdEgCytPs4kkkKvcTNvkcDqfQewpgWqAEJCjJIAHc0N23Aoz6gr5hsyJZzwNvIX3JrmnXT92nqyW+xYtLZbWARryerMerHuTWtKmqcbIaViKXUEEhit42uJR1VOi/U9BUSrq/LBXYX7DFtJ7mRZL11Kqdywx/dB9Se9JUpTalVfyW3/BFa+5Pe3H2a0eQcvjCD1Y9KutPkg2NuyFs4Ps1nFD1KqAT706UOSCiCVkT1oMo6ZxHcJ/dnYf1/rXPh9FJebJiXq6CindXbrMttbIHuGGTn7qD1P+FYVKrUuSGr/L1E30QkenIXEt05uZRyC4+VfovQfzpRw6vzVHzP8Pkgt3LvQV0DM+E/bdQNx1ggBSI9mY/eb+n51zQ/e1OfotvXq/0JWruaFdJRUl1K3jlaLEjuvDCOMtj8qwliIRfLq/RXFdAmp2bjPnqp7huCPwNNYik+ocyGf2vZZ/1uV/vhTt/Op+tUu4uZFozRCHzfMXy8Z3Z4rbnjy819CrlFUbVHDyqVs1Pyof8AlofU+3tXMk67vL4fz/4BO5PLfwwyeSiSSOo5WJC20e+OlayrRi+VK78h3KSTxW7tdWufs5OLiHGDGf72O3vXOpxg/aQ+Hqu3n/mTfqjRmtra8RfOijlXqu4Z/KuqdOFRe8rlNJiw2ltbjENvFGP9hAKIUoQ+FJAkkRXOnW84LLGsc4+7KgwwP1FRUw8J62s+/UGkx1jO1zaK0gHmKSjj/aHBqqM3OF3v1BO6IbEeRd3Vsv8Aq1IdB6A9R+dZ0VyzlBbf5iW9hU41yb/atkP5M3+NNf7w/Rfmw6gf3GsqR924jwf95eR+hP5UfDX/AMS/INmWLq3W6t2ifjPQ9wexrWpTVSLixtXKeXv9Emjf/XbHjJH98cZ/MVz61aDT31XzFuhLubz9It7wDgGOY/TIJ/TNFWXNRjU9GD2uaQIIBByD0Nde5QtAGcss93CsFijWtoBjzmHzsP8AZHb6mpjFRVkBbtrSG0jKQpjJyzE5LH1J71QE1ADZJEijZ5GCooySTwKUpKKuwMyCKXU52nuQRaA4iiPG7/aNZWjWim1oLcuNcWdpiIyQw/7OQP0pudKn7t0gukV2lfUm8uBmS2H35BwX9l/xrJydZ2j8Pfv6C3LscUVtEEjVUjX04FdEYxgrLRFbFZ9Si3bLdWuJPSPkD6npWUsRG9oavyFzdhIrWaaZbi8IyvKRL91ff3NKNOUpc9T5IVurL1dBQUAUdP8A9Zeennn+Qrnobz9RIuSOI42dvuqCTW8moq7GVNMjItftEg/fXB8xz9eg/AYFYYePuc73lqKO1y27rGhdyAqjJJrdtJXYygBNqYyS0NoegHDSD+grm96v5R/Fk7l+ONIo1RFCqowAO1dMYqKsih1MCjZHy7u7gP3t/mD3BH/1q56PuzlHzuStwubyyinKTqCygFm2ZCg+poqVaUZWl+QNougDbgAbfSt9LFFT+y7PzN/ld87cnbn6dKx+rU73sLlQkt+A7Q2sTTSrwdvCqfc0Sra8sFdhfsQ6fcWsKm3Mo88sd7sMB374Pfms6FSnH3L6/mxJrYfdIi6nbMoG6YMki/3lxnJ+h/nVVElVi110foD3CEtp9wts5Jt5P9Ux/hP93/CiF6MuR7Pb/IFpoaFdJQUAUdN5Fyw6NO2P0Fc9BP3n5iQW/wA2q3jegRf0zRT1rTfoJbsZC+/X7lcH5IEXP4k/1/StFD945+VvzHbW4+9/4/bD181v/QTWdb44ev6MT3ReroKKOk82Af8A56Oz/mSa58N/Dv3uTHYi0Vlm0dImXiPMRB9uP5VdKnyU1B9BpWViS0ZrSf7DISVxmFj3X0/Cs6TdOXsn8hLTQv10lDY/9Wv0FACSzRwRmSV1RB1ZjgVMpxgrydkBTOoPOQllC7sf45UZEX8wM/hWHt3PSkr+qaRN+wqaf5jiS8lM7g5CnhF+g/xpqhd3qO7/AA+4Ldyzcyi3tZZf7ik1rUlyQcuw3oiCys40tlaVFeZxukZhkkms6NJKN5K7e4JFpmWKNmOAqjJ9hWzairjM+3tBfxrdXgL+Z8yRE/Kg7DHr71y06XtVz1OvToiUr6s0EjSNdqKFHoBiupRUVZFDqYBQBWu7xLYBR88z8RxL1Y/4e9ZVaqhpu3shN2Fsbdre2CucyMSzkf3jRRg4Rs9wSsM1Rtml3PqYyo9yeB/OpxLtRl6BLYsRLsiRfRQK2irJIZTv/wB/Nb2n8Mjbn/3RWFf3pRp99/REvsWZ7mC0jDTSJGvQZPX2FazqQpq8nYbaRFHqdjI21bqIN/dZtp/I1EcRSk7KSDmQT6lbQ/KsiyzH7sUZ3Mfw/rSniIR0Tu+yBtBZW7x75pyDPKctjoo7AU6VNxvKW7BIhXyzrF1buQfNhVtp7jkGkqf7yV1o0gtqETXlinkG2e5jXiORGGcdg2SOfeoi6lJcnLzLo/8AO4tUK4vblSJdtpB/Ftbc5H16Cm/azXve6vxDVkEUl0lm01nFDHbICURlJZx69eKmjztJwSUfxYK/QZYyQTKIZkVoLkmSEsMjJ5ZfqDn/ACKIxjGTpTWj1X6oPJmlb2NtauXijAYjGepxW0KMIO8UNJIbqMXm2Ev95RvU+hHNKvHmpsHsTQSebbxyf3lBrSEuaKY0Oc4Rj7VT0AytMu7O002Pz7yCNnyx3yAdT7ms6U+eCl3EndEdnq+nC4vGN7Ad0vG1w2QB7VnR+Kb8xLqWNPuYbrU72SFiy7YxkqR6+tEP40/l+o1uyW9/4/tPPbzW/wDQDRW/iQ9f0Ynui5ISI2I64Nby2ZRW0sbdMtx/sCscMrUo+go7CaejRG6RlIAuGK5HUHDcfmaKKa5k+7/zBC3kLyPbSRrlo5QT/u96dWDbi49GDLdbDM83csjC2s1VpFUeZI/3I+PbqfauedWTlyU9+r6L/g+Qr9EPjsZHmWW8nE5TlFCbVU+uMnJojRblzVHe3lZBbuXa6BhQBDdxedZzR/3kIrOrHmg4iew2xl86xgkPUoM/XvRRlzU4sFsM1Q7dKuz/ANMW/lU4h2oy9GEtixCNsKD0UVpBWikMfVARzzx20RklYKoqZzjBc0gbsU83t6M7vscB6cAysPx4X9T9Kw/e1f7q/H/JE6smt7a0tNxj272+9I77mb6k81pTowp/Cte/X7xpJDp722tojJLMiqPfrVTqRgryYN2KPnLeSpNdSpDbodyRM4yx7Fv8KxUZVZKU9IrZf5/5C3LLaxpqHDX1uPrIK6SigmsafJqskou4mRIwilTnJJycY+grnj71ZvsrE9RIdUtZdSnnZZ5NgCR7IHbA79BSguarKT6aAty1JqNrMu17K7kHo1m+P1Wt5RjLRq5QkV2sQIttIuQD/diVM/mRRGEY/CrBYk+3Xh+7pNwPd5IgP0Y1QFGeTUE1W3uPsMCs6tEN9yQCevOFPvWM5uM4roxN6l7zNXP/AC7WK/8Abw7f+yCthkc8Gr3FvJH51km5SOI2b9dwqKkeaDihMorc6sluIBJEJ1XaIhYv9Pvb8Y965lXcYcii+btb9RX0FutNvLbRwW1FgbfEiiOFR8wPqc060XGhq9Y2f3A9jR/s64P39XvmHpiJf5IK6yhH0eNo2zc3rsQQCbpwPyBAoArado9s+nwm4WV324IaZ8f985wKiElKKaEiy2haUVP/ABLrVmx1aJSf1qnsMdpmnw2tlChtoo5FXDYQZzWdCLjTUX0Eti1FbxwtIyLgu25vrVxgottdR2KGq2zxJJqVrLJFcQpuZFwVmVedrAj64IweaFFJ83UC6k9tOsTrJG28Bo+Qc8dRTaT3AnpgFABQAUAFAGPYW2qWtlHEv2TpksSxLE9SeOtZUYckEhJWRY2aqf8Alrar9FJrUYvkaoet5Av0hz/WgBPs2p/9BGL/AMBv/sqAIbtL22t2kk1IegVYACx9BzWdWooRuxN2Cz0y8itI0bUJUbGSqqvBPJpUYOFNJglZEN9YzSPDaf2jcuZWyw+XAQdT0+lRXfNamuv5CfYuf2W/Q6jekem9f/ia6ChH0u3RGeW4uSoGSTMR/Kk2krsCna6PbXjm4lWfyc/uUad/++uvWuenF1Ze0lt0/wAyVrqXv7Gse6Sn6zuf5mukopyWllLI0FnYQSuvDSSLuVPxPU+1c8qrk+Wlq+/RE37E9r4f06Dcz2sEsj/eZolx+A6CqhRUXzS1Y0i0um2KfdsrdfpEo/pWwxLmQWqKlvCDNJwiquB9T6AVlVqOKtFXb2E2SWdsLW3Cbtzk7nb+8x6mnSp+zjbqCViOyjdJLpnUrvlJGe4qKMWnJvqwRbrcYUAFAEF5bfarcoG2uCGRv7rDoazq0/aRt1E1cdbPK8CmaPZJ0Zc9/anTcnH3lZgiWrGFACMiupV1DKeoIyKTSaswFpgFABQAUAFABQAEZGD0oAyz4d0rA22aIynKuhKsv0IOR9KAI9HvJTc3VhNIr/Z22xs2d7j1IoA2KACgAoAKACgAoAa+7Y2wgNjjPTNJ3toBT+x3b8yX8gPoigCsPZVHvMmz7j4dPhilErs8so6NI27H09KqFCMXzPV+Y7FuthlS0tnSSS4nIM0nHHRV7AVjSptNzluxJdS3Wwyvc2oujGHc+WpyyDo31rKpT9pa70E1csAYGB0rUY11DoyHOGGDik1dWASGGOCJYokCovQClGCguWOwbD6oAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMy93JrOnScCM71PHOSOP5UAadABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGXrKyqbS4yfs1vL5kwRctjHB+gzzQBpqyugZSCpGQR3oAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGuiyRtG4DKwIYHuDQBjo17o8MiGBrizhO5X35cR+mOpI5/CgC3FrWmzFFS8i3PnALYPTNAF2ORJoxJG4dD0ZTkGgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAdaAK11DZCFpLqKDy1AyZFGBjp1oAyNPuZLIt5dpcf2Yw3RsyjchJyflH8PNAG1Dd29xGJIpkZT3BoAmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMydRqGrC1fJt7ZVkkXszk/KD9ME/iKANPpQBTm0qwuJDJLaRO56krQBcoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZNNHbwvNM6pGg3MzHAAoApaWjuJ76VCr3TBlUjlYwMKD+rY7FjQBoUAFAH//2Q==</Data>
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