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Kingdom"}],"cl_hierarchyLevel":[{"key":"dataset","default":"Dataset","langeng":"Dataset","link":"https://schemas.isotc211.org/schemas/19139/resources/codelist/gmxCodelists.xml#MD_ScopeCode","text":"dataset"}],"cl_maintenanceAndUpdateFrequency":[{"key":"monthly","default":"Monthly","langeng":"Monthly","link":"https://schemas.isotc211.org/schemas/19139/resources/codelist/gmxCodelists.xml#MD_MaintenanceFrequencyCode","text":"monthly"}],"cl_type":[{"key":"dataCentre","default":"dataCentre","langeng":"dataCentre","link":"https://schemas.isotc211.org/schemas/19139/-/resources/codelist/gmxCodelists.xml#MD_KeywordTypeCode","text":"dataCentre"}],"cl_accessConstraints":[{"key":"otherRestrictions","default":"Other restrictions","langeng":"Other restrictions","link":"https://schemas.isotc211.org/schemas/19139/resources/codelist/gmxCodelists.xml#MD_RestrictionCode","text":"otherRestrictions"}],"cl_spatialRepresentationType":[{"key":"textTable","default":"Text, table","langeng":"Text, 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areas around the UK. It includes material collected by BGS during its mapping projects and material donated to BGS by other organisations. The main core and sample types are grab samples (sea-bed), gravity cores, vibrocores and rock-drill cores (up to 6m in length), and borehole cores (up to 274m in length). The sea-bed grab samples are Holocene sediments present at the sea-bed and are stored in plastic jars. Where possible, sub-sample material has been retained after analysis. The bulk of the cores consist of Holocene and Pleistocene material. The rest are of bedrock ranging in age from Neogene to Pre-Cambrian. A lot of the core was collected in plastic liner tubing and the unlithified cores have been split vertically. The bulk of the material was collected in the late 1960s, 1970s and 1980s and early 1990's with ongoing additions of new sample and cores each year. The distribution is very variable, but, in general, there are grab samples and/or shallow cores spaced about every 5 - 10km across the entire UK Continental Shelf. In some localised areas the sampling density is much higher. The samples and cores are applicable to a wide range of uses including environmental, geotechnical and geological studies.","langeng":"This is the collection of cores and samples held by BGS for the sea areas around the UK. It includes material collected by BGS during its mapping projects and material donated to BGS by other organisations. The main core and sample types are grab samples (sea-bed), gravity cores, vibrocores and rock-drill cores (up to 6m in length), and borehole cores (up to 274m in length). The sea-bed grab samples are Holocene sediments present at the sea-bed and are stored in plastic jars. Where possible, sub-sample material has been retained after analysis. The bulk of the cores consist of Holocene and Pleistocene material. The rest are of bedrock ranging in age from Neogene to Pre-Cambrian. A lot of the core was collected in plastic liner tubing and the unlithified cores have been split vertically. The bulk of the material was collected in the late 1960s, 1970s and 1980s and early 1990's with ongoing additions of new sample and cores each year. The distribution is very variable, but, in general, there are grab samples and/or shallow cores spaced about every 5 - 10km across the entire UK Continental Shelf. In some localised areas the sampling density is much higher. The samples and cores are applicable to a wide range of uses including environmental, geotechnical and geological studies."},"OrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"distributorOrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"contactForResource":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"custodian","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker 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These data are applicable to a wide range of uses including environmental, geotechnical, geophysical and geological studies. A summary layer of areas covered by individual marine surveys, including links to downloadable data where available, is available on the BGS GeoIndex. Additional data are available on request to enquiries@bgs.ac.uk.","langeng":"This dataset is the complete collection of the British Geological Survey (BGS) held Marine Survey data. The data held includes digital data and analogue records, plus associated physical sample material. Data are stored within the National Geoscience Data Centre (NGDC) and the Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for Geology and Geophysics. BGS have collected marine survey data since 1966, and have also been provided with a range of third-party data. The data includes geophysical data (seismic reflection, side-scan sonar, multibeam echosounder bathymetry and backscatter, gravity and magnetics) and sample data from boreholes, cores and seabed grabs (logs, geological description, geochemical, particle size analysis and geotechnical data). The majority of surveys are within the United Kingdom Continental Shelf (UKCS) area. Individual survey data coverage varies, depending on survey type (sampling, geophysics, multibeam or multi-disciplinary) and objectives (regional or local, shallow or deep). These data are applicable to a wide range of uses including environmental, geotechnical, geophysical and geological studies. A summary layer of areas covered by individual marine surveys, including links to downloadable data where available, is available on the BGS GeoIndex. 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vaifb+zee6SxXKPfd92jzvjuvz/+klyrf+v6p5ra7+X/4XfVfvkds1ovvy21gt9a+2V3vJb+3tv1dQ39P9jyvvsf3rT/r9wzr8j1Tzc1u0Gt4rOvSTV979pKN8uTrTpZhhydOV4Dlck5G2Uilu28yKzFm2VtYZGB4ZAGN8s3FEnikvWS922RnDpxyFzSwf07DThbi76XiOH6RSMzXHWZyIaKM9GKz1/AJoAGkdp8risItlO1jGbpoj8EQ9wSrgKYVzoNkubDZkgztY+Gz5SP1XiNfaL7rUbOlrcHT5NXBkxxNtDZG4OmyhuDp8rrbIP9V/V4kwGR8rLaU33Gy0M9xsiD3UfLfd+MkDpdh0td3dbV7T1qd3cZJnW7uC12r77HefW7jZJn+k7Qz46W+/WzT/eZII/2Gif1vhkptTsPU5czWCp+1V+ub9NHyn3WS25q0UMqfdxdbmnWzazqh92k2vvfyK0ffCNV1fx+tfe6SpWP9LwPvzG79X33HnZz8+5q3ex4Fd2v9El3+94bP+8tlb8aILU6D9XfOFwa6u95pOdYeUL/tyf7jJNn9Xea9XP2XPCa957sO07+0Xuc/S8v9Jsoz+n7j/UaK/d2HSF3dBoqt3UYbNu6+vqB7qP0mqnAvuteeatdTwMGICGyHZe9wUAzPW+TzF+6RZAkm3buskCG98AAheRzZ44pwxSVsMzpEwdV456QCKsmZzgxS30GtiCKcJqEVgNXrQQkvobTNwijLVmnRtjcW+2vf79GmnUbLl+OmSttR8+VL0bN0f15tt/G9vWY7r83dLq8GQDjLQXPO0OmywdDo+TDYc4AG/a+HntT339NgfNCv0nyoA56AwUAgw0Y6nUbaYAACA+oASaOufdH6rkj7Rjv8bmGamx53UjBB9gATLl2/eQGANOq56WAAQzNMPa72eAbIPS1AUiPART2OVb5Y4DS3R0LARngqfhJDynXurfc2mGQDfID+vcf7jlGBx0wjJen1ABB4/6TDBDPqz2tx3jvcQXMowoswPWoggQA8R6A4X/nf+R9bqqmenNx7bjWt9etL+9+1asEMBgaZeH6HbKpeJ8UbNwp01SSkKFHwywv2iWnTh+TE8cPyf6921W/FErR5g2mXU4c3Scnj+2XCKiKwQcIsAWuCD2CZsHlEPVQ1qbabEwUFBctMWfmNA8GYD7tOVI6jptv1mFctLQfG60gmaPgmWvHeN161Gxpo8e+UjB5QLUDZGpfj50nncbHmPF5zgFknykzvavAelGBw2DDNt4a6cV6WI3j3hgMjmFc6Af1mAcW79dXMN3VBYYZIpX0rr/+i74KmEsZBhB447UHCcABBIABIAEsA4wyDsa+gSl4375Dz4fBbv56oAHmYf0NAAFAwBqeWQAC4OG4tyf0PG+wDucYmPq4zzYdGGk3IdeIa8k1bafb2+rUM4ZhbMYre2DUBjHfUTA173uJXrpJ4lcUybFjBy3rf0DBQhGa1MrpEwcULHvlx3NH5fzpwxIxWMECO/RUwHRTYJAyR4+QpOHYqKDxCRpDJE1Um5YLpalYyiWiKpRITN//WwAYQNFBrdO4GOmsA99+TLT9A/wznccDJoCkwFAAYd0nxErvyXHSfWKM9FDrqq+xHhPjbMtnMM7le1qOnGXs9LResMeVpv+hdyl3njfuPI4DlBIQ9XTgAjT1lX1glzvUNVRXhqmig3iDAaanMUEJYJp7U5fyaU9zQZhnmJsBCOd+CJMEwGnugGOgaga4utlnOK/c572k8tcDpI66I4Brv1V/pweOcz0OJAAClnE2QV5U5nm5/2R145HqtqfIW+qyAQmMDFC4sbjmXFt/s95ep7680baH5cVCDQBFaiS8pHCXHDp6WM6fOSKHDxTLjm2FcuzwHsvD/XLhpJnrZjhux08qy0TgUgwwiSutDYEwCzYBfQCBUAszUKjN1bB79YaN8t3GQllftFVSlm+SGXnuHADTsuco+8HddKB7TYqXLrAF/4D+M7BHr8nxMm1+igyYFi/9p8ZLdEqGDJgeL1mZqbJ0cZbkLsiUEVFxMiwqQSbOjpWxs+Klb2SCgifevtODrMv4WNVEs/QiRupdN9HuUCj5CQYgMPbx+wCKu9FA1MsxDgOG9rm90xDTMDeou6jQshQwDDr7AMeYg2NqsEp11S8c5zzPPjCKP2amn+XzMBbGfkXdllMdU73jIAMN7hEQP9ITgw3H2O/1euZFBYsDiHPdHyg40IUApJ0CBJB8bdfVGTeqv7mwmiEuCW8wPM1l4CeqCzpw5LD8qoD4QcGyW8Pmok3rrevglLqds6cO2XsAhraWPcVb5ZyyC68jYJG+ChhAQpSEMJocAhSM0Ctp+WYpKtpk8fi+vSjnverraIs4aT0xNFv9/RoAM1rGzUmQjIwUmROfIvOSMiQjK1tiYuZL/uJcSUyIk9zsNEnPTJfMrHRZmp8jC7JTJX9RlqxduVjWrsqXlcsXSoG+XrhwoUybOUfmpOQpC8FA8dJTQQh4HAvBYA5ArZR1EM+N1WVxsWEftmgfxDMXHFZqrHcpwEFwIjxhmApflgKGgfZMUl5dVEWYpbkDgoneACy3BOzDew4039gxQFURAyj6Wb7TW3lv+rcqKUhrqUhtoALVaZmxCpaxJUzDbwcs/G4ChhYKkpYjZhvDAgwPEtxPKGi4WcMBA6PALKRKELTHVaP88+IpOaxR0bYtG5VZNslJdT8kbQEGrS4HFDz7dm8zt/TTD6WME0HrAaIX0UOoNcnEkcbnCpTpavFLNsnqjUWydesm2b1ri6JtiyLwsMyYMUMmjB9vavrMqSMqkorl2muvkf6jJ0liRo4szMuR1SuXyJL8XImcPFnee+892bB+rSxfuljyFig4Vi2VNasK5Ns1y2Wd2hp9vXb1Mlm3eokeWyqrVhQo2+TIiy++KHl5eRIVny6DpznX1VVZC7b5JnBdsFhHvVgfKEW/NojoK7IEJO+p7oG6EdAmtgcHoFHWQdcgnmGZG9v2lRs+d6BhoBGo5fU1wPHiFTdjTGEs1MPAAcBKDKB4Zvm0xyVgCQUNWqaCiuxq7QcZaGE7QAwLelf0krqg1/V/eHfINBWxUfKpAgZwYDDLVx4sIYDx73OMc2qoS0LDDE9bJ8PU0CsbduwpKSQf0pAZ9rhw7tilbigAjGeVUIsALIRUAAWQhDILNj9/k6SoIEpbsUmy126Twp175Kwq6QkTJsjAgQPlyJFDMnPmDOnRo4f89a9/lVhlkgED+kubNq2lXbu2NuiTJ0+SN998UzZt2iRfffWVHf/yyy8lLzdbZs2cKa1bt7bjrVt/LkuXLJaY+fPkk08+kY4dO8pjjz2moFsky/IXSGJSggybnmgM0z3QN17jdBg737QN0ZaLuGbYFqA4sERZNAa9owUYHPQMYWgNFb6wjIFGgcKAYrDErWgTZRD2CY8BiXcxoWDxLqcCrBIwSwmjtLr0GFrJbXtJef2bMA0sA7sQIfH7ALzXKJ+MmGXpCIDgAeGYZZ6xjTfvlrCx0elSr+ED0rbHIIlZsU2WbdwhSzftkc0aHf2sboauA9zQnl2+Oa4UFAAK0RsOFgMMvs3YxUTtRhO3mAcP28gFGyVz1WZZ9G2RFKz9XvapOwIwgwcPlnXr1snbb78tW9RdXXvttTJs2DB57rnnpE+fPgaS7t27y8SJE22/sLBQRo4cKf369bNzxo0bK6NGjZImTZrInDmz5dVXX5V58+bJ+++/L/369pXZs2fJ448/boDJzVEXlpYoMckZ5pYADCzjQePcktK22ucawrdWI+9DiEl0RT6HuxjdQHR0Z2fyNcNNS5AXwTXdpIwCc1gepVmgQwINYq7GAyOETW5qUQoGMw8MBcONBryecqOKXQzgeMAATAzA8HvQMk/3dWE1DEkqwbGLc0f8b6QmYA6ELf9vqF7pbLoupkQzTp+fKDVr1pSu3bpL8aET0qlzZykoyJfTJw/L0cP0be+TI4f2yll9/dOPp+XXn87p9oz8dOGMnDpxWC6cV6a5eFaPn7XtP38+Lxf1PGMYRBGgwQi90DHeODZZXdSib7dK3toiyV65UVYU7iwBzMqVK+Wtt96SE8eOyHXXXSf9+/eXZ555RoYOHaqAGCfTpk2zczknMTHRXExkZKS8/PLLMnz4cAPMRx99JIsXLZQPPnjfQAJwxo0dI5kZ6fLEE0+ollkgSWlpMmlukgyclhiARU233+i2s0ZjXMg25H4CAzAwDEDB9ViCTlmE8Pn6L/o4U7dQ4ct+Uq3DIKn8eR+XMwlErhvw3iXguIxNzO0EACkBiQMDQPF2vYLi+jYOHI65nEviPdNN+vcJ7c019Rht2oVcConL9wOGaaEMA1i867kMLAFguHE8806LjpcaNWrIQw810ht8v7Rs2VJde65s2bLZbuLWn38u86PnyZnTJ+0mZhzat2+v3mKmLF68SJYuXWL727ZtlUmTJsnBgwekV6+eEkEOpjSv4nIqoS2WHkBsYR7C6MSVOyU5OVlmzZ4tx44fU5czWd1MO/nLX/4i8fFx+sW9zKV8rj9q1qxZEh0dbS5n2bKl8u6779o+IImKijLr1q2bLFtaIJ31LoiLjTXQwFq4LdhmwaJ8GTYjSXqqKyLywvyFIXwkXPe5HKIH9j8fOcfY5lO92DANWobkVh29m0me3aL64Q7VLg00xK6p25sUTCZyA7Hq2cMD5BKghLge73I8GAAZWggwXN8aUPYuBaiaZ5Zyerx8u34GYkLtKmpkagEOLEjITSIP94QWwy35qMilLJzYDwUN7ALrInynznOAeeedd2w8uN5LliyRESNGyNAhQ6S4eKeNxYYNG+Szzz6zm/rXny8qw8+Vnj17Ghl88cUXBhqkxy8//6yBTIZEfJO4wpq9Cbd845NjHAcWS/Jkun3AgouatahINm7fI+u37pa96p6oOUBvuKSEuLkqXpfKooXZUqBR0ToVsojZ5UsXyXfrlsvSgoVmy5ctNqGLrVxe4D6zKFdSMjSiSsmU6KR0mZecLZOjU2X8/EwFiwIx0C4wizHKKMcm+HPvu78a65JWrRUwgAXBiBbgjiVdTmmAO5mMMK6ARFq5tv3kRh1El2txUY9PzrHv3A+5mAAogevxYDG2ACQGFMdc1ymTXWcs5gBzQ1s13aKTSBRW7zDYxDagRcPgGu/pSjljpDHiYxoxEekhfhHqlFhCBa7XKz5JyvXoPGG+jJmXJJm5CyQtPdUAgxxo06aNPP3003rDLjMgjBgxXHbs2KaAeUfWrl1rgFm1aoX8cPaYfPftWmX6D6RLly7mIbhh09PT7bOAL4LaEKG1zVYM2AU3BEh8xxwggl1Cw+xt27bIjp3bFak7ZO++YinevUuu0bB6RlSkLM7LlNXLFylY8i1MDrc1Gj6v0tCZCCorW8PujFRJU/SOm51k7EHCrtfkBNMq5G16TIqzu4kLQw6ixYiZRtNoFdgEkJjoG+PA0na00zAAxteyvADmbqU2Re6G3Ect1TKwSzkdzArKMJZvCXIwsAos48PjUBHrtYhzL7BJbwMIQLke8awGODDcDiCBSaoqu1HDotZFqQLh3bC7K1n4zDW/ixD7GRXBrw6MNNcEW8KmjllgGccwWLeJMRKTqtcxJ1Nvxlx1KXmSk50ltWvXlmlTI2XVyhXGMGvXrlFGWS9ff/21sTka8phKid69e1vKhATeubMnjfHRkmvWrJFWrVrJwQP7ZN/e3eY1IprNcQVFmqAIsakpUS6AdZj2ymsEsc/mEnK74lWhTF7g6hOROWR8XeKu+5DxMi8hRRYpaPKVZRbmZsiKZQuVSfIVQAXKOjmSlZEsc2ITZeTMJBmkUU+/qQkaLseXMAjUCnAACGKPZBU5FuiZKAcAcAHRLLghAONA4yIHD5hWuCUFDcABYLim5sOIlqbZ9yAwSfaRCbZipN7pt6qrgnUqtHX1JXMtwZbioUU2XquYmA1YRcFCTQrwkQgke3xz+4Hq+gaaoK6hhrgGKNR+SNaRpCPdT8SG+deIc9iFMkAT/Z8BO/9nuG5pr6CJjElRRs6woCA9NUHSNTDIzkyWfGXrRo0ayagRQy2qPXFMhayK1p8vnFLX86P8eP6MnDl1VH69eEZ++em8/N9/XrAoCJH7y8Xzuj0v//r1R7n4wxk9/5yKXhW+v1yQCPpmaWqibsT8nh6JK63V0vfkwjhoGICCW0LjeCYyvaNMRP4GEAGYbkMnSEJGlmVwe0yOla/HMYhzpfeU+TJ2TqIMmuYyt90nkj+JNWoFFD7CISogDY7rwHzan4uIICT59tHwGXa+F7iwCtrF16WoXVltympYzhCNAIjPfToSVzVD3hzk2IZ6DIP1YPcxNqAwQFUFDqwACJxr6RMIWLbqWpRJbgQkyiCAo5p3MQqKO4nC1HB5aBIKpBROHXOUVqVxN9wEztw+ICYPw7aJulD+X9IFHRUc5J0s9zTelU+G6w23bGmepKXE202YmhwvC7JSFTxpKgHy5NFHAMwQ+fHsUQuVfa7lnz+dkr27t1ltKDxs/j2LaBrFJDLXKUdnHOChltQ7eZUMSKVHd5112lGRpoWBSWkAi5oTrszNRnT1J9ob3uwyRJoPd60NqP3nLfM60fILL3Fh9CK8pheBKvSL/dEU7s7iLuei+oq0a09wVWmom0QbhUcuoCWycEkhIbTXMx4gZgGgYCIA44Hzmdon6tbI1bw3JMraLUj48f0Ak9/C32bAAYCF3UH7AEBwLRWuxQJw1e6MBhlmx1yF3LkVD3QA6ZNxjiWnGMOhTWC7d4e65CK/wxvREf+X1domkuXGTcfLJNV0s+JTJSk1VbKz0gwoGcoqSQkxkpWeLKtXuGw5BmAiJ40JG3RlGLK8B4oti8t+OCh+yyLoeaHXlnYG2IbqNO6plwKG2pKfkkHDFE3bTNX4IJgWAivZcQUZQPs/Cph/fNnb0vHcQdRt7if1rQPwRG/K8Y5uuXue1NcAgXrOPQoKelgYIC4+VrOT2zIIZEKpCzGglsHVi+yytxp2DqW+MkNaKEABES4IFvlspAOSN4BioCGCCrY+RO2idytGaIoWgqXQSrg+/gZ5HAbXGzro7cCtAQZAgkvjd1oVOgCJLxiSUwHofAYdBVCb6+8lv0IG97Ogeo+ZJhtDTSjG2ITIEEYeOydFFuQtUFefJZnpSQaSTAVLemqi5C3IkIVqi9T9h2rFUMAAjHNnjsuO7Vtk29bNckh1yZmTh/44YGiQ8l109MIAFgwGoTXTTWx3DPS6brHwCWUY7ZsA5oEveri7VH10vaB3hXCWWgkAYeAx9rlDiRJqBAZIbtNtNfX3UDx3NoBBGPJ5EluAxmdCXxvoemoImd8fQoZ3umvUCkQxZiAKXJ7rySHxNd+EdL/IeBk1I0GmRyfInJh4mavaa3CQ54HyOa8kTB+Fy3Tfh0vju19VpqAxqx69OT660d/JzWIJOPuNLmOLC4R5Px3hfgsghvH4bh/9oEvM7ZBfshxTrMSlZUqisklaqoJEgZKibodaXHZmqunB5UtyLYgIDyzCAXPxh1MyJTLSUhUkTmPmz5ezZ06qljllSTm/vUjyTu3Xn86o9jlu+ucX1TkA6+IPpyWCrnyYg95d5hl3ULDQMAXbeECwBVSAws0ESC+ZNoLxmoZwAFOvdXe5P2AOqJsLifJnnx4UBp9jUDvJNPIhCMNbTCS6/AiagC0pe1gG94CbQM8gUnFvTajiKmBwb2RGGRxAZHcyNaSAfRC6AIYBos3C37WjZiVLfGqaDURKUpwkpyTJ2FmJJr5dQtDXqkoLnLASoMGNPNtnooGeVgkf4XCj8LtwJzAIbpn8iRfoLlcU1INIAQRRneVXxrh2jy4TAmaZHCeR0UmSlBinGiXBWIXoE5CsXLbIgooVSzWYWHk5UMoCzPGjBy3iIQm3b98+y6vs2rVTBgwYIMePH7Ooab8eJ6dGvmb9d99Jhw4dpGvXrpK/eJFcvHBORo4cIRFuTlCBsQtTPd5W1+LnA/kWTTr3/UQyZgqyPgvGhDHMT3v93wqY2i07m3sBELADIPHNSi5aGGJAIXlGsuomjSgqfNXPIotQAzToBueWAN4IAw2ujZAY841Hz+s+5tnHMqWD0AfOnTBwMAJ3Ni7HNMEElyUeEpVkWiA+OUX6THZRGql3Bs2n2hlgX6cCELhWAIIL8mEw7geAAkzrTSkJgUMTa77N41LzFWd+m4FG/+aMhHRjk1QVtItyM0vEbN6CdFm8MOuKrHIlwPzrl/OyceMGY5g33nhDhgwZIocOHbQMcEJCgh0jlG7evLmVcNiSEQZIFI7Jwzz77LMSQesloEGH+HlDzwcMAhCYB+RXJmKlKL+6AcaEMmYTYkz/ADBVPm5vgMClAAryDrCF2w6USgFIyn3ZT25sh/U1K2fWz46TtyBnwXeQhb0zAA13MqBhwHyjFILZsw6iGnEJmNBRvKZv2IHG9RQDHhtUDb/RCbDJzJhEmRmbHNSmYuwuZ9Bc6Bptn8O1uNaJia5pK3CtRHK8hxskMuNzvooe6lpC9zkntEUhPBnXZcJ8Sc9ZIEsLFhj7ZWelyJL8HAPBquWLlFnyZI2KW9IW5LPCgVIWYM6fPaGA2Sjbt2+3zPvrr78u586dlvHjx1ktjywu2fW2bdvK4UOHLOcyZswYYxvaTNavX2/Jvwg/fRXXw3xlBwy3AI8tLgMo1NjymoljfvJY/cCYlsrM/v/9179JxeZfG3NUUFAACBJYpeZek9iipuOyoc58jYf3y4cABkbygIFluKt9/65voGbQYBrCUNwTDAMTGGB0MC1LGgCEwWKf5B8gwk0Amt6T4m0wEb6eEQAAn0Xc8n18L99JtMNrXBPv46o6BfqD7wqtc9nrECMpiUtky2/xbauhoOk+KUYKCvJM2KYmK2AyU4xdsAXZpZERbgrwhAOlLMD8eP6kJMTHWwa3ffuvpSA/Xy6obvn++/XSu3cvOXPmtIwaNVLBmaVa5gfZUrRZ+vfvZ3WmzMxMdUk/SGTkZBclsYQGqx/AJkzwYi4tW2+AwZsHB3OVWeqLCVss88VSGf9LAVOu2ZfGEAw6zAE4fAb0asx6axVosBF5DarKgIUwG72AboBluNO5sxk0ohYGkgiEHAwN0Aw2boguNSifQcK483EZiGMiHqIgXsMu3SbG2uABANwX7+HaAJ1ppkBgwzgIaEDC5/jeAVMTVDAnSFQ0HYVJ6t5cl6Blq3/DPHB8RyJapufkWMlXwOSoGyK3QgTkgUHYvHrFIlmiWub33NKlUdJpq0qfPnnE7KcLp61B6vyZY/LDuZMKknMGqos/urD7nyZ6j1rlGsGMCOa9CGYToktgDJsJGKzbxvJbobMHmSEISDiHKagstsP6cCwkyKoHTGgHMNe83zYAiDNjjjahgPG1ltJjobUXCnIkzQALURLaB7DALoToaBhcDHkX38fKPq4HHUFYjX4guYUe8Hka2IWqNiGsLxEgkq3vRL/PWELPB1y0fqJXAIiLxqYo8GaUNFnzN3FdHoQI6MysTElV90GYm7swRwGUeEmx9LeM8ww0IbpnUnSKAcYEeWKsidxlSxZIXk66sUy+6ZjLQXIlwJRltGJeqe/lShbBUlS4Fb+4HyBhgjrMwbxjFpNhnrJNaA/OYWkMAAJQbtStrS/Sd7oB5rp3vyip1vq0upnPlrYJKrbBfkn95QvntnBFiGPHLkOtw54oCc1AXQVmsKTdKBf5wARMWUHwojFgGtjAhbSOHWAj3IjriXXhrUsuuhoTgOAzgMPnWQALwIRNAAkN7T7CghVwLwhnEmnzkzMkKSVFUnRgc7LTZWhUYgmzmAua5MQ0jBMOFm/mDkPS/jTE5+Zlm+shSvJbSi2E0uHgKMsMMBM9w1w68P/86bStykFz9x/JxUTgcvzqj4AFgOBiYBDs1mG8nm1b3sNY481YJVgiA7CwChOAuf6dNgYYaixWZwlqLR4k3gw4Qf3FRUUDTCSjWRC6brLXMMv0olcQtoCBwXXhtJsAxzGAAmAQul7s2nE1xDAa50kFHILYz9sh0YdQBTBEU2gRAGhg0vdhJtyTB4kxQQgjsI/1i0yw6Gr07GRJVNCMm5N8GRiuxsIBA8skpGcaY8EwMA0JOvqdw4FxJQMwkyaMsnZLgOEWXThpGV6mvzKFxK1deDkwrmQRrJwIUPzaZrAHC/+x5ixr3dr6tgAjWOu2or7POax44Nd688tgecBY81A4aNSup3inQKGwxwxAwIG7IdrBaFMEHLgewlU/XcRm+wVhs5/khcjluJsp4LLIiGATwr1d1ES05It6fhYBxyhP+El0MAm5HICCAO06PtZ0iWeG0EGFITASfiNmJCo4kqyASrJvXmKabcOBcLUGW4UCBhc1JzndmMWzC4VF9Mzq39EuoYChllRUuN5aMhlwmvapI1FfCgfD1VjEzUPRIrNMtAIIDPbw2gSXU2L+dX9WJIiyxWdgF1uEp/dUA8wNb7exRqJQljFThqn69UBL4AEIBpiaCnf2RyHtB7gBBpNa0xtW43H7vAcTMOAk8AwACgZXfhhdkushb/OMMsqHQ8n4zrJJXmSa6YEBTL48AdgAC1lbdAsaZ3KMupfUTOvB8e6j/5QEmZecKYPIAOugApL5cfHWLpqj4e602DQ7z6rtZQDhag2XFcou36hGSsjMksyMFLUkq0RnpiWpO8r7Xe2CIYobPfSgjBk1VBlml62MyowPZjAyj5rpJeFguBqLAAQwiXczAIL1Zd2aZ06f+K2t/xYAJHTtWW+lgHFN1NaOqIxCywDZXVyDRRpWT3EAARwvhegPbyTgmgygt3WqgYmUOkVD3BAFSmY0El5TCSaK8mCxSnFQDOQ8kod+njVAJX+DpkH3oE1gEh/q4lowP4j2OpL5UwkWdgMiemXTSKipzUpItzpP+OBj3mWFH7+S8d1luaVxc1MkNS3FtMvVZHfJ01BTylYt1aDh/dK5z0BJWL5Vdu7bL0dVszBTgGlB4Zrmai0CcQtYAIVpkhARGwoSWzy4t1uQ2K20FLagjb4GMDe+1dqai3BLFVSf1O4yzIpzMANhKnc0opUCHOABAD5D63UH4KHtgPfMZQx0vTDPqZvBrVCz8VNfPbvYBP0uroDpzSbsqz3Ze4J9FwAFJGgTJtHBJDDHeB2UqdFJMjsuSQZNdYM3R11MelqyRSoMVv7CzKDHJ0uyMlNkSnSy9J1cNlj+XXNhv0sYhtrIGSqmF2TK0vwFlqgDFOGg4fWyggWyQKOoqLgU6TJxvlSvU09e/aK7Ncelr9kmR4/sK5kC+0e1C8aCUxEs7lveGMWJ10tAEgCFVRfdmrO/veqR1zAVg15VXzjEhTRRAFDGJ1JxUz9cOd9PPgtlF4SpT+e7iMjlVshT4MIADl1qTEaDYWAQA0vQakCE5TPE/1BGIZQmFP5mopuNyZ0/LCpJYlOzJDk93dgiW6k/LTVZhk5PkMgYBUuqq934XIflPvJzJDktzYTt1YbMf9SMmYjCJgRZ5yA90E0B0GdqnMSnpFoREuASLeGiaJ7K0lB7VkKq9SD56LH63fXknS97Wc8SXZRZ67bJfgUMy3b82y7JdIhahWDJLkDiGcXcT7BM55VWOAoHjMv0uqQblVwEqO9j8UABOLgk9Ip10pVkUJ0bajpA2WCIa0skQWbp8vEuk0rijYIdwpckHq7OuyRAQlmCsBwDPHwnQCMph96YEZdqegOBSqfa4rwMy6YuUApfuDBHZur7ScmJ1luCDli7arHd2WgIjg/XkHmQuihsoLLRgCnOSNSFD/5/wnxI7rPCZIEHTY+TsXNgQWXGmGQZNEPPnRJrCx74ijzn31G3gXzasa9E52+SqLxCW9R6l7qmvbu32nzpcDBcjUX45bTMjFXc0zE8cLyg/a218VnLlvX1AUyFZl+ZZmEwaTGELRCtgITGJ0DiU+wwC2EwgArNowAY2IdEGf+8u8OczmC6LDSNBqG2RC8NTAZgAA/MQ6MTITrNTyTzSLfz2X4qYDE0S05ervl6km1ZOZku3Z7q0u1EJWuUUUIFJIBZmOvcwgq7sxco4yyQ/MULJCsrXcarGP6tPMt/wiz/MyGY6TkuKGSOKW0GJ1kJuLweu+u+hjJs+BDZV7xF1m4plrmLN8vSwmI5oRrGR01/1CJMmwT6xLskzy6XuqMwK1l7jRUYp9sKjACG4iMDSIMUwHDZ1KkGBFiB6MRXmf0+leYS/RIAxvpYg+yrFfRIlE0MppboBQJo6BPfeAU46MpD85DD8W2TuCvyKl7YlgyA7s+LSzSdMmleivUYA5jkBI1O4uZbRThcUJZlaIrE5GQLtcMH+H/axs5OkYlzadNIkDj9TQ899IBMmTxW9u0lOtovhw7skpglRbKsEPG7U86evHTG49VYhF+jNRQsnlU8s1ziinr4tfOdq8KVEZaT5AMwt7XoaNGIj4io9SBYyZcAEr/SAs1QHDNmsWaj0mIhvbboF+eKXIYVwAAW3AtABCS4Pe9+KCeQJaaOdVPQpQ/LAB7CavpQ/IUFOGRo8f3J6RkyWi90bm6WNSbBMCTLrCL8u/mOxZbZHTnj6ssAf5aNnx1veRpaItjyvz304P0ydHB/2bB1h8xWdzRHGYaVp5j5kbNuu+zes8NWfQ8HxW9ZhBe5uCEHFK9XSldwLFntUY2HMXg2qqzR1a3DeHhBtGWLqVbf1aqr5TsMDP0dGGAbciaeUejjJaHWJMi6ImRpePKdabZKQdAl7xuZoFwys2gimIPVD8gQMyfaCp0hVXBe07FPYhB9Q0IQ7eRDXVwH4epU1TQDpiXogCdoGJqpwjfZMqqISoBDdORXlAg3mKVAWWhKtJsa8//KrJY1M1GSkuIlKTFGI7hka91cqZEUibuB/fvIxq3bJXrxRpmloIlbomBZ5WZ5JC13q2WS8Q0HRlnGpH1jmBImKQmZSxcmZs1aWwYUVtH3TNsEuRsyxACl4Xj3RC/6Ye5r3c0BpLebPuFbMv1UCoDkt74jnvyK7+j3c41oYgIwsApMQz8seRWYxJYYC1omfNGytJjZx9yRNZV3d3N+cIVEW3aBJ5XWdUjEccGnxySZ4EXH+FR8jobOLEVCdASTeKDAOoTXudmpMkfDcBJ7fyTf8p82/ofoxFQV71mmtVYuW2hGNhjAjBk1TI4d3m3JO+bHz1y4WZJWbDWWyftuu2V9rWwQlpdhhgGhtzdmHfBcigjLrQSaxC8eXLJ6dbAsOgm6CpQABrmnerH+LI1UNFy9NiPbWjhpkaBFs0Hr7hZGk473jU64BLfwnzMABNNQ6AMwfi40W8ARmoNoN9q5IKZrMOenZMpHMF851HzVG9aBYXBZ9RUwlAkQvlxgD5jQiw5oJkenyYKcDOu+QwjTg0KCjsqwBwyhbF42PSmplqqnsYnSwJ8tdn/L6L2JTXa9MuG5GQAzbMhAW6blyKE9kvvtDlm9eaccPXpIlm/YIlt2Fsv2bZsuC7FZD+bIwd0Wgu/Zt1tOHd0nxxV0m3coYNxS6c7VAI5qXSZL9U6TbGFjgAOjUJm+Sd0PVWyq1fTE0JrJwsu0cPol4QFMnc+6lnTQe7OVlYKUvAcMQpdUP+0IAMX6XUe7aa+0Lfi2SLQQU0ltpUtcDkVLAEK5IWTSu9WqAsBc39ZNsgc0JPSoGcFU/iL7aRuu8kz6P1HmJwECUv4uDZ8UHyMpiW7xI+5YXNM6Y5h8fZ3npnPosWX52TIvIVkFZ/L/E+AAmISUNCtTlE4xKTAN9nCjB2Xk8MEmcA8d3CsnjuyxVaZ27dhkiwidPXnQygSUDFgh0zMLVew1RbtKmGhyTqFpH2a8RgAWvwo1S6FX6+yWS+c1Tw67SUVtFWUWHuLAU8fc8wKj5Q6eFRg8JeQxOvTGxpuGqfxRewt3cTnUdGAZpl7Y6o9B/cfXcdAsfgku68pX8PCaASZ9T4TDygpoEpjFzT50APGlBybQsx8KGAx3xTRY3J4Pq7nA9KmMmpUig6cnyYS5GkpnZdlEf0TwnPhkSUgj1Ha1IjQM4nFVSIhdlqFnCK0HTftzcjG/ZYB08rwkyxHhlnCZ6xQwME7DBvVl/NiRBhK0ChVqHtMIKFgsiPrSzt3FdvzcyQM27eSU2j5lldj8Qokp2Cypq7fL3PzNJcu/RJQ+mmVKyVLpBpbgSRkWLfnQu19QR0LwqvFwS6xKHxddWab3/bamM+5l2kV3t/Bfaf+ri5QItcnHlEzgUn1CmEx1mjQ/eRQ67mAVGqo8q3g28bUqDxYDDBa4JQTw7Sp4+RvWnjDJsQldcQmp6bJgQaakpCZLcpKbMZiSqu4nQyOkzFRJTmWZtTRbai1H2YXsro+W/Jxw7NIIiv7aLJkdn2KaInxQ/2wDNEyRyVBmXMW0ZP1tuNSGDRvI6FFDrVGKlaZgDvIvuBv0SLG6qqw1W2XeYrdw1Dy1ubo/Ry1aAcMzBvbt3y2pq7YquwSACWUWjMe78OCF2wbOKs3yBoLY14/YRxTbGvkhD00o6YfRgWPAfUc9rsgYp69bvsKq0YPcnCIiJcJwhKo1gbejCdxFQOxbn2+I+3GsEpi+rtKmr9zStp8tL2ag+sIt0MP3+oUZsQG4neQMSdOLukJdCm4Fgcvaep7KTdAqq8QkJsmYWYkGKNeln20TyGxRo/RkE700YYeyDIsPpOt71KbCB/TPNv5mQlKiuVJ+L7qL2QYApm+/vrbcXFHRRtmze7sCZo89O4AFm1dv2CRxSx17sLClX9wSi9L95GWbJGNVke374xH+MS/oFnsWkIKnFgXJ4NG4gKYkYjLX5YSwf/QLIEPv8J6vVnO336yDDmPghvx8It/khKsiPAZQhL7XfuE0h8uj9A+in1KtckOw5ooHi1/tqeaXA6TvzFgZPT9Jnhs4wZYfQyATbfWY5DK7LEDUT8EyOylHZs2coayRaZlcLq6Pgijm+YGnPkNtKSU93Sa5TYtNl5jYOIlPSJT49CwXaodETaEsYyDMTJcZMYkyUNnsfyI3g4inzJGWmWGT8EkHOBdaYKK3R98BkrF6q6Su3GIrn+7arcyyd7cU7dgh6au2yNINW2VN4VbZsmWTrC+EWZxWCV+6jmOseWguiQdG8TQOQMMjcqvz6JaAWW7u7h6/UqXnFGMee4pH2FM9AA+AcoBpbYCp+tVAE7iEtIDDL3XKoCJiqfvgumxZjHZ9bZaB7/9l0rvrpyl1Qba8BlXwT3sYs9zyRT+rgnfo0UveeOttGR+fKtNSc2V2Wp5Eq2Uv0qiGpc5yF9haepnqclgFKzp6nqxcsUQWL8qTVSuXKnvk2Oqe679bI9+tW2XHFuhn5iZlyqykBZKZm29zc1gCY9TsNNM5sBDMFM4yrFBhbKMDRrQ1YQ5s8+fpGgA5RsX2/LRM6ytOSCXxmFjCmABm/JgRcu7UYYt4tmzfKjlrt1l4nf/tZhO7LLOK7SneZitqHtxfLFlrt0tkjrLPsi2SuGSjZOn5azbvUG2jURJA4VlAbB1jBMzhoyVllOp6jH3OqfWVRi1fTpA7242X2mrs8/gXgOd7eq/TkLdiu/4lE9LJhbBgDm7K1ky5ZDaBa9O06SfoDwBiS2oEpiCp3LqP1O5IMXOMhchvDHS1ppZj50hPvYPeffc9WZRfIG+/845NwOrdp49MmzrV5tkwv4bZfSzXxWSt2NhYW2SH+TcsnDNo0CBZvXqlzc1h4Z3XXntNhg0foeI3Wz748EOb6PXqq6/Zoo/DZ6ZakXFWbJKJystZxoEGwMBeSSnJV+yX+e8YdSIENgk7ygBT5yfblNqFuW7eNWUNoqTQJnBAwTKr5GMQvORWQlfO5DVZX54rsE1d2PbtW+Swuq9zZ44G57rzIzxYbrftJBv823n2T0ceVTfZsrscv02P3aHv1W7nwGLWVkHzJQAab4AywLzX1uYjlVfXAoswBdaEawAOn3ADNG7rdAvv05kXurgg7qeS6hPyOCTeiHYsPzPOWV+l4t79FDDvAZgl8vzzz0vfAYMlNiXTluNq1qyZrcTJunrM7gMMcXGxtgwXs/patGhha+2tXr3a1tJjNVCW6wJkUxVwBjAVwJ+3bm2AGTuXSChRojWMXmqV7MsBg6GRChbRwJ0kUTH/vTxN/8h4GTiFdowEmR6TYuF/Ag3nKtoR2iTrbG0Y6wBMNUEOWAD0gw/eX9IEfjUGIHgkNc8ZsIjqHM8DvfSciJKHRNkDo5y7cSByD5XC5QCUmu1hkomOXRQod7UdpxaARsHDd/yvv7gGKtoxbW2VEhbxc47ctBNrBA/aNs0Cl2Pr/LOOHCtmK1huVo1CeM2qBn61TAzQUCowwPQfWAKYpk2byqgJUyUyJkMHvYWtsTd9+nRbv43JWAAmPj7etqy69M033xiYWGnpqaeekoz0NBk8eJB8/PHHtg6xASw+UT799FMDTGZ2lkZT6dY3w4C4LPDlgClhG3UNWeqahs9INGaiay8cEFcymsunzVOtlYGIJZObYdVxZkNSMXfi2xVIaQznvfBJbaGzBq7aWOXh9FE5enifTcL/5eLpSwFjYDADKBNLnj5mZozjjt+qLgdQ3PGVY5e7vnCA8aABSA4wzBpwq0cyW+A6NEmQnfUM4h7e4B7cwFpyfjVtFlEuWXxQox9cGj0xVrq3SeqlfSE2OU2F5fjJU4wVCpYuN60xfW6sjJilWkPdBu4EYwlYVoZkYnlWVqYMHz7MWARd0qFDe/n2229tUcdFC/MUYNPMhWUtXCKdOnU2sDApnUnsLDgdDorfsmUqoNNsOY5MKdABjUlOk1FRcVfV/xulQj45mSIiK3hdPrsRVvHTZ72RVAzN9v7evKSyjKVVWdjSrYU3wjQgqznwHpPhIgABg+0fReeFrNc2uCfnstzWn+tYJjAFDywDYG5+uZWtE4dg9fkTA0lz9/SP297pqtZFbnu3q1R/zz0mxsATrNnPOrk36edrqCtjKomtTTu29EEWTPYiI8wqmWSIB81MtkWMh89KlcjYLAMLF3zA1CSJTVO6VsGbv4h1VbI1elhiK42vWx2sOr6GBRuXyrdrl9vrRYtyZGZCpkyan2WR1aT5GSooVQCn0PpI+P3bjFKW2XJtlhXON4MF5saVzlsqy9A9ySmXLg7kjd+wUENnMtC/V03/dwBz/uxxvVE62XrLebm55rK3bi2SA/v32LK5JnphGccelxrv+dyMj44QvQDr7jbjDCgGHN3ereYA09IA4Jco9UCpoUC5483OcscbpXb7Wx44Xd2jYoIVKyuoS7qny3DLBuOOqC+xCCBbWjVZLMiv/0KxEm2Dq2IQKAZS30GYpqQkWETjemDDLy5hMIW6PLtTl5Li1wjId86hO9gfMj3BKtIk8S7/jj9usE7kvCsXLPmbkfN8e+jlnwdEZHTRK7/3e/47gIGV58+fb24ZBmap3EkaLJhLAgThTIIrKn2iqgMVboqci38sr9WfrEgZacIXwFRt3NIAAHs462pgqf16J7nzVWd3vdLRtrVf6yS13ugkNRVIMI89i0jdEqtZEnrTu+ubtjG3/u5sm5ZCFpdHwND26dyWm3RG28IiZZQsjRbo02XJ+dALyx1Os3ROdob1x06elyyjZ+ogRbt+XhqrAN2MuBSJ0zuKiIPuurIGB+a4mjlCrv600BJq6RreEwIDGMBB5DV+XpoZYTuCms6+8L8H6PlfADdFz6uZ/fjfAQzL+UdFTZe1a1bLzp3bTdcVbd4kEQCEwcalEAHdoUCxfT0GkIiCvJuCdWAbcjM8u7lyn+mWq3G9v640UO35FgYQ/0QyD5a7Xu0odZp2kLovd5C7m3bU1xxzxz14ar7VWaq/6x6NV1HdGXOKcDu28M4YV9Gme465Sr4RiznVrMvC++gcWjnHsbyX6gY66FKS3GR28ib5KhwzMtNl8lzXlxt+d3uj3pSRnW3deNA/7JKrg0T/iy8PLF5Ii0OapeLDByrcEKk+YhoyzbkjwBKVkC3DRow0ncUATZo0WTIzUt286VUFBjTqQiThAAghMwzlmKfA3CvbtX7L31vtjrNiqQPMWJsK6wwB6/bZAhDbD5kqC2BY4WH27Nly+iSrbJ62pULQe3379pUIczlBNASDEB47t+NC65IEXQf3GsCYq+riMr4YZQEPmFtf/NRYo4bqFP8MxFrqfgCLWRNvHUv39Xgo69R4u4vcolqGjDBzm3E7TLhniQ50DZlj5lxT5Hy893grN3CerckywS25QURCOWDinCSZMj9FJkan6kAlXHWtp/sEl0WdPD9VRisjjJkZbyszpAZ9vy4P8/vsgguhlGA9NMocLEnLd4+eoxHZ0OEWpcXFxqg4TrVHBOXl5UisvmYJftbRzV+cV/KAD6K9uLg4E+ZTpkyxHFJ6eqot0z9/frSCZYVEaVSIO2FtF0oDAwcOsPVdcnKybfX2c+fOaACwWE4cP6IC96x+/2L54ZwTtWYaGRXv2iFHDh+UY0f2arS021Zy+OniOVmxfJlzSd7lOGZx+gXW8cxTSyMjmMe7LHNh7R2AAJivbgOYSq98pvqkk7kYwAJjwByAoU6T9sowmANK3RALB0wl1T53dRxqlWu3GNAsW2WBgib5HUoK7qGYw212Ai2eCGLfznkljfBHbVZ8ms1DIpyFXagZhRcfHessMhZwrQ/uHAzALCvItV6buORUmzk5V7VSlg4geSDof93a1bbu3Pjx4yUtLc2etcCgs/ITW/JGDz/8sA3+3Llz5JVXXhGeC0CeyT8ABHHK8wF4tgPPDeA1z35o1aqlvPDCC7aIEJEhq3qTvBw0cKAUFm606PD4Udfb656+RqNUsWWG9xZvtec90gbx84+OjUz01jTXU5q5Zd8DCFHrwmaXawEoHHfM48DmM8FoGAcYp0kcwzhRi8AFJHcrMHBJlwBGQcSxS1wTT21V0Xz/NyNLltygtEDNqWKwqjZJQWYoACDYhv5hv7CPrSZeBgCu1nqry0DTJKelOr1gUY6bckKoi2tjcjzMwdPkuNNp70xMSpTYpBR7kAbrxKSkqz6ZnWgJOKIf6kzMOli1cokKyS8NNKtXrzLAkCgk//Poo49aCoCkI+v8c4xB53kMC3Nz7DyAA5h4ZBC5JZKW2epGmzX70HJGiFVWZmddO4D1w/lzli6AgQ4fOmDLxZOOIE/184Uz1qZJ3wwVbSa6nTt1yB7ZR6WbjjwayHkvokbHUqFrAjhI+5OYIxIi+sF83oX32Xe5G2e4KbYA5qbXPjdwEBHhlm5/y2+7KCgcs/jtpSzTvpRlXndCGHa6tXl3qdl2gP6+wVKlbT+b0G81p7Zu4SGAc2t7Nzvgpf6RJoxxTeFddX/ESJrR4pCTlWbry+UqMBCsiF8q2cNn0JqZKCOieH6TW0gI3TN8ulvRPLToGLqPm2SqLbpn3Zql5oqaNm1idzk6BkaBYdiSVGSAcT1z5swx1lmyZLFkKDDJYrMKJm6L6IVwF0YhOcljhXgYBYDh2Q8kLwHNTxd/tFB59qyZ8l//umg5FhKd679bZ9NnT6j7+a3ZkLAPQLL2BtjCtEuQ5rfsb5DM8wxTpzWAcfkWn3exsDpgJR9WV2nSypgFgNypbIF7wsV4EMEwCF3AgXa55yXnogCNA5MDjUVPAdgIvYmgyO9QLiC3Q+aY8oJf2ozJ9m+ovung5zCVAYQrGYM6YmayTI91KzDMj0+0BipW2KRiDRjQMdOj3US2cED81t/yTefDZiQb4/BoQ18dJw9UkL/INAmV9IL8hfYkugULsmXa1Cn28LHlywpUOzhwUURdoa9TUpL02BKNBvOU3TL0M8skMSFevl232p7bQIE1NSVZ6tWrJ2PHjJLt27bIv/55UQ7s3yvH1P38f//1qyQlJUmXzp3l/JnSetLVmNWSLMcSpP2NMTq6DC8uyLsly+gGIKkD87RxYPHvecAQVhMdESUBkFqvA5rOcjugUQMIzg0FDBNoGmdO49QhigrYhvM9S9mjfK3nxZUbaMGk94UWUKIl2hoATOgA/tZgeuuhQnhqTJrEp2Uoe7hpsACH8PqSwQ8Bim/tjE/LtOIfbsdc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onwards)"},"creationDateForResource":["1966"],"creationYearForResource":"1966","creationMonthForResource":"1966","resourceDate":[{"type":"creation","date":"1966-01-01T00:00:00.000Z"}],"resourceTemporalDateRange":[{"gte":"1966-01-01T00:00:00.000Z","lte":"1966-01-01T00:00:00.000Z"}],"resourceIdentifier":[{"code":"http://data.bgs.ac.uk/id/dataHolding/13605641","codeSpace":"","link":""}],"resourceAbstractObject":{"default":"The British Geological Survey hold a collection of data recorded during marine geophysical surveys which includes digital data and analogue records. These data result from approximately 350,000 line kilometres of multi-instrument geophysical survey lines. The dataset includes seismic, sonar, magnetic, gravity, echo sounder, multibeam bathymetry and navigation data. The seismic data are mainly airgun, sparker, boomer and pinger data. Most of the data were collected by BGS, but the collection also includes some third party data. The data are primarily from the UKCS (United Kingdom Continental Shelf). The data are stored within the National Geoscience Data Centre (NGDC) as the Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for Geology and Geophysics. The majority of legacy geophysical paper records are available as scanned images. Other records can be scanned on request. Older records are of variable quality. Data not yet available online, including digital SEG-Y data, are available on request from enquiries@bgs.ac.uk. The data are applicable to a wide range of uses including environmental, geotechnical, geophysical and geological studies. For more information, refer to Fannin, N. G. T. (1989) Offshore Investigations 1966-87. British Geological Survey Technical Report WB/89/2, British Geological Survey.","langeng":"The British Geological Survey hold a collection of data recorded during marine geophysical surveys which includes digital data and analogue records. These data result from approximately 350,000 line kilometres of multi-instrument geophysical survey lines. The dataset includes seismic, sonar, magnetic, gravity, echo sounder, multibeam bathymetry and navigation data. The seismic data are mainly airgun, sparker, boomer and pinger data. Most of the data were collected by BGS, but the collection also includes some third party data. The data are primarily from the UKCS (United Kingdom Continental Shelf). The data are stored within the National Geoscience Data Centre (NGDC) as the Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for Geology and Geophysics. The majority of legacy geophysical paper records are available as scanned images. Other records can be scanned on request. Older records are of variable quality. Data not yet available online, including digital SEG-Y data, are available on request from enquiries@bgs.ac.uk. The data are applicable to a wide range of uses including environmental, geotechnical, geophysical and geological studies. For more information, refer to Fannin, N. G. T. (1989) Offshore Investigations 1966-87. British Geological Survey Technical Report WB/89/2, British Geological Survey."},"OrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"distributorOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"contactForResource":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, 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The collection also includes additional third party data and has assisted in the creation of BGS marine geology maps. The boreholes penetrate beneath the sea bed to depths ranging from about 10 m to over 300 m, depending on the target depth or technical problems associated with drilling the borehole. The data include descriptive geological core logs and data which have been captured from these, and in some cases, natural gamma logs. A variety of analyses have been conducted on the core material, such as particle size analysis (PSA), micropalaeontological analysis, geotechnical investigations, palaeomagnetic analysis and age dating. Core material is managed as part of the BGS materials collection and is available for examination and subsampling. The data are stored as part of the National Geoscience Data Centre (NGDC) and the Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for geology and geophysics. Data are delivered via the BGS GeoIndex. This dataset is covered by multiple layers, split by the type of material or sampling technique, and the type of data. Borehole-type samples (including boreholes, cores and drills), grab-type samples and other sample types are separated, and there is a metadata layer (containing metadata and links to scanned borehole logs) and a geological data layer (containing depth-bounded geological observations and/or measurements) for boreholes, grabs and other sample types. For borehole-type data, a geotechnical layer containing numerical results of geotechnical tests is also provided. Where available, particle size analysis (PSA) and geochemical data are also provided as separate layers. The data are applicable to a wide range of uses including environmental, geotechnical and geological studies. Reference: Fannin, NGT. (1989) Offshore Investigations 1966-87 British Geological Survey Technical Report WB/89/02, British Geological Survey.","langeng":"BGS has drilled almost 600 boreholes to prove seismic interpretations of the marine Quaternary geology and bedrock from the UK Continental Shelf (UKCS). The collection also includes additional third party data and has assisted in the creation of BGS marine geology maps. The boreholes penetrate beneath the sea bed to depths ranging from about 10 m to over 300 m, depending on the target depth or technical problems associated with drilling the borehole. The data include descriptive geological core logs and data which have been captured from these, and in some cases, natural gamma logs. A variety of analyses have been conducted on the core material, such as particle size analysis (PSA), micropalaeontological analysis, geotechnical investigations, palaeomagnetic analysis and age dating. Core material is managed as part of the BGS materials collection and is available for examination and subsampling. The data are stored as part of the National Geoscience Data Centre (NGDC) and the Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for geology and geophysics. Data are delivered via the BGS GeoIndex. This dataset is covered by multiple layers, split by the type of material or sampling technique, and the type of data. Borehole-type samples (including boreholes, cores and drills), grab-type samples and other sample types are separated, and there is a metadata layer (containing metadata and links to scanned borehole logs) and a geological data layer (containing depth-bounded geological observations and/or measurements) for boreholes, grabs and other sample types. For borehole-type data, a geotechnical layer containing numerical results of geotechnical tests is also provided. Where available, particle size analysis (PSA) and geochemical data are also provided as separate layers. The data are applicable to a wide range of uses including environmental, geotechnical and geological studies. Reference: Fannin, NGT. 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onwards)"},"creationDateForResource":["1966"],"creationYearForResource":"1966","creationMonthForResource":"1966","resourceDate":[{"type":"creation","date":"1966-01-01T00:00:00.000Z"}],"resourceTemporalDateRange":[{"gte":"1966-01-01T00:00:00.000Z","lte":"1966-01-01T00:00:00.000Z"}],"resourceIdentifier":[{"code":"http://data.bgs.ac.uk/id/dataHolding/13605643","codeSpace":"","link":""}],"resourceAbstractObject":{"default":"The British Geological Survey has collected over 50,000 offshore samples using grabs, dredges and shallow coring devices (to a maximum depth of 6m below the sea bed). The collection also includes additional third party data and has assisted in the creation of BGS marine geology maps. The distribution is variable, but in general there are sample stations spaced approximately every 5 - 10 km across the entire UK Continental Shelf (UKCS), and in some localised areas the sampling density is much higher. The data held include digital data and analogue records (sample data sheets), plus associated physical sample material. Sample data sheets, which have been scanned, contain index information and geological descriptions. They become more detailed from 1983 onwards. Coded geological descriptions were entered on sheets which were subsequently digitized, and this information is available for about 10,000 samples. The data also includes results of analyses such as micropalaeontological examination or age dating. All sample material is managed as part of the BGS materials collection and are available for examination and subsampling. The data are stored within the National Geoscience Data Centre (NGDC) and Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for Geology and Geophysics. These geological data are delivered via the BGS GeoIndex. Separate layers are provided for different types of sample: borehole-type samples, grab samples and other equipment types. These layers contain the geological data, and metadata about the samples themselves, as well as links to scanned datasheets and core logs, are provided in separate metadata layers. For some of these samples, particle size analysis (PSA), geochemical and geotechnical data are also available, and these data are provided in separate layers. The data are applicable to a wide range of uses including environmental, geotechnical and geological studies. Reference: Fannin, NGT. (1989) Offshore Investigations 1966-87. British Geological Survey Technical Report WB/89/2, British Geological Survey.","langeng":"The British Geological Survey has collected over 50,000 offshore samples using grabs, dredges and shallow coring devices (to a maximum depth of 6m below the sea bed). The collection also includes additional third party data and has assisted in the creation of BGS marine geology maps. The distribution is variable, but in general there are sample stations spaced approximately every 5 - 10 km across the entire UK Continental Shelf (UKCS), and in some localised areas the sampling density is much higher. The data held include digital data and analogue records (sample data sheets), plus associated physical sample material. Sample data sheets, which have been scanned, contain index information and geological descriptions. They become more detailed from 1983 onwards. Coded geological descriptions were entered on sheets which were subsequently digitized, and this information is available for about 10,000 samples. The data also includes results of analyses such as micropalaeontological examination or age dating. All sample material is managed as part of the BGS materials collection and are available for examination and subsampling. The data are stored within the National Geoscience Data Centre (NGDC) and Marine Environmental Data and Information Network (MEDIN) Data Archive Centre (DAC) for Geology and Geophysics. These geological data are delivered via the BGS GeoIndex. Separate layers are provided for different types of sample: borehole-type samples, grab samples and other equipment types. These layers contain the geological data, and metadata about the samples themselves, as well as links to scanned datasheets and core logs, are provided in separate metadata layers. For some of these samples, particle size analysis (PSA), geochemical and geotechnical data are also available, and these data are provided in separate layers. The data are applicable to a wide range of uses including environmental, geotechnical and geological studies. Reference: Fannin, NGT. (1989) Offshore Investigations 1966-87. British Geological Survey Technical Report WB/89/2, British Geological Survey."},"OrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"distributorOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"contactForResource":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, 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","url":"https:/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Recording depths vary depending on the purpose of the survey but range from 15 s to 40 s two-way time. Raw and processed digital data are archived by BGS who make the data available subject to the cost of reproduction and handling. Seismic sections and other analogue ancillary data are available for some surveys. Gravity and magnetic data may also be available.","langeng":"The British Institutions Reflection Profiling Syndicate (BIRPS) shot approximately 12,000 km of deep, multi-channel seismic reflection data around the British Isles from 1981 to 1991 during 14 surveys. Recording depths vary depending on the purpose of the survey but range from 15 s to 40 s two-way time. Raw and processed digital data are archived by BGS who make the data available subject to the cost of reproduction and handling. Seismic sections and other analogue ancillary data are available for some surveys. Gravity and magnetic data may also be available."},"OrgForResourceObject":[{"default":"Natural Enironmental Research Council","langeng":"Natural Enironmental Research Council"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"ownerOrgForResourceObject":{"default":"Natural Enironmental Research Council","langeng":"Natural Enironmental Research Council"},"contactForResource":[{"organisationObject":{"default":"Natural Enironmental Research Council","langeng":"Natural Enironmental Research Council"},"role":"owner","email":"not available","website":"","logo":"","individual":"","position":"","phone":"","address":"Polaris House, North Star Avenue, SWINDON, WILTSHIRE, SN2 1EU"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3142","address":"The Lyell Centre, Research Avenue South, EDINBURGH, LOTHIAN, EH14 4AP, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"custodian","email":"not available","website":"","logo":"","individual":"Enquiries","position":"","phone":"","address":"United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"not available","website":"","logo":"","individual":"Enquiries","position":"","phone":"","address":"United Kingdom"}],"distributorOrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"pointOfContactOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"custodianOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"supplementalInformationObject":{"default":"The following links provide more details regarding the surveys undertaken by BIRPS, some of its history and publications: http://www.earthscrust.org.au/science/startups/birps-su.html; http://bullard.esc.cam.ac.uk/~birps/; SNYDER, D. & HOBBS, R. 1991. The BIRPS Atlas: Deep Seismic Reflection Profiles Around the British Isles. http://books.google.co.uk/books?id=wO2LMRXAbSkC&printsec=frontcover&dq=isbn:0521418283; SNYDER, D. & HOBBS, R. 1999. The BIRPS Atlas II. A Second Decade of Deep Seismic Reflection Profiling. http://www.geolsoc.org.uk/MPB42; All the final stack BIRPS data are on the Virtual Seismic Atlas hosted by Leeds University. The following link lists all the BIRPS profiles ever acquired http://see-atlas.leeds.ac.uk:8080/search/advancedSearch.jsp?N=0&Ntk=all&Ntx=mode+matchall&Nty=1&Ntt=BIRPS","langeng":"The following links provide more details regarding the surveys undertaken by BIRPS, some of its history and publications: http://www.earthscrust.org.au/science/startups/birps-su.html; http://bullard.esc.cam.ac.uk/~birps/; SNYDER, D. & HOBBS, R. 1991. The BIRPS Atlas: Deep Seismic Reflection Profiles Around the British Isles. http://books.google.co.uk/books?id=wO2LMRXAbSkC&printsec=frontcover&dq=isbn:0521418283; SNYDER, D. & HOBBS, R. 1999. The BIRPS Atlas II. A Second Decade of Deep Seismic Reflection Profiling. http://www.geolsoc.org.uk/MPB42; All the final stack BIRPS data are on the Virtual Seismic Atlas hosted by Leeds University. The following link lists all the BIRPS profiles ever acquired http://see-atlas.leeds.ac.uk:8080/search/advancedSearch.jsp?N=0&Ntk=all&Ntx=mode+matchall&Nty=1&Ntt=BIRPS"},"hasOverview":"true","resourceLanguage":["eng"],"tag":[{"default":"NERC_DDC","langeng":"NERC_DDC"},{"default":"UK Location (INSPIRE)","langeng":"UK Location (INSPIRE)","link":"http://www.data.gov.uk","key":"http://www.data.gov.uk"},{"default":"MEDIN","langeng":"MEDIN","link":"http://portal.oceannet.org","key":"http://portal.oceannet.org"},{"default":"Geological data","langeng":"Geological data"},{"default":"Geophysical data","langeng":"Geophysical data"},{"default":"Marine surveys","langeng":"Marine surveys"},{"default":"Marine seismic surveys","langeng":"Marine seismic surveys"},{"default":"Sea floor","langeng":"Sea floor"},{"default":"Geological surveys","langeng":"Geological surveys"},{"default":"Marine geophysics","langeng":"Marine geophysics"},{"default":"Geophysics","langeng":"Geophysics"},{"default":"Seismic 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The BIRPS Atlas: Deep Seismic Reflection Profiles Around the British Isles. http://books.google.co.uk/books?id=wO2LMRXAbSkC&printsec=frontcover&dq=isbn:0521418283; SNYDER, D. & HOBBS, R. 1999. The BIRPS Atlas II. A Second Decade of Deep Seismic Reflection Profiling. http://www.geolsoc.org.uk/MPB42; All the final stack BIRPS data are on the Virtual Seismic Atlas hosted by Leeds University. 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H06YwwlzNP09OILacJndasR0rqbCqAVv4URwn8c5VCHPkdAEiBQc7EI1WAANDgVHepbDWzN2rWa4xnBcazr9jcvq+p/3opcil1JrrpAgtLsAGjgOnAeuo4c6JKmt6r12whVgQfsLQIGw7+MwaO09UbCXDh87Sj+f38nldD4dO5BJP5UeoSsXCyhj804/SGxg+gZPp5CIJJoanUQTOS8JnZNC42fGUthchmfWPBoZxonurCQaMTOBhk2LowlRKTQtZj6FzI5XgA2P0HCVJUAykIUb7OYIIryHshrn4Xy0ydjX8rnubG8ZXhYwPvA4QlIssmERYMz8R9pv2oXGMkC6veZ9Jw96m0PYm2ivGT2TWjJAOs+ZqOCo4wCCfXmNtpxGyJEYMuRFSrz/0BNP0eOf9VR9S3CXZ5z2lvrO8AZVUk/SvdOqwxGJcHAcVePwI45iwqKS3l+uFhoJbyn9XrKGjpwopG0HC2jZlsOqg3Dh94cohUMP9m1IRPHZexUw/YcF08ToFBodqRvb0OgGxxgZmUojZiXTKIZlLO+PjUjh10k0ihNeOBASYUl27RsJoerBzewzQ4cO+6biWN8Z2kEQmpDLlAeImwCWfW0bGAAi4cnNTWxIoI6TNSAqv2GXgdN8GqpBkYQZ1RbKc1RbCFfSiFdPNcpNYjhCFSACixca3WCH5BqwoOEOerDeU1Sz3VcKEnQ81kEO4wxpQOILSCoh/KhuAB2CkKsgBJmwCDAq6b1Vso1unttFPxdl0b8v7aHrpcdo495jAUfBmZqbvZ8S1u6mBVnbafG67apK6jXaG5IQfuw8RFpwpfLBeQDLPk+EGw9QepdTIvdnSOzP3onMths3YMpKflXYmRzvEQBB8tveqaQ+5hymLQMCSN4dF6UgUa2/rJc5KUZoQltOcw4ncuMBTUMGBi5Sx3AWkQ5PIUq1EKZYqozn9+57/Emq9NEXKldBKf2Ik+x6RtWp0MMJ7cgYj+wwpDQEilKlddCanYdoba4ef7tx3zFavNl9DC6khiawUjfso3krNtLyTbmUnLlVjc/F+3YOo/MTDYZ9YwAM3sM5buUy8oyKVjsAyr7+nQjOBJdCI595fY+zOImtLbTNCCAiNOwpUNhF0BIMSD5whMQXsPwD7TcMyyvsKoDlpVEz6XnOX5DDIBeR8hvgIJFF2EFS25CdBN0BEJyl5gCd+CIJRjIsldU9dbms/rCrp+fZBEXGuyBXATR6GAMGTGmI4DYIQcpthugSuw6X3kE2FG6al7OPktbupLSsbZSevY3iM7dzOb2HItbsUdWSnOcGjAiAmDdHkl8cxz6OIdfAzcd/NMpZ8z/bhkSEUHQnoccjJ9Rh3y1/geT3cHOXzlN8QRFXaefoUyS5hrMgT0EIQgvxO+wybzIwSHx9twwRHMcR3Ad6kd0H1ZVIklsvWLpdB6EJoez+ek9SZS6rMTAKOQtG1WHQNwBSwxYMiHT5rGERYKo4pbZyHIYmIDDJ6zknWb2d5q/ZRss25VFyxiZKWb+Xwlfv9huLgtcyKKosYFAJ2WFHXsNJfG7IVL3Fa/nPtm8ihHwGuY0fBBUUklxxMWwBHo655Uj4PdwSWiSxNjC2JCwhwUVoQpcChDIbAkxwHsAEIVy9g+TXETouARJCFxzJFHIedGYKTM9x7oPktwE7EYCp9FF3PXY3dJ5vOPJzmlg1K8ATnpD4MigIQ2jEQ8OeAiaR3SNu1XZauD6P0jfkUtziLErfxI6SnUcxmbtVniIgwU0iMRDbggYj3wBNIGAAC8IO8gwINwe2r6qLMHebh5BQ4pxADnOnoQhgIPzA0RCCcC2dNHsTZjkuMvuSbCGptUNSIEkLsTTuKZCcfilUS20ZIE/ossD5J+T0epvQwIW8wIQpYBC6HgAwH3dX7oKxLqiGMAvAhqaSAQ0GfKO32oRGwpECZskP2k2iM3cRxthiLpA5jNJNblM+AJEJjDT94yZ8GcYJoWoFjdcNWUZiCHVm2TcBwn80YFEdhi7A4IbbMFREqKRQcgcqyfs4roOwCLDFXcqqiASczvz3dWQYIBuWQAI84kCqB9yARkKYDQ7yHwFHwhXyn2YcomSYBIBBSMIwTECD5NczwNsWwHEa6wQYqZbgMh6HEecwx8eqMLO2bGigyDW+bnMPA9NjZJgKNfhPBQgoHyHvfxb24/y+NHzZni+f9wWWsoBBYmzDcLtCGQ13cQtDdjltA+ImGRcjFdPtgtPOKbcRqsxEGULeI9BIGS4ug8QZFZbkNOi3Qlldrd2XqqTGgG/v1BKXuUjODAF0C4i7VBseTdWH674mkSeHEdeQkftmblKW1GdW7VYCMB2GTmLrnqe+ABWfDeE1KgYAZH5Rbg5jhiP8p9s3E85l3/w/Krsqs8fQ4Pcpz2UCSboJkCTrbeDcB/9QnjDlfG8QoJE2GzO/gdO8GqwHZkFox5GW3rodelKL8MVqVJ2am4Q2mWnefiUpueE8nrIbCTEGfau+JO/sRyTFfkkvRuybroHXAhQcBYBMX4UpqNvVQGnMFOyZukFNl/g/f72X/j5grN9/hezjPwb/PYjd5hdkf7mQAGO7C5wAOYZ9s/+ozAT4z4LGFiBSIcxp1LOlqi3HcSAzVOF7lfJcwEFSLCU6QhT6kp7s2JteiVpGL0cuU10EmBX5PAOE1l/PjEhPC3CKEkIY+ppqO9NpUV1poOL9gYEAhp2fyESw/gu/VzPzuiXnqOkQUJekbDV35i8MzCv9xqh4a8Zd/GH4I/EH47/GBAb/bfYX6QOLBcyd5i3lKVA/EtTTGXzlgcYZeWf/3ncqTyclQpgLPHBkAUf1Qxn/kO+HeBsBMbrvTVRUanxOOD3aoDE17dqP3nXmMGFKCuZfY1qKmoOttExB9CI6KMOXqL4mONHTTielzGdCSMN87CDkLzIlFaAgJE3JyFVTSyet2Ekhy3fQkPQt1Dt1I3VJ1lMeAAcmhHdgqakPvP04YY0C5sU+ozyJmdAvwIjDlOcuuCEYDmnfOAgJKxxm0F0GpyxgJPG1nUb6kOzf/4+o2zTdlWBXXVJVecBxwpTAg+GgkK6sNEBVGjxNzbv1V9NXMHXlnVg9D1uEqSkACFvA9Hr0cjU9BUM5JYShoxJbmdsUNHEF5hxjns0WGpj2g5qq2ZXB+DJFz8jr5EygwnwYQILZd4AD82cwNwbCL4M5MgDmpb6jVQYPCTRwG/xRbUNiyg9H/GXJTbFvnC2EkAF3IfEFLG5Jrw800/2hMeHBgHLpW3KT/H0VdSZPuLLcRuABOGYpbpbjoqoNn6ZWXwzwrPbwQbyevI+5TLLyw9sGQJgYpyfFaddB2AI8mBQHgBC+guAWmDCF0IJ5vAg1mF2H1QJkAtXHDhQy0UpWDcAPxPa9OP0LAJhWvUeqrB2J2JvBEQoY2KYOSToc4UsQ+7W/KBMYt2TX1h/JZ5C3oNIqDxZbqiXaBZwKyZmpEKhNx5YnWXZp51HdD0ZVFQgY/LObKz5g1iSggUxgZOotoMF8bZ+8xxlTE4QLQRJmsAUYgAFbCT1YLeC9OD3T7sN4TSYsDluci/cATEsG5tUxutRD6yRcRhwGzeTiMIBGWnRtVRQYs+EO4EjXAlRWZyQa7spyFfxcfQ3nWs417T4m83xAFEj2+fL3VRQaEx47VEFow5GWYzO/qeYAI7MmTWi88Oj1ZUyJ0wAanefoJUQUMALCR/FrFCB4jQsBDO0eq+n9OO0kkjjJnF4IwLzNSdX7/L5yGM5hpG0AQxOR+MJh7PwFwOALsL8U6Q5QwLh82aYAie4w1A1x9vsCFAARoNAoFwgUdDXgHLfBVeJIGIsTqM+popIEWgZiVTRMKWimARrbafSAdNtlxGEkz/zIiBAiO6+BAAvWmkFiDJfxcRi9xsgqddOxBRiyFUDkQkiOcAEkSuYPwLmekOQAA3dxS3jNRjv08tpfiNlgZ3/Rtsq6+ZCMkYHbBDpPDct0gEMjnhpzYxxzC3mAxg3QiihQLgR4kAdB2C+rEsM/ml1NoZW4TGCcyGEDA2PwcReV/OpwJAsTYaSeJMJBiFkKChb2JWOWDwKON524hou04ZiGc2xgkFCZwPzDyV+QteOXRwcbgIF9yh/pVlKX1x1wtyXtOuJW9vtIqrVDeYdcwIns8wLK+VtU3jPdHZZAKitkmTmNchj+bqUT0xuSnqHWRkiCkGKY4OC+veuYg5gCljyzlzrzJL2IUwBDINEL1HitCEkPrEntR+h9gGUCAyHx9QFmrC8wEOKsCYzKY8wvwugSKC8c/f9UIHcqT2UBgrYd/I1KONfZmufIkE83p0Hp7eswOo/xzWGeoZe6D1IrQ3Q0VoBApWsufaZyUwcaMQYJQQBG3EUBAxBwAhIbWclITrYF6nCuQGOGK+Q+AgxaHKWkNoFB24FZVvsB43xB+gv93wPMHcn5G6QqMlVeMi8SkPCZ7i4FghmWZMCWWWoDmJd7DKbuzqJFqIJl+ZCOxnozcBw0j0gaohYpcsprWQZNLVLECrKhgFB/C10YPIxta+P9l/lCEq7MsKSBGalKarvRToDReYz3D3XrR4IVmxPlA1Un/6vl/O5+FRNkn1uO8LlA4Un3kHuHhJqq+eSz9MZX36mFi9T6egs2Ue8FeuVQtWIoC106aFJBexuaV8R5kCDDef7FOc5bMTrq4J4HCRymAAiOI9mx35cQhcVrBBgkTtJw9zw7DMZsCDDSBqPyGAWMt7QW4Y9FAowKwPwypNFLTekI8yaDHnmAMqwdUnav9+0v/39agSq6sgRg8LfasNgye8oBUu2nmtA/vh7iWWnL1KA0LTTW6sWNfqC+vMW6e4Cpx/x1CiZZUk0BxQpCXILVwEkQp2RtNByzQfLA4uQ9Zi5jtvQKLNL+4gEmxL3zUYQlNCD8sW4lty27NVXgUpVGmOQK3q0Nln1j/myh8rqTabyS2yBcV7QMxzkA5p1vhunVtFhYRXQMtGyHn4JZWKFLlqeFhi7eYuxvVV1EChhT6DeQrBgOYwKDeAZnASwqUZZw5DQ1A5iXywBGD2/wTXwDSVqDRfgSujmyv5xAEojEjSTMST+QgFSW/ifAsiXQi+RvMf9W+UeRshzn1WnUhD7sPUIt1yYaz5q4YidNzcj1E9YClP1JK3fxuTs8n8Mageh89gHGXKHIzWXEYUxg0HAnJZoNjDTaCTDI4OEygAbjPQI5TXnqPFmPJ0FZXhEnqojs8Gcnqp4cxOWG/pmyYbF/J3FLcVCU/mh8xLZuo+eofb9RPiMP3ITRCHrldf/3ROiUBkhB6IEUoUdSHAZCmDKBQbYsLgNJewzCkQDTxgDGzWUEHLiNjPMwwTHHvIrkuA2OLbd2nTuWUeK7SQPk5Ewip1S2z7ObCDw5lho2ETg8CggKGsc1bOfDNZAXuY0+rNfYCwxueFnL2mIA3OxMc9l+9/OD1FKcLBsWhCQ74QUsKL8l6ZUcBqs4SlndmpNeDOYxoZHxMRifaoMj8MB1BCAkxlr6NdoYZKgnZg0CsA4KIn+HklCmZhwyQHro5527kDgP9sXyMXDdMzUW+yLPe05oMMCxQXIT4LGhsQU4ZLC6muVgzZqQSYEYU12/cVPq2H+MGvwWm7WPktbto4SsPIpespESVm+lBev30LIf9tHyzXspPWc7Ld6wS+2nbdhNscs2UUL2HjXFCMNeBKYgjLSCu2DAjBmekPzawKANRnIYQGO2+CI0SW812mFMYExwILTNyOBmN4ACCVWWDMJSYc1qOQ4kJNKSC6HtAq/hRj7jiP8EeUKcBY8t7UL+cIh094V7NwWEwfaYLIjpxqMiFtG4aN7Omk8NGjehvsPGUdKKDZS4chMt/34PLdqwl2JXbqWY1bsoPmsvxWdjmrOvsARubMY2St/EIG3Mo0T+/GLexq/e4TiMA42Zv6Chxk56FTBO/mInvhCAadFrhKelF+W1OZDKTTY0FZE4kuRCFYEmkADR3cqDAsnMj8rrXFVwTNf9WkozdbeFFxANh5q37kw5xiyN0ZFpNCE6lSbMiqOZCWkUEp5I9Rs9S90HBVNcFobY+o+srKiwBlBizl5KYlcKwvA76CknhzFdxs5hkPSqFmFHJiwCTHMGBpOrzHkz6IiUrgJbtwuMGcIEGMib6+iQJbMT3MKWm9R0FyeRxk1Gu5CstnA3gAIwgUABILLChO0eEmZMOEyNASiR82laVAKFRibRhDnecxCSOg0I9rn5Mc4CUAAoLlsv6Y/tjkMnKCfvmOc8HJNzTQVh0K9nKXEGBstw2qFJ+hMADYbwARqzW8AEpmnP4WoQsg2NCPmN7Tp2NWXLLRxh9oHAIlNSvTlQ4HzIFJxJw+ULT3mQ3YkroWlfyl1JWOEm6Pm2ARG5raUjGhe9kCbOjqMpkQlqvcDR1rK2Akyf4SG05UABrd5+gH7Yl0+nzhbR9/uPUfiqfbTn6Ek6frrI84wsrG+IY6t25FNRSTGt2H7EBRjHYRCa4DISmgCOT4nNkkpJkl5p7RWnATB13niPGrzfkZ78sBM1atvZT0+17UTP8LbJR1181PTjrtTs425+as5q+ckX1PJTR7zfiret23VXW1ELPt6Cz1X6xPmMIc9x6zqt2uFaLN5/ga9ZUb3Yrge1ad+DXunwJeurMvUq67XPvqLXWW+w3vz8a95+TW937EnvdPrGVf/q3Ive79zbTx906U3tu/Wkdp93ofZf9FKv7XNE1WrVobjomXrxyuvn6WLxUbWE7rVLRVRcVEDHCgvpNAN04WKJWtwSax1iH7DsOFRIUZn+04yC8OwcExpxGsxfEWAAC3KaQBUTchkAU/W51lT56WZajZtR1Weau6oaq8YzLVxV69mWt62az7Zg+R+/E9Vu0pIea9KK6rDqQs9VTPWatg6o+k2fV2rQzBHvP9X8hTLVuPmL1LiFV0+3eImea96SmrR8wee4rUb8uaat26jzX2jzCmUsW6iWyr11rZguny+g0pIChuYM5e//gQryc+kivz53oYSOMDwnzhTRriO+DxOxFYT5JwKMPB5FKifTYVTLrwswkJ38aq30tM/YQs+oOUbDVGc1rtj/MTDdHXmf8JHj6bY3xyWbsq9REaFnF88u6pWKp7NtUk9Osx8o4SY8EQVN6PZDLNDUjmZ3tLCaLa5hziOAAglPazFvVNK6vbQoI0fNgbdvIrR0yyH6fl+BKqEPnyikgtOn6eSpE+wsWE+5hI4f2UmHD+6k0wX7qJBBOXn2LOUfyaVjh3bR6eKzNGeN8/S7MpJjzMMPwvRJQOITmgx3MUOSCYxUTR5gXHIajOLDAB0bGEjGC9vAQACgrBuOLnp5hlAg4X0AZX+2IgKY6IDDw6/QGRfoKST2MciGBf03aFI3YRFhKo8Niilz5ml89j71MLK09bvLXgks5wBl5x1lePLpZOER2n/0MBWdOkzHT52hzJ1HqKi4SAF07eJJys3dQjm5hyg5wJNmbC3auFcDgwlKmKgEcCQsmY14ChjXzkijIS/aOzrPdBu0z8g4YVtqdkKi7lLHEEL7psM10EuqxE6iHMUZx3E7wufxWTfnchOAwXQbAINH08jwABsON9nPXsJDveAwgAb9MeMteNDcboMiQmOZecPmr9tDaavWUXJOXpnQmIrI1HPOsI/KJ33zISosOkXbdmym4jP5qjI6ceYMLdl62O+zpgDswhVZGhgNi9dhpJugrJAk3QRqKF+49xgAMnuxAcx7FjAISYHcJZBwPuZDySwHmfYik+nKEx5cJfDBoWxI3ISufQCDx+25PQ8Sj+MDTOYxPEMJD+KyQ5OCh90GjoMteogBkDhNoBCFZ1xienKkc9MT+MalZW1RS8TFGUuxVEQINyu5AkIJvWXPQdqQd0gt54J2FrcS2lT6ht2UvipHAwNhlSIJS3AYPNDAdBjVkGc5jIyZkQY+Aeb1KG8rMLoNbGBws92AkYlykMzWE9nuJA4l50P29cqSPLzKLe9BfuRxGuQzzpNm5Umw+vF7OlyJcEzCFMaYQHCbIYu1MDzADyAnZAk46C12679R4KzWHYRwnYjMPErOzqX0Nd+r5eLQdA8XqciKGxCAQZ5TVHJWPfR1ndH+4ia0/qYhHK7b6QUGye8TRvLrlsegIU+gASwCjOk4UjVhbKidz9jgwGngGmqIoAOIvIeEWc13crYiGxoBSwDCa3EibAGhmltlwCKzOGUkvelSyH1EKow5EMmAIoxSkwQcCbLkOwALI9l6OyHMznEGsuRxgYBHhGdPDnfGnAQzPBOQEGfs9gMHwEhvsryXkLWLFudso6S12xmaPAWOfbPdBEc5cPwkZeXm0/7jp2jj3uN+54gwlXrhulxKy1jHbpTnBQYz9gUWNOQBGLstBmEJj4IDOPbQTQFGkmB7ZoGZz8h0TQCApBhbDEJWr+fquTJq7pPxWdmHY+GzuA4kYEg+hKoJwmtIgGxn7JshDcdMVxOI5ZoAS1dhegijXB9SFZ0R3gCPekKs87B0DIcEPIGeg40wJ84EIZzhYewAaNzyHTRlZa56hLLtNqawCNSitZtpUfY2rnRyVfgqa5kW5DFzOTGOzTpAK7cdptRN3pXcbenr7FPXXpC1Tf08H4cxQ5LqvTbcxYRGZDoOgEErsLgMHMatcpKbLzcer/VzC7Hvfr6cI4OURQKgcgnHIaTcNsMb9tWznx0n+dRyHLzvFvYELEBkOpidN7lVdGaV5eY48nBzvCfnmGB964CDkDVpRdnV1GwOUUnZcIEcDlG7VeiSRNcUKqjdh4/TgcOHKG4twth+Cl/tfx4+i7Ie105el0dpK7M4LOmf9f8ABpG/XglusRUAAAAASUVORK5CYII=","url":"https://resources.bgs.ac.uk/images/geonetworkThumbs/c425c9fc-cb6d-352c-e044-0003ba9b0d98.png"}]},"edit":false,"owner":false,"isPublishedToAll":true,"view":true,"notify":false,"download":true,"dynamic":true,"featured":false,"selected":false}]}}