20181016
08514400
1.0
UK_Gemini_2.2
TRUE
The dataset was derived from 1:250,000 soils polygons and the SSKIB database with the addition of bulk density and organic matter. The value for percentage sand is the calculated value. The dominant soil in each mapping unit was used and then a copy made of the polygon for each horizon and the SSKIB values applied to each horizon polygon. October 2018.
National Soils of Scotland data for use as a web mapping service in the Terranimo precision agriculture software
Lilly, A., Donnelly. D.
Open Data
DataLeasing
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LDaW5hmiRo5Cw8sZkLMAuOvXK46DHT1qG6un1SRIIomAA2sEkGcHryOOit359ucAGhBcvPOLaeHehGQxHX0PIHHHXHUim3tqFcKknlxvyypGCcD+ItkcAkcc/T0LeCaK7E4tyzyIdzMwBxkcH8s9vvdscJLLcXTwkQqNrbmCtuLJ0PpwecDv17UANupPtNrFEuTDPkfu0YBdvQA7Sc8dxjAPSs5IpUJmgkJlLl3bbs3AE/KoHdtw9wc55q7IsEflwtM00LhZDEOCF+VF4HOeQefQ4A4xSjUvcStmUugMZeNhlWA24GDkncxyevAxxnABJEh81rR7eOBoyrRosm/BDErgDjP3SM4OO+K37czNbqbhVEhHzADA/mf5msIPc3LB7d5WkCAzbGUFvlbaeDxzgMB1P05uWc8kcjpEglV8y4yQTnqAT1IG3rjJPUYNAFiNJIbqRLaCBYwBnLEMeuMccDOePrT2huwTItx85cHyjgIBxkZwT07+vpTLaaWS9cy27x/KAMnOO5HHH/189sVQvNVMDyxfaZ/OjZjIsUaMI13fLwcHkY6Z6H0oAL5GWK3hKhZPmAYfMU5+QE5HGM8+q8cjNFVFhn1O33yXMsGSdqRLvJ4wS2Mjow47ZxnjNFAGjcNcLZmJZvK8sFiAuJHUdlAPHOF75/EZj+2SDdDGzJkO+04wqg4G3HODz1x7EcVclCXY8meaJSQQI0fdz69B0wf59cYo20ksl64VfOm8sEZACxZOVz+B9+hxjksAMtLXzLj+0Lj/AFcSb0jk5cAgkuc8gkgDnBwMcD5RcurpH+0RNE0ExXiT5SQFG4MQMnAOex/Wgqbm8e3W4VmtnDSjapdvlBT26knkdhUmZJH8shboKTu3xYA/4F0J7cZ79KAK1uVeZnmWWJY5QQVDABxkHccc8ckkY+bvgEDR+ZKCl26rb/LEqcO5CgkYI5454znI6YpVaGK/zHu3q+PJ8ziNm45VAQoPv7n3pr4WacGGLyULGUhWkZT944LDGCSOB6+xoApWcLMrGZBJ5qbkUys2d2QACO38WeCMt61s20nkWUedzTy9i+4s3TrjoMdcdPeqF1D5pcmGMkQAO44SJgDknkA/w8Z4AHXFXLOL7PBCFi23Mo+bexYjuSenf6ZJ5oACsUSJZDHlouZtifeP93aPXkkDoPqKqS3EepxyweQIoYW+Wdnwq9VOcY+mPepZgtrCYoN0ks7NG91OwAUnOSTxnocBRjjHFYpmjs0jS3nSUo0iwKOgGWAAC8ZIBG4HPtzkAFhryeO4Q/Y2kCqX8yFsqVySX5xnLdMg4wCPvZGhcJFa3lokAyVDSKiHJYEHdx3ydnY49sVSF1+8BiVsO3kzJ5RR1BXsCSc8KPTjjoakuogL5rsZaYJ8oQZ2qC2OQeMdx0OeeOgBPHCWwLeNW2fNKhXaWJJ5AyAeQMZPAHfiq97AtwiJPC5SZmSQMnLDgDkkNgrnIyeuKvWd/FFF5YhkCAO6kRnlQTgdPQY/DvkU2RI7p5GSKRLpgG4lyrL09cEDg446++aAKVtHmJ41YwwNErMJGLPKMY+XceBnjkYOB1BxTrZEt3keZn+1xj5XBBQKpIwAMYHJU8DOOOeTbnu4oyPMiwZGCtBNtK5ABHIzjBKn2GTis5Unh3HKRqWBSdUwxXacvz0xg8DHB9xQBuefPJYW8ipiWUIW8vkLkZPUdO3PrWVII43aLeRGSfMT5lZTySdoyGIGD8vscAcjRupJLCwjSOTLs2wErk5OcBR7dgT0HeqUVq5tzNPtkILRufM2kHewbHABBznn8qAILZJ7e8VVtyzKP3KiT5TgEEEDOGGUznjgYNSSLFPcSzZ2s/A+cAK4XOMZ9uc8fP65pIWninUu7REjycxfdMoYADbyB8uOcdjjFTXNltkgE7w5dizeaWccA45J56jjAzz24oASVvtOmpviYqpZUlZVO4EEKAF99nQDpU15byW8UkxigmU7nfMf3cDgKC3A6nr1PSq9xdSFZ4S4aPeTI6JgupHRQevRhkHjZnirUKXd3JOk8siQ7mAwqDIzwAeemDk+tAFK51a4gjhgWG4ed2YIArKxwDxllweo5wfp3qnp5NxqEsjWUkMW0Id0rBXbBySwA/h5/H8Kmiupb2Rb63CzygAnAYoiunoeSPlz8o5JHpU9sY57J0kRlwiqqv8ANkjq+DnjgD8CBQA/99a2TSxw20byvsiZASzBjwO2PXr2HFFWJgZIVW5nkGcs2/aBEDwM4H3uRx6564ooAprbbJVulUiGZgkaAffPOGYcDHfAxngcCpILe5g1JnFwrzSxBJABkoQcgemfmJye3bGBVuUwWgcuJJmiBkChcqhOT2GB0PJzj1Gec2wd7nSzcWUDSSOC4V2+/ubGc5zj5STz82O4xQBPfw/YmiuZZpJJmDKzR4VjhGJCjgdASMng469Kl06/jvbljAY4rUYCIMAuSN2ePyx7GsVrSdjHGY5Z2hgDmVZGQIpByoHI6kgg5yOB0wGwWksF1Kfs0bq7RyRI77iFxtCbeFBwvGAccfKKANq6KvfMHYsr5EQEgj2lVPI7nknn3PHANNuXCzf2dHIx3plk+UBjg/LwAfTP1HbJEctjc2ukSE3HluACS2X53kjuTgZGeSTjseTPZSotsHjIEmwF2dSPLUAZYkgbiT37nPoaAHQ26W+5pDvVMGX1LjBVfc5OfrgAdqoT6rNHqAVf3bySiN3bAA5Py5IOB6cck9Pm4u/bIY4Y5gjCJSdgbBwc4MjYPXPA7kk+vGbPeG6aJdMs1Nw52s0wDMyLgknB6Hj6kjOCBkAe9yUg85ppEMkigsjkgA9cYPPzNzjGeCMZBD1SW2kZppicj51VmPJfYT0HBx3P8PbJqNH8q13G2Eju+wqFViFc7s7ehPXgZyfYVJBZu1rAYXe4kLbpFkToM5Od2OM4wOM89OwBDHN5TW80sh8woM5xsXg8ooGDg5weOn1J1LK3e1kSSC2mKNGUIl2hwRtC5OemM/gBx0rRghRYwxgjjkYBnCgfe/rzVa71WC2LxqwaZcDbnv6fXHOP8aAKFzF9nuQjsuJFLsqblxyTjIOcYzz0BAOOaSD7JDMF87AEao3lhyzuBzhhz/dPvTr9ibhWefeg+Rz5RwFY4cDHbjg9QeMtnFV7aVrWaaeWfaZW3YAXcw2kjkjqccgYA3DHNAD7mKS7Z7aMspCGRUcZOeck988//qHVs9zPd3CXCASQowURSKULbx0Bz7Y5qzJJM22VljMsTFHKsRIyg4JAx25PvjtmmuVjtYoo5twZSDJtYh2YHc27HIwSevb8gBp1CG8iLB4XmKj7pJKtj7qjHHPGcgnn2pSHgso4Lt1SO4y7Fgx8voTn8+cng5JJpXea8mkW0jUJGcMYpN6P8uMYYBeOOOvTp1qFoUETrO6uPLVFWWV43ZckYynA5XPC/X1oApSSw5gBKu7MVnaSPCjaxAyfXHbnPAI5q+pkt5UiUO+FYOI4+XLFfvdApIGOue561XE1vFbs8oZYCRyy53hSPmHG0AHPABOMk8mq2n37K0LW6yMGZyGmG7yweflGQTwOTwvJxQA64lt42WCFNlxGCjpnJBJx1HYbiRkngcjg1aa3guLcxFXuFGEhj3MVVRx91sEEn5ck8buDwaWOwdFM8sZeIE4YuUZGYHe5AHPJIz6eoq02n3AlWON1DrGqqXcn5QwOQdvLDb6YGRx1yAV7YyQ2bwWqZj8gbpJG6DJyBgHkgkgdiSO2KuwswaSVwZggZkO3IdsjBB6duMdMn61FaNd3ER82NLOGIKS5GSwX1JPbHNTfaYLe5cvMGhiiUxDvnkcc4P19zyMUATSRFIDbWwDzBlclycZBB+Y8nsB60VAt+8NjASYklZWYq2W3EZPsRu5OSPaigCnHC9xdPcXRMe4gCcKSSuGAxlSAOQc5H0HeZbK1aVgLjyUtzuUq4yCwwGzj0470wOGhaZVlhiC5dFRowo4O8Bd2TjP6elVnv7yYbrSzNzbsP3RuNigkj7wAGSc9sZwT0oA1rScQK8fmRzyZLCK2OQiDgcE8fQfgOpOdcbTcSvLahrbaAu1WC7emGZRwBjoMjJP4W7KaaztkiuFVroRhpd8gGwegwD8o6DufzpjxyKczSK0zfMZJU4ReMEAcrk9BnJ9jzQBEztfCOLKuJFIGcOUUEjk84POD34HJ5qvqE8qLHbW6CVGxJJI/3pmyADtHUE4wOOBkYAGZWlt9Mt4YJESNJ5cXBbjcSC20/wDARz26DoTitDOl9suBaqJUJiBcBXAJz5ueSGxkjn+INnHIAHzedb2gvI4biQgbpXZiGmfjBCnjsPmIAA54xiq4txbS+dBNtunOAok4fdgnaf8AeXB5zweTU0cM9157klsybVhcDCLuKqOMEY6Y9Rz6nWRJo8S3kIdyjcxqWLZ/hOBwMYHHBIzQBRg09BbJKf8ARvOKunlrl9xPDHv/ABAe/wAvTpWtG8tnbPJcR5JfcRDlgvHJ57ZyfxqraWglglRVhX5zvQRjI54Xdk9MAZxnjseanWW8eHypLL5HG3d5oBweOQc8/iaAHG+l+zeYtq24nCgthcYzknsPfp71nOsK2LpK06uqtI0kWcOCc8k5IHyjJOBx6Gmz+ZdxQxQYCQ7289uAqAjGOeOOmR2696bMhmZZhEJoFUnfMpc54O3JG5c8c8AZP0IBAl7JPCxUSeWxbHmKAHCjPTqMDtz7Y7Xfs0kC2v71jE5ODFl9h5PB68jPQdhmiaynihWfeilvLypXDK3A4bPBJwCR6k+mJZNRsZIhGscjojBs5K477gc5PBz/AD70AUhJA0twxthGu0+VIwwvAGATn2HXIzg85qoEW6Wa3nuGEVvF+9liJO843HaeAcLj5j36ipJra21C+RTGTD85ONzh8cKcL2XgHnv7jNi2kgtYQLMFZlbmQcLIpOclck8+uBzkA5oAfBLeXjJBEDbiFfujK7guMqBxgnI57DoO5esEUZs2YzPcSKxjHmNuVM/LkBscBhnHXnmq7PPPNOs0zeWeDJs3YHQAgYwpzkHjO3PcZmWX7Dbx3LkhlaRIvMOCI0Vj82QW7MQBz0BNADrjTbcym3kt41s48SyBWPKAHG7ufmX7vI7/AFztSuWu7kNCskdrAuECuse0q2M5B4U/kcDHTi15F19gOokqryjdIEc7WQ9tvQfeOSDnknqcByTv5Sie7UKId+cAqeylmIIxgHnJGee1AF+8eK+02K5JxEHDdSAecDpyRnB+lZTXDvKHvod0e5s7hh9uzA5+7jkcEkbuc9MaaS7o0VZ/NjCZb7QoCcdMHHPzY5yenXOKxrKMtdQbArrJGNpaMPzuGQSvUAHPb6cZoA14L1ktbe1jjJkkCquFwIwf54HpnOPqadKkLtb21pIluEbej+VkOwBXAyME85z14FMne2tX8u1lAMR3sgfo3TqeCcZBBI9eMZpkcK3f7vyIkikcsny5wdvzdsY3beO+D2oAi2zz3qCVmldgqyxhR+6VifvADGSB+mDwaKZtZ54Y4wZd6sU3uTtbYP4hjgZ6cnPPXFFAFgaFoshLQ6ek+eRknyz+fBH0zUl6ZXcxidonC+X+5h3BA2M5PUngY4HX6kNmUwsLaG4SKOQfctwELZOPlJbAPuMc+tPuvLsLWS7ndYnzlBwdvYEnnJ5JPUZYnmgAhSGGVz5aNIDuMskQUICThVHUnPb9elJ5xkMdyAzO4UoSg+UHoxGeOpCjryc98YCzC9uIANN3pF5jyLcfM2SB82Oo9MHnJyeRzqRCVEgt7eV8MmPLKAqQQNueMk4A74A6ZxQBUuNfs5bAPHCWSE5CyIHyxXjvzkEnnnnn0MtvOJke8VhvklCtHKgyBlly/sFbPQDtVlZ3hsmtBE7RrN5K7EVRJzjaFyD6k89AxzUWppEtsbeUyTs/yp5mSQdu4uQTgHkKOOCec5oAinjZLQSedE5VUZA27DMSXAJHOcFeD1yO+MWdLvzqumyBXcMSAgzuIwBnIOcc5+9x7VYligk0hYrIKbeJvmEgZA4weA2OpOOR9Pao7SCS0tEEv2h0cjbGoKtkdyc5HPYZJAz2IABLdx2+n2sSy3twEV1Vcv8AdyeM4HPQ4znml+2tqUTKdLMlsSuDLIgDdCOPxH51ATbXMpLv5Zj/AOeO7IZuASxA59zg8ducvQp5cytskZCJoyFKLMWHAb16gevIoAqOIo7R1CoA4KHc/PAZQmDkDH3hknO36Y0/sUEMn2y6l8tFJPlyMuxBjpk+mM4zgdqy3DxW9vPKYHXO4SmTgkDBAXrg8DA9O2aaUX7NFINzWpOZC0nKjJZmx7hhjv7cigDWudU0+W2cLMk4P3QmWDt2AI684rPtree81SUSytNCoG5ZSGXBBwduOASAcDHBIOeKWeFhNJFaRs6l9wDSsN+B97ee4O/uegPYkMV5YolkklVjKAXZnwpCsBnGMjOPUkjntQArIbGJo1ESeXPzlhG0/wAgBAHTBG3PI6E9qia4F15ktskeNka7o1UNtOB8wPqCRxnGB71KgZzGi3CyH5QVUBsfKSc4BJP3h3+8D7VPvtyxiubdkQMpbJdhIdvQKQOeMnAwAPrQBRnubaMvdC5cRQgSyoXO3AO8LwDng9+uRgmktA8pvGmYqlxJjaWLNHEMH7xyAMlsk8Ht61HcpFqt+zW8Bt7edF8ycAbmUtk44O3I755yO9WrRLuIzTGCO1t+YUjiIVnCnAxkZJIAwPXPTrQBPqFtcs/2kRSRFIwZdjDbIRnkjcOnUHr7AiobW5dWWfy4Hyg+8zHIyR8pY4AIzgLnvxxitaXUIo7c7Y2ACDjIXaDwOnOO2QD7VmxSW8RE89tH5ylTGsYJCjOACQCfl3Y7jPAoALO+NrL/AKTFIicuqlMlMDaPfBH8vrTLcS3MxkVMtIm1zOMl2ADYUjG3g8c44z1FSvZXGozXEhfZ5mxSFX7qhlJG4jOcA9O/B6VNYxeS8ZtlVhtYhigVmUlSQ3TnBBB798UASWQWdiNgjaMDypFXD4ychvxHPqQcdM1VnWaK6ZnQwr/HIAQHBY4Abf8ALzyeRyw4pfMRHESpNHM3/Hy6FlyxOMKSCOSSe2Mg8ZoNy0chUTEQzupi82Td5ZGOSecqSAODjnqCeACOS6kXy5JVMbkgNKAxDDKfNjAHHByOu0DocUVEZY1t2jiWF3XaoZSfLHGcDu3XGfTjOepQAC3c2tnFEwlLphroHaQdqkKQOOSBgnPt2NR6wUe3tngEskinjzlYfLwGypxjAz07gZqtcWjx2bTJffuJBsVVj/hwSIzISxOOeAOOnpTtOsp4EeW6k3uvErP92MMegwOSPTj9ASAaNnA32ud50MUSAyyhRhQ3XjjPGOMe5/iquZoZ5GcvLKA5Rgu0jb83UjoSxGe3TpkU63eW+PlSM8kcuWmC8LhiQRu6YAAPQZ4GexjgljjlfzJpViJA+0FQDuKjqORjBHPGQQDkYoAbpt5JLdu8lpNJCgTDO4cncMDABJHP0wGPrWtaiGKYP5DfbigRnkkxv9/mOcdecViwS2kcxuJUdSy7kWAjMpOBjJOO544xzg9hpziTTrdFcRSFmJdcnaQTyWAHzZB9ONvfBBALLGwNtNey3BQ8PIwbLJjDbcAdsemamuYLCO3VpAqoxA3ryXz2J6kHv+dZB82KFb9X2hg22QspCnkZ6c4AyTzxuOCeakZYoztlEcKxL5cuxSQU+XGSeoBA47hvqKAJtST7Mse2dhbKuVRWUtzweCM42kgcnr6DNQWsEl7FKwdXQom4uSoIxnAI+7jPTscGoQEaJV80vLABGJZFx5u3IwcEhudxb8eB1p9vbXEsc9st06vPukfMpDOGXoMg44KjjpyaAFWYSwxWptpi0jDzSz7iF6k4YHnPOMc45zmkuSLtT9pNvEzxEiWOTO32yF4PGec9MDrVuEuAYXhluFhK7yw3Ets28nqSRtPTjJ56Gq90HgjXLRtKoaN/KYtuJB65xhuWPX3x0wARhLm+YGVojHGgISWJNoGecnP3cqB3zyOOtLGtstrLdJulKqdsygYdwT35GAcYwcdR6CnXJ+1sFEUcqtn5iHCqTnO0E/MRnsPw9K2oM3mYc/fP71YYWQgcKFDHGAcYyc9OMZ4ALk2rQxXxkht5ZrnLBIlGGbKrx6dic+3XGc0oDdXQU3kOGjDrmGYsoHAbdggk85PXPAzjNWLPTrZnt7gxyH52cKshJddh+cgEd+Og6kc5zWitut5fpMfJdU5YKMlOoAyOp65/LvyARXCyEI115aygxsSPuwjIXP8AvHLYPYZ/GrPaC31FWdsLK37p1AA4BO5jnspI3dfc1FczwvcNdPu3eYWikVcAhQdvU4/hzjHO2pr0RvA93aO7ybg67gfl55C84JOeMcfL14NAElwzTTyNbjFuhB3I20nKKQMY5HA468j1yJYNMdYYpUhRbnDBmcfdO4HPH0OOvUdRV+2so4o42ljR5+GdyATu6k/mTU6TxSuyI4Yr1x/n2oAhu7xbYRxZLXE2VjRFyScdcdgPU8VnaVIFupUkdd6jy1UMSqFQAVzgZbhfr6CtSVEhL3MdujTFQpYABioPr1wMk4rIiuGa6dpnRnABX9wWTnldvcEgg9yefYUAXodOY7pJ3xM5w+xyVZe4wfx9x60j6fOyopuiflCkhQu3BByoHHbH9eKvRMzxIzoY2IBKE52n0oSVJHdUbJQ4b2oAoTxRWVlKpAUSDyy4P8PJJx2xliAPw60VV1Cb7XdGGOJ3QKybwN20hgG4wfpyOfT1KAKFzI91e3F3O277EiPEgGACwU55zzz/AJ6VdSzazt5UhuJR5cir944LMw+bAPA+Y/L0/GiigCncanGmrLpbQPk4RZUl27F3cALjH8A/+tS6kEV1iIZigLhiQM4YgZwOehP4+1FFAEVyqwskimT906o6iQgPg5GO6/d9T254qa7lZ5bjEs26OLzdzPzxtOBgDHUfTBPU0UUARQSPbzWsKuTHckAKeiF13ZwOCOenerc6Qhr6dkby4JE2xI20ZBxnIHHPPHOT1oooAzplRBApDNHOHdgzZbGxHxu6nlup7jOOTWiF+wPvQK7RDIL5JA8wqQMk4yCeaKKAIJ0dxLePK5YeYXVfl3gBcA46jp1z09zQsQvb2K1GI4I3f5QMnIcjOfpx36D6UUUAWrGUyJcXoMgMWYkVnLbQOSeeOcDt/TFAo0l3ZSzOXmvI45HbcwALDAAGeAASMDGdx6ZoooAdabk1JIUbaEG1W7hS5wufTntj8MDG3FGTDaNDNJEkpDFBtOMqT1IyefWiigChBb+faq8rDdIXddq48shwAF68c5xU1wy6dIisrTopRVDkZU/OwIwO2MY+npRRQBrxSebCkmMb1DY9M1n3GNPlDxL8uwtt9wVU8++VP/Afc0UUAPtb6S4uzC6JsMZYY6gg4NUdO8p2tbiSFWkkZlVsn5dhKg+h4HpRRQBbt9Td7COd4wWaF5Tg46dqyLeVpLhblDswjSjgFiA2wgtjknJOccdPeiigBzSzCLLTMyo8rEEDkqgY89skt7DPQ9yiigD/2Q==