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資料集名稱 山坡地土地可利用限度查定成果統計表
資料集描述 提供山坡地保育利用條例所稱山坡地之查定成果統計
主要欄位說明 縣市別、山坡地面積、已查定面積-宜農牧地、已查定面積-宜林地、已查定面積-加強保育地、已查定面積-不屬查定範圍之土地、已查定面積-合計、未查定面積。
收錄期間 -
更新頻率 每月
資料集內容最後更新日期 -
提供機關 農委會水土保持局
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FF9ZBUGQZNgBtHY3KfCz3qjpc5c6u/4UfPrzWmN+Mq2V8YvAXEO38yOCVyt8drbK4sAWU6oOEMwfBkGrqrivUTj2y6dlXgCphfcjvq3DeefbxTqkOavNuJKNP3/JoSfvVCJvyIGFmI5DPYBEOgidgDee5JC7yaJGyDmkNoZlAaTKqrof2+ZF7aINmqhX3QNIqACrEzNbXEJvnSCbaU0gnblp7xlP3Gy9faUYCvJzBvYAOF5YHMs1HNXpFej2HWXblZBbmpSz/fY+9p6nq6HCzgYVZaiazRa4N1XWs/BtRqCS8AvbgomcjhMG8rAuNt3jCqq7+ixYDluf5Gkhxxzetb/ylDDiBXwRjw4dsGz/wAyJImomyj+z/Ebe3qW4TmFUtvImHPomZJ71qBnqPj7ydCtn27174OA1YdP1KQSJavsDMOPPRS0M0mr+Bnst3zImvp2FhhcFppvEr0dj6s33ZipzbB7t4QCmO7r59Xa2NieVEKpIu/jA9Bnhr6jWEQ0XmM3t8Z+Ql4/Pjg87fHBbL2V3wnD3r+mS7ZSIEPMxXnENRWx2Ms9fbv6cHm3UkyqDKSZdMyGKHnN0sMPKA6DpHVzOVReWMcg8cIAD7Fm+v0ZetEP2UnPUHENQTbSAoHPLGQhQQmmgZmhjj0bzk6EDtYK7QUBdSMGsxQHGGqBNkCO/9ZvSUssILkzLFMzR20WSej5MoOSZ7X+YbCxQ9ZWkpkPIsZIIUQ2D5KGlVF6uCtRp+eys2Au/bc4S669DdsQLBWYA0MuDe7Fcj9QAphMz0CmewFcPYqGFyeuvoK0CTQRbqJfSj0u85N4XHIXBHvtcW4pbjuvi9cVfcVqw+/zYhmRUO9ocOSFI1rjryvmp4GFET4Gt9ooVaku/kV2OF+SHAX+jF8AZS0+g8XaEBGXZaeuRGDP4mDqfYdc4KRDuQGlifyvWEXq7qFdlu9j59Isp7UaD+HRC7qjo6dthVpONvhA2W/6JpgrEPXSgruGlhUH1fTVw+aVic2NsdQSqKXqhtX3r3SGoQFBguFnyrpcm3DGZSYHElq2JWj5i/i9Rq8zD7wetzgSbdXvitHVRTY4AqcoULKMIKpqMoJx6+E4TLlEMUN98Kqyy8gecV71nC1cRMO8KmgQISwx6D2N42Fc94nTxQAUXNyUAt8qO1flzQIfPhgql85iOFf2IcjZ3gc6uj+WA0+GkMiHCzkJjsAJ5qqHlyxLj5/+jFaCDafP/C8lskZ6vz6vDX48sc18s87tuUWyTAV4DINji2ioK51uiuZf/gpJ/VTkposuT48gcnd/ZbczP/lmGxw2PUNbI1Ry4G9q+umHrW7TiXws7eiZNqzDQA3/sxZkd+1Ac+6jF0r8AJrfaR8E+nzaqlwsVgg9sFjlcC4PT4gUgWD2ClrI9ZNJzbfd1ywmbTY6U0Fwiyuj9hHMhAU+3eDpKpdyAky3yq+nn8VULgTST41mPmn5Bz+aOulinBA1jZViV4s8e3gPFOdlv++eNJRVpqsDqFoorupLXjdzeJnmluarjseDYPbBxwYvLJ49Nu6xGVJlvcrqL0/KGUuaOJ5qxxP3gwKPZbBzAmdUW67pjztYLwrF3Fxuv/T3wNFKJEVFKMkqMxrcVyYGVmF2jmUmCABtaJwquitsPkEN6vC+MnL7CV/NpYW/QSirunDvYBaPoeqUcjF9+cit5zCZ8giEtKSn9ZQTdeWF6F5kzM0gMnKPnW3GHVKMlw2PZhjb97JiAloxGVNR5EOALIDZ6cUo708b2A4USYR0n+tGzjyswZN63L0Q6A9iitGS8gnSRDNkfce0fSnURd9DBUHmdTzo0+jQp0wu4Xxm+f1FhbsUgjZb1Aay1BIVJvs9N/47qtFs4VIWqBaj6UYGUkqIFjSWujkEjTQESIjOAvkUsFmhI4avPtDsjLRNPzVa/4AhqJbNEoAeLs6JPVEEUnNHje/apfNvch7s6Kn9ouAhjVSkpzdSOKJjcCmR2WpBSoPRDhbB8HN0gFzzP3PvrrVP8Z9Hjfp+xNzScfWlpH+HVfmqU3NyBL3UUGvWnXG9kPYo3GwcozultumIGmQCPkXZx8//SKV4g7AS+J48QXj5weu5VmMqWMtDJMSLKsRF0mrVwxj8Q4k5q0O1gvfGBRfmihtE71RR3tswy5X9sO6VBIzslDG4at3HU6+PWyQ6O/eaM6LeEWi1Y8h0ig4+DE7pVpYFsjITsnQLGKM4m5mf5DAZPA0BzisD563EOF17lYQA8/T1EPUaIVwRIB//926AbLjtVHAV5xzX7m6Nxb+bULH1JdDy2y3m6gkl6ArjNTLexUMCIevNqfBM6ageMbHDGtsa6/MgnqCa/Arm46HlZRH4sO3nb7db7XBU/1i6NXXXyt4s6108Hl/JCMFeviMzB6TVZHw1o2oIrolFQhLj2Ua4xxdQtfEF8ChlyGnDN2LPmh1sFljQq9nwgKprr6YYZB1xcc29x+Heaf6mbVfKMFqc55kebjTR0MRgmnWGSLaye7r/nj0vU9XM7I7P9F2+xy6Zd123o9LBpq1NUBK4kxQYLHMty9EPdmmWnOMJOimRBEOg21/mvBAzJCTyp18IJc2GHh0ZEexOmmm7bpf5WUnc3uJRBb5NusheVnynqfiJd3BHvg1rAmU84OnvvGrWh5/TwphLzw8WHbOzEJw05wX+waPwiwUmeuun6i/RoI+Krqx7xNRFVCtrvvnlu5QgBdsgkk1t5QmoLT9PvLHCOP0G0VVVJGUMcJddcV3DotFxw2nrZf7VGpL5of9ipeIV94GA3Y6XVzCehiO5hA8loVh7yWEA8W8JsuaObrT0Ts5+K5zLo6aesVI08qaWESUgbOyCGoUuLlYntT2nkgkIjKGPONc0OgPuzOycLCkXamtuSwwCJzDSNCI871nFVGN319xAcjHKpHb5+3vQQZ8se5ULU2piJTxHCnxFmXJg0yeGToseT3ruKckqioqFUf5ENVlZVJhzny97CfwN4/n8YTj9h2jQniLhjGtxK/B5XLx3qnMtuUP1FP0LLTaU3uqR6AVesDBfvjsaBgbnEPfcoPXBi4biw0irbMpRBi6a8eFYZSSmkWcDJhYoohsG9+pUsPkAj9nLagCkwH5pjJCZwIU6BJWFw75ZLvHR1PbfUI5N/f2YwKQhY7qsnAhZH7lbRvmXEzbdjsXI7As5SZaPgfN1So0Ri/fnQWNQnnrzZYn/qC91Ryvn0i38m18LwmRXKYYDXiFJr6+q6iYdGaF4MdeuS7pP1P7GnE6g/gpGfBxsoto4WPm4LX5QMSXeTNddwLOHg2EYMSRbYhyaqPjA6VuXLoTVYD/X0I2wnPaCF/Gu5L9vV+H2SqEphg3d5cnj7BS9F7q+db5jH/QBWyXAkGedJTJyujEzZk8DoiVmZZMEyQ5DI3GCOBJob5TgP96N4i6Cg9//gnXkqeU2DjEJQwvCIHWBZlylq5kxqpVzVAI/FByJPniXperQtrGOODD8mKpuvEaSJsEB0eQ7D+aLj99vOJLREa4hgcI+aSKCz/CxJig+U/m9/ureFNS7RtdDHbb48A0cYtEoOEgZoN7gifK3DOHjCl0RiV0F2ILFL/UetBsDIfUofqNipl2XVeX3DNV2TfvB5MZNavffVtPpcLe9Xij3nLhi0DejhCRoHSewpWTWsMs2mJV841izCN/JVdx6AZ23xDlEO8BC8blZrgD/KQBAughfNT8TGmvMd66xjVsm28/FKzrGjd9zLvqNB8T+V1eWVO7WADCcDS1haKukesF5ZEbYDYJlgskohyvj0O18AaTLIzFeBFYb81N6MaGg2Qmldv0pjKQWeUTH9t3l499IBp5nhU1I2u/Cak2xXtbbHoWiWwgYeq7Ax5W/5842v4sZ5kspOsvej6x3i5lv0qmshj9QE1io6XHZ+PaHllKGajgabKyqI+++Je+kxOu0t5zjByUOWcK5ibdyT2N4u5MBbOmc2GEeIzT5XoBBW2EpVvFvds9gh6tIJ6RovNj8pGveBP2SXUyoHQaDNNFVxpl2H0UT/kVf8Iu4O4FnQKdCaBDhQyA8KMsxornuP0yU8+Aka2d4L5UiiFXHPLKb/rQHEBbIJsZjDdSPJsIBXMDn9icFZmducpF9YWY3egKpFvsFfblUbc+mStMuFdZ4+VQXxEk94FBd15dhlZl05yOjhW7slvF1q2YrzYPuvZOZFuVs9vHYB41Z4D6QJJb3QqTStDyHTat1m6ZA5wofjNxZSz4P5ZXZhy0kcKSOQ7WezYPZKX0sY3iD6hbwS+ufPGVqsZuIWJNrY49fzO5Zx/KuCxDG6ARW+e6PIMgHteDVX3pUBhz55f/KJLd4MF6TA02jzvWQ8x4+0SILhV33NYDotViBMdpEp3qgjDYWhRY/QpVhSz1KCttQ8014FA9vyFHOutXFtqGFt58ioSWnhz80j45dn1j0e4Nw+IX74rm5wHu/Ab2fa4cyVhoHLnEQeE6mSy9pGn64rgQRIvFL6tVcgMWufNDnA3MoGzJ2YuZnmoWnGkVIFf3Doeyqsjzuhvhdvm/GA7boHSqBtDvzEhaW/8YLWsDPvS+TN8C7dMBq3yjlvhjfZGYMLi2qM5Jy/mehRjsUyvRwjxh6qOtwdvSENtnUVZT+FARQ85Z1vrbLLsxr9fSUS89xxPQnUtxpI5fn8RbZI265jJGU65Vvcurlgbxha01jr6z0vchbmcZq1Js0zCU8cJnlKBhbPjBcV4Ic1+V5NlYp1JeSStE03rP2k9x/HcnWECzkPPIpRV7x7B1qfq9MF5Kw0A7shsvyOAHCYifaxthlVdO9md3ecv/ew5LnKgqL312Mle5ONEEAmFv78Lp1L8PEBDW+ZBl0ubVFLd/N/oXlDW2P0qbfb3x8tuzOg2QH4P/sOrvVirKKv7C7XQzMr3FlhHhIq575rpQIGlsRkYB+MrvJ2/Tdv/pjJltWmrGpQlVxi8BfYpHFVVQLy/BgAKzHeluTC84j+dk73yqpUT+ye+6PClCedQwxO830nxQxxh82Gy+aDMru/7BOACKRqf7sIIDXTVOZMOhlyZvW8UWHbcXCuo0g0H8Wc8nlvWVkNLISnWbC5DEyoIMRYkBDwgZmsqlT0+gDrTyLahSgmz6AIhcKbq3bJqN4tGfYAZqCrw7UtpKNBUmf3X1JHj/XHE+g68JrkyXs/CekvlPERoxj7G43YRsurspuNlyuNJ4xfZjydkd34vgkoPghCgnIyOOwEAx+4wxt9uUCg4T+5KNv3Mas4GPJh+9wOELCC2TgxdVI9yZwy9ZjP5apcPmfavjGFqHCgJywsxze+ExVwUs7ouSgqJixGXAGo0dkUwEUJEaCONtNH0v3zT/b98Z95buf9/K3fZStP7JRNS9pW3Zst27BRQvhoQGmMbg81X9QrrKUD4hlplu0msaqI6/iqziI7uhEFgMKTV+OB5xJxLtNLLAbL/GaOH3FHwPVpnwUAJ3EQylV2T5PoPggHqWBz9IIpwJgZbpkuONCjs7ohDYuDDwgMAwkZXjs0WBIZZKrOSs72gMoGsNimAVixFWav/QuT2h6wsA0H+GF9e+O1QSobLz8e67GveNroYvcGgP8h9LhnsQXBJVrwRcW1lEiFdts/0cLOefcgeJXhlbh9Jn7WsxGawRDAENPysQO7UIksgWA41iiO077aRPybtUpcrubet1TisG3uoWeDZPQNyyifKfD+jTWGeFEaETSzZqt8Sy9Pi3nzR5B1e4RK3UyfuVmNog/2gnYy30BHLofXoQjRRp+/OzW+Hj0SVw+dPtrMjuib43ROzLvaJ9XbGPVe1IEEOof6HFDcPQgBQdFwGcq8fpnbXBUIa0/MYax7O3mFRJEqh8MR16aICw9Xp0+++RUISj9gR9g2R9YYw0pTQ8qSGm4l5T41pO4nLn2Yk1WFbNCgAFiOcy2+RAxUXIkRRLgzDdxF+kwK0idOyQ0NpX2IkhSLI+stbXEI7hFCVZ9VkOzgTqJkAsuqX/vcOSETV55w0PkCLzfhyD3S5YjtblH+RpFLqAvr8HrPaN4QYfkaOX+ey19BVuUv3bZF/T+gfzEsRCZRSZ7ovDZPbFLYdlZhGy9R97tjVFgWLR0aSfyOR6WZfbkqs3R8LcJp9AOMpeDCdbIwBJyLpSnNWSxx07enOrqVdJpnkXOPRDY3xOB/ChYcA99tfTuxETRpxwNZf51w49FCiLTriRiRAU+u+ooHJmCEnj3Z8xF7gd0jH3y2WgFVjY2yrKf7xG/0i8KLhKqGPq8bQ3nH4hFDXvxyyJhKwKX4NY9zJcSjx0/60w2HqMFoM2A04qkrvhSyqHlkk3P20E7XmXKOGlbdCopz1ZqWWgtWwH4N//kzL6dSodU7lWfsMES3CD6IdhxLAuOP1lE5x38ThTdo3BHwmQ3L9/MKfpOuZjaoYo9SsQlU9E58aP+7kH8lY3SPfqGt3D1GQImL60okkNfbfM/5AAgQUc3NmTrY4oXH3m3NUshZkNv1osVz/RaupGzSsPNTyp8SjCV7FFqSjykq55gpBKcuu+mJLdCGxssxrJl7wcxnBYf/eE7wvRTKpH7v8TUqmnsICP1MSPUa4x3FbQ/iOGbGw1p6qg0mUeFGAzpN8MySdNqxEpbvGvfodoa8VxXdZPcmVcPEW6p6z59HmMJrb88nKHQK0In+Dn4hmc+3gjZFr7lrqNys+AsAclqD4gBqhYWlR2RaB/L0ERFIAfJfr3S/fps3kz5aj5P4sse1U5gS1paObszUSV5IEjK50pNcCWY2ufu8VEtRj/TvCYVXbHQoNVN24IeXmuUrQb+6Kn2IaOJ6tXf9iPFDsZOOaLCkrcPq92ZhkWPTqJzpc5i1vMNsw3huE5Blh+uvrw1DkXNTx7kvd8v/0cdOS+JMCSkZUpd6XpsUjsq6crEIpCTgq+LhreBFVAjYWUxYlmb+bFjxC+QVcEn+1MROEbe/p1AlvIUrKQYox3/Td+Uw1SopethncGZiV8tqUIU14dBywTEa/BTmM48pCe9uERdATG8iNCXdh1atafrWCKTYMkTQULhm07FW7zxWulNNNgKwz1FWYCLkTB5qVcKoKgaKggd9xSRPAvpU5QK1o4Nf2Yp0/r4X/gZoMPaTIi2omaf82g4aqgyXaOLYr5ipSIilYs8LnjLZKeyj2YeG3bbzToo1lk1cD6jg4fZrzGaGgsetyIDJW4YbsYEvGri/p5Cd5SwMN6/vv44jeHx4BD/2fUj4Du12JV7Lwy+VzrlxCnyQiOgub9hRF14pf9mOt0IkOiPJGkkvdG0f9P5rRCkkM08qj40uxbcmhUU3oJPLUU6V7QCmpM5AQrIJlziVTxMpE7KCq91NXA3qOUao/rs7YdJL0cWA+vAs5Ji7+RU5F6svDn/HdR8vh0oMK8BMkR8WV5fSvxExRB7oMRXPBT5ytBn04X21KH8bKQtxluz7iP7X06ghKmzZC6eUZkoA6Yys8i/hBQTViARgvKaeosbPwmbGvjIAG4iGLX+7e+yZnZ/7IYAsGswSgkywSi5ofr574f2McM/q9LbV2T3rOuUIQkygVpYCJq3K58t5f1h/0zQQZs6OeJL+u0+XSlRF8XUTljmduXiPfus1eQN3KQivJVvw6ICvOqH7fh9OexYhTkMRhqlB3qWytGW5PFp2/UYjEf9n6OJzaPnOQG7rWoP9pk8whDHhaqvBVvz3KIxEdV0g3zvxfP3HJnQxmZWckYpMflYf2J67QL/3iyW8jw0JyBsk++ZINlUfe+5vw7/bTUKmLlJHFpizl6+ydVgtBxxn6UeEojqEA+Pj/7rR2o2B/aUUF8ST6lo0uccLxyQ9Uz4T6UqEJybAFOo5tG8UI2SlLItbC5+4xGWckIr4eYqU45KQ31Ls5GtzWwi93bRjGeHXIweFbpKdrNXQHaJ0Ju0QkjSjkKN2b86XOW9WkxPIO1MQrBXOjrQ+XjAhM098qgVCDCyfCuPoAYtHQGP1Cy0SYw3nsUg9LqzYDYdUJeGf3gCLUNwbFjAiTap16xE0nIn7WI9GzOrhzFw090nTU/To86iYuYJ6YT65aNDp9OrobYqKOc5xi8Msf5wCSpQ3p2YVa4H6t88Uu2f4mNNavY9tqiKSoj5Lm3T3gwmu4hSTEnaLLxI/HV0+Wd5BeAPXc1YmB5n36zMDtRuvw9a/iLr4hSZks5Np8d7A1ZCWHhMSCFDgQS9JwLm++ZeE6aH7a0Eu2T1nGaMtFm6GeATlGCBCslb38zSdQGzfy13uLb4XxCEU1qEBQLrZp8jTdya8Qsrtvdl5thzuBfIcERDXhO++e5OPQW/wTh9I16/IO0N7sLrDmVJJtLSFPc6u/ZzCkoMjUaF0xpsSTmFpkSiVQfdEmsj21FnL//c/tW7lAf+4AHTUfrFM9nFbcvlqjul93YsVRE+giG6/x33WWIS2KdM+wxECrKbi0pZLro0Gi0npy2NXC32mAJ9o431GLuXpPTml4FWxpL9TX1Qo0moZbY1dbWgZg0wMtWZ7eBhRyYJ6yOtyiixog9yERIp5zM0vOFnf8c3MTwmiRMf2eHmjdc9wh2NNrIhzzdnGHxW26fBtDB4VFRCKTQ+W0T45fprwyyquI3Fwky43+iYD0phd6h/RUtwwb/3rC/d/gh31wx7+c54fjY5FTmnheGohxzfVqma6OVdW4Lr28yb3xE1bBJjJ2aJdCQUuGxYL1uTUn+ARLesS2gRa5TXOcY17+k+JwfSTdivRm98RXP6kdSqaTC5MaJ+FKrBZZlLC6p5wL10AkQat7w2KqjqwKEInALl8EaMXB8xJDZx1/B97rY7hn+HZiit84MEz6KslRsa2AkuRoPP5nQhxMlrJarcGl/I73xj/mW0RBuaNeLTHTl61H/UdGhtJ4Ti7kd9+eQH8wd/eFN3um8dQ/R79oDTM//A63jFtgA8A08uHxBHv2gHLWa1XsBkkkWNPf2LhenlYVJz5LvER+BwVbxW9cVq5SyQCZQBct9lhwc9kABeRsNqwHkwRll+epUolP+eIuy8m5a7toO4HwCn7JtEr7gSJ0TcNzsKsyA1YzIjyKaIEClwx8td942D1WoEipPvIMsuUnaYGjKoCpd2zlwTrnVMs6uD0GCgUvy593izhtS0UaBA5eLk0b4JnCPW77r2MUYcCo7vCiVXIkYuT7aIV2TdVr/aypuQ367yZLv14u9egTSOp4IcovuUHnqMjdGW4hKUc+VpN2gNVpVv+B2bRhdz/J0tHGJQCCaf8zIn7Jwgd78J0OHQyqC0HK3H8/iNRxlKeuWe1+q6C0/y2RiXPDKhzfX+1wtak4vgb1+2GawpjtoTk/jYspUTJqGJO0Yvb6ImRYf/9knoURbvXO77sO0CIMFBgJvUrvqQoIYjR7/X0yVatTh5T2Mrdm0ralaQ1QadmPB3VAp3aUPf56O4HS16/Dt7tQhmfpDt23y5iS7fyhpDAQWRTs4QzPj4uRw4KTAluYVSeUPiFOYxxdMjdE2iiA17vZZz5tPuvslrZKxCtZ8i4B8BzwR1CveX4SvXZM7vc0lWvmVJ2+4y1VddFB9e9OmiHerzjYQYFVBqwtnUlJTCbsc/2sTwuYB5vcOkc4cm30VrRTYE4q22waRQGVUPgZBhYe5FeTe7GCc7jL+mDnp1mZ1Ogi+y0UMi3yr0CkiFj8uHOnYnfq2dH/4MEwMol9oEby5mVXLtU6rljnv622gY26HMz9R19fJQgg0TOi8LwUQvvpPKzYye+rmKAEgeVbwSM6iexIzQun9YcAiVaj8koavXCMp5bZANfdhPz0gDHwP/EqqpJH6KZhSTW/n2dhLfoMwWnc3vEG2BlywoJDrPr7A81427gi5727J9IjvTbwhER3eX8WzUbcvserKTRO0HAAMH0aSEWnGXU9kIq8x4LlyEDMYskUL333ORo2umFPCiOklrXPyF1IdthK/Hq1pavczgIWt5dT9ZfXdeanyG6z1DJogxFrAIeW45/l6TsQbSBr1TJNBGdv5wgqS6DzlM+UulW9OJcYjq4vgWeCJlr4jDcLl5rTTBFOGt/WcyFU9xifPebd8mScJMbGL6xF+spxuWqkTympYrWfY8+Q4duWO5X+jtMIybHHna4gFZJBCGB+uxPlywWp1e3BzUtOEnNBVZCo8b4w9rn6IJlqOOmvDF5gug3N+PIpu2LtXDVR1y5BwurNpZCXOLHF5k0x+x+9muD9kVkO9ZmDLOn/uMvSeAThfIr9uRdhtsSVeiJ56/lhZkbYpd34n4bd089Q0eUshRQ8YeKCL7bpJbtX/Blzk5zstQHbTIfWPgd3YtKLC8NMrROZuPHmVXg8Q9RqWUwpRCvReeu1b6vi6M4b7NQZqA07+i37BhBmg/GaPkymrvWgEx7AQKXhq8g8xbTXv9aphUiSRhUnq2GwizUsqqKjC8LyjLXSmp/8MjSjxBWCTL3m7lUSMKLMK+iZTCjAVSEuMnlbm7UGWvdwFpj5dTbiczCQ7mMg3SdBQiJUQBTOFc3oerO8uPv7buP+6STCFfb2C4ntUIh9oNg6dUExS2ysemHdak9QksJ4VIBhcyit+UFisaSETZI37Tx5p3hMp8H1QROT+E8iJKGYqZOsLB0lMXs4Ds40rOMQJTbhPJgXLXpawI9Um2TH/JYa6TTzHeUfPbFE8Qj2YzP3tcmIo5f1CNY42N3zuulEi8iLvU+m4elCxWbkRmbmrJ01zX/2Dc9CN3Nsk5HoqHHEMK+mB8J9aFb6G6H8QBbEcuffH+YdtA9/TLee04t1Bmqikf+Wd7Wfp7TL1jk5/3m0FkeRIAxm67/vx5nuY1PI14M0kniiUCdH1tq1rjWG/QsQMQoPk9oVu6uKon6NDrPrGZVBDC7UdBhIN2J3Tttx2Tdlc4z/zpi653SHmCJ1BrqOVWSqUVbQdsQ8bZu4ZhwYaffgUz5298SLnWVvq5tp+nCCSNbjoQnyt48TS/BXzW7gCoYNWdY0egjwsnnGSfxclYPfwtBRke3xqJkAAB79lO1v+eP86F19vEfZ6+oSY71F8ZsxIl0iAmuy5TaD+jTvJbyBV++Fb9zci3cl1CNcd4xtuWxTMfgrDTfRyx/DkIeSy0MCm18dGF2PSilvqVstmZxE3IsjLnpy6ouL8h2epP/pVTXNTv9W59WhP1Hlp7aQTgXlfF4AduHFcJAQEbFdFkWhB+5/MXfSw8wFQVq+lNf14AZXMzbi+5nbwaqJSdK+vGsNSnzxj48Nbq4ujXOsDIlVA6nP43u6+zsxgiq97VbJereDlB7Zz1A/nLUG09MwrX/x1FffWM/Urn1XbQLPYjdxEqEWzjIsLMzojIxQiHl+zWC0L1VEcfF5k3EOv2NOjNDJEhVpY8smARW2yxk6tBJYl4SwJnt0tpsazVnIcjMF/bFgSxoEjZF1LEGFx7VtmD1MN4VNvxKH/O1lqj5x+VU7LfMrBG/oOc4xHqGTGAby/P1ZYjYQMXhTJo4qHPmyXbERRTughlJ76E7wHym7OPD3IbEE8hVh7ENZPbAD4U/jjo4OhN05iOMQqUiNzZ/HWM7TyyqJKs+kzmS2pobpM8W7n72RPg4PtYdM/MDuyIi8xZDtPfpEPmAmKT7uPv1BRyWWS4ofcsnzJ/+5utUyIhTuxdsp1P3DQprtf+2NxILM+2JRs3RCwlQLx1KZ9lOi/KtnXxeS1p3lXhywq2MclUzDVga1GI7sD4fbNFnMleyeDi5YYdFLk9Lpf7Mr8eBaUmDHavxfZSmobliudl+LTmOAY46xLacvkEkrF36e+gfdBU6mm4yql0saMgxLm9t3Mdj8srJgGrvk2RJtbdKNZ9vQ9PSFTyx64L1I4j/d9+WnD4tFniKxu2Ce/bJNbglf6rfkcNZ8J/2tMJv6Pf1ueVctksLr/aYFeOUfY61QPLZRqecy/brqhoNYQnmogh9KLWEQp5UhBt3N5BPrORHlqHta7RbBmakL0BL1849gP+sQt2g/CieEJJq0N77SUxcVw8wXW7Rf54Uih44C7OjHKQn09z3maKtm5fWErpD8pFYFkNFG2shlh3rlEghXa3+WDMTbcAwSEUodKVA6l1mKHk7eTamPexgC0+12TWscSfposBmRwdYIP14aplQ3RZfqREUsd/fD1LxNpVkgvrk/KhygMoBDhDwFSZkBaGrcTPr49CL5pg8vnypx/grRPUo3vMR155ktVG/t2BDNSzc1UNMLCSfBEgKl4c8lBk7nRtIUVRJ4SvBYt2VZcM0Jn4XO69RGn2QKNZs625/tSHq3bMWWRWhB1LNpA2s4ZWoa6U4rkNNqdPPg7PyaI97dsrpxkY7jRroMKEU4vonctsJ3xnBnccvRAmLjTi+02MvpnHNMW4rMFKsCgfmBGkcLQpvNy2D1osE+9ZS+RgNAMVzOEjdoEy3ryBjia/6LOV3AIeMq+9fQzISZf+Hamc/pvo5kGaipVNskg5pEJT8Kn5aR+Nn6qSvbX0G/wGeqEIeWWStOaQdZLU2S79r3saLZfuNlbJZKiw0LeFB4FMDWqioBePHFovzGmsdfoLeOydpPMAc9xtxaw9NfLldYOwHYaacfJdq35weK4Nox8ZNL35eEFeL4shy8LSGsyxe9OAl997isrqzXhnB1e42Lzr6psCR/y9wgaRtYwKeywWHNK35VyPUMzoFS21SnH75KtNGh4VPegp88SOHURDxbs9KEaKnsr9ELxSP/9dsLEAN7eWmJbptoNn2mGHwDEdzx0QAsl0uk7PXLqYgIL7FFFKGPpikC4bj3ZgBu/1g9GV4wq2+27SKEifrJuYImKSGpkzy6HtQIeTNPvEewqDUWCmz25y9t71gd+YwgOQxTu43pHji8OV8K9pFo8EEsuQocP8sbbuWtM180Cge0wZ89qX+/QKGyzRYM2K16eBZs4xevnJtQXVIGrQWSCaluIPaz55Ut6YCQius5Krig4w05ecA9OBucs/1hxRme9Ufai6cteebW9c0w2J7f8aYOAG9se4iau6Km/td0ulAP0+E66taZsJZmd9O6iVwYQGP8LfWMfn/ZNA1t/ZYLpj9yDaGyNz11/rd035w3mp64xQeapbMqNUqapqL7RruNVaGX5d10it14UAe/WWxz2O1+2SZqz1/3q+ME1k1XeaJT4EhDkqKKgiUsevK6jDpFAx6rdOP2onSnHCRvFubAgtUiLwMPIP6J7FUCqP7I73fOR/vbG7wuVbQyKRFidwTJf4dF6knuMER9AFVCsfJcT/bb0mgUkvGoPO10dIubVk/w88t9GvLvsNGqVePMC5vmuWuce4WWTzf9bht86nUhF0nYHZVex8JJoC7sJKZPIo1Ji+uUjXAknCpiJNfXKhqM2K5bD5pODqoCGnUITDBVBIqj4OhtO/KnxJRMzNxpXsk13+eU1I5qhu1JthfR+OnwJvjIUivPfLHC9nhWdhqAUktH1gsTqH+YJj/ZJ9OUhZJgB8owGGUeT0L93owjC06GyidfEkICYuQDtRnS1i/HKVNxu99YmXrScwDgg8+oLcotmDtO4gAWGrrvczqv93SVxOeLsCrtTPaZhc23v4cRPKApJdM5AW2kekDnjgU3E1CxSJP5sXLiZCvcatCEnUgpgGR3qJxy8aAKbEu4Dgdi3HrqqBb47KFALstYrb+y9Pkr8TE5iHNpkuBMAh86itKOM66h6Tcbs/UcB3wG8IUXepJys1rdEDgag0in2DVjKufb+4c2d5KWSPXsgfmtjWXhzD3KWlY27i227SsnhDA7DPq34I4MRjWJmanfLmoGEv9GCMcZ+yH4621FvBkBjJp7nngLtIdsaXjmwvW5vQPGaomzjcMVXbF8YOgpyj0Qk5+kosni5QsTPQ2tqXFNZxHc1+E+VXxtmE33SgelRJcm7IIG4ez8AqcEKbf9nyImPyD0fD7FjCS1bhya7ViCEIZK/r5QqY/Aohit0KEihNLFsylxfZ6WPI4ZHAWUgmin/0j2B/dJs4StCf3ESihCiceZoGg4qHA7tug671Kt2SbPZp465xz35vDxkRERTI+sDWQFjzymU5juEQSPQc8i+Ixi8SxXGWVOh3tQNHw6yX0/RhJnNQAgSfjlfhFjXysZKN73CfMQqHp42P77cBtXoTAXvresBoBDcZtanPDbEz5XpB56lVNr/Qb0huQ166i7eRFYx/yUQh+65inh/yR6UQicunIb9melEo+nP8qQbJGvdCzwwMXdNr8zNRcz2HOVcra7ruULHVACd+O2RY9ujE6iXrSE44ctHXHvU5jvSxbms08HsZ5JDF4DOwgPnSt4ZLa09T+B0maQHrdR8m+Dj4hUiNJvHvmi+391SEpsPizmCxH16NJtpF9Q/e7tgPfy5SgfedIQ2UF+u2TKJteY/dz44id9+MK3lCaQx7sypZpuCixpLAC8hMuqeiR7JE3FRxacUgbyDXFg8gVS5mrNGu8r3phEOstQQr3alW/lakj/uiPmK6uviWorjTiVDA6nNsIBmmXpkdT2VIAGuowjDQ/u/euJvWrF+R/yzrmGcWPQgB+jlEwbrJLkpF6SMC/HuWUCQe5JDy8AKIq6dqdHT348ciXql8Y5neHFwAXJi8WzTE1lU9/jvQNCbRTnCuzxmAVctHjEeXXMVq49nxKBKAjfztzbywM3Xsd4sb/P7UkaAw46wf6I4rOfFcmcd099M6gJqrsyhdGqsRqumz4H4eJaWjr17PJIqG9O0aCsCpcSpF19deDIAaLfk8taMSQVF/KNYcS97B9zPp9xayMOzRyMYW9/wJ2g0OwLfO+XRJED6pO5sKkmMdsaMcLWrDZzTYeM9Wcc7nFo24NfHxm6Qur5zu0q53XxdnZ8INpnyhXPMCu7pV9FVEV/+/KBdis/wYQAVJJcuRWH7L3ts9y8ESWjQSQTpxnjh6E1CaXCXofi5vzTca65aP2WdLsjpPRJk4Nwgl7VHFkwmnsmcqBEll0nP2wt6/PK+XBuQQVMvK8niIoujwsrb3fUoQE0FMXKirx4g0SPuDoz2qs1LO/g7w60m4iz4CuZ9Z0mBPd0rXrMcoO5sl7twwiR1Zab5cz8INrWooKRMwvbATUZi4BzUyQAVOkvESch24duA+TFSV2niLYxd6ryW2lQOSVhpedYkuh8m5zdVLF3Ock1ONVFVAlnuMe7hgnymcJNwXTyQPEqtPNtzgaFqHM95M6kiC/SmHoXPUQiJtsUPV02mMK1rSeR1Q1ubLWw9+4cASGheHS66gmOT4NIoGaLS+8g4bDH2+oWleVhGtFJ40VWt1d6vftZcLV6lw1SF1V2M4SpePvs9cUDVqIlziPYIULK8dXlIInWryXoO9WjGiiyNAh65ZDCIKleDwR7+Yqbugrh4c2Fwf+G0RGtFNUxw+radi6jhP6j3R5e62Lkx1uUtfEiqE3f9vUJ8q15XLmKFwvtPNcSDToL9cG2ojNkWMoSJKd/cl02oY5wog0P7AfJIbHCvjKYJKgBN8zzzP6kbAgf+Y8w/0HJWxFeyFYVnPHuo3aNuQVQ1Brxht8l7NSEmg8LdzrPVBrjifgNhxkkXoeUHDDL4FQh9Un+j/RX72HdSjoHGQwjD3gUuG2ztlJAOnAXoY44ieWqcLIS0HheW1ISeZEyjr0ZFYNOrtxE8c7VzZSaNR+Q928ZpsbedYBlgqTz2/b0g2VYsoc81GXR7VdNZ4iRp0U260VDbNia4t17nrRToWf+pUeyp2Zc8c+Fp3TOCxpayj7JMnqO9AM8HocnSyZmMI1gMq9Yo1XiMPqvW2J1VYVn9pEyD8E2Dv0/Bq9MkOHi/IrozjjGLknU8kE/82bF2wrlIncENzTOeIsdyHB9anGhhM39aMs/kZnZxyRq0gzAjgw/p0Dd1GmsgbVNFxE14JD+s/jHGNn6ia+iR0V04QGXPGUeEW2bHubTuddBl1cHEB08PqrLCkG94HRIGJxGy5R1cJmY3BT7fYVPUxjhgQ02aQnfJsPIvsGSVhUEcTPs/1aiB66ltX4UGzqYaaLehwXBjnj2WiO38OJfMPJvZJ2QMcz9VZOM1Qgp6HYcBkZTxGcKeHFFEKqW748UrXH50H0jZ2KJu7+3WDxFYkgSHdwnS3mwwtDv2GNbv2pMVqzyooEYIHrSAUmhOXtXRHI1GP2ANsRLO6biPFSqUGEiV40Sy0CIl3s63/PHvueLP8bZjym3KeG7ToQm7acdc63SGsnONpyCVR8OTH8DqgAGmdxC4iNp0Zs1Q4zkE8WX2iyx9NLBzlVOvFtFMKRynJw60XJARNLEbBqMMQ4PKVYw1sJ8tW19XZb6ESNfyN0s5CR/DORTQ1p6wGVSapDX0CsqxUJPC0JpQj/pnCItN6sFkydKtLulr6X5QtLo2zuOVjmBU3re4uHUxq9oDwJ+Gm6SHId2jrRLdXUOhAI2xHnBNq+vhpPIDuKMX6Am8uVWwJTpwQG3eDkubt+ywXume5Q3Bu126EwjFLOLWVi/bikUPghYhnUQ49W5p2zjPfuDpMJ1azo/iHqBxGmx4s3KHVc/T95VKePE/pGENWXm5riFPBQhZVuDEP0A521PKlFo81s5M35Y79Rhb2OrbUhVZqQ9GPMrkYtVEdN+slMlBk+sZKtVplmn4MzaFSEeK58T+SGPRUYpoJtHcJV0xruAPLqO5RRjj8Y+oaD8PrQskDcjOEdKfzYL9xEFhg2Ae0mxHd32UOQwebkjAOiJIr2ARF55XAvZ6Tum0hNkbSAzDLe5xih2w5OirV9QtP6Cnx8mqXIpE5AaX55F7qZifxd77mTlDFul2fR5oGgW0lqDCLHT//fJ3SLz8BmSpuSYJ3c2bmSujMz/5N6v+9NnGQqG1Da7a3/8HV9YyEuWCYpFtjaus9guh21wjKxfxbPZL5+jaOj9e1CmqwxQGNc5lHrtJTDFfUDdDfW15JDU0MudSVbu0IvDPvIKj1O5qeA1nZ5M7PtjQ== 1 山坡地土地可利用限度查定成果統計表.xls
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截止年度縣市別山坡地面積已查定面積-宜農牧地已查定面積-宜林地已查定面積-加強保育地已查定面積-不屬查定範圍之土地已查定面積-合計未查定面積
105年06月南投縣 127,822 55,316 55,347 1,906 5,030 117,599 10,223
107年09月南投縣 127,822 56,863 56,121 1,909 10,972 125,865 1,957
105年11月南投縣 127,822 55,390 55,286 1,905 6,048 118,629 9,193
105年10月南投縣 127,822 55,373 55,304 1,905 5,030 117,612 10,210
105年08月南投縣 127,822 55,339 55,341 1,906 5,030 117,616 10,206
105年08月南投縣 127,822 55,339 55,341 1,906 5,030 117,616 10,206
105年09月南投縣 127,822 55,340 55,345 1,906 5,030 117,621 10,201
105年11月南投縣 127,822 55,390 55,286 1,905 6,048 118,629 9,193
105年11月南投縣 127,822 55,390 55,286 1,905 6,048 118,629 9,193
106年01月南投縣 127,822 55,397 55,284 1,905 6,048 118,634 9,188
106年03月南投縣 127,822 55,404 55,281 1,904 6,048 118,637 9,185
106年02月南投縣 127,822 55,399 55,284 1,905 6,048 118,636 9,186
106年04月南投縣 127,822 55,410 55,280 1,903 6,047 118,640 9,182
106年10月南投縣 127,822 56,715 56,042 1,903 10,970 125,630 2,192
106年11月南投縣 127,822 56,747 56,004 1,903 10,970 125,624 2,198
106年07月南投縣 127,822 56,706 56,037 1,903 7,174 121,820 6,002
106年12月南投縣 127,822 56,758 56,010 1,903 10,972 125,643 2,179
107年02月南投縣 127,822 56,772 56,053 1,910 10,972 125,707 2,115
106年04月南投縣 127,822 55,410 55,280 1,903 6,047 118,640 9,182
106年12月南投縣 127,822 56,758 56,010 1,903 10,972 125,643 2,179
107年01月南投縣 127,822 56,763 56,043 1,903 10,972 125,681 2,141
106年04月南投縣 127,822 55,410 55,280 1,903 6,047 118,640 9,182
106年04月南投縣 127,822 55,410 55,280 1,903 6,047 118,640 9,182
106年03月南投縣 127,822 55,404 55,281 1,904 6,048 118,637 9,185
106年05月南投縣 127,822 55,533 55,319 1,903 6,047 118,802 9,020
106年06月南投縣 127,822 56,691 56,045 1,903 6,047 120,686 7,136
106年09月南投縣 127,822 56,711 56,038 1,903 10,970 125,622 2,200
106年08月南投縣 127,822 56,708 56,037 1,903 10,970 125,618 2,204
107年08月南投縣 127,822 56,845 56,111 1,909 10,972 125,837 1,985
107年10月南投縣 127,822 56,883 56,123 1,909 10,972 125,887 1,935
107年10月南投縣 127,822 56,883 56,123 1,909 10,972 125,887 1,935
年月南投縣 127,822 56,897 56,127 1,909 10,972 125,905 1,917
年月南投縣 127,822 56,905 56,129 1,909 10,972 125,915 1,907
107年04月南投縣 127,822 56,795 56,102 1,910 10,972 125,779 2,043
105年09月南投縣 127,822 55,340 55,345 1,906 5,030 117,621 10,201
年月台中市 56,301 32,620 12,087 159 9,976 54,842 1,459
106年07月台中市 56,301 32,462 11,547 159 9,981 54,149 2,152
107年09月台中市 56,301 32,617 12,063 159 9,976 54,815 1,486
106年04月台中市 56,301 32,463 11,545 159 5,246 49,413 6,888
106年04月台中市 56,301 32,463 11,545 159 5,246 49,413 6,888
106年12月台中市 56,301 32,574 11,984 159 9,973 54,690 1,611
107年02月台中市 56,301 32,574 11,997 159 9,972 54,702 1,599
106年12月台中市 56,301 32,574 11,984 159 9,973 54,690 1,611
107年01月台中市 56,301 32,576 11,995 159 9,975 54,705 1,596
106年04月台中市 56,301 32,463 11,545 159 5,246 49,413 6,888
106年04月台中市 56,301 32,463 11,545 159 5,246 49,413 6,888
106年03月台中市 56,301 32,463 11,544 159 5,246 49,412 6,889
106年05月台中市 56,301 32,462 11,546 159 5,246 49,413 6,888
106年06月台中市 56,301 32462 11546 159 5246 49,414 6,887
106年08月台中市 56,301 32,461 11,552 159 9,981 54,153 2,148
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1,706  2019/08/23