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<title>Right-of-way Deed</title>
<link>https://www.samsog.org/forums/posts.aspx?topic=1638445</link>
<description></description>
<lastBuildDate>Fri, 17 Jul 2026 08:42:33 GMT</lastBuildDate>
<pubDate>Mon, 3 Jan 2022 13:53:05 GMT</pubDate>
<copyright>Copyright &#xA9; 2022 Surveying and Mapping Society of Georgia</copyright>
<atom:link href="https://www.samsog.org/forums/topic_rss.asp?id=1638445" rel="self" type="application/rss+xml"></atom:link>
<item>
<title>Right-of-way Deed</title>
<link>https://www.samsog.org/forums/posts.aspx?topic=1638445</link>
<guid>https://www.samsog.org/forums/posts.aspx?topic=1638445</guid>
<description><![CDATA[<p>I came across this right-of-way deed that is recorded, but it has no true description on it. No width, no station numbers. Nothing besides beginning at point A and ending at point B. It does have land lot and district info. There is a set of plans from 1957 that shows that the right-of-way does varies at different stations and varies in width. But without knowing where the intended right-of-way was to be located it makes it almost impossible to state that the right-of-way is X feet wide and goes for X distance.</p><p> The client is saying that there is no signed right-of-way. I don't necessarily agree that there is no right-of-way... but again? Hopefully someone has encountered this before and has a great answer. Thanks in advance.<br /></p><p><img alt="" 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F8WWK2etWS3MSMHT5irKfUMCCKsaPoWmaBp4sdLs4ra2GTsQdSepPqaLDurHxtHfa29zYXcenXDPp0Ys9yxtk4BXaeOOCRjt+Ndl418K/wDCKfCbSAYZILi9vFknRpN2CUY7SRgHGB7cevNfTEOhaVboyQ6fbxqzmRgqAAsTkn6kkmk1bQdJ121jttV062vII23pHPGGVWxjIB9iadkhXZ85eCbe48C+PHsoL2aSO40ozMuSFZywx8vtg4+prO8F6J4k8Yav/bcd0q3FtqayO1xcOCmCGZVX6HGD2OOK+mJPCuhS6lDqMmlWrXkKbI5zGN6rzwD1xyfzNVovA/hmC/8At0Oi2cdyZBKZEiAJcHO446nJJpWXULs8Y1nQdX8QfGeXRv8AhINRtoZLRbpxBcMojxhMKM4HOD07n1r6CtojBaxRM5cooUse+Kwn8D+H5PFcXiY2RGrRjCzLK4GMEcqDg8E9RXRU3a90LU+b/FOm2+tal461bUrqaW+01ylnE0hHkBYwylQDxk/ng+ppfGlnBr/w98Fajeo8uoXU8FsZfM24Ei5bj32/57+1a14B8Oa/dS3N/YFpZlCzGOVo/NA6b9pG7HbNVda+GfhbX7SytL6xc29kuyCKOZ41QYA6KR2Ao63Fd9To9JsLfTNJtbK0jWOCGJURFHAAFeCfFrXNStPiebaCW7mtRpozbRXLRKpJcFhg4zjjPX8q+hIYlghSJM7UGBk1yniH4beGvE+srqup2kkl0IxESkzoGQEnBAIB6n61LV0UnZ3IvhTqt1rPw20i7vZvOuPLMbSFyxbaSoJJ5JwOffNc38YdG0zU9U8KnUZJYw195IdJSm0FS2PqSqgY59CK9E0DQNN8M6TFpekwGCziJKIXLYySTyST1JqDxL4T0bxdYJZa1afaIUfzEw5Rlb1BBBFNpbCueH/FqeKP/hHYdC1u5SHzTaSSx3bk9QvzHOWIwc5Oc59aPHGl6v8AD/wZbbfFOpzfa7pGKtM29lxyisOVGBnr2969b/4Vh4SOnWdg2lh7e0l86ENIxIfOck5ycnqDnPer3ijwVovjCwt7PV7dpIrdw8eyRkKnBHUEdialR0swTd7nhXw48d3WkQeKWFxcvDb2wntrS5mLspUNuxkk9cfnW38P4fHuqalp3ia58Tx3el3UZ+0RNLg5wRtCAbQQ2MkY6Edq9D0b4S+EtDvJbu1spWnljMTtJO75U4J6k+g5pul/CXw1pF/bXNsb8xWrmSC1ku3aGNzn5gpPXk/nTUVs9R31ujkPhdYx2fxI8YXs1/J81wsKpJIPmZvm5+mcL7Zr1PxPqraH4X1TVFXc1pbSTAepVSa52P4V+H4PGsfiiF7uO7VjI0IlzFI+CNxBGeM8YIFdjfWVvqNjPZXcSy286GOSNujKRgiq6g3ofOum+IfEtrY+HNel8S3lzea1fpbz2zSK0QRiwBVdvykcdO9WtY+H+nav8ZLbTtZ1i6uftlsbjy2YZBDcICOi43cdeDzmvStH+EXhrRdct9StvtbLaqwtrWaYyRQFjksoOSCfr+tasngTS5PGUXigyXH9oRx+UuZMoF57fjUqNtVuNyurHR28CW1tHBGMJGoVR7Cvmez1K48MeOfHktvJDbXSq8sSM+QxOWB7f3gT6Zr6drzWf4JeGbnVdV1CWS7kk1HO9HfKpk5O3vyQD147YFWmtmQzyL4U/EPXU8d29rqWqXF1aXrOJFmfIVsbsjPQcYwMDmtLxPrviDUfitq+mWWv31rZRxbgsEmMLsB49Dlzz1/IY7iz/Z58LWs0Mj3moTmN95DyAbuOAdoHA68c/wAq1z8HdH/4SC/1lNQvkuLuExYBUiPIAyuR1+Udcj2qeVFczOUsfiZrsfg7weIds9xqV1HZ3FxOpLfe2kjGOeOtbHgbTLjTPi74iFzetcm5tIZ0ZmBIBLDB9MEHHsa1n+EGjv4PtPDwv78LZzefBdhwJUfJIIIGONxxxVzw18N7Xw54nk14atqF5dSWwtmFw4KsBj5jgdfl/U+tKwOVzo/EqTSeGtRW2leGY277JExuU44Izxmvn228YeKIPg2dYt9WmiuorvaZVjT5l3bcHIx369civojWdPOraNeaeLiW3NzC0XnRHDpkYyp7EV5vbfBS3g8EXPho61cNHcTrM0pUfLgqcKOw+X8yaYupQ8DeJvGdn4wsNG8QXy6naahatMk5iVGiYY446jkdRzn2r1bW7uax0W7uoADLFGWUH1rjofho8PjPSdfXW7jy9PgMP2YjiTg8nnHOQTx/CPSu01bTk1bSbqwkdkS4jMZZGIIB9COR9RSS1C54H8O/i14k1/xNJZapeWywGB5FwmPmBGAMn0J/KsjSPi94p/4WKltc6kZtOlvDbiAIu0AttUg9fTv6+1d94X+AthoGr3F7c6o14hQpbp5IUx56knPJxxkY6n1p9n+z34cszBIuoag1xDOsyyl1yQOinAxjIz0z70cug+YzB411jwz458UG9u0u7SCy+121sVVCRjOAQM4BBGeeoryrx34s1vxnZWWral5Uds0siwwx/wAODxz344//AF8e+6X8IrW08UX2tXuqXN61zG0SxS4wikg46dscf161xV1+zlcS32I/EQGnrMzRwGEkxxls7QSxGcd8e+KrzJ5tLWPdNNbfplq3rEv8q8e8UeM/Ht78QdS0rwjHbmDSFTzYJAD55dQ3JOMenUd/bHsllbCzsoLZWLCJAuT3xXnWvfDLWLjxld+IfDniY6PJexqtyv2fzd7AYzycdMDGP50rXGnY5LX/AIoeNbfxZYeHo4bKyuXgDz74i+HwxOORx8tUj8Y/FF14Nurvda2l9Y3ixTSrCXR1LAHAJ4PI9envx6N4w+F9t4l+y31rfvYa3bKFS/CB9y9wy8Ajk/Qn6gxz/CLRf+EDuvDdq8kclztkku2JZ3lBB3nPqVHH8qSXQd0kQaP4o8Rt8TINIvLm0m0u6smnjVY9roVKjk55+9/nHOT4y8e+K7H4lp4a0RrJYGtxMXnhLlfvZ6MM9B+dXPDHwhu9H8RWWuaj4lury8tozHwNqsmCApHJI5z16jNdHP8ADjTJ/GT+Jnuro3bweR5ZYFAPXHXP449s807Cv2PJPFPjjxR4i+Euoy3qWkLRXxtLl4M4kQEKdoycHJxz2z6iu18M6vqXhL4DW2rxmPUJ4LUTRpIdgVDyAcZ+6p/HHbNbFp8JNFtvA114Va7u5rW4cyGV2UOrZBBGABwQDz+Oani8Naf4L+HdzpE327VrMRshQxmWRlbPy7VHI5xwOlUkmDZl+EviZqXijxVp+nrpUMdlc6d9skmDsSjcZUHGDjI/MHjpXot/vGn3JjfY/lttbGcHHWuG+D3h59D8FQtcWk1tPPJI6xXAxIkZclAfQ7cceua76aJZ4JIm+66lT+NSgZ4d4f1TUdU/Z61u41GcTkwXIV9m04+b8+c0eBvHmveHND8K2Wr6ZbHSb8x2lvcRynzFyPkJXGORjv7+1dXp3wrm0zwVq3hqDxBM1veB1gMkIIt0bqMZyep79+1Pm+FjXFj4UtJNacRaDJFKyrAMXDRgbT1+Xke/BPsQmru5XNoZeseLfiE/xFu9D0G00qW0hijnXz1cHYeMFgepKvjjoKzdS+Knim68Tz+HtMsrCzvLKAy3DzbpVZgqnauNpxlhz+ld9aeC5rP4hXPidNVYwXFssD2ZiHVTwd+enXjHfrWbqvwo02/8TX2vW2o3lleXsBhm8oqRzgbhkHB+UdPT607aivbzOVX413sug6BqUVhADeXi2t0jE/LnIJX8s10Nj8QtUHxEv9Avre1ayFiLy1kiyJAAQpV+x5z0xwB1zVnVfhRo83g2LQtKP2KS2dZra4I8xkkBzu5685/AkVi6F8LNZ0XXrrxDda8L69ltJIDGIdow2MAcnAAGMe+c0JOwm1eyOWg+O2vz6cbyK102e5nutlvpsIczCPnrjJJ6dgMfXFL4t1nX0+IngzWH0wx6o8MgNj5gIUFRn5sc4DE/8BrjtC8M+KfDWq2mtR6dLd6u9yUksHtWPBfBPmAbVJxnd90A5z2r6L1TwfDrXijRvEE9xJFNp8Ui+Qqgq5dQDk9eKXLqNyZQ+G/jqbxrY6iL6zjsr+wumgmgSXfgDofzyP8AgJrR8e+KLjwf4VuNZtrD7a0LLmLcV4JAJyAcYHPTtUfg/wAEweEbvWp4bppzqd410QyAeWDzt9+c1t63pFtr2jXel3YJguYzG+Dg4IxTsF+p5Ppvxxk1rxE+m2FhaGEQGRJZJypdgB8oUr6n8gT2xWJ8S9R1FdG8K+Mr3Rl0/X0vkUxJJuYoN5Cbh2bGcdtxHrW7p/7POjWN3aXP9qXjSW84m/h+cAghTx047ep9sdj488Dy+L7XSLe3vVtUsbtJ2LIWLKqkbeCOuaLWQ3JN7WMz4efFOLxxb30M2mva3dlGGmVmDI2c9D1/h5yBWHY/G3w1pnhPz4tNW3uBPJEljaYKswbOQcAYIIOffHJra8C/C+fwbrWtXh1KO4h1H7qCLaUGWOCcnP3vbpXM3HwBVdEme2v4G1xbg3MEwiMcROchCuThe3HT36EUbrVicrbIZr3je4+IHww8QQXWgXOmS20IlYzAtG+3LDa2Bk/L6cZFbXwr+Ib6hDp/hrV7O5ttRFqGillA2zhcA49++MVMngzxpq/g3WNJ1i+0u1lu1CWy2qMwRcch2OM56cDjk89Aab8Ntb03xl4c1ZdStJLTTrEW1wmwqztjBZRjoTjvxt96Uo9gT7npGo30emabc30qs0dvG0jBRkkAZ4rzfwj8a9N8UeJE0iTTbixM6b7aSYj9514wOnHI69/TnvvEemzaz4b1HTbe4NvNdW7xJMP4CRgH8K8T8N/Brxbp3iHRdQuZtLhXT3w7RyPIXTGOAQOccdeMk+1DTa03BNLRn0BXyj45Gip8bNaXW4ZJLIAZERbO7ylIJwc9M9Pb3r6uHQZ614zc/C/xDcfF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WeN9SF8PNspIw+1cBbfngDuc88/7PbNe4Xt7b6dZTXl3KsVvAheSRjgKo6kmgCbau7dgZ9cUEgDJIA968Pu/jL4lubm91fQfDn23wvZ8NcPmNmx1bJ6D2wen4D1fSdV0vxl4cS7s5hNZ3KclGII9R6gg0A1Y2qOleKaT4p1df2gb/Rnv5pNOjgES25b5F+VWyB65Y8/4Cva6BtWECqDkKM+uKWiuT+JV5qmn/D/VrzR7j7PeQxeYJQoJVRy2M98A0COsorxvwrfeHPEvhZE0nXZLTxHJa+UJJZy0yPjGSpPPP59q7DVfETfDrwBDd67dSand28axs6gK07k46fj+VJtdASbOwkghlIMkSOR0LKDSyQxSx+XJGjp/dYZFee6v8VYfD39kf2ppF6BqO0CSJMrGTjg5Oc89AD0OM10Hi/xtpvgvSLfUtRSZoZ5ViXy0yQT3PsBk/h3OAa1DrY34bS2t2LQwRxk9SqgVI8aSoUkRXU9QwyK4fxH8U9G8PeG9P10291d2d8VEZgUZAZSwJ3EdhVzVfiNoWleFrPX5Hlmt7zYLeKFMySlhkAKcc0mxpa2OngsrW2YtBbxRsepVQKfNBFcRmOaNXQ9mFc3Y+PtEvfEMWgtJJb6lNAJ4oZkK71OeAemRg8f4HG1rGq22h6RdaneFhb20ZkkKgkhQMk4FBOlitL4W0KbHm6Vavg5+aMHmtG2tbezt1t7aCOGFRhY41AUfhXAXHxu8D29vDMdTZ/NGQqRMzL/vAD5fxxXUaR4w0XW/Dw120u1+wYYl3BTG0kHIOPQ0OWmrBJIt2/h/R7S/kvrfS7SK7lOXmSFQ7fU960JI0mjKSIroeoYZBrzG0+O/ha51dLJoL+GGSTyorySIeVIc44IOcZ7kD3r05XVoxIGGwjOfai7eozn08B+FI78Xy+HtOF0JPNEv2ddwfOd2cdc85rogMDA6Vzmj+OvDuva3eaNp2oLLf2hIliKlehwcEj5sHg46cetdHRcApCAQQRkHqKWs3XtdsPDejz6pqcwhtYBlmP6AepPpQBlN8O/CTamNROhWYuhJ5vmCIZ35zu+uec1d1fwj4f15o21TSLS6aIbUaWIMVHoM1x+n/HTwTfTrE99LbFm2qZomC9cZJxgD6muj1n4h+FtAhjkv9XgTzIxLGqnczqehAHJB9qOYOUs6L4L8O+Hr1rzSdJtbS4ZChkijAO09Rn04H5VvVznhnx34d8Xhho+oxzSqMtEQVcD12nnFT694v0Lw00ceq6nbWssoJjSWQKW9/p70XvqFraG5QRkYNcz4J1+fxBpc9zcXVhcOs7KrWUm9Avbn1x9fqa2tU1Wx0XT5b/UrqK1tYhl5ZW2gelJSurjcWnYpzeFdBuNWj1SbSbR76MYSdogWUc9D+J/Om3nhLQr/AFmDVrrTbeS+gXbHMyDKj/OfzPrXmPiX4w3OmeNNIs9Ne1utPunUTJgh1VioU+3XPI5x2r2aN/MjRx/EAaakxNKxz3ifwNoHi+GCPWLITCA/u2UlWX1AI5wcD8qaPAXh3/hFv+EcOnodNCbRGTyO+c9c55z1zz1rpawPFfi/SfB+m/bNVuBErcRjBJdvQAcmnzOwKN3oc94e+DnhPw5q66lbWsks8ZJj85y4T6A/z616BXJfD/xvB450FtRjjWGRZXRod2SoB4z6EjBx79+taXiHxfoPhX7N/bWoxWhuX2RB+rHueOgGRk9BnmlzXBK2ht1i+JfCuj+LNONlq9ok8YyUYj5kPqp6g/Sq1x4+8J2ogM/iDT41nTfEWnUBl9QfT3o1rx74Z8PJC2patBCJxujGclh6gDt70uZLULXMLw38HfCnhy8+1i1N7OCDG13iTyyDkFQeh9+td1c2lveWklrcwpLbyqUeN1yrKeCCPSs7RfFOheImkXSNVtbxogC6wyhioPTOPoav3l9a6fbNcXlxHBCvV5GwBTcuoW6HAaX8FPCul+J/7bjSaQpJ5sNrIwMULZzlRjsemc47dBU3jT4R6J4z1OHUZp7izuY1CmS3YAsByOoI711OjeKtB8QSSx6Rq1pevF99YZQxX34pdd8T6L4bg8zVdRtrUlSyJLIFZ/oD1pqTC1zlbT4OeFLPW7bVktT9ogYOMk7Sw/iIzjOec+td9LEk0TRSKGRhgqehFYPhDxjpnjTSDqGmudgkaNkbG4YOMkdsjBGecEV0NK4WPLIvgT4ai8SHUg8zWhl83+zzjyd30x068dOcdOK67xX4K03xVYRRS+ZbXdvk2t3buUlgJGDtI7Y6joa6WincVjz3QfhLpNhqFvqmsXN1rGqW8nmRXF1MxCHORhc7Rg9OOK9Cpkc0UwJikRwDglWBxVDWtbtdC02a8ud7iNSwijG539lHc+1Jy0Go20NKuU8V/DzQvGN5a3eppP59r/qnimZCvIPY+w/pWBp3xm0u61ezsL7RdX0wXjbIZryEKpYnAU4JIJNekgggEdDQBwmv/CfRPEWo2l9eXeoia1x5ey4IAwQeP7vTqMH34GOX8c/Drx34l1Sa2tvEUQ0GQLtgf5WTAwRwPmGRnk9z6c+yVyfjPx1F4N+zmbRtUvkmVmMlnDvWPGPvHPHX9DR5saueZeF/hn8RvB9/s07XbVNNVw7Rj5vM9RtI+XPsfeuSn8K3fi7xHrN54xupdJu4DwWUCIRgZzvIwwHOTnjvjpX0D4J8bab470V9T02OeNI5TDJHOoDIwAOOCQeCDwe9bV1plheur3VnBMy9C6AkU00TZnz3oy6z4P8AEeiReFNWu9Z0O9k8ubYnnJGNwUneo+UDPsBtNegal8HotV8VDxK/iHU4NQDKyGMpiPAxhcqeOvHQ5PrXo1rYWdkpW1tYYQTkiNAvPrVmlpe5TZ57qvwxl1bxXp+vXHiO/MlicxR7U2jgAgcdDjn69qwfih8Kr/xh4g0m8sWgEUamO7kc4kK5BGOOf4uvrXsFMlkWKJpG+6oyaasuhL1PF/B/wUn8O+MLq7muUk0x7cxxr/HliCc/TH6+3Nu1+B0mmTXUOl+J7uz065J8yBI1L4IIIDkZH8OD14PrkdR4e+KOh+JPFd34etY7mO6t8/NImFfBw2PoeOce2RXcUXHY8x8DfCC18Da5LqkWr3U67CvlNgKR1ywA5I5/M1y3xN8W+EfHUEXhyG6m/tOO/SGJhC3yuX2HrgEAFu/9K93IBGD0rkdS8OeC9Dvk1690yyguGnRVuPJBPmscL0GckmgWxreF/D1j4Y0G202whEcUajIHc9yfetiiikxhXk/xJ+E+qePtdhvBrcNtawRbIoWg3EEnk5yOuB+VesU2SRIkLyOqIOrMcAUAeWzfCfUPEGrafeeK9bjuodOx9ngtIDGDyCdxZmyDgcDFRa78K9S0/wAVw+JfBNxZ216q7ZLe8U+U/vkDIP8APA98+sg5GR0ooQrdTzfwz4I8UL4uPiLxRrcUropWKzssiHkdTnknv/XtXmnxqgu5/iro5sLyMXLLGsCu+FikV8gn6kjtzjvX0nXl+u23wquPFJ1TVL3T49VtpwJHNxsIkHTcM8kYHX0obXUettCh4V+GOuXPih/E3jG9tpbryfKghtslVGOuTjnluPfr6SaL8JtZ8OprVnp2uWwsb7e0PmWu6SFj0O4nnAA69cdsnPqlnc215ZQ3FnNHNbSIGikjbcrKRwQe4qegFdanmfww+GF74DuruW71cXiSqFjiRCqp1ycEnrn9K5zx18M/FniH4k23iC2exe1geHywzlWVUbdgjBzyT6enufb6KAIrdZFtollx5gUBsdM15Z8X/h5rXiy80zVNEeF7ix3ZglYru5BGD65Ufn1GK9YooA8U0f4ceMnn1TWdW1CIahcWv2aG2jdmiVR0yDjv2GOretcZH8K/iNpOiLY2lvbyhrtJh5dwD5ZUghsMAMAgHv8ASvp6infyFre9zxvTPCPip/i5ba9dafDDYRW3kSSGbO8cngY9SOD6Zz2pj+AvFvhLxpqGr+GLbTNQsdQk82WG6O2RWOSwBxjGTkfXp3Ps9FILdzyrw14a8anxTeeINdFlbwtA0cOn2jEjJOQW7ZAGPxPTvzfw60Txj4a8Y67cXfhqUQ6m7v5yzIVjIZiO4JB3dcZ6cenvNFMDwD4beD/FelfFS91fVtEa3guDMxmLhlBZw3HOSPqO3aur+JngjX9X8UaN4j0IxXElgcNaTPsB5HKnHU+/oPx9UooTsDV1ZnD+CNN8T/2zq2t+I2NuLtY4rbTxNvEKJnJOOMknt+ZruKKKQwrxHWfBvifwp8UJvGWiaemrWdwcS2yMEkRSBnGeDyoP44x3r26igDw/RPA3ibXfiNJ411mwGmxRZNvaNIHkf5SozjgdSfXPHucrw/pnjjSPizc69/wjl1/Z13OY5idrfu/uhgcjHQHHoSOTX0LRQkkGtxFO5QSCMjOD2paKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACggEEHoaKKAPM1+GmuaVqGqt4d8Tx2lhqMz3ElrcWfm7ZH+8QwZTjpge1Wvhl8Mv8AhX39oSy6mb+4vCu5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/></p>]]></description>
<pubDate>Mon, 1 Nov 2021 23:23:43 GMT</pubDate>
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<title>Right of Way Deed</title>
<link>https://www.samsog.org/forums/posts.aspx?topic=1638991</link>
<guid>https://www.samsog.org/forums/posts.aspx?topic=1638991</guid>
<description><![CDATA[<p>&nbsp;</p><p>&nbsp;&nbsp; 1. Check deeds in each direction.</p><p>&nbsp;&nbsp; 2. Scale R/W from plans.</p><p>&nbsp;&nbsp; 3. There is a R/W, its just unknown. This is when we eater the quasi-judicial realm. Plat your best considered opinion from the evidence and use. </p><p>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Place a PROMINENT note on the plat stating the issue and your solution.<br /></p>]]></description>
<pubDate>Fri, 5 Nov 2021 12:44:04 GMT</pubDate>
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<title></title>
<link>https://www.samsog.org/forums/posts.aspx?topic=1639709</link>
<guid>https://www.samsog.org/forums/posts.aspx?topic=1639709</guid>
<description><![CDATA[<p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>I am not an attorney, but, as a land surveyor and title researcher, I and we have to deal with this sort of thing all along.<span>&nbsp; </span>Lots of deeds get recorded in courthouses that are legally insufficient in execution to convey a title or interest.<span>&nbsp; </span>Government entities, especially the D.O.T. and counties, are notorious in this respect for road, highway, and interstate highway right of way acquisitions.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>I assume in this case there is a road on the ground that is used by the public and maintained by the county.<span>&nbsp; </span>The description in this “deed” is blatantly insufficient, which makes it void, either as a conveyance of title to or an interest in land or as color of title.<span>&nbsp; </span>In addition, it has only one witness.<span>&nbsp; </span>The law requires two witnesses on a deed for it to be legally recorded, so the effect is this instrument, legally, is not recorded.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>This is one of a series of deeds executed by the successive landowners along the route of the road.<span>&nbsp; </span>The notation at the bottom indicates there are at least 27 additional ones.<span>&nbsp; </span>Look at the others (they are often recorded consecutively in the deed book), and see if they have any better description.<span>&nbsp; </span>Mainly check to see if any of them describe right of way plans, and, if so, if the plans they describe are the 1957 plans that you mention.<span>&nbsp; </span>I note that this “deed” is dated two years BEFORE the date of the plans and was recorded five years AFTER the date of the plans.<span>&nbsp; </span>As part of the confusion that highway plans often present, they go through iterations, and the date is changed accordingly.<span>&nbsp; </span>The trick is to determine which version of the plans was used in drawing up the deed.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>I wonder why it took seven years to get this “deed” recorded?<span>&nbsp; </span>Given its blatant defects and the fact that it was recorded nearly 60 years ago, title attorneys surely have noticed it and would have required a corrective deed to be executed.<span>&nbsp; </span>So check to see if there is a later, corrective deed on record.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>If this “deed” and the plans are all the county has, there is no written conveyance for the right of way, and the county will have to rely on prescription for its title.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>If the plans are insufficient for determining the location of the right of way, as many of them are, simply show the road as it exists on the ground.<span>&nbsp; </span>Cite the “deed” and the plans on your plat with a note that the “deed” contains a legally insufficient description and has only one witness.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>If, in the end, there was no valid conveyance of this right of way, then what has been used and maintained on the ground as a road determines the location and dimensions of the right of way.<span>&nbsp; </span>If this is what you eventually have to go with, put a note on your plat stating this is what you used to determine the location and dimensions of the road, cite the “deed” and the right of way plans, and state that the “deed” is legally insufficient for the reasons stated.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Inform your client that what he or she will have to do to get the road properly defined is to execute a corrective deed, record it in the courthouse, and cross-reference this defective “deed” to it.<span>&nbsp; </span>Refer the matter to an attorney, but the best way, to avoid confusion, may be for the county to execute a blanket quitclaim deed to the landowner, and then for the landowner to execute a new deed, properly drawn, that conveys the right of way to the county.<span>&nbsp; </span>The county should be the one to pay for this since it is the county’s property.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>The Georgia Superior Court Clerks' Cooperative Authority web site might be useful for obtaining some preliminary references to research a tract of land, but there are a lot of holes and other problems with it, so it should never be relied on exclusively for surveying purposes.<span>&nbsp; </span>Research in the courthouse is always necessary to get complete information.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;"><span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Let is know how this turns out.</span></p> <p style="line-height: normal;"><span style="font-size: 14pt; font-family: Times New Roman, serif; color: black;">&nbsp;</span></p>]]></description>
<pubDate>Wed, 10 Nov 2021 22:49:50 GMT</pubDate>
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<description><![CDATA[Agreed that this sort of thing is sadly not uncommon.  We do a lot of surveying in Fannin County, and have ran across very similar situations.  But we run across very similar situations in many other counties as well.  Some more advanced counties have gone through and cleaned up situations like this whether as a good practice or in conjunction with a new project to expand the same road.  Anyway, it is obviously a deficient document that lacks a lot.  I respectfully disagree with Faris though.  We, as land surveyors, should not make attempt to make the legal determination that due to the various flaws that the right of way deed is "legally, is not recorded".  The fact that it came from the deed records makes that an embarrassing argument to try to stand behind in court.  As Faris eludes, this is a matter for attorneys to ultimately cure.  However, competent title attorneys who could grasp and talk about matters like this are almost nonexistent in most parts of the state, so we are often doing our clients and the public a disservice when we send them to consult with an attorney.  I don't think that your client "will have to get the road properly defined", but I also don't think that it's a simple matter.  Although client desires and opinions have little to no bearing on bona fide property lines (unless parole evidence comes into play, a dispute exists, etc.), this is the sort of situation where we need to consult with our clients and see how they want to proceed, and when possible also consult with the county government.  There are a number of ways that you can define and depict the right of way out there that are "not wrong" (I put it that way because clearly there is no "right" way to do it, at least in the context of being clearly the right way, no further discussion needed).  I think you can't ignore the 1957 plans, and if the client doesn't want to recognize them, then at least show them in a light dashed line, properly noted.  You might also show the extent of prescriptive elements.<br /><br />I ran across something very similar, in Fannin County, around 25 years ago.  I surveyed a farm on Salem Road, in northern Fannin County, for a family friend.  It was a farm next door to the farm that my mother grew up on.  The client was around in the 50s when the road was built.  He remembered "the road man" (couldn't remember whether state or county) came by and talked to his folks, and that they signed something before he left.  A couple of years later they came and built the road.  Surveys in the immediate area, including adjacent properties, shows right of way widths of 50', 60' and 100'.  I found a very few right of way deeds in the area recorded, and they were recorded years later.  My explanation here is that it's similar to Gilmer County where I served 2 terms as a county commissioner.  New commissioners would come in and find signed right of way deeds in drawers or file cabinets, and take them to the Clerk's office to be recorded.  Sometimes they had been held until everyone on the road signed them, sometimes they just got sloppy and never recorded them.  In any event, they too just called for the plans that were allegedly on file down at No. 2 Capital Square.  This was well before the era of GeoPI and automated plan searches.  After a few phone calls and written requests, they sent me all that they had, which was an affidavit by the county commissioner that " a proper right of way of 80' in width had been obtained for said project".  They had no plans, no right of way deeds, just this lone piece of paper.  In the area that I was surveying, the slopes extended to somewhere between 30' and 40' from the centerline, so 80' actually fit.  I discussed with the client that we could go less, but he was okay with 80' and said that he actually thought that it was either 80' or 100' that his grandfather had agreed to that day way back when.  But, that's rare information that we virtually never have.  In absence of that, I was going to use 80', cite the letter (which I did anyway along with note about no right of way deed found, subject to discovery of any better right of way information in the future, etc.) and consider it "the best information" that I had.  This is one of the many things that I love about surveying, it's a different situation every time!<br />MEC]]></description>
<pubDate>Mon, 3 Jan 2022 14:53:05 GMT</pubDate>
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