Here is the data.. as you can see the Irrigated Corn acreage is VERY stable.. the Dryland has EXPLODED since 1993 going from 0.64 myn acres to 3.21 myn acres going INTO the Drought of 2011.. a 500% increase. I wondered how much corn acreage fell after the big run up.. going into 2000. As you can see Dryland acres peaked at 1.86 myn acres in 2001 and then fell to 1.46 myn in 2003.. down only 20% However since we have almost doubled dryland acres in the state from the 01 peak of 1.86 to the 2011 peak of 3.21.. in order to hit my wag guestimate of 3.53.. with about 1.53 myn irrigated.. Dryland acres would have to fall to 2 myn acres.. about what they were in 2006.. and that seems totally reasonable to me.. They will go down.. and they will go down substantially.. imho.. When VARIABLE COSTS exceed Revenues.. as they will at these levels for Many.. People will not plant dryland corn for the fun of it "here." Planted Corn Acreage in Kansas | | | NASS | | | | | | | | Dryland | Irrigated | Total | | | | | | | | 1993 | | 0.64 | 1.36 | 2.00 | | 1994 | | 0.81 | 1.49 | 2.30 | | 1995 | | 0.62 | 1.53 | 2.15 | | 1996 | | 0.90 | 1.60 | 2.50 | | 1997 | | 1.10 | 1.65 | 2.75 | | 1998 | | 1.34 | 1.66 | 3.00 | | 1999 | | 1.48 | 1.67 | 3.15 | | 2000 | | 1.74 | 1.71 | 3.45 | | 2001 | | 1.86 | 1.59 | 3.45 | | 2002 | | 1.69 | 1.57 | 3.25 | | 2003 | | 1.46 | 1.44 | 2.90 | | 2004 | | 1.61 | 1.49 | 3.10 | | 2005 | | 2.06 | 1.59 | 3.65 | | 2006 | | 1.99 | 1.36 | 3.35 | | 2007 | | 2.28 | 1.63 | 3.90 | | 2008 | | 2.28 | 1.58 | 3.85 | | 2009 | | 2.49 | 1.62 | 4.10 | | 2010 | | 3.18 | 1.67 | 4.85 | | 2011 | | 3.21 | 1.69 | 4.90 | | 2012 | | 3.09 | 1.61 | 4.70 | | 2013 | | 2.75 | 1.55 | 4.30 | | 2014 | | 2.60 | 1.50 | 4.10 | | 2015 | | | | 3.53 | Jon SCKs | | | | | | |
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OXX22y/LkQuut6H1NtxAaEMxZVMEO4/1t3feB3jHDnmzFR5uN6wpQyRqlv3Tur4wpgwHlbB9ZK+/p7VSelZI2hdUI8s1fZbSfm1JRE2YshTEmHdsnfvbEiabNAIdARNO2v3CfbtFDOxmEY8c5eFa2dmFNTEmU3VkdTUmEe2xffbgp0EAJMs4f5bmNto0R1bM/2NUNK0ggZhE22TMOIkERVNOB38FclLXFNnoHaAPMkHBjSNHLE2MDvB+GOdX+JKDuwOpqSCiVflICNAEbgoINQvJ2EUB2LheRxvrl0h++Pam60gyYyqUU6JHP2KrQFh44nNgIYv19OTUm5zlPrEpfLfytp6df3xkZ9j1qPvhUHT616/kS+hRlLwpQwVA9jkgBz9TNC89Yrl8nUCXP0PYnBc2wdeF7e3v1cUEclwHNc764KrLWaSYy5oQGzV1XcsDKuDyRmqIbGZB7mYUvXF1ap9WaJ0mGz9xNZ/fx7cuDICX1PakydcK5ULZklt1w9zR9+jfPE210nbu2Yp7ZWpLVVSv0PTQsEeJl0af+VSWeFT1oTfHKWhClh4dp/EYro+ZusAAYEF0Km6qbV6qs5yFAFjteAwEMbaaZI1exVRjuxMWUh2os5NSWlUzoCGPAceK5wSk0B3N9SEighB5dy+6WlpERqa/3HUXrGY41StPV5+n51qxUcLW31iS/R5A3BEKa4Ifz+/dVl6qsB7b9ol0xV5yCMo0Wpr2rxY+q5zBB4z2xcJi9vbVbVwE7Ch5NUzl6F3wOGIWFsKMYVJyPciewqvXawx36qqVIwlLZKV1G9FOphGtDfItUdleL1aQGp3VBKDa4q7pE2aVDHuutQhtZZnedpkvqiLrXff0tdiZvV0RQXlHxRBW30VEYIoPNVaDCmGsJ2o/Y60GM4lJNVtJhM35g8A+Od/6qkmUFJlBQopRZKfU+xNHu7pXxtiRTW9+jH/IqbvXrg4rHVImu6xchflH6rZY32X7XFeR6pdZVp4V0jXWECGNXSrI4mRyB0Mf4XNyOAUepF6TfdAQzo5ISS4B2Lmoa0CaNHcjyLICSKs1el3hdnzsq2PYcDt67X98lTf9ylbk++1C/Ln9wcuKE6E4+hXOGWum6t5FrTIx1r9RJxjbnUGlLitRLxvFJpVfsqpNNUHZ0KDGGyLV3tv/FAVS8+COCGDlAG9ExOZxAbH1IM4aampNi89NaHKky/3/SKlP+fl9Tt23//B/nbJzYHbgja9nW71O3p9Xtk6+7DgRsCGo/B+Qzk7IUS7GA1c7/s6BUpmuMWd3mlFLd1xhyS9s5DGHulubhNOlOUwgxhssWJ9t94oDSMHsjm4EtnEOO5OHtV8hz+/AsVnAhT3E8EzmcgZy93XYNImdFRqlC12arqYHedrGnu1Q4Zx0rE1ugli/OCOmyZnssYIlXWJtKmXovN57LANmGyhDbXd/f9lxoe5HT7byzwWn+/5edBvZPDzbucTOiZjY5hBozbzZYJRTLV4y/skM6N7+tbg+bOOF9GjvCXISaOGyXTJ41R98F8DF5975BsfPeQ6mkbzsRxI2XR5VPkpqKpMn/mRH0vUeohzxjCFNaHn76jwrf/o+D1SZM9/jeV0h3E/64F8Mf6ECnOXpW4fR8fk/v/8TXV/gsNdy5QYRmvXR8dlZe37GcgU8ZAng1bunTpisWLF+u7Mt+GDRskm15vNkFoeT9cLy9va9ZKvr+TTz/fqx/xQ/AiWCaOS9/whESc4xoms6cukkOf7ZTPjn+k9u0/3Ke+JnNiD/zeut/7tQwc2qy2UVPwzYUPyagR/pmtKD6/+s/3ZODg5+r+7AvHS03pZep+vFBiXuieJN9adIkWtJO1v88wVUV97OQZ/REiJ7/4Uvs38Jm8pIW15419ckLbXjCLYUypgTxjCJOqcn57z3NqfO3OA91y8vRR/Ygfwve6S++UGy//7zJi+Gh9b3ZIdRBjQYn/2voLVXNguM59pxRMXqhvUTxQam3zDPY/eKDiCplmqnJOlN1ARpvxwT+flEVz45tqlMgK8sx2x6zghmqLxmh9Xk3jFjSo2uoYpR2CA8GLpQKxyEDodJCXTb9ZKq5/WN2yuW0TJdPbrvpRUjtroZq+ff19aqy0MVc24Dk4e1Xi2tft1u+Jqh5eWDhJ30o+lLLv+cYc+fUDJfLoD2+QCi2YMV2iAb2zG/91a6BanCiZbIawR5pMM4t4m0Xqm8L11/ZIbVmvNHv1cVfqgdV6YFsdo3RB1SmmU8TiBxhuFK7NF+2m/+1rj8uSK+7NirZfO5IVxGhfRtuvf1auwdWd8HtDZzU8B8cEJ2bjuwfVzYC5g9PFHMiBmZo0eD2N//o2g5iSzmYIl0qrPmk2ePt6pHheob5l4umUtpqGwMwk6ALeYAyotjpGaYHS7r+su0etQGSe/B8QtujNi/BFxyWESq5JJIjN81Mbna8AKxrhQwtmxJpfUM4AToLQUjCC0QkPVMxTpWIDFi34m8dfD6qyJkqU7d7RqI4OTPGFWUbCzNelHtPXEHQM+wJThEU4ZjW7SXt7uwwMDOhb2gt2uVRJmuwbNvqkjJ05IMPHBlc3w6lPJsmpQ1+RM8fypxOR6xyfjLt0p4w47zN9j8iJ/RfJiQ8v0rcG4Xc3ZvqHMmLCYJUz+M665IuPJ8vx/VPFd4bBmyyffDlB3j3t/4B/jpyVa0Ztk9GuxMYHJ+r9M9O122CpeKzruFwxcoeMdPmH7GWDgoICqaqq0rcoU8Q9REmFLaqnTaVjSEUIh+IQpdig9IvSHqqhDSjlXj7j6zJvxq05WeK1I9rwJf8CDO1B008a0Fa+cHb86wJTeKjqxZAkDE0ClEJRNZwJMMkHJvcwoM141d3XBLUdE8UKeWa7Y5YZZi6p6ekQOzXJqLqOxOoYJQbVzZ2bHlTzJxsBjKpSLGqQy1XOdkWqmsbvCwtCoLNaaABjyUDMUY22cgZw8iHojAAeOfwcuePG5K06laiy62ao6mkDxhkvf+JN1YubKBH2Qhi9ms1rQ6F9V4pkTkgB1j8XZ+NgZ6v+FmlsK5bKcmN+z/DHKLlQ+sXMTeYpJtHmiwDhwu+DwgUxfndbB9YG1RwYE29goYhkLkdIg1AKfmbDYFs7hg5h4oxMgo5af/f9q9UHBEAQYwpMBjElwl4Ily6T5t6yweFFZdqn1sDyTljyyeWfWNtdJ91dRVJfqD+usF6KuvQlpKyOUVJYlX4xzAiLwVOwcEFswEIQt2nBiwBO5uQeNBRKwcbc0AjfqiWz1f1Mg6FSDXdeKWNHD1fb6KSFIEanLaJ4cNrKHBGu7dff4/lehq8N+L2t612thmxh/V+0+XLe5/RA+P7gkQ2B4T9oBzb3Ss5EKP0ifI2e0igdI5xTOZ6Zck/cbcKUOdCBCMNmWPpNDH5nSxfUS+2tT0vV4tUM4DRCNbQRwCgFo/0102HY1M/uXhjomIXX/9Bv3lITexDFgiGcxTDpRkd3fVAPX7b9UjYxlhc0oBRstLlmOgRxaA/pRzr7gn4eomgYwlnIKP1i0g1jqkmWfikbPflSf6AUjFD72vwL1f1sgQD+xT3XBU0ogqFMT/1xl75FZI0hnGVY+qVcgXZVc/VtOqenTCZUoaNq2hzE7et2yc+f6Q0MuaLkMBbVxy3etQfU9zCP9omFef2DkhZJxnyP7JiVJb7QSrzreh+T3Qc36Xv8pV9MMMHwpWyERRGMOaKxED9KlNkMJXrMLx3aUxpLIX5j4fSsK+Vb+WTzG7LjsX+QkwcO6HtSY/TUqTLzu9+Ti275uj8AG+cFJony1NaKtBqjdNLBI7UlO2SZev5+aSkplI5Kb0yTTYVix6wsgdWOsOCCOYBZ+qVshlKweZGG+26fq9/LXkYPacx3bbZ192FVKv7BI93y9Po9OTH3dDoCGPAceK5wSk0BjNkXAyXUoFIuwrJEamv9x1F6xmONUrT1efp+davVIti8hoJbyiuL1b1EMYQzGHo7o9czFg4wL5eH4MXYVbb9UrZ65Fn/ms7g5CINyeYP4gVqUo/Q4UqY3ANt4N9vekV14Mrmqupp3yjT76WeKgVDaat0FdVLoR6mAf0tUm1a5a9LyvzzVgT0SJs0qGNBpVar8zxNUl/U5V/xT91CS9z9srajR4pCZ6yKA6ujMxQm3lj3zmNBs15hmkmsdBRuYgmibOFfFnCrviVqDd9cCeFQCN5nNgzIn7Z9FLYEnItV1annrwqu7ymWZm+3lK81LS6kK242qonx2GqRNYMTQwWtZxDxPExCVaaFd41pYqpB+B6hayHEg9XRGQqdr0KnnUTwYrk8BjBlO/NShRgTnKsBDOg9fd8358oTD9yovoYu+JCLVdWp55a6bq3kal4KFyv7BUqtISVeKxHPK5VWta9COgPV0X4qgFGCTjCADQzhDILOVy9uaVJDj8wTbyy+/B4pu+ZBGTk8f5YbpNyE3tDGXMuous3U6SmTDdNc4gPHrx8oiVpVzQk/wkP4DVYz98uOXlHVwf51CToDIWmXvfMQxl5pLm6TTu2B6FmtSsAhKwgmgiGcIcJ1vsLcxeh8Ne/iW/U9RNkLvYcRNAaEUqYt0pAOCGAEMQIZvwNjHmrA7wjtxTQUVu+TMqOjVKFqs1WFUXedrGnu1Q4Zx0oGFwqyYnFeUIct47kKseiQdrDNtI6CqYQcL7YJOwwlXsz5jLmfzdD5CsOPUBImygWdG9+Xx1/wN7EgeFrvL87LEA6FKmi0GaPtGCViI6Qp97FN2GHofIWez+YARucrVD1j9isGMOUKlPDMSxWiGpoB7Geuql7701sYwHmGIewQrNbDzleULzCVo3mpQoQOETGEHbFtYK28vLWZna8o572378/yN4+/HtTZ6I4bZ6pOWUTEEE67N3Z2SM/2J/Utdr6i3GR0wkIAI4gNaO9kKZhoEEM4jda/+7jqhGWYdsEVcvt1nPmKcsu2PYfl/n98TY17NRjDkTCtI0vBRIP4ryFNMPtV394X9S1/+y+rnymXoJcvhtf87RObg6ZkxOIMmBXrezfPZgATheC/iBRDuy/W/t3+wR/1PSKXTb9ZbrvqR+z9TDkDKwfVPtoT1PaLXr933eJWqyPN+Ao/bBKFwxBOIcyA9fstPw9a+xcBvOSKexnAlBPQ4/mh37ylbkbvZ0DbL8YBf2fxTH0PEYXDEE4RBPDvXl8RFMCYfAMBTJQLUOpF6de8fi5Kvw9UzFNjXTkOmCg6hrAGCyagyhjttphAI1FHTxxSAfzx0cGOKZh849pLK/UtouyF9t7lT25W7b/mBQduuXqaWqgAX4nInryethKl1XW9jwXN1wzotXz5jK+L+8ISfY99KoDfWKF9HVywHMsPXjZ9ib5F5CwsJfj4C141RWIyoMT7QMUVQxYlICJreT1tJWaqCl0wwYDFFDCZRvv6+9SUkghrOz7RSr6dm34cCGC0+y5dUM8ApoyAsbuYuxlr+SYrgNHmi7ZfBjBRfPIyhDFhRuemB+X4qSP6HlGl3tDpIhGmm7zt8v/W3RO1qhoBjCpo43sigNEDOp7SNFGyodPU8ic2q0UUkgG9ndHrGb2fzasAEVFs8qo6GgH58rZmVdI1jBo+Vm6cd08gLFGdvGVPp+zc3y2nwpSAw1VVo/MVekEb01Die5Ze82OZOmGO2iZyEmasavzt20G9lzFr1T3fmMNxu0QOQp4NW7p06YrFixfruzLfhg0bJJ7Xi6B8/o0VQaVZhGT5wofkoolz9T1agI4YKwWTF8q8i78u40dPlsPH9gVVRyOkdx94VXZ8+Cc5c/YL+ez4AflD76+CAhizYE0+/1K1TeQklHx/8R/vBDpQIXT/Z9llauKMYee41D4icgbyLOc/BiMcN25/UvV+NpdssV7v7deukPHnTtb3BMNMVpjPuWrxajWzVaSq6nXvrA4E8Phzp8hfLmqSSeM5NpKchfbfnz/Tq9qAcR+mTjhXVSFz7mbKVp5aYzF9l5TYWrl/KPU9auNbij94sf8SifMlBMnpEDbW6906sFbfE996vcYUk1WLH1PBjNJuKMz/bBXqROmCTldYOAELxRsWzJqopo6cfeF4fQ9RlvHUSllvs3h9PvFpt4a+JoknSktbtfNbS/WtWHikqaMy8PzeZpH6pvjC3Cxn24Qx9hclYHPpF+25S+fXqyBOBKqn+/d3y5Y9z6kSMaq1y675MeeBJsdh+FHo+F30YEYHKqJkQfMeFqQxRoKkCmoXF87+jn+EiRbCrsZ54u2uk9CrGSXUwvoe/0ZNlylk+6WlpFr6ikTa2nqkuNkra6Ra+2+NdNe5o5xXKMYh7aB0+VrFHN0oUTfO86rvE6+cHKKEqmH0ZEY1sTmAUfJFSTXRAAZzVXXtrU9LxfUPM4ApLphtChNfYNjQU3/cpVYgMgdoLHA+vo9xPnotN9y5gAFMSZeOAAY8x/p32/wbpa3SVVQvhaFV0f0tUm0qoXZJmQTXNvdImzSoY0GBaXWep0nqi7RQ1o/59AA2V0eXaWckEsAG+yGMTyFGXXhJi/Y5IQLz47Rb0C/L6lgSYJjQMxuXBS2WgE9SCEm0ARNlkl0fHdVC823ZuvuwKsG2r9ulViCqXLVOfvBIt+1gxjE8FucbMITol/dcJ4sun6LvIUqey2fcot9LPcy3b1BVyT6vVHYUahnib5PtX9shPT3+cEaulGmZ3bvDnC3F0rxsaPWz5XmlFVLTVqbtrw2q8nbXdQeC2Tuv0ToLbbJZHe2R2pIdskxVA/iL6R2V4Yrh2uNcjTLP2y3qkPZJo6SwQyrVttUxdbItkaqjQ4cJwawp18uSontZSqWMg+DEmruxTJqBjlWzLxovs6aOU228aN/F+Y2/DZ5842vzL5T7vjmX43cppxnVwaheLuzTSrph23n91dGyZjBnUJpFdbT1eQbkVplWkh5aHT0k7+KAPIurTdj4IYaEMEq6nRVBP1Sg3nxOU+RjFj9Be3u7DAwM6FvapwbtEws+hYQ6//J3ZdgY/xuR76xLju+dIac+Zicpykzvni6UT770N42MdJ2Wi4d9ICflXDnmGyNHvoy/89Ss4e/L9OEH9C0iv4KCAqmqqtK3shNyp2lOt/gjxF8Y7GvwSWshCnR90jAkJCFyCHeXr7U4z0x/rqIaLYxNGYa8K5Mw4WxfnCFs+uFDnhk/XOgnC6tPHRHD3EKkkjBmwdq882nVS/m2q5apr0SZCFXM5qrjn929UObPnKhv+aGqetf+o7L7wOfqPqqsraDU+5PvXjnk+xDlDqNUqjN1pFLZE+hFVSzNgdKpRQhrOyKdF7xfo56rUGWfVWetWMUVwurFRSjChztm/MCpDmGibID2XbT7GjBrVcWiS/Qta5GCGVXTP7pjPpcOJMoyyLOYekerkEVvsjABHIm3z/RpIoTVMaJcg3bbv//t2/qWqE5TdgMY0AaMZQIR3KvuWihrf3qLuuE+A5goO9kOYbTfqpJsmDFaBnd5pRS3NQ7OItLfIo1txVJZ7rY8RpTr1AxWT/cGejmj9zIWvyei/GYvhFVgal9Vl21jiJHRdRv19C7/+Cp3nXR3FUl9of6Ywnop6tLr4q2OEZmgqhXTLWL8LL7G0oM4U+HnwEIKgPmbf/LdBey9TES5O2MWZRcE7SvbDshLW/bLvo+Hrl6Fatjv3FigSpDZ5qW3PlSzWBl+dEeRGkZERPkt5jZhomRC1WzX6/vUPMeYnOLJl/rDBjAgyGof3agmpUDnpmyBUv3q59/Tt0S1ATOAicjAEKa0QtsoFhZAmGJmKASUUU1rQHUtSr5oM0XPXzPMLIXexaiqxv1Mpmay+u3WwCpGc2ecL9WcQpKITPJmPWFyFuZI/rf1e+RXz/XJuq0fhS3xorcwqpz/918WyY3zpqjZoW65apq2f7IcP/WlDBz8XH8kqq9Pyiu9B9Tt3JHD1GMzDZYSND5goPfyz+6+VsaxHZiIdMgzhjCl1NNa8K7q2CqeNz5QVbOn9VKhAcNuqpbMlrpvzZPbrpmmwjR0sfmJ40ZJiRbKt1x9kRzTwhgB/uVZ/6xpnx0/La++d0he3rJfsCfc+U7AhByeN/bpWyIrvneVFEwZp28RETGEKQU+e+89ObH/Q9n+uy55rv2/xPWH58S9f6tcfHSvnBo2Sj4bdb6aA/lbX71EHvj2PLXMXuH081RpNppxo0fIormT5baF02XYMJcqGRuhjqrfN/s/kec37VXVv5dqYYxqbSegzdrcEQvjetkOTEShkGfsHU0xOXnggJw8eECO7dXC7shhObZ7t5z5/HM5umuXnDk2WF0cybDzJ8i0JTfLtNJSGTPjYn1vfIyOXc+9+r4c/vwLfa8fAvhbiy5Rpex0hjF6eWNhBmM8MKrYsZwgJdeZY8fk81079S3tWtCvR/CdPq0+DBqGjxsnY2fNkonzF8i42ZfK8LFc0IUyA/KMIZzhjNAzQu7P27bJCW0b+7MdQvjCpbfI1Ju+JqOnTtX3xg4l31e2fSTt63YPGVOsJsXQStzoFJVqeB3Ln9gcaAc2lhPkeODYfG5c61qQnj39hbrmwe4HvWhwrY3XwpjBTE5jCGeIcEF7OuSTfrb4cNxFctY1XN4fP0MmThgnX/+LG+WCc8+RT157VQ5t7JEvDocfXoQ3w8mLb5KpX1uS0Bsiel4/s2FAtT+bobd1zTfmpDQQ0dMbJXNA6fvRH96QkeOaD23cKPtf6JKzX3yhAmjY2DFy3mVzZdjIkTJB+zukGp73s+3vySntWji+b6+cOnhQ/Rs4pt2PdH2kGoOZnMAQTjPjzQef8I/t3qW96ezLuqDFm9W5U6bKmIsvlhETJsipSdPlP948JK8dP0/OnOMPOAQQqoHR3hsKAXBo/Z/k0Ksb1e8jHJSMJ311kUzWbudowRAPjCtue2FHoFoY0EP5gYorZGHhJH1PcqD0/Z+v7pXOje/rezJzQg78vneteVL2Pvesvic8/M7P10LZqMYdOWGijNX+3qO1v3u4GgvjujZYVQ0f3rZVv5cYhOQIPSSN12kYN0s7Nm4wQE8g4HfvVv/WYnl+41p34oMK5QeGcAqFBi5KufjUH6uRE7U3wBkXB0IPbwSjJl6gvTHM1h/hHPR8xpJ8xjhYQLUvqn+jlQDx+znwihbG61+RTza/oe8NNnzsOK104v858YY4asoUdR9C32jDvTGinRjTRaJ0bIYQRhgnuugBvu/Lb+9Xw6/MMCEHOmNZQZsmfu7Db25WpcDz5s6VS+6oTFnpCyXMbQ//XVAgxgvNCKixSVWpFb+LYSO0DwLz58s5+Kpt41pI1jWP6u6jWiDHE8yGWD+oEIXDEE6SRAM3XNCO0N508GaUiTBE6JFn+4Im2bAq/UaDN3NUVX/4gicpNQNGeOPNEG3OO0dPl0c63wnqvIVqaVRPo5o6Fij1YrgVStqhncEAAd9w55VhO4PhzR/B+/FrG8OGIa4D9z21qiYgmfBcCGBzaE4vK5cpi28KNIEc3b5dXcfxBFKsjOvd+GCFUB+l7XOyCjgZwWxm/EzqA8WYseqDBH7uRDsjUm5hCMcoXNut0a5lF/5RqranmbPU10wN2kgSKf3agd8lSsgfvfxS0jqf4c3vguKbZN2YufL8rsHqacCMXPd9c27U1x6p1GtA+C698qKgKmhzaRdf7ZYc0SY5576/Tsob9t7nOmXXmidUwAJKcO7/UaNCOBLjQ+Xpz4/J57t3yukjR+T43r0ROwQaJVfA7/rcGTPUfTCqcCHbQsjoIJbsDyoMaDIwhMMIF7TxdpLK9sA1S3bp1w7jb2Ew/iYGo9cs2P0bDZs6Td4873LZNGq2/HnUeWpfpJ8jWqkX1dkoSZdeO12NfYZopV0zvOlOWnitnDt9uuz57VNDQrrgO5VxV1EjLN5r/qX6QGNAyXP+gw9lRFNGtov1g4pduCZm/MW3LD8kUe5gCGvwpolSFz7dJlIVmkuBa2YE0XMb309Z6TcVEIAf/eElyx7Z+8ZfLO9OvEzeu2CumkgEs3fdd/tcOXD4RPRS7+QzcuW0UUHDaKL17kUpFKE78epr1Fdz2yFKze8/0yEDT3foe/xQQoq1ihohsO3hvw+6nlG6Lmp4yLHq3nyDGh1cC7g+vjx+TF2PdmvNcJ187T+e07col+VtCBvBe+jVnpg+teJN09xbEm9syewwkklQ4kWP39BOTaku/aaCnR7Z2yfOlR0TL5Wd57tVL+9RX56SKccPypgzx2TSyU9l8tljcsnwEzL26CE58+cj+lnRGaXdidf4gzcavEnvWP0PQ6o87VZR42dFCdhcY4AS9ezqu/Utclq0gJ68qFiKHvyJuk+5La9C2G7w5lPQhjImvXhOC9/QcbaQ6aXfaBDA0XpkI4CHnw1uN46FVWk3Fnid/Y+3xlRFvbv9N7Kn/Sl9y99BbW79/9Le1Bfpe4gok+R8CNsJXlT34ZMneorm6/g/tHdi6sdIbZ8IX7R7xtqTOJMh3BLpka061aRwGA3YraLG41D6xc9jQIl5fsNPopacicg5ORnCDF77UOVsdDwKhWrnm+ZfqMIXIZzLUA0Y2iMb10imDKOxqqK+qLRM9X42X+sI5zn33Z/210lEscmpED6ivUG9q5UGGLzRIXQRvuaezgb0+MUKRyj1JjqZBSVXpCpqM5SQL/5Whb5FRJkMeebMWm8pgLaw0ABG8KKr/9Wr/q+U/Eu7zLn3r/M6gDHG9/tNr6hl9kIDGONlMdXib5bdpDpdMYAzD0q4N/zT46pdOBSqwnGdM4CJskvOhDDa5oDBOxQCF8vrPflSf1CbL6qcUeJtvX+RrLprIde8zQKoYkZP5xv+qU1VRwPap7Gd79c5UTbKyyFK+QKBi+ANbfPFxBJo6y27bgaX2SMickhOVUdTMKzoU/toT1AAI3DvusUtv36gRFU5M4CJiJzFEM4xRtUzVg8yL+OHqubW+4uzapINIqJcxxDOEah6Roerv3n89aCJNjCxxs/uXqg6XbGzFRFRZmEI54Cu1/dFrHpGp6v5Myfqe4mIKJMwhLMYqp5R8l39/HuseiYiykIM4SyEwEXwIoDN431Z9UxElF0YwlkGvZ7vfmSDqoI2oOr5nm/MYdUzEVGWYQhnCaxtW/voxiG9nv2TbRRLxaJL9D1ERJQtGMIZbt/Hx+Sh37ylbrhvwAL0v7jnOnmgYh6rnomIslRsIeypFZfLJbUefTsc/THGraSlXz+gsTpGQVDaRakXpV+Ugg0I3Pu+OVce/eENOb+6ERFRrrMdwp5aLTg7K6SrRt8Rlkdqy3ql2esTn0+7eZtF6qvFn7VWx8jMaPfFVwPmeUZvZ1Q9Y7pJIiLKfjHPHY0w7qzwSWupvsMMJV0tqH2mg3h84zyvdM9pinyszq3vGaq9vV0GBgb0Le0FayVohHguOvzl+bLrzCVywjda3+M3adgRmTV8QEa7hi64T0QUTUFBgVRVVelblCniWk/YKoT7W0qksK8hKGixr1rWaP9VRzxmFcKhcnEBB7T1tr2wI6jaGdDuW1M6hz2eiYhyEBdwcJiddl8GMBFR7kp5CHv7evR7Q1kdy3WYYpLtvkRE+S2pIewur5TitsbBzlb9LdLYViyV5W7LY/nkizNn1WxXWGzBPN530eVT5J/uX6Tme+YSg0RE+SG23tEul5S1ibSV4X7JYK9nbb8atuSuk+6uIqkv1IchFdZLUVe3qCZfq2N5AisdLX9ic9BsV2j3xVSTDXcuUIvtExFR/rAdwqWt+tCiwM0I0FJp1bYD/a1KW4MeF9SBy+pYjvOv8/tq0FzPqHLGhBts9yUiyk953zELVcJP/XGXLH9ys/qK6uJkQ8kXJWCUhAFtv+h4hRvuExFRfsrbBEAgomcyOke1r9slW3cfVl9/oG3/adtH+qMSY7T/4maEO3o+r7p7ITteERFR/oXwgSMnVKeo7ze9onommztHAcL558/0DlkmMFbh2n8xzeSjP/wqp5skIiIlb0IYgdr4r1u1km63Gh5khs5R6JWM9XgNeDyCGIFsVCPbFan9FyVgLrZARESGnA9hTIKB9l4E6sZ3D+p7/RbMmih/9/2r1aQY/vG5i9S6vOYhQqiaRhW13fZitv8SEZFdOZsKKO3e/4+vqSUA0d5rhjG56JW86q6FsrBwkr7XD+vyPvHAjUHr8yJ8o7UXs/2XiIhilVMhjPBDSRRVzmj33fXRUf2IHxbA//UDJWpMrlW7LErCKBGjZGwO6UjtxWz/JSKieAxbunTpisWLF+ubmW/Dhg0S7vUa1c6v9B4I6myFQC3XSqIN371Sbl5woYwbPUI/Et15Y0Zq51ykgtT74VH57Phptf/jz07Ji29+KB98clzOcYn8tH2L7Pv4uDoGKPn+6DvztefizFdERBQe8ixnSsKoLjZ3oEJVcNWS2apqGaXaRDpEoTQcqb0Ynb3Y/ktERPHImaT46tzJ6iumfkQI/loL3+/dPDup8zCHay82sP2XiIhilTMhjN7Na396i2rzRRCmqiQarr2Y7b9ERBQP1pnGCWOKMbwJwY+e1hz/S0REsWIIExEROYQhTERE5BCGMBERkUMYwkRERA5hCBMRETmEIUxEROQQhjAREZFDGMJEREQOYQgTERE5hCFMRETkEIYwERGRQxjCREREDmEIExEROYQhTERE5BCGMBERkUMYwkRERA5hCBMRETmEIUxEROQQhjAREZFD7Iewp1ZcLlfgVtLSrx8IYfU4u9+DiIgoD9gMYY/UlvVKs9cnPp928zaL1FfL0Ay1epzd70FERJQfXCtXrvQtX75c34wAJdjOCvG1luo7sMsljfO80l3n1vdorB43p8ne9wjR3t4uAwMD+pb2grUSNEKciIjsGTdunNx///36FmWKVatWiSCEo/E2F/ukpkvf8sO+Yq1Ya2b1OLvfIxo7rzeSeM/lc0bH57TG54yOz2nNieek1MLfhR2ziIiIHBJ3CHv7evR71qweZ/d7EBER5SJbIewur5TitsbBTlT9LdLYViyV5cFtuVaPs/s9iIiI8oW9krC7Trq7iqS+UB9eVFgvRV3d4u9P5ZFabV+tJ8rjLL+Hfeeff75+L3bxnsvnjI7PaY3PGR2f05oTz0mpZ693NBERESUVekezYxYREZFDGMJEREQOYQgTERE5hCFMRETkEIYwERGRQxjCREREDmEIExEROYQhTERE5JDcCmEspWjM3mWXfo66lbRILMsb97eUDJ7rKol5bWTjfPuvt19aSozn028x/LBYOnLw3Fqxdab595PguSWx/IKCzrXxu430t4/2GiKdB1bHwM5zhrumIpxn63qK8poiXlNhz7N5PVk8p+U1Fe48fV/wLcz1FOk5Q863/fcMOi/M79Z8PPRvZvWcVudBpNcDdp8zhmOJvidR+uVMCKs3g84K6arRd9jikdrGeeL1+cTn80qz1Eu17avWI00dlfq5PvE2i9Q3hfuXFkF/i1Rr5zfH9Hr9arr8z6lupvWZreD3UyZdg+f5WsXWmaWtpnO0G37BNRU2ztV+t2W90uzVz/P/goa+2Yaj/W5KykS6As+J6U4jB3/kv32411AdeGOyumaiXU+Wz2lxTVmdF+16ivaaIl1T0c6zup6szsWxSNdUxPNsXE+Rn9P6mop4XtTryepvZnUNxfu3hijPGeexhN6TyBE5E8KlrdqFZzOQBpVKa3ed+Kevdkt5ZbG6Z4/5XP+KUMXzCvWtaLQSSHWHVK6pkzn6ntTySGdbjXTF/PsJpb3uxjbtPTPR72Otf22H9JjfmEsrpEZ6Zcfg+1uQiH97T6e01TQMzk/urpOGmh7pWOv/RlbXTLTrKfJx62vK3nnhryfr1xT5mor2s1iJfK71NWXvOcNfT/G+3kjnRb+eLP5mltdQvH9rsDo3GcdifU8ip7BNOKBf1nb0SNEc4xKOzlz1gxJBt83VKPpbqqWjck3Mi1cY2sr8z4lb2GquUP07pLe4Vxr1c9TN1okhPE3a5+5mWWbr/VF7Q/BWSkdgwY4+abBZ+nbPKdJ+yE7tbd5QKPOKe6TPq2/a1L+jV783qHBe8BtlasV2TcV7PUEi11TM1xMk45qK6XqC+K6p2K6n4L+Z/Wso9vePQVbnxnYskWuInMEQ1uFNrL6oS2L5AO6u61bVPqrqZ15j+DahUKgyrC+Shrj+cbilrtv/fOrWVaO9gdpsn+3RntM4z9clNW1l9t9wFb3U0jD4STsaVQLRyhxd3mYpljYps/uEpa3SVaM93nhzdxVKfU+xZNuH+livqbiuJ4j7mkrgeoKErqnYryeI65qK4XqK530A4j0PrM6N9Vjc1xA5hiGswafHQrSlxPMvSOeua5Cang7Razoj8/ZpbyKDbwhlbf6SSEydlgxRqmkjK5WKsO1UFlBq6akR2zXRnlr/7xQlFSxjifarXvtv0qoqz/wGL0USVyEjBKro0iHRa8r29QTJuqbivp4gxmsq1usJErim7FxPdv9moddQIn9rq3PjPWaI6Roix+R9CKPzRGFfg/hMbSm2oIei+V8/2o7sBEVIxxR02kDHmLiqjew+p7tcKovbpNN4uVrJqbEttpKlp7NNipuX2apODs8r8eafp7ZM2mx1BgvmLq+U4rbGwR6i+s9dWR7H7zoGcV1T8V5PkKxrKpbnTPCaSvx6gviuqXDXU6S/WbRrKO73D43VuXEdS+QaIudgPeFcoL3x+LQfx3Qr9jV79YOReJt9xUHn4Fbj69IPW/P6movjOS8YXrf2hmlTl097f43vOUN+VvvPqVHnxv7zhf5NiqP+QXShf5coL9byb99VE3TM/K2szot2PUU8HuWaivx9o19P0V6TAY+z93NGv54sn9Pimop+XuTryerc0GPmayriedGupyh/M+0bBx0LnB7331pjdW68x5L0nkTpg/zlov5EREQO4KL+REREDmIIExEROYQhTERE5BCGMBERkUMYwkRERA5hCBMRETmEIUxEROQQhjAREZFDGMJEREQOYQgTERE5hCFMRETkEIYwERGRQxjCREREDnH98pe/9J08eVLfJCIionQYPXq0/H9wvWekx+7NpwAAAABJRU5ErkJggg==)
fwiw. I assume that the REST of the PLAINS.. which again have had a 7 MYN ACRE INCREASE since 2006 will be facing SIMILAR decisions this winter... Frankly a 3 Myn acre cut seems on the smaller side of "reasonable" to me.. Why would you plant ANY.. at a loss? Can you make $2.90 corn work on 100 bu yield potential ground VS the alternatives..?? I don't think so... "Cheers."
Edited by JonSCKs 9/7/2014 00:25
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