LINKS:
Water Control Plan Update Scoping Session Posters
Overview of the Proposed Water Control Plan Update
Alamo Dam’s current 2003 Water Control Manual contains a Water Control Plan and an Environmental Impact Statement (EIS) and Biological Opinion (BIOP) developed in 1999. The Water Control Manual is the Corps guiding document on how the project holds and releases water from Alamo Reservoir to meet its congressionally authorized purposes. To fix or clarify certain issues as well as address changed circumstances the Corps intends to re-evaluate existing operations at Alamo Dam to determine if changes to the Water Control Plan – and thus changes to how Alamo Dam is operated - are warranted.
The Corps is currently conducting scoping for the proposed reevaluation of the Water Control Plan. During this initial scoping phase the Corps is soliciting comments from all interested parties: the public, Federal, state, and local agencies and officials, American Indian tribes, and others for consideration during the evaluation phase. Scoping is conducted after the agency determines there is a need and purpose for an action but before the agency begins drafting the NEPA document. The intent of Public Scoping is to identify subjects of concern to review in the environmental impact statement (EIS) and produce a list of key factors to be analyzed in the EIS developed for the Water Control Plan.
After public scoping is completed the Corps will develop the draft EIS. Once the draft EIS is completed, it will be released for public comment and review. After the draft EIS comment period closes the Corps will review and respond to all received comments in an appendix to the final EIS or if comments are received that bring to light new or previously unknown information requiring substantive changes to the draft EIS, the draft EIS will go out for public review again after the changes are made.
If you are unable to attend a scoping meeting, and would like to submit comments on the proposed Water Control Plan update please submit your comments via email to AlamoDamSPL@usace.army.mil, using the subject line “Water Control Plan Update Scoping Comment”.
Why update the Water Control Plan?
Under existing operations, Alamo Dam has several ongoing issues:
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Since 1999, several new species have been protected by the Endangered Species Act and new critical habitat has been designated that may be impacted by project operations.
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Because flushing release flows from the dam aren’t routinely made sediment builds up and becomes anoxic, generating corrosive and hazardous hydrogen sulfide gas.
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The existing bulkhead gate was not designed to operate at the higher water surface elevations the project is now managed for making the performance of routine maintenance problematic. The design and means of using the bulkhead gate need to be reviewed.
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Certain portions of the Water Control Plan may be difficult to implement due to limitations of the project’s aging hardware.
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Based on preliminary information, the largest design flood [theoretical] used to assess the dam’s performance in an extreme event would cause the dam to be overtopped using the current water control plan.
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Current project maintenance requirements are difficult for the Corps to implement due to the need to complete required compliance efforts associated with a newly listed species and newly designated critical habitat under the Endangered Species Act [ESA].
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In 2002, the Corps included Alamo Dam in the initial set of projects involved in the Sustainable Rivers Program, a joint initiative with The Nature Conservancy. This will provide the Corps with another perspective when considering various alternatives for operating the project.
What type of changes might be made to the Water Control Plan?
1. Adjust the target lake elevation:
a) Increase target lake elevation
b) Decrease target lake elevation
c) Leave target lake elevation the same
2. Modify the reservoir release pattern:
a) Shape releases to mimic natural flow patterns - high flow events during rainy season
b) Maintain existing release pattern
c) Higher flow events spread through out the year
3. Reallocate some storage to different project purposes.
4. Better define how to implement future maintenance activities into the operations plan. This may include lowering the water surface elevation to 1110 feet every 10 years, or as needed, to allow the Corps to inspect the upper conduit of the dam’s outlet works.
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)
Figure 1. Diagram of the major structures of Alamo Dam.
![](data:image/png;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAIqAwwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioLy9tdPtJLu8njt7eIZeSRsKo9zQBPRUVtcwXdtHc20qSwyqHjkQ5VlPIINMsr+z1KEz2VzHcRByheNsgMDgj6igCxRSEgAk8AVV0/VLDVoGn0+8huokcozxOGAYdRxQBboqkNZ006sdJF9Ab8LvNtvG/b64p+o6nY6RaG71G7itIAQpklcKuT0GaALVFQvd28dr9rknjS327/NZgF2+uaoWHijQdVuTbWGr2lzN/zzjlBJ+goA1aKKx77xd4d0y7ezvtZtLe4jxvieUBlzyMigDYorP0vXdJ1oOdM1G3u/L+/wCTIGK/Wqd1418MWN1Ja3Wu2MM8TbXjeYAqfQigDcorP0rXtJ1xZG0vUbe8ERAcwuG256ZqtJ4w8Nw3pspNcsUuQ20xmdcg+lAGzRVPUdX07SLQXeo3sNrblgollcKpJ6DNZQ8feEWIUeItPJJwB54oA6GiszU/EmiaLMkOp6pbWkrruVJZApI9cUmm+J9C1ic2+nataXUwGTHHKC2PpQBqUVWtNRsr950tLqKdreTy5gjZMbeh9DRPqFna3Vvaz3Mcc90SII2bDSEDJwO+BQBZorO1PxBo+jMq6lqVtaM/3VlkAJ/CrNlf2mo2y3NlcxXMLdJInDA/iKALFFUf7b0v7Pd3H2+DybFily+8YhYdQ3oazR488JsQB4gsOen74UAdBRTI5Y5o1kidXRxlWU5BHsagv9SsdKtjdahdw2sI6ySuFH60AWqKz9L1/R9bD/2XqVtebPvCGQMRVCTx34TikaOTxDp6uhKspnGQR1FAG/RWbpXiLRtceRNK1O2vGiALiGQNtB6ZqK58WeHrO7Npca1ZRTg4MbTDIPoaANeioZru3t7R7uaeNLdE3tKW+UL659KxR498Jn/mYbD6+cKAOgopkM0VxCk0MiyRuMq6HII9jVeDVdPub+fT4LyGS7tgDNCrgtHnpkdqALdFMlljhjaWV1jjQZZmOAB7msu08WeHr+7Fpaa1ZTTscCNJgSfp60Aa9FUNU1zStEjjk1TULezWQ4QzOF3H2qjbeN/C95cx21vr1jLNKwVEWYEsT0AoA3aKQkKCxOABkmsBvHvhJWKt4i08EHBHnigDoKKpPrGmx6WdUe+gFiFDG48wbME4zn6ms1fHfhR2Cr4gsMk4H74UAb9FNWRHjEiurIRkMDwR65rJXxb4de9+xrrdkbgtt8sTLnPpQBsUVV1DUrHSrNrzULqK1t1IBllbaoz05rKj8eeE5ZFjj8Q2DO5CqonGST0FAG/RVb+0bMX50/7VF9rEfmmHd82zON2PSlsdQs9TtRdWNzHcwMSBJG25SQcHn60AWKKz9V17SdDETarqNvZCbPl+c4XdjGcfmKp2vjXwxe3Udra67YzTysFjjSYEsT2AoA3KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArivHdzBqGraL4Ylmjjhup/tV55jhR5MfIBz/ebA/Cu1rjY/BUWs+J9W1fxNY291HIyQ2MLneI4lH3vYknOKAGfDy9SBNU8MmdJm0e4IgZXDbrd/mjOR6ZI9sCpPhh/yLE//YQuP/QzTV8GDQvGOnat4bsre2s2ie31CBG2AqeVYDuQf5VQ0G08ceGrSewtdD066ha5lmWR77aSGYnptoA3fH+sPo/hS5aBwl1dkWtuSQPnfjP4DJ/Cue8LLZeEfGiaDa3UMllqlmjx+XIGAuIwA/TpuHNaN94d1TxXrGkSeI9PtU06zhkkntlm8xXnJKqOgyAvOffFM8Q/DyxjtILzwrplpZarZ3CTwsvyBwDypPuKAOa8Qq1l8TdT8RRkhtI+yPKAesL5R8/QEH8Kv/FiQazZzafG+bfT7FtQmIPBYnbEP/QjW+nha6vPEfiG6voo1s9WsYoFAfcQwUhsj2JrKtfBWtnwLrVnfNDNrGoRLArb/l8tAFQZ+gzQA67jTXfFHhrw9egvp8WmC/lhJ+WZxhVDDuB1xW14z8O6bd+Fb11tYreezgaa2niQI8LoMgqR06U3VfDF9cQaRqGm3EdtrGlRBEMgzHKpUBo2xzg44Paq2o2fjHxNYvpN5b2Wj2k42XU8M5mkdP4lQYGM9MmgDd8LajNq3hbTNQuP9dcWyPIcYy2OT+NcVDrOn6R8RfFBvrG5ug/2cr5FoZtoCc5wOK9Es7SGwsoLO2TZDBGsca+igYFYei6Le2PjHX9UnVBbX/k+QVfJO1cHI7UAYGhSQ+JvHlt4i0Oxe10y1tpILi4aMRfaXJ4Xb1O31NZmjX8lp4i8TqnhKfWg2qMfOjWMhPlHy/Mc+9dUvh7UNH8b/wBraMsZ07UhjUbdn27XHSVR3PqKzLKw8ZeH9Y1qTTtHsLy31C9a4R5bzy2AIAxjB9KANrT/AD9Y0HUYYtEl8PXEqNEnmKgJJXhvk9Ca5Kyez8PeH00bxR4HkWGKLy5762t1njk7FyR8wJ6+1dXDD4i1/TdQ07XrGDS0mh2RTWd2ZHDHv0GMcVQgPxEsrVNO+x6ReeWojW+edl3DpuZMcn8aAMjxeNPt/h9oH9kvJqdkmo2/kBnDtKuThcn8ua1bfVZJbmKN/hxdQqzgGRo4MJz1PPaq+o+CNSsvA+l6RpRivLuyv0vJDK/lo7BizY9Bk8CtEap4/wAjPhnTMf8AYRP/AMTQBl+I9QtdN+KVjPeWs9zGdMdQkNuZmzv64H86rXF5aeM/E2j/APCO6bLA+lXglvLuSDyTEmD8mDySfTpXTNo2oS+PbPXGSNbaPT2gkw/IkLA4A7j3qHxB4ev18RWXiTw+IxfRkQ3kLvsW5hPqf7w7UAV41/4R/wCJ0iD5bTxBb7x6C4j6/iV/lTbF/wC1/Hmra2y77bRITZ249ZMbpCP0FanjLRbzV9Kgl0zYuqWE6XNoznA3DqCfQgkVY8KaK+g+HoLKcq9yxaW5cHIaRjuY/maAML4d6bbahof/AAkV/DHdalqcjySzyKGKruIVBnoAB0FMe3h8O/FHT4tNj8i21q2l+028YxH5kYyJMdAccVNZ6P4j8JS3FtoUFrqWlTStLFbzzGKS2LHJUNggrmrmj6BqU3iFvEfiCWE3iw+Ra2tvkx26E5PJ+8x9aAORf/kTPiJ/1/XH8lq/F4x8OQ+H7KzudEvJZZrZIkjfTiFmfaBgMRjmrbeEtWPhzxfY7IfO1e6lltf3nBVgMZPbpXQ3Ph2DVvCMeh6mgINskblTnY4UfMD6gigCr4A0i+0TwfaWOoDZOpZvK3Z8pSxITPsKoeM9H1CbXdL1qDS01m1sUdZdPZgDlukig8Fh0wa2PCUGt2eipZa75clxbMY0nR93nRj7rH0OOtU/EGka6utQa74fuYmmjhMM1ldOwimXOQRj7rD1xQBk6Xe+GNT8WWMj6Zd6DrcCv5cMsPkeepHKnHD464p3xL06xi0WwkjsrdHbVbYMyxKCQX5zxVhNI8SeIda0288QW9jp9tpkpnjhtpTLJK+MDLYGB7d60PG2i3uu6XZ29iqGSG/gnfe20bEbJ/GgCp49nHh7wVqFzpMMNpcTbIRLEgTbvYLnI9ATj3rW03wroum6QmmxadbvDsxJ5kYYynuWJ6k1Z1zR7bX9GutKvAfJuY9jEdVPUEe4OD+Fc/anx3p1oun/AGTTdRaNdkd+85j3AdC6Y6+uDzQBz0Baw8P+PPDsbu1npiN9lDHPlpJGW2A+gPSp9M8Z+G7Hwtptve6PeOzW0cQD6cdsz7QMBiMHJ71sp4OurXwfrdn9oW81fV0keedvkV5GXAA9FHQVqQeHorvwXb6Dq0Suv2RIZlByAwUDIPsRwaAMrwfBceEfAc0+rp9mWJproQFs+TGSWVP8+tchpk6aDJoXi+a7ga51O5ddTUSKWCTHKZGf4cD6Vvy+G/Fd74Tg8MXzQywpeLHLd+d80topzyMfe4AxWnqnw08LXek3Vta6LaW08kTLFMiYKNjg5+uKAIPF0Y1nxf4f8P3DbtOm8y6uIs8T7B8qn2yc471H44l8K2tg2kalp08OYfMiuLOxLfZ+Thgyj5SCM1MfDOs6hoWi3VxPFaeItI+5NnzI5ONrBsY4YYPtS3//AAnOr6fNpjaZpdkLiNopbo3LSAAjBKpjPfvQBjeK7+OceCr63tptZjeQskZQB7geX1IbgHvzW3pepyXGpQRP4AubFWf/AI+XjhxF7nBz+VVdX8LazZWfhddFigvpNDPzCeXyg/ybfQ1eh1Px408azeG9NSIsA7LqBJA7kDbQB09z/wAe0v8AuH+VeVeCvEnhyw8MQWt9o9zc3CvIHePTGlDZc/xY5r1eZS8MiL1ZSB+VYXgfR7zQfC1tp1+EE8bOWCNuGCxI5/GgDg7zTrqy+FPiy4lsZNPtr25M9pZyDBhjLpjjtnritq88YeHG0tNPk0G8muLqLyoYJdPKCZivABYYro/HGkXeveDtR0uxCG5uEVUDttHDA9foKn1rw9b+IPDbaRe8bo12yL1ikA4YH1BoA4m8stU0b4f+GfDF5M0Uuo3sdpcsj4McTMWKA+uML+ddw/hfQpNJOlHSrUWezZ5YiHA+vXPv1rGHhzV9e8FxaX4glWDVLSRWgvIG3/Oh+SX6+o+tO87x89sbI2WlRzldp1ATsU/3hHjOe+M0AcTqF7cS/CS+tLhpLo6ZrAs42c5aREmXbknqcHFdjp2pNdahBBL8PrmzR3ANxJHDtj9zg5qHVvA00fgBPD+luJ7n7THPLLM20yt5gZ2J9TXcUAcU/wDyV2X/ALA3/s9SfCv/AJEW3/67z/8AoxquNod8fiBJrW2P7G2nfZwd/wA2/dnp6Vg+HLTx34Z0hdLg0HTbmOOSR1ka+Kk7mLdNvvQA/wCIkzW/izwjKumvqRWW6xaoFJk/dj+9xx1/CtHSdSkudUgifwHc6erN/wAfLpDiPjrwc1B4i03xPf3vhrWrTTrR73TTM9xbPc7UBdAoAbHPerltqfjp7qJbnw7pscJcCR1vyxVc8kDbzxQB1VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVlah4l0nS737Hd3LLcbBJ5ccMkhCk4BO1Tjoa1a46ddUb4i3o0ua0if+zYd/2mJnBG98Y2sKAOkh1jT7m2t7mC4EkNznynRSQcDJzxx0PXFJZa1p2ovElpdJM0sAuECg/NGTgN9Mg1xGm3d1bxabaCXYW1W9iumhb93csFdiwH93d27YqbwJ/wAhDS/+xdh/9GNQB2sWo2c8t1FHOrPZsFnXkeWSN3P4c1Xi8Q6TNpMOrR30bWU7BY5gDhiW2gdM5zxXNeJC9h4huLeEsr+ILWO3jKnGJFfaT9dkmfotVba1WLxVH4WRcW1rf/2ksf8Adi2ZUD280H86AOvk8QaVED5t2I8QvOQ6MpEaNtZsEdAat297b3TOsLligVidpAwwyMEjB49K8te6uLywFxdTPNK2h34Z3OScXGB+gArWOrTRSX9nJd35VmsYbaG0cK5ZodxRWP3AccnrQB6HRXmCanq6Rarp5v7m3aDUrSIFbz7Q8QcDevmEAn6dqs6j9tsV8UNHrOpFdFEU1orXLHBMYdgx6uCexyAKAPRqp6nqtjo9qLm/n8mIuIwdpYlicAAAEkmuO1G81Cz1WXVLq6u5rCO4jHm2F4uLUbU/dyQHg5JPOScMOOla3jnzjYaX9mZFmOrWvltIpKht4xkAgkfjQBpWPibSNRuTa210xnCGTy5IXjYqOpAYDP4Vo288dzAk8RJRxlSVKn8jzXFNLqcvjOODX5raKWztZZ9NNpGyrcFl2vksSQVH8I9c1Qi8R6jo2j2Oo3N3NcrqenGOFZGLf6WD8uP94H9KAPSKK87kHiCTU7nS/tcsjabZwnzDqRtiWZSWlbCneN3HPAxitDRG1DVPEx+36pI4trC3l8uzuCIHkbO5uMbgcD2oA626vLeyRHuJRGJJFjTPJZmOAAKSyvrbUIDPaTLLEHZNy/3lYqw/AgisfUXaXxxo9tIf3SW1xOqkdZBsUH8Ax/Oo/Ah/4ptv+v26/wDR70AdJRXnwv706RH4h/tS5/tBtT+zmyEp8ojzTH5Xl+u3nPXPNRSa/qVlOIJL6Zl0C6kk1F2PMsBYbA3r8j5/4BQB6NRXm8d3r+o3Wn2jSyuLy2kvhGt+1qzZfCqHCkkKmDtGOuat2b6rqGraLYX2ruVMFw0xsLrIlKMAu51AyR0PTJoA7e7vLewtnubqZIYYxlnY4A/z6VU03XtM1aR4rO53yxgM0bxtG+PXawBI9+lZfirZHqGgS3TYso7796X+6HKERlvx/UineJdVstOnZoLYXGtR2NxLbFUDNGqrk7u4UnA9yKAOglkSGJ5ZG2oilmJ7AdaZa3UN7aQ3dtIJIJ0EkbjoykZB/KuIkmmsk0s2+r3N+urWcxuVmm8xSBCW8xR/AN2Bxx82Kh0JpNTs7axuNUudPgsdDtZoBbzmIuWQ7pCR94LtUYPHPvQB6HRXAaJf3+s6nBdajqN1DFDpMd00cDlFd97DeVHUFRnHTmqVvq+oQa1ot1bTag0GomUot5e72ul8ssD5IyEGcYIPtgUAeiXV/a2T26XMyxtcyiKEH+NyCcD8AasV5qxedfCeqy6pcXN1e3++SB5tyFgjkhV6LtPHH41Zsb+8XT9C1xdXuZ73UbsRXFq0u6Jg2dyrH/CUx25GDnrQB2Wqa1p+jLE1/cGLz22RgRs5c4zgBQT0qKy8R6TqHni2uizW6eZJG0To4XnnawBI4PQVleLRdnW/DgsZIY7j7XJsadCyf6ps5AIP61kNc6idV16fVpobfV9P0yRLRbVCiPA3zeaCSSTuUDH8JHvmgDvo5FljWRMlXAYZGOD7U6vPbjWNUsIhpy3s0lzrlpbtp8jsSY5GASXHsAVf86ZcT6/dXurvb3flf2XMIYpJtTMKRKqqQ0kewh92SSWPP4UAei1l6h4l0nS7wWd3cstwU8zy0heQ7c4z8oOBmsjQRdX/AIn1ae7v7hltHiWKCOYiFd0YLcfxDPTNRXa6m3xHnGmTWkT/ANlx7zcxM4I8xsYCsKAOosb+11Kzju7OZZoJBlXX/PB9qsV53ZXckWkf2aWu2vZdVuEK6dKIhdSAlmbeTmNMnnHPHeodNvNa1DTbqzhvy8lrq0kPkHUiJJkEe7y0nxkkMc9OgIoA9Fe4ijnigYkPLnYApIOOvPQfjUjMFUsegGTXAQ61csdPghutQjaJb2O4jupFaRXRAQpZeG254PX1qbQZb21m8JzyaneXT6vat9qWeYshPk7wQp4UgjqOuTQB2lpdwX1rHdWsolhlXcjjuKmrn/C7lb3XbVTmC31FvLAHC7kVmH/fRJ/GugoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACs6/wDD+japOJ7/AEu1upQu0PLEGbHpk1o0UAVE0rT44reJLKBY7XPkKIxiPIwdvpwTTrfTrG0ZGtrSGFo4hChRANqA5Cj2z2qzRQBDNZ21xNDNNbxyS27FonZQTGSMEg9uKQWVqL43wt4vtRj8ozbBvKZztz1xnnFT0UAURoulhNg0+2C+W0WPKGNjHcy/QnkiibRNKuY5YptOtpEm2+YrRAh9owufoOlXqKAM+LQdIgTZDplrGuUOFiUcr938u1TSabYzC5EtnC4uwBcbkB80AYG71445q1RQBnyaDpEt+t/Jplq90mNsxiBYY6c+1W57WC6CC4hSURuJE3qDtYHIYe4qWigCvc2FnePDJdWsUzwNviZ0BKHGMj04pn9l6eYILc2UBitnDwp5YxGw6FR2Iq3RQBR1DRNL1V0fUNPtrpo+EaWIMV+manis7WGdp4reKOVlCM6oASo6D6Cp6KAKd5psN5d2d0zMktnIXRlxyCMFT7Hj8hVX/hFfD4uftI0ayE2/zPMEK53ZznPrmtaigCj/AGJpQ1P+0/7Otvtuc/aPKG/pjr16cVI+mWEjXLPZwMbtQtwTGD5oAwA3qME9atUUAUrzRtM1G3it72wt7iGH/VpJGGCcY49OKkh02xt2haGzhjaBDHEVjA2KeoHoKs0UARzwRXMLwTxrLFICro4yGHoRVbT9G0zSQ40+wt7USff8qMLu+uKu0UAULXQtJsZJpLXTbWB7gEStHEAXB6g0258P6PewwQ3Wl2k0dsuyFHhUiNfQeg4FaNFAEK2dslw1wtvGJmQRlwoyVHRc+ntVO38OaJaTCa30mzikD+YHSFQQ3qDjrzWlRQBnJ4f0aO9N8ml2i3RfzPOEK7t3rn1p8OiaVb6g+ow6dbR3kmd06xAOc9eavUUARS2tvPLFLLCjyQMWiZlBKEjBI9OOKiudMsbyZZrmzhmlRGjV3QEhW+8ufQ9xVqigCudPs2e2c2sJe0yIGKDMXGPl9OOOKgu9C0m+u0vLvTbWe4TG2WSIMwx05q/RQBDFa28EsssMMcckxBkZVALkDAz68VUv/D+j6rOs+oaZa3UqrtDyxBiB6ZNaNFAFCXQtJn0+PT5dNtXtIjmOBogUU+w7dTTG8O6K9q1q2lWZgdgzR+Su0kDAOMdQOK0qKAKUWj6bDFDFFYW6JArLEqxgBA33gPTPepF0+zT7NstYV+yDbb4QfuhjbhfTjjjtVmigCnpumw6XbvFEzOZJXlkd8bnZjkk4/AfQCrlFFABRRRQAUUUUAFFFFABRRRQAUVm+IpZIPDOqSxSNHJHZzMjqcFSEOCDXHslzbeEbu+Wy1iynGn7lurjUjKpYgchfNbBPXOBigD0KiuJTxVrM+pyQWdqZIVuGtQps5SFIX/WGXO0/N/D1x3py+ML27tGuYG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Figure 2. Existing reservoir storage allocations for the three defined purpose water pools – flood control, flexible operations [previously water conservation], and recreation.
![](data:image/png;base64,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)
Table 1. Existing Riparian Release Schedule, please note once the lake elevation enters the flood control pool releases up to 7,000 cfs will be made until the pool is back to the target elevation.
What things aren’t likely to be changed in the Water Control Plan?
1. Corps maintenance of a minimum 10 cfs average release for downstream water rights and riparian base flows.
2. The maximum release possible through the outlet works is 7,000 cfs.
3. Maintaining flood control releases when the reservoir is in the flood control pool, barring unusual downstream constraints.
4. Operation for fish and wildlife benefits should not reduce flood control or recreation benefits.
5. Bulkhead can only be installed when elevation ≤ 1110 ft and putting the bulkhead gate in place must be placed to inspect the Dam’s upper conduit.
6. The Corps must be able to conduct routine inspections (i.e. upper conduit, gate maintenance, etc.) at a scheduled interval. The interval must be short enough to allow reasonable confidence in the operational functionality of the Dam.
7. The Corps must operate the Dam in a way to minimize the potential for the probable maximum flood to overtop the Dam.