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Brian A. Akers, CFP®
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(/figma)-->

Brian A. Akers, CFP®

President & Founder

Financial Planning Advisor

Jeffery L. Akers, CFP&#174;
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(/figma)-->

Jeffery L. Akers, CFP®

Vice President

Financial Planning Advisor

Alex J. Monk, CFP&#174;
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IpXM8T+FissDUh06TwxspYfcknuM6Kw4jGBOhK2tjdcelrlBuwsS4mh5DmxSbiWwcjE9nhyl2EbkyKq6XU+whclV/toMBQYLt1qhaMbt3SLm+H43He7idaaEjFSN54RCrPIfw25vTuxjga6TcaFdIwqjv4fpolIqncJaZjzGR/OBTO8z5UNc18B6VaSmMVXijLs1vCnknGS14IjPYdwtAjUBh2DoxMx3iYAVsdT+ZpwsrtxSm0IB3VfGVLU5fGCvD6dFRBMWyqC2PYTeFtiq0QjDvY6LKjhjqvPBodJIFxEqzsKUwjDkOlpiylKUkQ58/lSWN2olCevHiznR+O1dhAn+PxhhspEbMFTm/vMxYuLzENCSNmYpQyuD0aG86zsSnCsG4IeJfwbmQlAIMnCoZXAGdv4XZIEBh2FxsngwNQy2UnIGG+gEnILj+VjxhSsA89VhyWpUsA5gH+qsx/Xg/xokX9jHW95NxvI3ggCOnqlMpZ+Bb+lo7QjrFwZWz8TBapkGKikTW8+TbGCfIP/NTqhlOg+M9Hnj3wEaCOJFc0tl0Ak/QA60eT/bHvOKdgKcqcS1J+3lXjGgV61prK/++G6VYYD2/2jCnaqlydrw3TtJDCOO41DachnF01Cm14yDG2UGydye4t8qMD4hKZtzfT+MFFrw2j0bJMdNovUyRDTRFilxJZ/M4GoFjNWSOVD7rTPanWC0ltyPk6FgvEJgMD8luyo5mfJIM8/v5/IqGNbx6IJAWTlXqnGkoGm5teLoHXtMf+nnOhBdkH1vW7kDt2/LMIAh6IijxsNiZJ0NrTNEZwY7JfoLowWrjKy3z3dgHXLgC8o+XhWFIAXjQhCbqJC5wd5ZftEnCRY9BLL9uq+FqCfPIOesZWjA3MkLOv9I1e311flnNFNhEdjuYM2c55dUvRilmzZthvOfrS2Be42VvWfKcAD2H4kucz5zmIH88Pc9uzmYxcouKF2OvICsp74UpS5KVO04vwnatbKi4cL9t7uB6QN2ACNwkZq+/MthVdxIGW/5aQjHgMU9dKeq7ehs1wHwRYOuHZ6fCWEuP9/dxwQWPVzuoGuC6wGVYUUstRC09OWCY9LjXYhGBopaip/44/BaYe7xgguamhn5EKGyKncOd4P5KilVwtKbzYRyotzuE3e0U5LVMl52tTJgwnNagZ9vZlaDZ2TVvBQBkR21YfMtBillQw0eFjPhTDAO5pYig2uT4KEDswU6pwFaTxRuqnVRTA3opkvjBMcJ1nmGrw8zMazNGMR6KHhPrW8hQWJ9aNogsRBXbmoeMgAW8k5S/3FgTiPWl7QYvK8jsITXmFZd2kOyhGvdhvrtNipH98KFm44Fe3SbUcXuAizdAjeyhakXnLiWvknD11pGlLHhaJcsalS9gcsyMS4g5paRkn+DRsbwhwzdl/s5ubTfjQzgf7AN5yo+4IJgCnmsGu20b8dF2Os2B28KDHrtxAYebef3bE2nOh8WYEd5CJwfm5ACGQrmKVFdBjQQPOHM/z4q1QO0dHRQN+PZ4nkAfOUrS2Tg6VT64gVJco8rloK03Pj5Isr2qNlMI7IbPdP2PD27raXmqz4/H0fFkeKg/qM8UUX9whAIXgQAQQaBWE2AtSZvxOEYJCj+rW1Ooy+20G7GKhm3ytc2exGTBYU9GM1aR0CrOQG6vGCrEHpNbHpnzSIv6FbgxGVB/TKCE8adq6ycz2zA6gFe9ZnaIIkqsCEMBmvjYDKudXzu/RdQqqGZ4fEE3vCBU0takJyaRMmaDrSa9tgynlQzUHa/D/fttNf1VDWnyF5Xl/loG6o7X48tiO1svEN35xUPktwWACwrQxDekDMibKNbRatKXIAUVB4SLBaI73ziCoyMM4dkTsS4vVVDNYEbqYZeTg9qXS0x3b5aZ1p6w6OLk7jtH1MzWEbIW+q+w1aRmrPIXlrqa7K6ep2p2m186qatTJTivLRE0U6sc3tXWhGHvP0fUzFsoRath80AV1yztSmH7YA7rLgceEh3Mo9khnQSrsS6ed4akGW8U1PyNYF08/yxNs24zzh24/lzVnGB8wTJFs3WOEqxSJ0EDlheiyTDd3U3VPpEdltbFi6q4ZuktEPchtu3bGBssn1bFNYt7WPx4A4sBEWoze7F48b3o+hMPGAYycXieiJeIT6+gmuFJTbGimXipeEmB6E5f4+qnKS8Tn1FiujugikpWu1BAvEK89B5k/UFY9OzkPyR5pfjMc0TN3CfdQjYQzxMvy2HdtUO0cm55gfisZYpm2907+4uZl4uXn6Vp1psn2dilAWHYzz5P1ey3sKuMPeKpeLuUryhR3f8UuGEqTSLH51QJmudLGSPZcXBPvLLEdPeb6Ns9hDaO5Z+bw7rry9RkmeefleJVOaL73hyrYj3FVab8vAzWPQPk3xE2TvXLGfiUeLV49RmSZnyLjvcgr6jeL+XnL5M0X8SRTZWCUsSgeEJ8wTJFs+1hT5vqWifFRaT8wgquOYb6UMlJ4P5XXC9R3T9S+zs2mFXxUAbqjrhMI1ZW8jx8hqQZ97lAW/H0KF7MT3HTKR+pEjTPgV6inEiuR5dJmu8Q8Z/9XOUNIikQ3fm0wrMMgii+XcU1y1iRvGjEcgEsR1Vcs0y4MyLxq8PrNEd03yxVlQStg4tw8eUlqvvn+7w/6iIRN5NUpXsk5vQcUTMv5nqhpi3kLSlwXVagmuFEL/wmNNRGzb8H9x2luAUqkp0KYLEp7iriDVxD8aczTXGa6ppNaVmWed8pxTNJqqmePpdSLKR+BaDig+rh960jvMme5D2cMM/tX1ll39HlIvb/tzFisvdSCzXPdNLheYMTxBhftdQL9e8ujiMUZyXH29VNWMaCOQ/nMZMFjslVrq+ucrXhC4giZIsqyzuqLO4ca4ykJ/GSUiEHY+zz8eipeD5F17PVrl72Eq1fwffx3nK+M/MucYhLrPO9LWwhVF08jaeZSjeSfCrGuFir0Ly8epvg0YZuhyn8tJRfK5H7shM7KzlEYog3nBmOwerwHGBDLGvArys7SrdRsYjw/HqJBIhyJhqzjMBsvyG/hsHurBdRCfnG7LKlGcP0yYwjY1W/SfJ+CmUktt3prBPvY/XK+gCx9M1LDD6z6RmObyk5NqeLxfToHlK+9SzPvQR9W8lU9iSsMvCyjskwnr79LE+IzWeZ5Z20FkMMM0zhi8g4EXYCxtd3SO3b8F99j4P4he2U53+XRAiBNVsVdY/yLomnrZIWYgFEB5wlqVner3y3jKPiVzg97BawMw5H5c9hPLx4DZXSwdF0uuC1ET77XplMDuFWvFseBzoXY7nelZMDlTDLjnfnHSFirCT/QE62VXopO36w6FBbV9nxQ3kH942S/N6cXNGnxd+/UA30/6xM0qILNv0e4Lozp3yfTAkpO/ycxBOeQpf97hfkcX4jBjNUk9J7JI5QWJQ8Bvfw4ocvYUlXn69v4uUPDp6lpR/OljTgGJXl/KDEU1+lq0yUH5B4+0vS5Rz5Phkru9GoZorrBgKg/yg4g+k+CiFolYkC+f0g96aT/myELTsT8WOZmnA5+MdQcaNX+LgAGZY07AaYwk9IXKjAEQ+T8QhqNZMTpAbehP1kxbk8JLx4foIXC8rFED9FQROsIjqVedtIJiWJP1zcED9D/9fZIruDe4/E1psqIcVR/UMSa6MyB9TCtyHYxQ28S5bDh8lRjLICPvqBKmc3AoL/VUT9vASS91SC4YNyFGPDmigc5xcsGIoUfPChyt2Vrt2wM8hflPd0us2CFY73YRllVwUflnj3hLmW966OKoJ2Ms9o4EV0gqkeKA3U7N4n8Tg6PVGa5HlZdXy/xGNp1sFD/wKCcwas1S/lfaU6TjlpBBgeVs9xmOUN3o9IPLiqPSHTbQMn+AX8q4/V7SxpvYqHWH3PwBlBK/kRvD4eINuN3IkbtvRPi1Ixl79a0Pf3lzp+rbKCweH0eDwKjrCZmOoxjH766zJlQaHLizfiMVeh5cEiq5uwiL+pu6CcKtnLjo/qjl31HtMSv6VRXWsD/5gyB7KKuiYK8QQ808GG1eVVwm/nuEo4vwMPztIx2TfwLJykFl5l8Syc8cWjncxAG3gi1gbiQhW3M78s5e9BDNSHX86D4xljOUtTTE0m90tmXhYQH9fqZmUWApKTauGBuRCQZhKeQ8AnZPFeJX5f4h36dnwazpODA0TwJyRIyBkM/S14wkxI8QdlRFYcJ4Ud5CflyRQhap9g9t4hXlFpnz+Et+AmtP8cGfJTWn9vjhWdnxb6/9ESWS2vg1fbFCXjf9Zd2YwrXW8U/yXrYiLKPoXa/PHjf9U92ar7am3XxX9bourNHOT/LunqLNdYV2/GmACyD3ImJoonqf+hv1KjqOGDeLyP2vZ/ZkVJB6ZMEbHyf5Exs5yHbRyud7rD2zkUejT+b0j5x5Kx00FtqJb+o1L8bzyXnXuNeqcUf8IN4Mw/DLso/g/XmRmTmxoiQ3xEiv9b0mwkG1D+VKLzORXBpeosI2K99P0hXmalwXEK1Qy8SKYLOHlDyL3jMayhVPiY5F0mqxWlbSc+icdgUY+ZKDH5q09cTG+WH+BFxG/avr7x7vdKRDq9Jp4zAOFycdDRvyqrefdwNuiibwgxGKqk34UKuiNFQMnlm8vie1vxGitJKScEGduErJCW9gNMrOiobAe15Qip38PpG2XaKjeelUIXU4kUxqWSrYdFh3ExqZIWghUlmlFSqlosFWj1kqccsKLFPZMnny3oJ+hXYtp8Gsgpev9dY/Ib33MnWT+/I10oBzy33W9ofVtIc+zH/eVFuNc80gxI/LocupRZtql3e9HYtm9tuqZPD4G7bPfcXVzB87fTuHtXT1/y5qZ7Ew9XNmDDCx5FUwt2ndBqDzz1C9T6drleBm/F+UsHvJdImFpRs7E+jhVvYyY6FxqGftZXBx2si7GTxHeYR+F9w2hyEqUs6nACwP6IJ3EhZ6iBxpj2CfgwX0PhzZj24J1mTX+0paXV1T+Coij976BeJaTuV0I706GyK+xhVMjIM3pt+AOEp85KtMbJ8LbA++wIOy9u2uG8/F7bt1g3aUwwe/BnNVRheCPUxsAmrJdcyNpUQ9kI8nC6SGfTRYYa6Z1olsG1sx/rlNGYaizj+usEzPLYcMqYy/rq2WebyEsz3EMtnBGOeqIBW6cIOpRNyD2wpbGH4AtwFI/5sIHhstFTZGYks8I1y0OMMFquv5s5l2/jXTGgF0kcDlUi8/D1nkr1OKRhhJUpYkgN9sd4t5zEdwrEOKdjkzrWAOWzAQVzSdK25nQmvfjOmSlgUqNCuT9BgC4r4PHxA97NX8Y6eOtUapubrq9BabndrhNqxFj+dDs+3ecdD15lZkrK/8MEYPMDKMDjqrFA1kgX0dEMSPYSlm3T+GRveVa5YR3k/btwNiNV/IUr4clJj62PFPAD3GAscqNqhbBLCXmeHMAOOD//f1hUC82USMWfIbNXlawrD0fNWcZKo4+Uo+UI49rSv6XI8ppO6xMaAk9cw+zWoY6EeBDrhNdg+Kow/yTsf6Si9FN4Akrz2EMBsDbdw0AnUEusyvVRzOzR0zIvYPWwoCoWU5QqckNPI4+/FJWIxLvOcrSkKDnkJQw1h7Yb4rKyS86T+Quc574lunePiMHnobiyyFly8U1GI4Lg6gxYuTCp+HMprwVQGKUBXjaePI5xscknVmwTmF0vyxS4kEBpjHUmQds37caLCDIiYcg9PP2iPI3HLN/pAbB3F8aHTYXxIDWEP8rqchhQQQG1SSmR13V12iDH/0LKhpIt7sqVFHVWNM6svBoNUZ+loi7WUp6vglhdf6NnPcdDDvs6cSHHLZTDWBhFfr3YmMGS3G8b4qICM82x/ygUtTJDBgIv64G96HQ8jUYg3Jcu2SuBon8p5ZXKRArTvN0QV/chaQfFHqaO+V5T0p3Uo4Gj8fjUPV6kySi2J8MxPATbowpSKe5XjB5MiGQXigdwiMCWLsWDzWR/3zo85ga1XhkTjih1YOORdKRfinvohlHh52qfUILqGs6s1dCYkyoXwjQxwsqQ0lNTXbBAo/AQY5OEIVaRYRMqD0u2EzjdfHh4iiHk2uw8bZ2q5nYz6hNokyuLXu01WFlom80oFc8askZ0k8OQq/5XngMAAFVSbWxTVRh+33vabmWfQBmum6xs2VoZw3VbtiHc9yRC/GGmAxeNaFysWpso22COYEDWbmMd1cREEqdCcPuBEkTGdE4XNX6GhLEt8ysxJsxNwpdMhUHU8Vnec0op3PT2ee45z/u+z3PuRTRAgEUggAEWtK5uenZTg7+xBWyYHAQAO2TCPAAErYPFYDGsa3wBv8ubUKQq4EtDBqqC+YqXtY6OjMRvtbCZG9mGdSfkTmnW7/q4SxLc7JPSBfBwJ8CHsYY7ENJ0zwh8U5wG6bqxAxZ0AISyYCGDK7uNt51Kk/NyXud0LtxtLII8cHH3fCiAQihC5Fwxa0L9cUQEN3i2czXe81BTY8tL/uZmXwvc37T+OUg8l+jnJcgOxR26R/yBTet9zbdL40veu44iT4insCKGwbOi4+r+/UYHhEpEoKYqYlGDk9j7BitH5x/7i6v4PfBGiDdaw9NvQLLdbmBizK3JYASfyawWjuiiwZ+f3rs0NfDU6+NHd9GTG/aULrGAtdcGt1fpHPGSclf0UcdAob9/ecOJC7aaP1qH/9nLJbNzAJbCMghiCLENoR2hA2E7QidCGKEL1buIILyF0IuwD6N8ZfAdzXgPgwghg3OPoHGc09tw0ApYUzVM4/+XS9Fw+oombzfOk26vRwpR7JbBF3LlgZkyuaAvSYq6IZKB50+RwnXLPyG98GBqOy3uL5OHXaUkzu8rkpX1n5vh6bmsqDBFZf1len/36i883iMaRbalW5MdWetIK4ziJFIlWx19pu6x+as8szrSRgorygdiC6UTJ0gpWC11ScPpHHkw9wl695xbiuKubm09ngVQzfvs4jZTnC2a0aSmyi7HRkdNcTDXKa2PpVP7mwUyPL2WxFRtiexe9Rop1KkUWfbxBKX8WiCPXbpO4useJ8fLlGeu2OWud7KlyO+/QLN1BXqeQrbYo8nOv18hraisv49WTmbI41scPP4aiZx7J8z/PMdIoU6lyEbzVVIK38k1pEumatM42VbSTv0rerh2mxnPAvjAp/PlyslxEorwodHC39Ll5dYPSGw058gf83dToQ35Be4kY/BIluSDI+OvtbPqKMk4MPMT8VdNhu/kDzEysOdQgmjNi1+2JEj3qhSpxYqIuY9f0sTtTZbVEZTaw2HXeVKoTAFO1Y7R2aKPiJ1PavL9v2co+ssQiYryi2ztW1KotHqhbuh3rdjy56lYSa/zHJ/AmEaj13koQVQzQ20pAnAD(/figma)-->

Alex J. Monk, CFP®

Financial Planning Advisor

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