Meeting_Body
FINANCE, BUDGET, & AUDIT COMMITTEE
APRIL 19, 2017
Subject/Action
SUBJECT: FISCAL YEAR 2018 (FY18) BUDGET DEVELOPMENT STATUS
ACTION: RECEIVE AND FILE
Heading
RECOMMENDATION
Title
RECEIVE AND FILE report on FY 2018 Budget Development Status.
Issue
ISSUE
Prior FY18 Budget Development Status updates included the major budget planning parameters, such as projected sales tax revenues, changes to the Consumer Price Index (CPI), and expected transit service levels. The FY18 Capital Program, which represents the budget for transit construction and state of good repair multi-year projects, has also been presented in previous updates.
This monthly status report provides a preliminary summary of expenditures for the agency, detailing the remaining FY18 program budgets.
Discussion
DISCUSSION
The preliminary FY18 budget is $6.11 billion, an increase of $83.8 million in total agency expenditures from the $6.03 billion FY17 budget. This increase of only 1.4 percent demonstrates the agency’s commitment to fiscal discipline, tight budget controls, and continued emphasis on accountability. As we continue delivering the promises of Measure R and now Measure M, it is Metro’s duty to exercise careful planning and to responsibly spend every dollar the voting public has entrusted us with.
Figure 1 shows the $6.11 billion preliminary agency budget amount by program.
Figure 1:
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)
Metro Operations
The FY18 $1.7 billion Transit Operations budget represents a $98.2 million increase, or 6.1 percent, over the FY17 budget. Figure 2 shows the preliminary Metro Operations budget by mode.
Figure 2:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmsAAAClCAYAAAADMboJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACxSSURBVHhe7Z1fduMsD8a/LeW2G8kOuoisYu67j17MTua8i8mHhLBBiD8OseOE5znnd6bGgJEAobid9n9OdwAAAAAAcEpY93///gEAAHgAxNAx4L8xZvPfjPY6WGYFAAAAbRBDx4D/xpjNfzPa62CZFQAAALRBDB0D/htjNv/NaK+DZVYAAADQBjF0DPhvjNn8N6O9DpZZAQAAQBvE0DHgvzFm89+M9jpYZgUAAABtEEPHgP/GmM1/M9rrYJkVAAAAtEEMHQP+G2M2/81or4NlVgAAANAGMXQM+G+M2fw3o70OllkBAABAG8TQMeC/MWbz34z2OlhmBQAAAG0QQ8eA/8aYzX8z2utgmRUAAAC0QQwdA/4bYzb/zWivg2VWAAAA0AYxdAz4b4zZ/DejvQ6WWQEAAEAbxNAx4L8xZvPfjPY6WGYFAAAAbRBDx4D/xpjNfzPa62CZFQAAALRBDB0D/htjNv/NaK+DZVYAAADQBjF0DPhvjNn8N6O9DpZZAQAAQBvE0DHgvzFm89+M9jpYZgUAAABtEEPHgP/GmM1/M9rrYJkVAAAAtEEMHQP+G2M2/81or4NlVgAAANAGMXQM+G+M2fw3o70OllkBAABAG8TQMVL//dyv/nBSXO63v2m7bfy93y7Uz/X+Y15vZbT980j99/nMaK+DZVYAAADQBjF0jNR/kqxdbve/umwoYUOy9inMaK+DZVYAAADQBjF0jNR/VrL27/73duF615+1bBvnSa6ezWzrb0Z7HSyzAgAAgDaIoWOk/utJ1kKdy/1C/y4JWHgDJyR9NN6s/b35vq43Kfdcf9I+12RR97eO+3a16jvCMxbiN4XaJvevTi5/rtxOJ6xUFl9/OjPa62CZFQAAALRBDB0j9d+a9OTfBtVJmZXshHb6ujNZy67DMxrtszEVxnP9cV9X7kc26beJP5wExjZ7Zlt/M9rrYJkVAAAAtEEMHSP1X0haNLXEzCFvnS63v1InJDudydbyZq2UTHUma8X6gVAeKLV3JGMy7gvUT3z96cxor4NlVgAAANAGMXSM1H/lpKRWJ7yFsvBvphrJ1u7Jmtx3+IQyXJfaqz5kfHEyGqA+ddknM6O9DpZZAQAAQBvE0DFS/1lJi8aoY7xZS2kkW3sna9nPm+n6Bbu53eV+vcZvCVNmW38z2utgmRUAAAC0QQwdI/VfIWlJsOo0kqXW9UHJWuh/fRNYah+QcvOeZ7b1N6O9DpZZAQAAQBvE0DFS/5WSlpiOxIYJiRDx4mTN4f+DQOB6vyU/U1e2O7QrvTWke1b5pzKjvQ6WWQEAAEAbxNAx4L86IVnTv7IjMJv/ZrTXwTIrAAAAaIMYOgb8VyO8LVzf0Glm89+M9jpYZgUAAABtEEPHgP8KhJ9zc5TeqhGz+W9Gex0sswIAAIA2iKFjwH9jzOa/Ge11sMwKAAAA2iCGjgH/jTGb/2a018EyKwAAAGiDGDoG/DfGbP6b0V4Hy6wAAACgDWLoGPDfGK/1H/0HiPJ/ftiD2dYL2etgmRUAAAC0OT6Ghv8hmHP9Cb/fS/1Qevg9Yupg9b8WYi0r/dmm2g+4j0L9W+XPZT+fMdF/Bsj62Rl6nlW+Oy+y+Xh717Wz/q47v2aOsFn8yzIrAAAAaHN8DJXDo/SLY8MhGt3Pf1fXmqCUfy1E/otd9+AY/+3os+QX6oY69p+G2oNj/KcQmy+3m/Or/gW/+3K0vfwBhtYFrxGZd7Z/330R8OvNy6wAAACgzfExtJF4OHyiIYdnSCaW+votk33ohLdse789OMZ/O/pMEr3w1uUovwWO8Z9CbL7+kF+OSVoCR9vL60Ila1RW/ju0z4XsdbDMCgAAANocH0PbiUf8tidJQvh+OGBrb846nvEkjvHfnj6TvpM3a5ZP9+ElZ/jyJvJy2BumwNH25m/WaL6PeYtIsJ9FZgUAAABtjo+hfYmUTziE5W9exlQSC/W2aE+O8d/ePpP+O57xbI7xnyb4IXBs8mKV78c6t7QfOHkz18Y+iI9ZZgUAAABtjo+hUWIQo5OE8Kao+OajnKzlb5b24xj/7eiz6I0cXXvfldo/n2P8Z5Mktx+1Xkr4+advcS+275yci39ZZgUAAABtjo+hfW+J2vUab4l2PoQCx/hvP59lP6O2/DxXaLMvrz3DyV/hPxgcY/NL7aW5pbXBCbpLTn/k3x2TVLLXwTIrAAAAaHN8DN0v8WDUm6K9OcZ/SNb2wSdrPwfa/Ep76W0a/2gA20trwK+XPe0mex0sswIAAIA2x8fQ/RIPRg7eI/+3m1X+XHb0mflt0E/+Ga44QSV/ffav7ljgeZZ5x5s1AAB4L46PoUjWtnOMzzzHJWrE8evPk/682ue/SdT/sQA/swYAAG8EYugY8N8Yr/Wff7OWJK47M9t6IXsdLLMCAACANoihY8B/Y8zmvxntdbDMCgAAANogho4B/40xm/9mtNfBMisAAABogxg6Bvw3xmz+m9FeB8usAAAAoA1i6Bjw3xiz+W9Gex0sswIAAIA2iKFjwH9jzOa/Ge11sMwK4NM4/n/tADADiKFjwH9jzOa/Ge11sKIb8jtmmPhgL5W/iPBLCBeO/b02fRR+H88h+PnSv1E7UP59OEePWT9v6/U++F/4eJQPwLtDe8oq304cZ2NG4tvRe3o78N8Yj/tP/LXz7wl7NjPa62BFN+LFHi1w+W29l62Llto9+0+WGL+wMftzH68isfd1m9z7Q+ZPEtvL7ebmtvWbpo8es37e1uudWHx2zC8FBe9NGkNHkPibxMwQkx9d8zvsmSfHdfhvjMf9J75BsnZqyF4HK7oRjLner26BJm9mpKx70cqB99y/L1dy9kGHeI1d7H0E8UXwkSS34c+CvMw/Xeh5fNW8Kh8CUCGNoSNIfFMxZOzPFz15D+0Q5+C/MR73X+k8PTcz2utgRTdWY25ugYc3C/7PLLiybNFK/cDihLDAA9Qm9H3xi3Xpx6ob+lcYb9UC6du18KyQYHrSN2+lscft1VjDRlsIAcCywdrkNVvDM73vQ511zKptacHpYBC+Bcq2VHzL6DG3xqRYnh3WSqif+jq3KTxv63VcFojvPe7To/++H3hfaO1Y5duR9Zoc5Osa9mtTXxt7Io5TVtyO75sfwtP9mj8rELd5HOrLKt8O/GcSj5dY/BN8Ec45TxLfddskJq6+LJ4PD/uqDNWzyhc+0F4HK7qxDuaHEzRvJB1cl9uPWrRrXXMThEFrR1nGL30aGyei+u3OJJEL/Ya6od/w7MbYa2PNJr5kr7Yl9FmyVT8z7T+2vd8PVKYDRGyTZtuYsvbLQpX2y3Vor/sfvd7Pp1UfAxBB68Qq305Yr5p4z+o9WFjzOi6V7ocPc6X7pf6WODcOPd8q346MNWNm/8nzw/PMc7IU31Xb0v1W+3C91VcFZrTXwYpuRI3pQdyJX8zXH7WoEyf49v6AE0OyRWkMzOjDLBP6k5Tys7hta+xVJwY/BMQfmb1tf9XHnLYPtq/925R8tPzRWSbYqVFjbowpa9+cc91+8HpPn1p9A2BA68Qq346s12Q9hjUb9nRjT2XrdvS+io2HJxtbgP8yZDzmmdnyxcLqQ0+4/2xfKl9JmYbaWOXMh9rrYEU3osHwoqKHUBn9mz54OegM2FHNg3vtI3GsYVDPvbSv/Flx2+bYrfahzOGfH65lIjJ7bX+VbdXPVBO9XK8kfQnmcxjqP/wHA7tt/szWmBTNOS/Z9Nj1rj6trUMAImidWOXbkfWqD/INazrfE4/dt+A2Rycbm4D/NPl4Y1rxUe47Et/p+4O+tLDH66H7VjnxqfY6WNGNeDD0IJfx3dxCX66pkQy8dZh1JGtmH9V+jT6YgtONZ7FTWmNvtbfqNJK1tq36mdqmCGlnbfjyYqX+XV+ZHTEtP1bGRBycrO3qU6tvAAxonVjl25H1qvf1ljWdrdvR+4oPT9Y+zn8yHjve9/mieOY93Zd9zGivgxXdSAezfOuMF5Z6cGvg4f6yKHX9qGxpo/swEIPjxZ4nKKHfUPbg2OOxqueuWXLJ3kKfy/W2MYW5YHtkw5uTrhbE6hvqf+uv7qiPKWt/dLK2o0/LSS8AKbROrPLtyHqNYhvh12nYs2qNhz1XWvMhbj16v7Sn1BhHgP/GqPvPHq+Pc42xBttkrMUzr2Xrw76ymdFeByu6kXYWBusNtTqW+gvpQ5dkjzeKHmgg9BuoD5xZNlhAJx/rs9b/tVGos2DYpca62uPr68QntdfyV81W/UzdXrXN/ChkCZMedy0B0c9sjUmRPbvXpkev47JAfO9xn6YBHoAytHas8u3IejVI9uxyCDha/1vRut9qn40jvqfj3Fr+KNSXVb4d+M9En5fd8VmfHfrMa7cf9ZUF1bPKFz7QXgfLrPDeaKfOhCygzHbySXthAKLkQwBy3juGGgfOwcB/Y7yP/57jqxntdbDMCu/NzMlaeCOKxOxx/PoJ3xIFoMZbxdDlrUOIDxIrozfxRwP/jXFa/+3kqxntdbDMCu+NOGnaNyPefvy81YPwq2wku6CPd4uh68/iBF671uG/Mc7svz18NaO9DlbUMQAAAAAAOBGsOwRBEPSYEEPHBP+NaTb/zWivgyVFEARB0FYhho4J/hvTbP6b0V4HS4ogCIKgrUIMHRP8N6bZ/DejvQ6WFEEQBEFbhRg6JvhvTLP5b0Z7HSwpgiAIgrYKMXRM8N+YZvPfjPY6WFLUqf/+3L98Y8XX/c9/UgeCIGgSNWPo73cSK79/pfzZ4tj8fe/q3qqrYnsyTh33v/7cm+G+czzUX1Xv4j/nkT9f6zi/4gMx9l+P70jv4j9rnMkzK7mBGlsg8Z0S3T9cvfaQKnP935+vpZ98f9lzLfVZUtSpUqdsTHthQRAEfZKqMZTjJQV3d5B/u8BdCcpj+r1/c1Dv6duq68uWA4TjeXQo0fXGU/73u288n+E/sTcczsu4+Q7XDwkIH9hNX/aP59X+y+Y5sd1pS27QUXdzzjKqTfbU5pruST/UR5TIkQ9LS4LsdbCkqFPFyY4GAkEQNImqMXQJynJYSvEzFT6tf31/Nw/iYl11eLia/JYoHCB0mNTedmTi/r6a4yF9hP/cV8XzLzsz62fllvGQXuq/rnnuzQ2oXvvNX9XeQ/TgXMf39NfJ3ktF9jpYUtSpbDAimrTgZV1HX1NdPwBHzyRCEASdU9UYusS+HZONX+qdvijE5kj9deODkxK3LXGa6ru+O8ZD+gj/1dpm9+rJy5bxkF7nv7555uSzkowE9dar2nuAquOsznX09ZJE05f1BNXnSV5S1CkeTEi0UpZPXnrAybVaqNGgIQiC3k0U+2oKb0qI1luDITUOzUSNuumB5GP21/LzWPXEjdryWdA5no/wn5xjv+ZYyX/rdbCnacvJ/decZy5vrxcvSvz6xteydzd12VOf62wuqM9G/iP1WVLUqerEiBG6TnKdGgNBEPTO6ouh/s3GH/3zPc9UKTZbqtT1B4qO3/EBRTG89Bx3Lxw+neP5CP/Jd4uWFxZ8HfmM6/tD+uvPb19icmr/bZhn9kXjmRt832fvjmrZ0z3XUYIq64fQdaWcJUWdKjo1SsJ0nayNr0vPJpqLFoIg6KTqi6H+sOSfHep8g7BZGw68Ul2fqLXehFD8tusk39LpHM9H+I8O2+QNSW2cZf8lOrH/ts1z215ed52D6rN3T3XOH6tSl9YM2xzVMXxJ9jpYUtSp4sRUHlibzJ6sG4Ig6KSqxdD1EDp5suGUvVErqnQAUfn6ITymZi/dL+lt/Je1rYyz9zmd9Y7339Z5Lq2XVVv+Aws957Vq27OoOIc0D1a+lPctvmVJUacKD+dFsXyy8JMZJi4JAtw+GgySNQiC3ljVGLrEOzksOd51BvqtKh4MhnRdHZdj6RhNdRs/Z8PqHM9H+M8pSTgSn6UHMNXreov0Lv7T49y8XrYlkJtzllFtsqdzrqnPpTxqY8w52etgSVGnuDOfRaekD/AJmr/39eePG4yezNDuyQsHgiDoQFEcqyqJd6NvNSoyAn3xjYWqy4dKNEY91jie61jf+4ySqM+q3sB/Xj7pMMcZ26AO+rf3nzHObeslf5tUE/V5tDbZU5lrL8PeqI2eHylnSREEQRC0VX0xVN5syNVhcgfpd+8p+CLBf2M6tf920Gw5C9nrYEkRBEEQtFVnjqH//fk+/Xcu4L8xzXaGz2ivgyVFEARB0FYhho4J/hvTbP6b0V4HS4ogCIKgrUIMHRP8N6bZ/DejvQ6WFEEQBEFbhRg6JvhvTLP5b0Z7HSwpgiAIgrYKMXRM8N+YZvPfjPY6WFIEQRAEbRVi6JjgvzHN5r8Z7XWwpAiCIAjaKsTQMcF/Y5rNfzPa62BJEQRBELRViKFjgv/GNJv/ZrTXwZKiTvFvK+bGivZvWmbFv+3Y+M3HEARB76TNMfQMMmNv+hv4H/6t+uqMaP3G/Lfyn7LN/A31lo/idtU/vUTqmIdIVOclqvmix09alt8M7W5vbRw9Y4xtV3bHfwkh2ReVfqU+S4o6VeiU/uRC14TE6jEcgiDoxNocQ08gjtcq9iYxnGNz/ieArHap6E/pRAcR/xmd+p8Seiv/kT3V7NPbn/rIl4Wkiw/sSh898xDrZf6r+aLpp1ztteW1r73W/AXV7gXV5pruyVySf6J8iWwvuYvsdbCkqFOlBOuRxAvJGgRBb67NMfTV4oPiS8Xe6CApyWynpA4hF+Sbf6T7nfxHh2rpTVd4a/L1/Z36KDvnar7umAelV/mv5ovaPVM9a0u0l73F+XOq3UtUm+v4nv668qKLnutgSVGnssGIdDk53z/EE3ZracAQBEFvqM0x9KWi5MnFXB17m7G40K4pOqw+JVkjH5QTqf9+f/2B2/RtJSHb7N9X+a/mi7qfcm1bW3vZW5w/p9q9RNW5jr6OPtTU3qqROH8SSVGnCoOlB6av+wqvwuP2LcMhCIJOrs0x9IWiNwT8xkPHXjk8fuUNAhEfIMV2DfEbicpbA9L7+M8ftl/Lz5MVEpLMR+l5GN7SmAd0Yx4svcZ/NV90+km0dW3tbm9tHM0x1uc6XC9l1F/H/nCwpKhTPNgwCSv1V55+8rhKbGzTcAiCoHNrcwx9mVwcDgeDjr3ynZAljscfsGvtKvIHU7vu2/iPbddJiWGf5SMuC2fl7734reHqPNh6if9qvuj1E2v72trd3to4esbIdTrm2lm93JN5J3RdKWdJUaf0YGVg2WCiAXtk8uL2ui8IgqA30+YY+iIl327RsZcOi+QT/nqQVNsV5BO1epIR9C7+y0VJiGFj00eFdqTKPJR0Dv9VbKrce2Rt7W5vbRydY1zVmGs2Pqpj9O/zJy8p6pQ1WJ39c514gIXBbDYcgiDoXNocQ18iisHxh+cVPi+yWByShEY7Q71v1IKor/dU4SBunWu1+8V5kEtD5/BfwRes0r3ta4tE93fVpvlpqFif5tXIidgnqa/EJywp6lTh4fwza+ETASdvax2+h2QNgqAP1OYYegYZsZfidPrtNyM2t2I23y8d2rbexn/aJ2Rr8hZMlPkoPYD5PKxkI13zEOkl/qv5otdPWpnfbO1ub20czTF2zjX5aCmP2hj9k70OlhR1qjhYyZJ5AP7TAPVNJN+3jds3DYcgCDq3NsfQM8iMvWncNvMJo12cXPDhJO1jzL5EdP9dFP+AeDGJsnzLCYy0U4lLkpyxOuYhEtV5hWq+qN3L7RV15gO721sbR2P9sypz7ZW/PYvb6PmWcpYUQRAEQVuFGDom+G9Ms/lvRnsdLCmCIAiCtgoxdEzw35hm89+M9jpYUgRBEARtFWLomOC/Mc3mvxntdbDCBQAAAAAAOBes+79//wAAADwAYugY8N8Ys/lvRnsdLLMCAACANoihY8B/Y8zmvxntdbDMCgAAANogho4B/40xm/9mtNfBMisAAABogxg6Bvw3xmz+m9FeB8usAAAAoE1fDP25X/93vf+Y9+YG/htjNv/NlrOQvQ6WWeE50ALhBwlbFou0vdzuf837e/P3frvUxqxtC1zut79W/XF+rtFzmn55xvi0D1o+AWA+aF9Z5Qs/V9l7nuuPUecJ+PjQ2JtqLEk8qI0zvteMPSFOeC63v0adFapjlS+cyX8123r9p+9F/L1dknqt+gTdt8oX9vJfbU3U7hXo8/+rk7X+tZ2c147V7+vZvLb3/VpzI+1Z2c3noA/2rclXR/2/t/vl+mPfs9hUX49fI+NL+guT0F5wWwmbmCdTNkI9CFbG1z0H2gctnwAwH9UYSjGH9+rN7b3r/cb7+Nkf6MK+bO9NH0eM58s4fbwI/Um9JN7IvWIMSe/7A6tu7/v4r2JbzX+1e9kzYkLd+py+xH+1NbFpvRDBzratRNXeXUltqa3t5LxWdfke9cF+Ent5nmzbvV+8spvPwUoWttBILJINYNzXbK3f3Ci2fT3B6RGSye+yZY/xtXwCwHxUY6gcXNcf2o977BvZ5wu1Z1T2b3LApvFGJ3j6OmFJDmofJFPoOVY5cyb/1Wyr+K96L+5D0VuP6ljlzE7+q62J2r24D8+W9eup2rsnD6zthWgN8BmskjUqK/UrvmGZFcYJk1ByvtxfkjEdSNb7N04wPH7hhrqB0GZjeUh6FuIFVQlsjIwvSYa0TS0b1biWehahr+v9ym1Kiz9gjc9I1jb5oOUTAOaD9o1VzkiQ/t/l4vbZHvuG9jn127M3JSZErIlAHC/SvrKYsSQAoW1E7V4Bqm+VM2fyX9W2sv/q90pIm+qZ4HmF/2prYtN62eJ/oWrvnlTtqBMn3vw1zSv3R/aSD+JzN4XaOVhmhacQFgqRLTq9GAsLfDEi3JfrkGQsyUioH9qr/kr19XVxPJrwPE3s9Hqf2QTK1/mziNB2bW/XC2j7orJlPLpOfbxtnwAwH7QnrXJPvG+JclAeo2NvSjwOn+CzQzXsf2KJAaV263VMeItyvfp4RrQON6pjlXvO47+2bQX/Ne8ZKJ/XoHpWuWcn/9XWxIb1stKxfgXqyyrfm0fWtifMfbBtXQvkE+43OadT5Fkss8IzCZPFdCcG+r5DFgE7SCdf1uKOy7JkLaAXc3h+a/HI+JL+1r78JNZtDAlabaI86+QGuH9nX3mx5G0YM1D0+qDlEwDmg/aMVR6TxMBdEo4H9mYlPvrxrn0tsYrqX/zX1uGrY5rvp24v1bfKY87gv6ptNf81fGvR47fAq/xXWxO962Wlf/1SX1b53jyytonge/us9nbTvWWO1BnNZaKo4Z6EyQjG1ROZ/L6jElyCIxOHVJO1NZnxiyhch+e3Fo/UX/oT4mc2bQzXK9aEBtt0n/7bw33j0wstqaP7Lvqg5RMA5oP2j1WeQnsr/IB3KXCP8MDejGJVFj/lnjnOLfdqdQW6b5WnnMB/Fdtq/tvkW0bisDq0S1BfVnnKzv6r2dS0l+hfv3327oC2o8Ou9Ow26lAfNM+cn7jc6Ef+jRJAau9gpY13JF20ekHqyTIWbOwcnXzJvcQpcVmh/uro1ng0Un8oWcvbZf059GYP16X6Hj2+8OwwNle22QctnwAwH7SHrPIU2ltu32R77lk8sDejWLUlofB1C28UJM729BOg+1Z5ygn8V7Gt5r8tvmX0WdWA+rLKU/b1X21NVNfLQv/67bN3B7aubblfm0d6m8bnMdcl2/0ZHPfJfYiSxk8jG2jj4A8LdLkviYPDD1y3l/tL/6F+oX9dX40vbKhye41+vid9NVq3MXk9KveWRCpGb94w9qivrI01Pu3jzT5o+QSA+aA9Y5UT60FN+3GvXz1BWHtTlcl+DzHGxx+5p2JMEseSdtLnElcKMcLqh+/nvI3/arbV/Fe7Zz1XzVOLl/ivtiY2rZdAqTynZu++pLbU51HO35qveV1Iff7a1X3Vm7X18A+ogcukMtebbezF+t+gHu8sQjsskE68rr9e+7rpQm4tnjAZOUmmXbVRjTd+i6iJ++G+3IKRIJA8b0HGt2wSz2JzsuACLR+0fALAfNDescoD6R4r7ddRrL2Zl6UxuRKP1b3EhiROWc+NY6N6hgHVs8oDZ/Jf1baK/8r3jGdI3Wcka8Re/iuvia3rpVaeQ31a5cdQmv90/Hnu44nnlOtE5/PiM+VLactaCgEAAGyjL4ZSkG8fRE+HPtDVPgSeAPhvjFP7bwdmy1nIXgfLrAAAAKDNeWMofdpvv9l6NfDfGLOd4TPa62CZFQAAALRBDB0D/htjNv/NaK+DFS4AAAAAAMC5YN0hCIKgx4QYOib4b0yz+W9Gex0sKYIgCIK2CjF0TPDfmGbz34z2OlhSBEEQBG0VYuiY4L8xzea/Ge11sKQIgiAI2irE0DHBf2OazX8z2utgSREEQRC0VYihY4L/xjSb/2a018GSok799+f+5Rsrvu+/UuVhcd9P6Kek3v5/v509X/c//8n1I2o9q3Z/Tz+wbTJn351P4PFsmOs9xw9BJxPtiY+StX+TGNCIjSpetMLMx/svjrkRXyUnJvXb5xDVO4P++/MV2fTf/c9XsKHnvJC6X39cSxGVG4vnJfaqNZ2MM1PZdvJR6CMxTa+ZSFKfJUWdKnT6+90y4ASqOGSVd/T3t9swvckMqavvgkbabtLv/XvZ/PR1O5CGwJHU08msHv9h9kDQ67U5hp5aPi6kh0waK/yBU9rfKq7oWGHo8/2nxD4p3OfYGfmrVld0Dv+R3es4OR+QRRB/ncv7KyR5vLaiutRWN32JvTQPRRtSlW0nW2Vuqb8oX7LsDCJ7HSwp6lTpIH6HA7pnjKHOVntG7D/Kd+o5tECKn+5YkrgaA+NNFRabHv9R9kDQCbQ5hp5U4VP/l/ugWt/P0aGjpQ4h17gYQ4I+3n+JfHJS80eqiq9FZ/Af2b6eJWrMtfOgtbay9fQae9tnZVDF9trXlRddZK+DJUWdypwrysr9oqT+s08GXFfuff9ZN7PuI65nOOCPbA4icSR/GgntHGFnZGPMFWf25gQlYwqbLrZVxhmelT1TgtefUF5p6xs4VXyZ2Br5yJS8nqVBczvVl1bNX3yPnlcZfzS2MAVeBXuo3df3/ZvG2BobBJ1EtI4/Qf/9/voDI9v3KuEyDtCy/F5P93+qz/ffquRDbod66r/ef7Q+orMns5/WQOFsatbN2x5vr7Kvpqo90dfRHqq9VSP5c9JLijpVWIj0wPV1X7q50wVHA1b3wnXSd1ovSS64XpRIJYmH1U4cVBj7qtixdKmDkuo77k/3vVyrQEfl1GdXW75o+LI2XkPsj85kqNpf5Atz/NF64Gd22CPtFl9B0Btocww9u/R+Zvl9y7GjFWMivUey8WSZ/iOps6CmEEPj+F7Qy/2n7c3sV+dUovRMTfIBVu6z4+314/8K6782Jw3bg32LjVS/Y384WFLUqWURpSRvoGoDriVAcbtaH3wvclhWN5ZuV6rnVBsbX1aSF913dM0TJJ3Q1+yruH6lbXbPfbVOvhpfQ8tGoJ/Hi/1X0lCyVpifmj26HQS9gWhPfZTMPbrGeB9H4vu2eut9vv9EpfKakg+6tl7uPz3GWoy3xPVDHvGbJWf6O1yH28vji8dP9hTmZJPtUSLKPvQ+0Oe5lLOkqFN6MOLo5AGR81f8gHkDJwlANOC47yxRKNQjFcakn53VS+T7T8csiHH52CPVxkRfczt6hjGWVttsTHrhrPf0RC9Sz+A3oXRdCwZ6XImiRVgbPym+5q/X8Sb2VJ8HQecUreGPUms/u6+qh6+TT9TqdYI+3n8i9kkxQJfU9vXL/afP6gfWy6q87tHJml+7cjaZ81WxZ4vt5DfuP6pjrB0ZC0uKOmUtRD7wowEVFisrS8JooEYSVjNa38vaxc6pO2JR6V7cXzb2SLq9uv79dn38urLQPr5fa6vv1cTzUKibjX1NTsvxI0qQlZLEtTZ+Uq89W2yFoJNocww9u1r72X1VPICc/GHXv48/3n8inXT0qe5r0sv911ofW+K6Ufflb9Yy1eak1/bCixujb7LXwZKiThUezm9qlmRAHfLZYNZ7IYvNkjVVL0lE9Bjia5Ww+DdIllNScT0rK3FaF4saE/cX912ZJB5XtOji+9W2FV/qdrVkjetG/Ui/NKZiAkqScSeu4TI93ortyXXLnsL4Ieik2hxDz65sH/o9G2JXNRnjtlEs6NDn+4+k4l5JOoZTX7X47PRy/xn2xudp7Wx1d5PkJK+b++1wezfOSZft1OdSHvnA8CXZ62BJUafMhUjyiUw6AH6IQ21e7kPufX+XBxrXi/sw64XrKAlxJN8D1+0WpQsmUzxZyZjiRbQ+134WPaM95nLb8Ew1Th5b4Z6WOXbfd/0TX/x8Ih4bqTH+XnuyehB0ftE6/ihZ+zCJHWmcoQMpxA8+nJZ6K2uczEX3P0pmHKOYZ8fn2H+k5NtwHfHw9f7LE6o0xqc2aHuTMyxLgnK/vcLe2pxk9lRs9zLWQuQDvVeknCVFr1J5EUMQBJ1dr4+h7y34b0xn8B8lM/UP/A+KkhiVwM22XsheB0uKDhJ/6oiSs/itFQRB0Jvp8Bj6YYL/xnQO/9FLl+ef4/TWynrTNJPIXgdLio5T+koRb9UgCHpfvSKGfpLgvzGdxX9Pf7tGL3aMnw2bbb34PMkrXAAAAAAAgHPBuv/79w8AAMADIIaOAf+NMZv/ZrTXwTIrAAAAaIMYOgb8N8Zs/pvRXgfLrAAAAKANYugY8N8Ys/lvRnsdLLMCAACANoihY8B/Y8zmvxntdbDMCgAAANr0xdCf+/V/1/uPeW9u4L8xZvPfbDkL2etgLYU/Vy60uf4kHTyHv/fbhfovLSJaYGEMcZ1S+Yv4e7tflvEQl/vtr1HvpbR8DQB4BNrzVvnCzzWKDf+7X3+MOk/Ax+/W/g5xwHO5/V3vJXFs7efv7bLUjynasdFeqmOVL5zEf00/FPznqfhdU+0nh+pZ5Qt7+S/u93K7/y3dazxT5x3D62VXNsyjkK+rNX9Z2/t+LdvlWazs5jIgPQE90ELrTuyC4aUFGSdlUQLEi/lyv1TbGmwaWyeyKONJC5v6aZviURJ7W74GADyCHUMFOXgvtxu/2bhxbHj2h7n4AKnt7zSu+0MkjEXucbxI65l9lJ4j9ib9NOx9H//FaD/Item/9Dr1u6bWj81L/Jece2qcG9aAPivrvvFU7d2VLfNIBNuJdV2xzdQH+1DK2Wf22vPtvbKbvYskI5kk435GMKa0QSRZu1zvV1dvSX7ISCnr3lybx9ZDGJ/2U8uuA9jFXgCAxo6hghxq1x+KFXvEg/gDbSPmSEww3waoe/4QzQ+i5gdR9eG154Mr3bfKmTP5LyKzq+a/mt81nfMQ8wr/6XEl1w+sgQXV1qJq755smcfKuuIkTyVrVFbqV/pgGRVqyVqcLRJhEIVyMXAtjxdeb7J2u98iY3jyr64sa6sctIzfGlvo+yLja9hhUVlY6QINzwoJpiddvKWxx+3VWIu+tWywfF2zNTzT+z7UWces2pprBYDPh9a/Vc5IjPB7txJLHob2aWl/K2Qs5qGp75l115hQ3utSJ3mrUrf7bfy3YPih5j/TlwVq/ei6At23yhlp/2z/ZW+VknFuXwOBnsSuau+ebJnHyrpiG2ntcH9UTnXjvCiF509kVJAHZJtSJmF5sBpISB6WtznxpEXXS7+tiVzr/3CC5vvxWeiPaqv7VtelsSVOCmUF+xTVhSUT6xO50G+oG/oNz26MvTbWkm8ze7Utoc+SrfqZaf+x7T0bDIBPhda+Ve4J+ypQDspj1GMV4ffp5X69+v0a79lsDyfxq1JmEmKHY4lhZaieVe45j/8WDD/U/Ffzu6ZrHhR03yr37OQ/NS6fvMXj3LYGPPpMsqE+rfK92TKPK9a6Wn2zrI/lnM6RZ7GMCvIA7WRr4cRlWYIQ0AsmDLy1QaIEgZ7D4/Ftrj+qrTG24FxenKVkLbaxZV8oE7KNFZO0Kz+L27bGbrVfKPi2law1bdXPTNsH22uLDIAZoH1glceEw8yzR8Kh9reB3rPx25EslhnxIXubYqHijm9THhNBz7HKY87gv4Dlh5r/an4P7QM986Ch+1Z5zB7+W+yi8V381zzOB9YAEcZonqcRVMcq35st87jSWlf+Ptm8zJE657lMFDUMyANUo2whEfFiKiVE4f5yHQbeMiRKGLhvqkdl9G/aNl44Gh5vaWyRjU37QlnHvbSv/FnmZjYotg9lDtO3mb22v8q26mfquQrXK0lfAEwCrX2rPIX2U/gB7z32SiuWOmR/L8+Or2v3uL0Vg3KyuJL1k0P3rfKUE/iPKfhhyLcRW+oKdN8qT9nZf9E4H1kDoY15ziqonlW+Ow/MTXNdUR+0lvi8donfj/wbJYD0DAcrbczIAwoLMnFoXKYThMwYvdBbGySuT3WdETcxTre1xhbTkaw17QtlC4WNm9lVfhb7pjX2VnurTiNZa9uqn1mZK2m3PguAeaC1b5Wn0H5yeyfbt8+isj8DEhOWZ8djUfHAH57RoZHFE5u9k7WX+o8o+aHmv5rf4z6ie8V5MDiD/+Jxbl4Dcr/3/Oizdwe2zONCfV3R2zSea+6L6vhzN+6TfSNKGnvkAVkSIgf48mA9ELkfnK4mIUxiub1G+pNxLK8Jub/Cs4vJhRpbVj8q6x6fw1ho2WJd+g1lD449HmvTt9JmGVehz+V625iSV9ayiEOAAWAmaB9Y5cQaC2g/7fWrJwi9f60yuZaYkH4bJ74nXxvxJt/j6hkqmUmfYfM+/nO0/GD6L75X8Ls5R7ofm5f4L/FDal99DWh7wznUP6aavfuS2lm3S7XJyh3sJynnr11fT3uzFt/zHWSD8AYQ/oHrta+bLpaKIUyaMISFlyyQpG2Y+EBtbGnf6zPr9pmExbmQOju2Y/2flYU6C4Zdaqx132p7LX/VbNXP1O1V28yPAMwBrX+rPJDu0/CB7dnU9rexr5laDIrbOHqTtaiu/YwcqmeVB07lv6IfiIr/in5vzZHuJ4fqWeWBvfyX9Kvjf3ENpPauLxlSbP966L5Vfgxb5rFWLraHBNex+FP5UnzCWgrBXsgEI6EB4OPoi6EUA9oH79OhD5Injzvw3xin9t8OzJazkL0OllkBPBMkawB8KueNofSpvv1m69XAf2PMdobPaK+DZVYAzwTJGgCfCmLoGPDfGLP5b0Z7HaxwAQAAAAAAzgUEQRAEQRB0Xv3vf/8HL1STTICACdEAAAAASUVORK5CYII=)
This variance is due largely to a $47.7 million increase in costs as a direct result of recent changes to the FTA-approved Allocation Plan, as well as $16.9 million in additional labor costs as a result of planned bus bridges for Blue Line signal system upgrades and Silver Line service interruptions due to construction of the Regional Connector. In addition, purchased transportation costs will increase by $15.5 million due to an increase in the unit rate cost per Revenue Service Hour (RSH), although service levels are consistent with FY17. Finally, the new security and law enforcement contract allocation will result in a $36.9 million increase to Metro Operations costs. These significant cost increases are offset by recurring cost control items, such as utility efficiencies, reduction in parts use relative to fleet age and performance, and unscheduled overtime reduction.
In FY18, Metro plans to operate 8.2 million revenue service hours, including approximately 7.2 million bus revenue service hours and 1 million rail revenue vehicle service hours. Minor service adjustments will be considered in order to maximize the service footprint while controlling operating costs and seeking to attract additional ridership. With the ongoing feedback of the Ridership Task Force, we hope to identify operational improvements. Planned improvements for FY18 include increased security at selected Blue Line stations, and a “Tiger Team” of Senior Rail Transit Operations Supervisors (RTOS) who will be assigned to direct train control at 7th/Metro to decongest Expo and Blue Line service delays in downtown Los Angeles.
Metro Capital (Regional Rail Capital and Highway Capital)
The majority of Metro Capital (Transit Capital Expansion, Operating Capital, and Regional Rail Capital) was reviewed in detail in the March 2017 FY18 Budget Development Status update and is thus omitted from this report.
Regional Rail Capital is increasing by $14.9 million, or 29.2 percent, due to increases in the Board approved projects for Link Union Station (Link US) and initiation of the Rosecrans/Marquardt grade separation project.
The remaining element of the Metro Capital program, Highway Capital, is decreasing by $302.3 million, or 13.3 percent, primarily due to the offsetting impact of the I-405 contract close-out executed in FY17. Excluding this contract close-out, the Highway program and the total Metro Capital Program would have no significant changes in FY18. Figure 3 shows a detailed listing of the overall Metro Capital program by purpose.
Figure 3:
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)
Subsidy Funding Programs
Subsidy Funding Programs are increasing by $204.7 million, or 15.7 percent, primarily due to increased subsidies paid to local jurisdictions, municipal operators, Metrolink, and Access Services. This is a direct result of increased funding from growth in sales tax revenues and new revenues from Measure M. Figure 4 shows a detailed listing of the Subsidy Funding Programs preliminary budget.
Figure 4:
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)
Congestion Management
The budget for Congestion Management is decreasing by $15.2 million, or 13.5 percent, due to improved cash flow management. Figure 5 shows a detailed listing of the Congestion Management preliminary budget.
Figure 5:
![](data:image/png;base64,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)
General Planning and Programs
General Planning and Programs will increase by $29.2 million, or 17.2 percent. This increase is largely due to an increase in costs for legal and financial advisory services related to major Public-Private Partnership capital projects, as well as additional administration costs for new Measure M projects. The remaining third of the increase accounts for planning and financial feasibility studies per the Board approved ExpressLanes strategic plan. Figure 6 shows a detailed listing of the General Planning and Programs preliminary budget.
Figure 6:
![](data:image/png;base64,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)
Debt Service
The budget for Debt Service is increasing by $63.1 million, or 19.7 percent, due to year-over-year changes in the debt repayment schedule as approved by the Board at the time of debt authorization. These repayments are for bonds issued on Measure R funded projects, such as the Crenshaw Line, Expo 2 extension, Gold Line Foothill Extension, and Purple Line Segment 1, as well as Proposition C funded projects, such as the I-405 Carpool Lanes.
Financial_Impact
FINANCIAL IMPACT
In accordance with California State Public Utilities Code Section 130051.12, the FY18 Budget must be approved by the Metro Board of Directors. Metro cannot operate without a Board-authorized budget.
Next_Steps
NEXT STEPS
A public hearing on the proposed FY18 budget will be held at the Finance, Budget and Audit Committee meeting on Wednesday, May 17, 2017. At the public hearing, staff will provide a report on the feedback received as a result of the comprehensive public outreach process. The proposed budget will then advance to the full Metro Board of Directors for consideration and adoption on May 25, 2017, in accordance with CPUC Code Section 130051.12.
Prepared_by
Prepared by: Office of Management & Budget Staff
Melissa Wang, Executive Officer, Finance, (213) 922-6204
Reviewed_By
Reviewed by: Nalini Ahuja, Chief Financial Officer, (213) 922-3088
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)