Label
DPU111219WATERRATES
Department of Public Utilities
Ed Moore (x1845)
Ord-538-19
Title
Amending portions of Section 933.02 in Title III, Chapter 933 of the Toledo Municipal Code to establish new water rates.
Body
SUMMARY & BACKGROUND:
Ordinance No. 124-13 established water rates for a period of five years from 2014 with the last increase effective on January 1, 2018. On November 6, 2018, the citizens of Toledo paved the way for historic regional cooperation through passage of a Charter Amendment allowing the creation of the Toledo Regional Water Commission, charged with continuing to provide a safe and dependable water supply at the lowest cost for all customers. All regional contract jurisdictions have signed 40-year uniform contracts to purchase the City of Toledo produced water. The City of Toledo now can proceed to establish an improved rate design that supports continued infrastructure investment, adds water affordability measures and ties customer costs directly to water use. This ordinance establishes rates for water service for the years 2020 through 2023 that will cover existing and future debt service incurred to fund the cost of water infrastructure improvement projects, and provide sufficient funds for the proper operation and maintenance of the water treatment plant and distribution system. The amount of the Senior/Homestead discount will remain at 25%, which greatly benefits those who qualify.
The fiscal impact of this ordinance is as follows:
- The amount of funds requested: none
- The expenditure budget line item: n/a
- New revenue generated (operational revenue, grants, if any): n/a
- Revenue budget line item (if any): n/a
- Are funds budgeted in the current fiscal year (yes/no)?: n/a
- Is this a capital project (yes/no)?: no
- If yes, is it new or existing (new/existing)?: n/a
- What section of the City’s Strategic Plan does this support:
o Excellence in Basic Services (yes/no) yes
o Quality Community Investment (Livable City, Development) (yes/no) yes
o Workplace Culture & Customer Service (yes/no) yes
Environment (yes/no) yes
Summary
NOW, THEREFORE,
Be it ordained by the Council of the City of Toledo:
SECTION 1. That Section 933.02(a)(1) (10) of the Toledo Municipal Code which reads as follows:
(a) Rates for Water Furnished Inside the City Limits.
Rates are based on either monthly or quarterly metered use and billed in increments of one hundred cubic feet effective through December 31, 2013 and on January 1st of each year in years 2014, 2015, 2016, 2017 and 2018, respectively, as follows:
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)
(Ord. 124-13. Passed 4-30-13.)
(6) Those water consumers residing inside the City limits who are eligible for the Senior Water Discount Program as specified in subsection (a)(7), and are furnished 1,000 cubic feet of water per quarter or less, shall pay a quarterly charge which is based upon 1,000 cubic feet of consumption. Those consumers who qualify for the Senior Water Discount Program shall pay a quarterly rate which is twenty-five percent (25%) less than the rates established herein for the first 2,000 cubic feet consumed and an amount determined by the rates in subsections (a)(1) through (5), hereof, for all water furnished over 2,000 cubic feet consumed per quarter.
Those consumers who qualify for the Senior Water Discount Program and have an eligible total income shall pay a quarterly rate which is forty percent (40%) less than the rates established herein for the first 2,000 cubic feet consumed and an amount determined by the rates in subsections (a)(1) through (5), hereof, for all water furnished over 2,000 cubic feet consumed per quarter. An eligible total income shall be a household income that is at or below the poverty guidelines updated periodically in the Federal Register by the U.S. Department of Health and Human Services under the authority of 42 U.S.C. 9902(2).
(7) Consumers eligible for the Senior Water Discount Program shall be any consumer who satisfies all of the criteria immediately below:
A. Is receiving service by means of a single meter for a single unit utilized solely for residential purposes that is owned and occupied by the consumer;
B. Is the contract holder or spouse of the contract holder for DPU's utility services; and
C. Has been certified or whose spouse has been certified by the Director of Public Utilities as being sixty-five years of age or older or permanently and totally disabled at any age. For the purposes of this section, the terms "sixty-five years of age or older" and "permanently and totally disabled" shall be defined in a like manner as provided for in the State of Ohio Homestead Exemption, under Ohio R.C. 323.151.
(8) The Senior Water Discount Program shall only apply to charges levied against the permanent residence of the consumer.
(Ord. 174-14. Passed 12-16-14.)
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)
(Ord. 124-13. Passed 4-30-13.)
(10) To use a fire hydrant, a user shall obtain a hydrant meter and permit from the Department of Public Utilities, and shall pay deposit charges and daily rental fees as set by the Director of Public Utilities. Water used shall be paid for at the rates set forth in this section.
(Ord. 607-10/56-11. Passed 2-8-11.)
(b) Rates for Water Furnished Outside the City Limits.
(1) Rates for surplus water furnished outside the City limits shall be pursuant to the method of calculating rates contained in a binding contract entered into between said outside City jurisdiction and the City of Toledo for such water services in the applicable service area. In the event such binding contract refers only to this subsection 933.02(b) as the method of calculating the rate under such contract, the intent of the City of Toledo is to maintain the method of calculation in effect at the time the contract was entered into throughout the term of the contract. Thus, the sum of the Step One calculation of the rate structure (e.g., declining block or first block of the Toledo inside City rates) and the Step Two calculation of the percent surcharge would remain constant throughout the term of the contract, while Step One is subject to the revisions and amendments to the Toledo inside City rates enacted as subsection 933.02(a) of the Toledo Municipal Code.
(2) In the absence of a binding contract or where no previous written contract exists, the rates for surplus water furnished outside the City limits shall be the sum of the calculations described in Step One and Step Two after written notice from the Director of the Department of Public Utilities has been issued advising the affected outside City jurisdiction when the non-contract rate shall take effect; provided, however, that this non-contract rate shall not be applicable during the first ninety (90) days after the expiration of a binding contract where sincere contract negotiations have occurred and continue to occur as determined by the Mayor and the Director of Law.
(i) Step One. A uniform rate (i.e., first block of Toledo inside water rate with no declining block discount) shall be computed based on all metered water volume multiplied by the uniform rate stated in subsection 933.02(a)(1) of the Toledo Municipal Code as the same is enacted, revised or amended from time to time, plus any charges accruing from subsection 933.02(a)(9). Subsections 933.02(a)(2) through (8) are specifically excluded from the Step One calculations; and
(ii) Step Two. A surcharge of one hundred twenty-five percent (125%) shall be added to the uniform rate calculated in Step One. This surcharge shall be increased by an additional five percent (5%) for each twelve (12) month period that passes without the execution of a written contract with the affected outside City jurisdiction beginning on the date specified in the written notice from the Director of the Department of Public Utilities to said outside City jurisdiction that the non-contract rate shall take effect as set forth in subsection 933.02(b)(2) of the Toledo Municipal Code.
(Ord. 582-10. Passed 11-9-10.)
be and the same is repealed
SECTION 2. That amending Section 933.02 by adding new Sections 933.02 (a) and (b) of the Toledo Municipal Code effective January 1, 2020 through December 31, 2023 are enacted to read as follows:
(a) Retail Rates
Rates for water consumers, residing inside the Toledo city limits and Lucas County water consumers located outside the boundaries Contract Community service area, shall be based on metered water consumption plus a monthly fixed charge per bill. Consumption shall be based on monthly metered use and billed in increments of one hundred cubic feet effective through December 31, 2023 and on January 1st of each year in years 2020, 2021, 2022, 2023, respectively, as follows:
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)
(7) Those water consumers residing inside the city limits who are eligible for the Senior Water Discount Program as specified in subsection (a)(8), and are furnished 667 cubic feet of water per month or less, shall pay a monthly rate which is twenty-five percent (25%) less than the rates established above in subsection Retail Rates (a)(1) and (a)(5). Non-discounted Retail Rates shall apply for all water consumed greater than 667 cubic feet per month.
Those consumers who qualify for the Senior Water Discount Program and have an eligible total income shall pay a monthly rate for all metered water consumption which is forty percent (40%) less than the rates established above in subsection Retail Rates (a)(1) and (a)(5). An eligible total income shall be a household income that is at or below the poverty guidelines updated periodically in the Federal Register by the U.S. Department of Health and Human Services under the authority of 42 U.S.C. 9902(2).
(8) Consumers eligible for the Senior Water Discount Program shall be any consumer who satisfies all of the criteria immediately below:
A. Is receiving service by means of a single meter for a single unit utilized solely for residential purposes that is owned and occupied by the consumer;
B. Is the contract holder or spouse of the contract holder for DPU's utility services; and
C. Has been certified or whose spouse has been certified by the Director of Public Utilities as being sixty-five years of age or older or permanently and totally disabled at any age. For the purposes of this section, the terms "sixty-five years of age or older" and "permanently and totally disabled" shall be defined in a like manner as provided for in the State of Ohio Homestead Exemption, under Ohio R.C. 323.151.
(9) The Senior Water Discount Program shall only apply to charges levied against the permanent residence of the consumer.
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EtY/6iT4jjPTKZs+13dnTqStTk3c3+UX1b84t8Ty3MXSPaLx0hb67M0EeqQsvCLt2g+uaU6Av+tzy0qcAzZNT2dOP5Q0GOkUWk1987h3WRD9OQ3qtyREEbjv1FSvrE+XFta6ytX1OfbJ7tj3FdS58AAI5ja7I6E5esQuzxZ3Ks5OdjzliBSPh1FLvU2nCe8k7KNeU8i70+32K/ZG2ciDFezNNxm756ZFt7ZDJn2s9rfVu/VkRN3t3sH9W3d36699vPEhPtl47QhVJWcBhFVHow82a9jeP1uoJtybD2JPJ/mLsY/vBOyfQluTVnjei9Kie/gVs+88dlMVeMtXzS0seUKfyxUVc3GQBwCnuT1RlQvIkf2o23FlYyW4tR4VSGT3y0hj/kpvWmPHeuLo/Z6/Mt9kt6igOC/bN0RfM209hT2NkrkzjbfsLNWdZbeVljybub/aP6brHP+p+4LKL90hF8s+VFgl1AEO5h63Q4wTKWblSyJcPak3BrRDFl6dty1ojeLTluTAegEKisAlceN8ca+jXtasjco6ubDAA4hb3J6gw4Lvs4Un7QtOKYNbe2nqGEJwsIlwCDXJ8n7Ji3FtdeUyCM2S9ZG7fgt0TsD//vL+12dfsJbU8LS97d7B/Vd4t97pk4tEBUD2APfl2Q25Bh7UnE16WPpYIObw/dealvS+6A3utylE9EABrx5yt0X5eZxoheXd1kAMAp7E1WR0Ex4xGSOcUbK64wVoLkuC7ntgoJq9jz53x8NMedPvWCk9ni8732S9bGLV4p82z7GSqC9FqLHnl3s39EX6JnPusVDqtE+6UjtDHy2DI0FmpCKVLAqvhpvXwdShfevblqyKg5l6A5y39yfaS+ITjIapnG6QIO6d0jRxRs8iJp/TP9WmMtn7T06ZG5QVc6BgCcw5ZkdQY+Zvjii+IVxQ7/lqP8QOvOi/jGuLjOMcko8CS1OCmPXYwT+7t9R96gDPAK+5m1cYkV2y1GCo6z7SecvE59e+Tdzf4RfYm1+SP+jPZzxz1Yy8MY22MxUB6LJh/YWLBwqzx83nn2PEuGPqeDhH8okuPz+eEiabnCOb16E205/HDmY4U+T2V/dayie8tfcU+lS2wsc4uufu3SBwCcwJZkdRZFnFfJsYhdRnzxRZ0fz3NNiF8d8ZfGGJ+kQ2vEeclWn++1vzWu7Zd7WS83NO8ukIg99hc1iNLVvv7r9xNzdfs1Wl/LfkkxX+vSaTsR7b9T8AEAgNm4Y4zmNyjh8Hbs9Tnsh/0fYf8dgw8AAMwCYvTxzO5z2A/78w4AAIDLgRh9PCgQYH/oTkm0H8EHAACuC2L08aBAgP2hOyXRfuqgoaGhoaGhoaGhUYsFousAAAC4HIjRxzO7z2E/7M87AAAALgdi9PGgQID9oTsl0X4EHwAAuC6I0ceDAgH2h+6URPsRfAAA4LogRh8PCgTYH7pTEu1H8AEAgOuCGH08KBBgf+hOSbS/5Qj/0zf1n4KxyH7WaGl3+Wvi/BM4R+l79H4jyGt4Rf3e7burXJt3PEuvtI1/yumK98gnMXuyOgMUCLA/dKck2t9yBCeont95JGg+z+W1d0keRxYFvNfSvZx/ims48PuNR3CE765QIL7jWXql7/yHx2vew5/G7MnqDFAgwP7QnZJof80RPpk8/j06i4QrJNU7ccW3L3e5hnd4c8U/rL5Fx3deh1f67l3XYY/vPpHZk9UZoECA/aE7JdH+miP+fr7dG4zer5nxddMYlywQb3IN76DnniLvnfa9Uva79MSHzZzZk9UZoECA/aE7JdF+yxH+E7wvCjlYt75mpmJy+Y9otDYF+ZRI/Lmvr8e/3z+S7d8U8Lr+Pfx6Ol+TUe4pW7k/z+OkpOV+PX7deWJE75qcpJ8YF3sUPi3WKV+Kr/xS6/ezfQ3LtfJtck0XGpO09q/ZSWz1ncScKz7w2Db4/vfyDPj5fF7fM//9s/TnZyad33sdvLxXPEs13+XrWWa+B63nr7tla+lVvY9jEaj14PXc0t6zMnuyOgMUCLA/dKck2m85whUbIuH6pNAO1ClByMSyHD9k4ZJk+IRkJepyDzcmCpO/n6eTU5VR29ONp/kEJbCU1Fh/n7RYF/kWdUjvlpywLh4XY2IPHvup2BWTrT92STn4a9jPYoz152KDj51sp1Opi6a1f9VO8sFG39Fcxp9nHdN4vJ8NG7J719CR8PdMOWbpmPtSzFXjEjn2lmfJrQ96Sp2Vz4nfR5Lr/Caew/hvIzuft7RXssnUo6H/jMyerM4ABQLsD90pifZbjqDAL4MzJ9pWwNZBXR5bAZ9l6ma9+eD1smglWjJqScYltfgWY0mIj1BISX1JrkiEkiG9W3KUfv44JVOGk3Areeq1/jgUPBv8HHVya1PCJ+QcSxdN7/6FnS/wHWHpuGaDPle7Z+iYWbtOu67Dmr67ZYt7R/jdFafcV/OINb0kq/4R8tdkzcbsyeoMUCDA/tCdkmi/dgQH56VbNlWgSeyAX08erQLAItOLk/VAEcH4ZBoS0dK39JVv4NwiwYjeTTlKP33s1objTGfDLn7zwwWB1HFEX1sHVSCGN1q0l6WLZm3/mp17fCex/dW2oZAv/b/05dze67TmB0mxVhyb+r5ItjsWbxGlrea9sKIX0e2fDlmzMnuyOgMUCLA/dKck2q8dQQHdevPg3wDkCUIyGvB9sqjLq+HXBbkNGbUkwwnw6/HM3gRl+rbkDug9ol9rf39cLxAJPycU0MXaTn21TkGm3IuLK6dnRRdJa3895o9TIVZd1/CdmyCwxtZsKOTX7pmW/lpGwx5NsVYcm/q+SLabsOCL86U4XJplm5u0MKpX0z8rsmZm9mR1BigQYH/oTkm0XzrCB2Y70XDQtopHYjTgx6Qr3nxQArHk0/qnWEvFqnv705Bh7cn4RKX0kfqGAkK+MaXxx8qebqKgKUfpJ4/9W5eUjOWxXkf4fSrXbdDPmU68Vsj2xYOXZemiae3ftHOj79xEAY9JOe7DTsMG85xxz4xcp13XQRybur1ItpuwYPqez8mCb0WvIf+syJqZ2ZPVGaBAgP2hOyXRfu5wUF66S0tBncjHliYSEcHJM7bHIySTssmgn5JOaCIhSYr9zcSVxvQ5nWh8QhWJLpsfEpiWK5Nvp96ELUft99S+z9d8L/7M7A8tJle9R2hcIPToW15DPycViaEFP2iZrWRe21+fl3aSvGJdl+/UtQ73TvZ/JDdsyM8lefqeIdr6S7/5dYU9Xdfhdc9SYVvDd38/j9KXeo9Kq92X9n1s6VH6bulPy+zJ6gxQIMD+0J2SaD+Cz/1xxctPXhD4wgjJlQvEVgELclxhJz4QgXNBjD4eFAiwP3SnJNqP4HN/3Fd3KqHTOesrxtlAgTgO3Tvw13VAjD4eFAiwP3SnJNqP4HN/iq+Bl4biMBWHS9c1FD1t/L8RXHxlfD0NzgMx+nhQIMD+0J2SaD+CDwAAXBfE6ONBgQD7Q3dKov0IPgAAcF0Qo48HBQLsD90pifYj+AAAwHVBjD4eFAiwP3SnJNqP4AMAANcFMfp4UCDA/tCdkmg/gg8AAFwXxOjjQYEA+0N3SqL9CD4AAHBdEKOPBwUC7A/dKYn2I/gAAMB1uWOMpl8EuvOfldrrc9gP+z/C/jsGn1dw5B9Q5p8ce8de0o5X7SPlvNJP7/QDAJ/KnWI0P+NL1zfjF3ni322t/FpP/HucnbHC/bY679f4G55J7vovTG31+SvsXxvXSPtbf//W/Yxnp8yz7Nfre65/r7/uYL9kRF+iNl//PeCev3Mb7b9T8HkVzpHBWe8uVuQN8+q9tB281959opyfdGO9QvdX6QfATNwlRvPzTUUKxSYXk1TSkvHQTGYupuW/Xd6KF644EnLcsUqAac/+nx7d4vOX2L8yrpH2yv3doCDK7ZBJnGG/H0vXyBf07WvWkie5g/2SUX1b8+UHLmqt54mJ9t8l+Gi4Cu8x1qL1Zmy3bLX+nW8rR2WP2rZH971+PIM76gw+m7vEaBkrOEHS+d/lg6aZtFQys549nWAlPF8WRNWEPPjrQJsKhJ32S9bGCb9fXkA5+42i6vfx+PfskMmcYf9/v3/5sbt23/+ev+v6rvnrDvZLRvWtzXc+HLz3iWj/XYKPhh98vgijyIsZTkV2y1brW3vtZVT2qG17dN/rxzO4o87gs7lLjOaCjYoxmSAt7AKBYk1eEFjnmLifkENyZcHov37tf3PIbCoQdtovWRsnrGLQitesS49M5mz7CWdLZ3HTknc3+0f1bc2nseU/rrX00UT7tSOikUGo/ORVjAllUmIVc8La1hih5WafCA19WF48Fx6SlhxC/lsNbtppvbKrF9daHx/acfstanYkP3u93A0T55AdLd14LM1zMi3dQ8DWN19+bOyl9Gv5dO2e0ZS2Stl0nPzDx13+Ma49Xx9vL/ki1zGb39AZgB62JKuzkPGPn3OLejLzz1w4JeKALYvjU8wLRgz5/nmK5zqXX2Orz/fYL1kbJ1L8SXN0gej0CTGoRyZztv3Ojk5diZq8u9k/qm9rfpFfqYW5a0T7pSNYYLy5xA3IYzE58uZOoeSUvHigfmuM5fq+kytu8KY+xYNQl0PHrqgSzuMii8cltuya7R3rw/Go/XSsqduR35hOjpj3twRJV+wI+V4PvyYVQ4Ycd5x09HuG+UrfTL7sa7lNn7bvGZovcftYtgaZrBvx+wjyamu0PbXrs8yn/y6nliZ17NMZgF62JqszcclKPEcaK/n552WsQCTSc6fWhvP0nMt40FMk7vX5Fvsla+NEjKlino459NUj29ojkznTfl7r2/q1Imry7mb/qL6989O9336WmGi/dIS7uWobWA+vLAB0YnXHIVG2xuLDnTcqHJr6aJktOWK/5ZxDr5fYsuu2h1ORYr15vG7/8t8MuS6cymRbff2JQc6xjomazDCcBe2WvObYik/ttbntDM+1Ph3Je8jpzf3KmmLf1fvKti8d2zoD0MveZHUG9NzED63Gc2kls7WYEE5l+MRHa8JeYr0pLzzPNXnMXp9vsV/SUxwQ7J+lK5q3mcaews5emcTZ9hNuzrLeyoUaS97d7B/Vd4t97uWOoY8m2i8d0drAjemHLTyUa8myOUYPbGvPylghc03OQODRY2u2h1ORlr36uKW3Zs2O2j5LN94ULV3omGjJJF5x3ffcT26ygseXbvYAyLeI/qEV+xlrin0b12dNR30MwBb2Jqsz4GfNPwPlhyQrtltza+sZSngyBstvWNyzW4kxa8/kawqEMfsla+MWHOvYH/ztktWubj+h7Wlhybub/aP6brHPPRNbC0TrgWL8WL6xfNi8I9K4PG6Ore5ZGdMyV+VYgSetl9iy87mtQNOyVx+39Nas2aH3YaT+a7oRazL9Oa9HS15zbMWnrbVucgVLrn8YlwfWvWko1zf948Y678GNOgPQYm+yOgq63x8hmdNzYz1PjJUg5Ye5cKpZSFgx2J/zz6s57vQpE7Zmi8/32i9ZG7d4pcyz7WeoCNJrLXrk3c3+EX2JnvmsVzisEu2XjuAHKnsDE4zmh1cmS6mQdoQ8bo6xXGEYGeHeIrX00TJ75Ajd9XpJVXbFdjqWFOsbxy29qS9Zs0P35etnetCcLxq6uIkLNZlujPXlN25BJ9bX+aW2Vspd8WlrLR1LaMyyNRwmv6n7qMs/rftqRUd9DMAWtiSrM/D3e/jgGBKRf8uRnnHGnTfiJ62LMSA8t7Xnp/ZsymMfj9L+bt+RNygDvMJ+Zm1cYsVSi1bO0pxtP+HkderbI+9u9o/oS6zNH/FntF87IhUhoQmB6UbMx/I1i4Oe5CgxrzoWnKn3lIm8ok+ui78AQ3JE0wHIlm3bTvM1xdzYxu3XtOxIzbgGQWZdN++HXL7XzwfZNE8WX4R/CMLYYymeXJ/81vCDs9v2aaGD4bOlH/EPJo8vzfDf388jW1dbY1/78vroc/n/tKKPS50B6GVLsjqL4rlSybGMX+WzIeONjM3x2ezISTTGyPjUiq2SrT7fa39rXNsv99Ix2eLdBRKxx35X3Msxpat9/dfvJ+bq9mu0vpb9kmK+1qXTdiLaf6fgA8AW3EM58HAAcCXuGKP5DUo4vB17fQ77Yf9H2H/H4APACPTJ6s4PK5gbxOjjmd3nsB/25x0APgz3yp1erXd+rQTAFUGMPh4UCLA/dKck2o/gAwAA1wUx+nhQIMD+0J2SaD910NDQ0NDQ0NDQ0Ki5AhEAAAAAAIDE19f/AfjVQNikhAd1AAAAAElFTkSuQmCC)
(11) To use a fire hydrant, a user shall obtain a hydrant meter and permit from the Department of Public Utilities, and shall pay deposit charges and daily rental fees as set by the Director of Public Utilities. Water used shall be paid for at the rates set forth in this section.
(b) Contract Community Rates
Rates for each Contract Community shall be based upon their signed contract and on monthly metered use billed in increments of one hundred cubic feet effective through December 31, 2023 and on January 1st of each year in years 2020, 2021, 2022, 2023, respectively, as follows:
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)
SECTION 3. This council finds and determines that all formal actions of this council and any of its committees concerning and relating to the passage of this ordinance were taken, and that all deliberations of this council and any of its committees that resulted in those formal actions were held, in meetings open to the public in compliance with the law.
SECTION 4. That this ordinance shall take effect and be in force from and after the earliest date permitted by law.
Passed: _________________: yeas ______, nays ______.
Attest: ________________________ __________________________________
Clerk of Council President of Council
Approved: _____________________ _________________________________
Mayor
I hereby certify that the above is a true and correct copy of an Ordinance passed by Council ______________________________.
Attest: ________________________
Clerk of Council