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<CreaDate>20260902</CreaDate>
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<idCitation>
<resTitle>Tax Abatements</resTitle>
</idCitation>
<searchKeys>
<keyword>Tax Abatements</keyword>
<keyword>CRA</keyword>
<keyword>Community Reinvestment Area</keyword>
<keyword>Enterprise Zone</keyword>
<keyword>EZ</keyword>
<keyword>TIF</keyword>
<keyword>Tax Increment Financing</keyword>
<keyword>Pre-Residential Development</keyword>
<keyword>Land Use Codes</keyword>
<keyword>Lucas County</keyword>
<keyword>Ohio</keyword>
</searchKeys>
<idPurp>Tax Abated Parcels </idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;"&gt;These property tax abatements are primarily for non-profits, municipalities, businesses, or new construction.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;text-decoration:underline;"&gt;Community Reinvestment Area (CRA)&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Certain areas of Lucas County are designated as a Community Reinvestment Area. This means that property owners in that area may apply with the local municipality for a property tax exemption on improvements to a property for a specified period of time.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Typically, these are applied to new construction, which means that the property tax increases for the improvements being built are not paid for a certain number of years.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;text-decoration:underline;"&gt;Enterprise Zone (EZ)&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Enterprise Zones work similarly to CRAs, but they are applied to new construction specifically on large commercial projects.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Property owners may apply with the local municipality for a property tax exemption on improvements to a property for a specified period of time.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Any approval of an Enterprise Zone is done by the local municipality, not by the Lucas County Auditor's Office.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;text-decoration:underline;"&gt;Tax Increment Financing (TIF)&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;This is a property tax &lt;/SPAN&gt;&lt;SPAN STYLE="font-style:italic;"&gt;redirection.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;TIFs are sometimes referred to as property tax exemptions, however, the way they work means that property owners still receive a tax bill every year for the same amount they would otherwise pay if they were not in a TIF area. TIFs redirect tax dollars from where they are originally designated to a separate project for improvement designated by the local municipality.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;text-decoration:underline;"&gt;Tax Incentive Review Council (TIRC)&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The Tax Incentive Review Council (TIRC) meets annually and tracks tax incentives (usually property tax abatement) that are granted to development projects. The TIRC is comprised of each county government municipality/township along with representatives of the corresponding school districts, and up to 2 community representatives who reside in the jurisdiction.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt; The TIRC provides a means for determining whether the recipients are fulfilling their obligations, which may include economic development performance (construction investment, job/payroll creation) and payments in lieu of taxes (PILOT) to public school districts.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;If the owner of property that has received a property tax incentive is not performing its obligations, the TIRC may recommend that the local political jurisdiction (city, township, etc.) terminate the tax abatement.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Lucas County Auditor's Office, GIS Department</idCredit>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;Our maps and data are NOT intended for Conveyances, nor are they a Legal Survey. The data provided on our maps are prepared from the real property information maintained by the Lucas County Auditor's Office. &lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Users of this map/data are notified that the Lucas County Auditor's Office makes no expressed or implied warranty concerning the accuracy, merchantability, or fitness of use for a particular purpose, expressed or implied of the information provided. This map/data may be deemed as a reliable point of reference but is not guaranteed and the primary information source should be independently verified. &lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Any user of this information accepts the same as is, with all faults, and assumes all responsibility for the use thereof, and agrees to hold Lucas County, and all its agents, harmless from and against any damage, loss, or liability from any use of the information contained therein. &lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Please notify the Lucas County Auditor's Office of any discrepancies.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
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</Data>
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