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        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20240306</CreaDate>
        <CreaTime>19073100</CreaTime>
        <ModDate>20250228</ModDate>
        <ModTime>19073100</ModTime>
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        <idCitation>
            <resTitle>SWMFee View</resTitle>
            <date>
                <createDate>2024-03-06T19:07:31</createDate>
                <reviseDate>2025-02-28T16:32:14</reviseDate>
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        <searchKeys>
            <keyword>Dallas</keyword>
            <keyword>Stormwater</keyword>
            <keyword>impervious</keyword>
            <keyword>parcel</keyword>
            <keyword>Data Governed</keyword>
            <keyword>Grade A</keyword>
        </searchKeys>
        <idPurp>This view layer is used in the Stormwater FeeFinder Webmap which is used in the Stormwater FeeFinder application.</idPurp>
        <idAbs>&lt;div&gt;This view layer is used in the Stormwater FeeFinder Webmap which is used in the Stormwater FeeFinder application.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Sources&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;• Impervious_Area is the most recent impervious area maintained by Storm Drainage Management GIS at the City of Dallas and updates nightly.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;• SW_Parcels are certified GIS parcels retrieved from area Appraisal Districts that then have been altered to support City of Dallas Stormwater Billing. They are updated annually.&lt;/div&gt;</idAbs>
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&lt;span style='font-size:var(--bs-body-font-size);font-weight:var(--bs-body-font-weight);
text-align:var(--bs-body-text-align);background-color:var(--bs-body-bg)'&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin-top:0in;background:white'&gt;&lt;span style='font-family:&amp;quot;Arial&amp;quot;,sans-serif;
color:#4C4C4C'&gt;The accuracy is not to be taken / used as data produced by a
Registered Professional Land Surveyor for the State of Texas. For this level of
detail, supervision, and certification of the produced data by a Registered
Land Surveyor for the State of Texas would be required. "This product is
for informational purposes and may not have been prepared for or be suitable
for legal, engineering, or surveying purposes. It does not represent an
on-the-ground survey and represents only the approximate relative location of
property boundaries. (&lt;a href='https://dallasgis.maps.arcgis.com/home/item.html?id=115c0fe8ed4b4a12a669f5e48dc56d52' rel='nofollow ugc'&gt;Texas
Government Code § 2051.10&lt;/a&gt;).&lt;/span&gt;&lt;/p&gt;</useLimit>
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