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<CreaDate>20251107</CreaDate>
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<idAbs>&lt;p&gt;Michigan's land application site information was collected using submitted hauler site application maps, aerial imagery, and parcel boundary information. Landsites are labelled with the hauler name, ID number, assigned Site ID number, and subfield lettering. More information can be found at &lt;a target="_blank" rel="noopener noreferrer" href="https://www.michigan.gov/egle/about/organization/drinking-water-and-environmental-health/septage"&gt;EGLE's Drinking Water and Environmental Health Septage webpage.&lt;/a&gt;&lt;/p&gt;</idAbs>
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<resTitle>Septage Subfields</resTitle>
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<keyword>Drinking Water</keyword>
<keyword>EGLE</keyword>
<keyword>Michigan</keyword>
<keyword>Septage</keyword>
<keyword>Land Application</keyword>
<keyword>Part 117</keyword>
</searchKeys>
<idPurp>Visualization of permitted septage land application site boundaries.</idPurp>
<idCredit>Drinking Water and Environmental Health Division (DWEHD), Michigan Department of Environment, Great Lakes, and Energy (EGLE)</idCredit>
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</Data>
</Thumbnail>
</Binary>
<mdChar>
<CharSetCd value="004"/>
</mdChar>
<mdDateSt>20251104</mdDateSt>
<distInfo>
<distFormat>
<formatName>Enterprise Geodatabase Feature Class</formatName>
</distFormat>
</distInfo>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="4326"/>
<idCodeSpace>EPSG</idCodeSpace>
<idVersion>6.2(3.0.1)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<eainfo>
<detailed Name="SeptageSubfields">
<enttyp>
<enttypl>EgleSde.EGLESDEADMIN.SeptageSubfields</enttypl>
<enttypt>Feature Class</enttypt>
<enttypc>0</enttypc>
</enttyp>
<attr>
<attrlabl>OBJECTID</attrlabl>
<attalias>OBJECTID</attalias>
<attrtype>OID</attrtype>
<attwidth>4</attwidth>
<atprecis>10</atprecis>
<attscale>0</attscale>
<attrdef>Internal feature number.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Sequential unique whole numbers that are automatically generated.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl>Shape</attrlabl>
<attalias>Shape</attalias>
<attrtype>Geometry</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Feature geometry.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Coordinates defining the features.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl>Name</attrlabl>
<attalias>Name</attalias>
<attrtype>String</attrtype>
<attwidth>500</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Name of business that is permitted to land apply septage waste</attrdef>
</attr>
<attr>
<attrlabl>SeptageHaulerID</attrlabl>
<attalias>SeptageHaulerID</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>ID number that is assigned to the business</attrdef>
</attr>
<attr>
<attrlabl>FieldLetter</attrlabl>
<attalias>Field Letter</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Describes how a parcel that accepts septage waste is broken up for better land management practices</attrdef>
</attr>
<attr>
<attrlabl>Township</attrlabl>
<attalias>Township</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>The township in which land application is taking place in</attrdef>
</attr>
<attr>
<attrlabl>County</attrlabl>
<attalias>County</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>The county in which land application is taking place in</attrdef>
</attr>
<attr>
<attrlabl>Shape.STArea()</attrlabl>
<attalias>Shape.STArea()</attalias>
<attrtype>Double</attrtype>
<attwidth>0</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Shape.STLength()</attrlabl>
<attalias>Shape.STLength()</attalias>
<attrtype>Double</attrtype>
<attwidth>0</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
</detailed>
</eainfo>
<spatRepInfo>
<VectSpatRep>
<topLvl>
<TopoLevCd Sync="TRUE" value="001"/>
</topLvl>
<geometObjs Name="SeptageSubfields">
<geoObjTyp>
<GeoObjTypCd Sync="TRUE" value="002"/>
</geoObjTyp>
<geoObjCnt>0</geoObjCnt>
</geometObjs>
</VectSpatRep>
</spatRepInfo>
<spdoinfo>
<ptvctinf>
<esriterm Name="SeptageSubfields">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="4"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">0</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">FALSE</linrefer>
</esriterm>
</ptvctinf>
</spdoinfo>
</metadata>
