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        <idAbs>&lt;p&gt;For planning purposes, the West Maui community plan area is divided into the following subareas:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Subarea 1: Nāpili and Kapalua&lt;/li&gt;&lt;li&gt;Subarea 2: Kahana, Honokōwai, and Kāʻanapali&lt;/li&gt;&lt;li&gt;Subarea 3: Lahaina&lt;/li&gt;&lt;li&gt;Subarea 4: Launiupoko, Olowalu, and Ukumehame&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Community plan documents can be found here: https://www.mauicounty.gov/2476/West-Maui-Community-Plan-Update-2022&lt;/p&gt;</idAbs>
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</Data>
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    <mdChar>
        <CharSetCd Sync="TRUE" value="004"/>
    </mdChar>
    <mdDateSt Sync="TRUE">20250922</mdDateSt>
    <distInfo>
        <distTranOps>
            <transSize Sync="TRUE">0.000</transSize>
        </distTranOps>
        <distFormat>
            <formatName Sync="TRUE">Shapefile</formatName>
        </distFormat>
        <distributor>
            <distorTran>
                <onLineSrc>
                    <orDesc>002</orDesc>
                    <linkage>withheld</linkage>
                    <protocol>Local Area Network</protocol>
                </onLineSrc>
                <transSize Sync="TRUE">0.637</transSize>
            </distorTran>
            <distorFormat>
                <formatName Sync="TRUE">Personal GeoDatabase Feature Class</formatName>
            </distorFormat>
        </distributor>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode Sync="TRUE" code="102662">NAD_1983_StatePlane_Hawaii_2_FIPS_5102</identCode>
                <idCodeSpace>Esri</idCodeSpace>
                <idVersion>8.0.1</idVersion>
            </refSysID>
        </RefSystem>
    </refSysInfo>
    <eainfo>
        <detailed Name="Subs_WM">
            <enttyp>
                <enttypl Sync="TRUE">Subs_WM</enttypl>
                <enttypt Sync="TRUE">Feature Class</enttypt>
                <enttypc Sync="TRUE">0</enttypc>
            </enttyp>
            <attr>
                <attrlabl Sync="TRUE">FID</attrlabl>
                <attalias Sync="TRUE">FID</attalias>
                <attrtype Sync="TRUE">OID</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
                <attrdef Sync="TRUE">Internal feature number.</attrdef>
                <attrdefs Sync="TRUE">Esri</attrdefs>
                <attrdomv>
                    <udom Sync="TRUE">Sequential unique whole numbers that are automatically generated.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Name</attrlabl>
                <attalias Sync="TRUE">Name</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">50</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
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            <attr>
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                <attalias Sync="TRUE">ACRES</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">19</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
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            <attr>
                <attrlabl Sync="TRUE">Shape</attrlabl>
                <attalias Sync="TRUE">Shape</attalias>
                <attrtype Sync="TRUE">Geometry</attrtype>
                <attwidth Sync="TRUE">0</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
                <attrdef Sync="TRUE">Feature geometry.</attrdef>
                <attrdefs Sync="TRUE">ESRI</attrdefs>
                <attrdomv>
                    <udom Sync="TRUE">Coordinates defining the features.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Shape_Leng</attrlabl>
                <attalias Sync="TRUE">Shape_Leng</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">19</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Shape_Area</attrlabl>
                <attalias Sync="TRUE">Shape_Area</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">19</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
                <attrdef Sync="TRUE">Area of feature in internal units squared.</attrdef>
                <attrdefs Sync="TRUE">Esri</attrdefs>
                <attrdomv>
                    <udom Sync="TRUE">Positive real numbers that are automatically generated.</udom>
                </attrdomv>
            </attr>
        </detailed>
    </eainfo>
    <spatRepInfo>
        <VectSpatRep>
            <topLvl>
                <TopoLevCd Sync="TRUE" value="001"/>
            </topLvl>
            <geometObjs Name="Subs_WM">
                <geoObjTyp>
                    <GeoObjTypCd Sync="TRUE" value="002"/>
                </geoObjTyp>
                <geoObjCnt Sync="TRUE">0</geoObjCnt>
            </geometObjs>
        </VectSpatRep>
    </spatRepInfo>
    <idinfo>
        <native Sync="FALSE">ESRI ArcCatalog 9.3.1.3500</native>
        <descript>
            <langdata Sync="TRUE">en</langdata>
            <abstract>Maui Island 145 Traffic Analysis Zones (TAZ) Locations</abstract>
            <purpose>Geography of the 145 TAZ Model for Maui Island</purpose>
            <supplinf>Product of Tsutsumi Associates August 2005</supplinf>
        </descript>
        <citation>
            <citeinfo>
                <origin>Tsutsumi Associates</origin>
                <pubdate>August 1, 2005</pubdate>
                <title Sync="TRUE">TAZ_145</title>
                <ftname Sync="TRUE">TAZ_145</ftname>
                <geoform Sync="TRUE">vector digital data</geoform>
                <onlink Sync="FALSE">withheld</onlink>
            </citeinfo>
        </citation>
        <timeperd>
            <current>publication date</current>
            <timeinfo>
                <sngdate>
                    <caldate>unknown</caldate>
                </sngdate>
            </timeinfo>
        </timeperd>
        <status>
            <progress>Complete</progress>
            <update>None planned</update>
        </status>
        <spdom>
            <bounding>
                <westbc Sync="TRUE">-156.697234</westbc>
                <eastbc Sync="TRUE">-155.977707</eastbc>
                <northbc Sync="TRUE">21.031420</northbc>
                <southbc Sync="TRUE">20.573268</southbc>
            </bounding>
            <lboundng>
                <leftbc Sync="TRUE">496822.652310</leftbc>
                <rightbc Sync="TRUE">571615.985517</rightbc>
                <bottombc Sync="TRUE">26713.191158</bottombc>
                <topbc Sync="TRUE">77284.685108</topbc>
            </lboundng>
        </spdom>
        <keywords>
            <theme>
                <themekt>Traffic</themekt>
                <themekey>Maui</themekey>
                <themekey>Traffic Analysis Zones</themekey>
                <themekey>TAZ</themekey>
            </theme>
            <place>
                <placekt>Hawaii</placekt>
                <placekey>Maui</placekey>
            </place>
        </keywords>
        <accconst>None</accconst>
        <useconst>There are no expressed warranties associated with the release of this layer. Specifically, no warranty is made that the GIS data or any subsequent updates will be error free and no warranty is made regarding the positional or thematic accuracy of the GIS data. The GIS data and any features it depicts do not represent or confer any legal rights, privileges, benefits, boundaries or claims of any kind.</useconst>
        <natvform Sync="TRUE">Personal GeoDatabase Feature Class</natvform>
        <ptcontac>
            <cntinfo>
                <cntorgp>
                    <cntorg>Tsutsumi Associates</cntorg>
                </cntorgp>
            </cntinfo>
        </ptcontac>
    </idinfo>
    <metainfo>
        <langmeta Sync="TRUE">en</langmeta>
        <metstdn Sync="TRUE">FGDC Content Standards for Digital Geospatial Metadata</metstdn>
        <metstdv Sync="TRUE">FGDC-STD-001-1998</metstdv>
        <mettc Sync="TRUE">local time</mettc>
        <metc>
            <cntinfo>
                <cntorgp>
                    <cntorg>Long Range Division, Department of Planning, County of Maui</cntorg>
                </cntorgp>
                <cntaddr>
                    <addrtype>mailing and physical address</addrtype>
                    <city>Wailuku</city>
                    <state>Hawaii</state>
                    <postal>96793</postal>
                    <address>250 South High Street</address>
                    <country>United States</country>
                </cntaddr>
                <cntvoice>(808) 270-7214</cntvoice>
                <cntemail>Daniel.McNulty-Huffman@mauicounty.gov</cntemail>
                <hours>M-F 8:00-4:00 (HST)</hours>
                <cntinst>The County of Maui shall not be held liable for improper or incorrect use of the data described and/or contained herein. These data and related graphics are not legal documents and are not intended to be used as such.</cntinst>
            </cntinfo>
        </metc>
        <metd Sync="TRUE">20100111</metd>
    </metainfo>
    <mdStanName Sync="TRUE">ISO 19115 Geographic Information - Metadata</mdStanName>
    <mdStanVer Sync="TRUE">DIS_ESRI1.0</mdStanVer>
    <distinfo>
        <resdesc>Reference</resdesc>
        <stdorder>
            <digform>
                <digtinfo>
                    <transize Sync="TRUE">0.637</transize>
                    <dssize Sync="TRUE">0.637</dssize>
                </digtinfo>
            </digform>
        </stdorder>
        <distliab>The County of Maui shall not be held liable for improper or incorrect use of the data described and/or contained herein. These data and related graphics are not legal documents and are not intended to be used as such.</distliab>
    </distinfo>
    <spdoinfo>
        <direct Sync="TRUE">Vector</direct>
        <ptvctinf>
            <esriterm Name="Subs_WM">
                <efeatyp Sync="TRUE">Simple</efeatyp>
                <efeageom Sync="TRUE" code="4"/>
                <esritopo Sync="TRUE">FALSE</esritopo>
                <efeacnt Sync="TRUE">0</efeacnt>
                <spindex Sync="TRUE">FALSE</spindex>
                <linrefer Sync="TRUE">FALSE</linrefer>
            </esriterm>
        </ptvctinf>
    </spdoinfo>
    <spref>
        <horizsys>
            <cordsysn>
                <geogcsn Sync="TRUE">GCS_North_American_1983</geogcsn>
                <projcsn Sync="TRUE">NAD_1983_StatePlane_Hawaii_2_FIPS_5102</projcsn>
            </cordsysn>
            <planar>
                <planci>
                    <plance Sync="TRUE">coordinate pair</plance>
                    <plandu Sync="TRUE">meters</plandu>
                    <coordrep>
                        <absres Sync="TRUE">0.000100</absres>
                        <ordres Sync="TRUE">0.000100</ordres>
                    </coordrep>
                </planci>
            </planar>
            <geodetic>
                <horizdn Sync="TRUE">North American Datum of 1983</horizdn>
                <ellips Sync="TRUE">Geodetic Reference System 80</ellips>
                <semiaxis Sync="TRUE">6378137.000000</semiaxis>
                <denflat Sync="TRUE">298.257222</denflat>
            </geodetic>
        </horizsys>
    </spref>
    <dataqual>
        <logic>All attributes created during the creation process and in subsequent field additions to the table were verified by displaying the areas in both the database and the spatial coverage. No formal tests were performed.</logic>
    </dataqual>
</metadata>