<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <CreaDate>20211108</CreaDate>
        <CreaTime>19114900</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>TRUE</SyncOnce>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Storm Tide Pathways</resTitle>
        </idCitation>
        <searchKeys>
            <keyword>STP</keyword>
            <keyword>Inundation</keyword>
            <keyword>Flood</keyword>
            <keyword>Flooding</keyword>
            <keyword>Martha's Vineyard</keyword>
            <keyword>Aquinnah</keyword>
            <keyword>Chilmark</keyword>
            <keyword>Edgartown</keyword>
            <keyword>Oak Bluffs</keyword>
            <keyword>Tisbury</keyword>
            <keyword>West Tisbury</keyword>
        </searchKeys>
        <idPurp>PRELIMINARY data for the Storm Tide Pathways project on Martha's Vineyard.  These data were delivered at the end of Year 1 (June 2021) of the two year contract.  Data include points of locations where seawaters will pass thru once the total water level reaches a certain level (varies by location).  Also included are polygon files indicating the extent of the landward inundation.  These inundation planes vary by the total water level (TWL).  TWL "...is the combination of water level experienced from the combination of storm surge and the astronomical (predicted) tide level. It includes factors that control the level of the water along the coast, such as storm surge, which refers to the increase in water level associated with the presence of a coastal storm, but does not include waves."  per https://stormtides.org</idPurp>
        <idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P STYLE="margin:0 0 11 0;"&gt;&lt;SPAN&gt;&lt;SPAN&gt;For more details, please see the preliminary report&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;A href="https://www.mvcommission.org:443/sites/default/files/docs/SubTask_4_1_Vineyard_STP_YR1_report.pdf" STYLE="text-decoration:underline;"&gt;&lt;SPAN STYLE="text-decoration:underline;"&gt;&lt;SPAN&gt;:  https://www.mvcommission.org/sites/default/files/docs/SubTask_4_1_Vineyard_STP_YR1_report.pdf&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/A&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
        <idCredit>Center for Coastal Studies 2021; Published to ArcGIS OnLine by the Martha's Vineyard Commission 11/21</idCredit>
        <resConst>
            <Consts>
                <useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P STYLE="margin:0 0 11 0;"&gt;&lt;SPAN&gt;&lt;SPAN&gt;Data are for planning purposes only and not for regulatory interpretation.  These data are preliminary and may differ from the final version.  The Martha's Vineyard Commission is not responsible for the end-user's interpretation of the data.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
            </Consts>
        </resConst>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
</metadata>