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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20200406</CreaDate>
        <CreaTime>01264200</CreaTime>
        <ModDate>20200406</ModDate>
        <ModTime>01264200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/8e78bf6df4fc4e058b75a6bde82079f0/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=8e78bf6df4fc4e058b75a6bde82079f0</itemDetailsURL>
                    <itemIdentifier>8e78bf6df4fc4e058b75a6bde82079f0</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services1.arcgis.com/ROSiDsWkQXhsUAs0/arcgis/rest/services/Target_locations_SLS/FeatureServer</resourceURL>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Target_locations_SLS</resTitle>
            <date>
                <createDate>2020-04-06T01:26:42</createDate>
                <reviseDate>2020-04-06T01:27:42</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Analysis Result</keyword>
            <keyword>Derive New Locations</keyword>
            <keyword>BerlinParksGreenSpaces</keyword>
        </searchKeys>
        <idPurp>Feature layer generated from Derive New Locations</idPurp>
        <idAbs>Feature layer generated from running the Derive New Locations solutions.&lt;div&gt;&lt;i&gt;&lt;u&gt;Expression&lt;/u&gt;  Enriched_Berline_Postcodes_SLS where 2019 HHs: Multi-Person with Children is at least 2297 and Enriched_Berline_Postcodes_SLS where 2019 HHs: 2nd Quintile (€21,022 to €31,951) is at least 3893 and Enriched_Berline_Postcodes_SLS where 2019 Recreational Services: Total is at least 9674226 and Enriched_Berline_Postcodes_SLS within a distance of 250 Meters from BerlinParksGreenSpaces and BerlinParksGreenSpaces not within a distance of 500 Meters from Berlin Bike  Shops &lt;/i&gt;&lt;/div&gt;</idAbs>
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            <geoEle>
                <GeoBndBox>
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                    <eastBL Sync="FALSE">13.520594500338351</eastBL>
                    <northBL Sync="FALSE">52.5751388004641</northBL>
                    <southBL Sync="FALSE">52.46563489962758</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
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uRM9+oVXDrDHEFj47H+Ig98mt44Sr6GMsTT9T1rVNVtNHsHvLyTZGvAA+857KB3NT2l1DfWcN1btuhmQOhxjINeJ6/4ivPEF+J7lfLiXiGFCWWP+WSeMt+nGK634aajd77jTfJd7JcyLKB8sT8ZXPTnOcdc5POeCeFcKfM9whiFKfKtjqfFetXWg6P8AbLW1WZi4Qs5O2MHoxA5POB269axvA3iufVmm0/UZd92uZY5MAb1zyOOMjP5fQmuvu7WG+s5rW4TfDMhR16ZBFeZWXhnVbPXYrO0sXS4tLvzl1ViQjQkY2kdCcdQPcdDmppezlTcXv3Kqc6mmtj1OiiiuY3PKNL+Gup3dwf7VmS0to3IHlENLIOgIwSFyOeST7V6Xp2l2ek25hsoFhRjuYKMZbAGcDjPA6VZhkMsEchRoy6htjjDLkdD704naCTnjngZrWpWnU+JmcKUYfCcY3hG7h8fx6zZui2hczSln+bJUqygd88Hnjn2FdpWXpOsrrBuzDbTwpA/lq06FC5x12nkD68+wqybyOxtYf7TvLWKZlAZi3lozd9oY5x+JpTcpNKW6HFRWq6luiooLmC6j8y3mjmTON0bBh+YqWsywqGC7trosLe4ilKgFhG4bGemcetTVBaWVtYQeRaQpDDuLCNBhQScnA6Dnnj1p6AT0UVwnxD1u6svs+nwTKIbqGQTBGKyLgptIYHI6nrweeD2qnBzlyomc1CPMzoL3RLfxHZxHV7XyLuBn8tre4JaEk8MrADkgKcEfyq1c6bLPqmm3a3syLaeYJIwcCfcuBuAwOCM1g/DlbKPw3Ilitwqi4YyLOVba21eAVAyMY5wD7CuvpzvGXL2FG0lzdyte2NvqEKQ3KF41kSUKHK/MrBlzg84IBweOKs0ZBzz0orMsKytYtbeaWyl+wie9ScfZ5ACDCf4mLDBC4HIzhsAdxWrRTTs7iauQxC5E85leJoSw8kIhDKMDO45OTnPQDj864Xxj4IWUPqekRYkGWmtkHD9yyj+97d+3PX0Cirp1JU5c0SZwU1Znzz0OPSus8CadpGo6oyagDNcKC0UDqDEy4GSfU8njp357dH4s8D/2jM1/pQRLpzmaEkKsnqw9G9fX69c/wx4N1zTNftL6doYYE3eaFmyzLtI24Awedp69B68V6M8RCpSdnZnFCjKFRXV0a+p+ANPvdZtLmBEt7IZFzbxfIHwPl24+7k8H26YPNdTZ2dvYWkdraxLFBGMIi9B/n1qeivNlUlJJN7HdGEYu6QVzurX03he3m1Saa5vreW4jWRZGVVtYySNyhVyeoGO/Hvnoqr39nFqNhcWc2fLnjKMV6jI6j3pRaT12HJO2glpeLeecVhmjWOQxhpE2iTAHzL6rzwe9FZ41HSfDkVnpV1feTshVIpLnhSBwMvgLnjpx9KKHF9EJNdTUubmKztZbmdtsUSF3bBOABk8CuP1T4laTbWwOnLNezuDtHlMiL05YkZ7nGAenbrTNV8R6xc30+i2mipcNteOZpgwjHzHknIAUx88kcsPTB4G/k0zSXlgsjBe3IBEtxL88Svk5WKM/KVHTL7s9sDk9NGgn8SMKtVr4TX0C01XxDrKalam9t7uS58271BWMcTQjZiMAg7jweM4xtByOV2/FXg3WNS16W9tZBcxSqNokcKYsfwjtjuMepzzybI+JOnto8hVbiO/WHEfnRArJJj/YJAGfXFQeD/GN9qWsy22qXluIVgLjIVMNuXHP0JrRutFuolaxCVNpQbvcn8GeEtV0fVJLy8nEEZTaYInDececbu2Bk475J6DOev099QYXP9oRwoROwh8rPzRfwk5J5607+0rD/n9tv+/q/wCNWQQwBBBB5BFclSpKb5pHTCCirRFqoNNtV1VtTCH7W0IgLljgIDnAHQc0yz1ix1HTG1Gym+0WwDfMinJ25yMHnPH48etS6fex6jYQ3kSSIkq7gsi7WH1FRZoq6ZZrO1HQdK1Vt97YQyybdvmFcPj03DnHPrWjVC41e2ttWtNNdZTPdBmjKxkqABk5PaiN76A7dTlF0/T7DxfHp9jrVzp5jaO4+yedmGUE8oBkYY7T97JwQR047GztpbYTiS6ecPM0ibxzGp52Z7gHOPbjtXAaiNcufHlnY3tmL+1t5jNCREADExJ3MwwAVGBg4B2Dgk5q9441W8ttSs7GS+l0zTJVLvewI7PuGfl+Uggfd6f3vQGuiUHJxV91/XmYqSim7G7oukQ6RbagdMujeTTTs7efOSqv3UkZIPqSCT37Vu1R0bTbbSdJtrO0WMRRoPmjQKHOOWwPXrV6sJO7ubRVkFUoLa9h1GeRr0TWkvzLC8fzxtgDCsDjbweCM5PWrtFTcYVlWF3e3OuapHLBJFZQCKOAumPMfDF2B7jlR6fL9apReKPO8ZT6HHakxQIBLcFsbHK7gPfIIA75z1ANdFVNOO/UlNPYjjuIZnlSKaN3ibbIqsCUOM4PocEGpKr2tjbWbzvbxCNriQyykE/M56mrFJ26FBRRXGeK9U1aHWrOHTopJbe1ZLi5S1kDTSDdjb5YO4rjPYg57YpwhzOxMpcqub/iKO9fQbttOneG7jTzYmQZJK87cd84x+NWtOuzf6ZbXZjMRmiVyh6qSOlWQcgHBHsaWlfSw7a3I52iS3ka4ZFhCkyGQgKFxznPGMUU27tYb60mtbhS0MyFHAYjIPB5HIoq4cn2myZc32Twm41HUtWi8i61C8vI+pjeUsp78qOD071WFvJzGltK2OqpEWx+AFOuJpbxg13NLcsOjTuZCPxbNMVRkKNq5IHJCgfUngD3Ne2o8q0sjym7vXUBZRNEz7LUKvDKZYw4/wCAZ3fkKm0m305NXge+YNYL/rI0WRWYYPTgc529+1QA5AOCM+opaHFtWbBSS6E0EVqgVbu6nJGMtawK+4d+XZcH8DXsNotz9r0ltKllbRBbBSvyBdu07Tlh5hP3eOP5ivFyQoLHoOTXvGhwNbaDp0LjDpbRqw99ozXFjdEtTqwurY+7uJLSJ0tLF55RE8kaKQiMwx8pY8Akn9DU1nLNNZwy3Nv9nndAXh3h9h7jI4P1qaivOvodoVSurGS41GwukvJoltmcvCjfJMGUjDDvg4I+lXaKE7DK8KXa3l000yPbsVMCBcMnHzAnvk806e0t7ry/tEEcvlOJE3qG2sOhGe9TVHPPDbQvNcSpFEgyzyMFVR7k9KBElJkAgZGT0FY2o6Hc3l215aa7qFnIV+VI2V4gccHYwwfcd6dDPqGnaFLda20Et1AGbfaQs/y9jt6k9zjA/LNPl00YrmxRXH/D7XbjW9NuWvbmae8jcGTeqBFBzt2be2BzkDmuwonFwk4sIyUldHMp4H02LxF/a0Uk6hpfPktmbcjyjOH554LE46c9q6aorloktZWnk8qEIS8m/ZtXHJ3dvrSWnl/Y4RDMZoggCyl95cY4O7vn1olJy3BJLYmooqr/AGjaf2n/AGcZlF35XnCIgglM4yOx5qbFFque0a5i1HxBqcs2jfZL20byPtGSfOQ5xzgc4UHHPBHNbSXLPfS232aZVjRW84gbGJz8o5ySMc8d6j1Ke7trCSWxtPtdyMBITIEzkgE5PoOfwql27kvuW6OlRWxnNrEblUWcoPMEZyobHOM9s1LUlDIpY5oxJFIsiHoyHIP40VWTTxFfpcQzyRQqhU2qYERJOd2McHk/WimwPBMjOMjNJI+yMt6V7y2j6YluIl0q0aIYAjWBMAZ9Dx70xPD2ixyK6aPp6upyGFsgIPr0r0fr6/lOH6m+54npunahqu0WdjcTEnGUjO0fVjwPxxXU6d8ONTut8l9IloBGfLUOGJfjG4DI24z3zmvVQABgUVjPGzlotDWOFgt9Tzfwp4UtY9Smttdspvt8eJIkdswSJnqpH3iD1DE9RxXpFV729t9OtHurqTy4VKgtgnkkKAAOSSSB+NWK56lSVR8zNoQUFZBRWI+q3EXjOPS5MC1ms/Mj+TkyBjkZ/wB3P6fjt1DTRSdyO4uIbS3kuLiVYoYxud3OAoplne22oWqXVpMk0D52uh4OCQf1BFJe2VtqNo9reQrNA+CyN0OCCP1ApbSztrC2W3tII4IVziONQoGTk8D3o0t5hrcz18Sae/iJ9CVpDeoPmG35R8ofr9DV3UNNs9Vthb31uk8IYOFf1H+fyJFWcDOcDPrQWC4yQMnAz3p3W8Qt3ILi5tNNtPNuJoba3jAG52CKvYD0pbK9t9Rs4ru0lEsEo3I4BGR9DXK63pmq3Xi+wnuLOHUdIDhFg7Q5HzO4PBIIJB5GBjAJBPY05RSS8xJttkNqk6QgXLxPL3aKMop/Ak/zqaiqsWpWU17NZR3cLXUOPMhDjeuQDyOvQ1OrK2LVUNNM6NPatpsdlaW7CO18t1IdAOoUD5R7VfpMjOMjI7UXArajZm/0+e1W5mtjKu0TQNtdfoaWwtXs7GC3luJLmSNNpml5Z/c1PJIkUbSSMqIoLMzHAAHUk1U0vVrLWbT7VYTiWLcUJwQQR2IPI7H6EGnrbyFpcu1hN4kU6/faRFau09tbecgJ2mZsZ2oD1HI5z1z6E1u1la5ocerwxvHK1rf2532t2gBaJv6qehHcUR5b+8KV+hB4ds9Vhje61LU5bsXMaOsMsAjaE8kjAPXkAjHatysXRtca6kbTtSRLXWIR+8gB+WQf34yfvIfzHQ++1RO99Qja2gyVmSF3RDI6qSqA43H0opHh3zRS+ZIpjz8qthWyO47+tFJNIZT03S304vnUr67DAcXUivt9xhQa0KhvDcrZTmzWNrkRt5SyfdL44z7ZrnIIPFOqSW1xc3KaUIn2y28aiTzQMEsDk4z0x2681SXNq2Ju2iR1NZ2ma5p2sGVbO43SQttkidSjofdWAI/L1HatGua8R+F/7RmXU9MmNnq8PKSocCTHZv5Z544II4ogot2loEm1qh+tf8TLxDpOkKflib+0Lg5/hQ4Qe+XP/jv0roq4c6v/AGTp934i2ve3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