<?xml version='1.0' encoding="UTF-8" ?>
<wfs:FeatureCollection
   xmlns:ms="http://mapserver.gis.umn.edu/mapserver"
   xmlns:gml="http://www.opengis.net/gml/3.2"
   xmlns:wfs="http://www.opengis.net/wfs/2.0"
   xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
   xsi:schemaLocation="http://mapserver.gis.umn.edu/mapserver https://map-final.rlp-umwelt.de/kartendienste/mod_ogc/wfs_getmap.php?mapfile=natura2000_Bewirtschaftungsplanung&amp;SERVICE=WFS&amp;VERSION=2.0.0&amp;REQUEST=DescribeFeatureType&amp;TYPENAME=ms:artvk&amp;OUTPUTFORMAT=application%2Fgml%2Bxml%3B%20version%3D3.2 http://www.opengis.net/wfs/2.0 http://schemas.opengis.net/wfs/2.0/wfs.xsd http://www.opengis.net/gml/3.2 http://schemas.opengis.net/gml/3.2.1/gml.xsd"
   timeStamp="2026-05-15T07:37:06" numberMatched="unknown" numberReturned="10"
   previous="https://map-final.rlp-umwelt.de/kartendienste/mod_ogc/wfs_getmap.php?mapfile=natura2000_Bewirtschaftungsplanung&amp;mapfile=natura2000_Bewirtschaftungsplanung&amp;SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Aartvk&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=1250"
   next="https://map-final.rlp-umwelt.de/kartendienste/mod_ogc/wfs_getmap.php?mapfile=natura2000_Bewirtschaftungsplanung&amp;mapfile=natura2000_Bewirtschaftungsplanung&amp;SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Aartvk&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=1270">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.101845 8.199538</gml:lowerCorner>
      		<gml:upperCorner>49.367622 8.408877</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
    <wfs:member>
      <ms:artvk gml:id="artvk.20194">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.342389 8.225690</gml:lowerCorner>
        		<gml:upperCorner>49.348743 8.230347</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20194.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.342417 8.226320 49.342624 8.226189 49.342860 8.226025 49.343430 8.225783 49.343820 8.225690 49.344334 8.225725 49.344763 8.225939 49.344859 8.226042 49.344953 8.226134 49.345046 8.226215 49.345123 8.226275 49.345202 8.226332 49.345283 8.226384 49.345365 8.226433 49.345414 8.226458 49.345465 8.226480 49.345517 8.226499 49.345571 8.226515 49.345626 8.226528 49.345684 8.226539 49.345745 8.226546 49.345808 8.226551 49.345916 8.226553 49.346039 8.226548 49.346157 8.226539 49.346444 8.226510 49.346592 8.226501 49.346736 8.226501 49.346801 8.226505 49.346864 8.226512 49.347101 8.226547 49.347328 8.226586 49.347518 8.226623 49.347659 8.226652 49.347785 8.226683 49.347900 8.226714 49.348099 8.226765 49.348178 8.226789 49.348260 8.226822 49.348296 8.226841 49.348330 8.226862 49.348418 8.226920 49.348469 8.226960 49.348512 8.227003 49.348530 8.227026 49.348545 8.227050 49.348570 8.227100 49.348593 8.227162 49.348615 8.227236 49.348643 8.227349 49.348658 8.227420 49.348671 8.227500 49.348683 8.227590 49.348699 8.227721 49.348719 8.227923 49.348733 8.228102 49.348741 8.228266 49.348743 8.228420 49.348738 8.228565 49.348728 8.228702 49.348712 8.228830 49.348701 8.228892 49.348689 8.228951 49.348668 8.229047 49.348655 8.229101 49.348640 8.229149 49.348625 8.229189 49.348605 8.229227 49.348581 8.229262 49.348552 8.229295 49.348518 8.229325 49.348485 8.229350 49.348445 8.229376 49.348282 8.229467 49.348219 8.229504 49.348148 8.229539 49.348070 8.229574 49.347962 8.229618 49.347890 8.229644 49.347811 8.229667 49.347727 8.229688 49.347489 8.229742 49.347415 8.229762 49.347350 8.229783 49.347248 8.229821 49.347026 8.229915 49.346928 8.229953 49.346778 8.230006 49.346624 8.230055 49.346465 8.230101 49.346302 8.230143 49.346135 8.230182 49.345963 8.230219 49.345785 8.230252 49.345600 8.230282 49.345387 8.230316 49.345262 8.230332 49.345146 8.230343 49.345040 8.230347 49.344916 8.230345 49.344796 8.230338 49.344680 8.230326 49.344567 8.230307 49.344441 8.230280 49.344312 8.230244 49.344184 8.230202 49.344053 8.230152 49.343934 8.230100 49.343795 8.230031 49.343616 8.229935 49.343431 8.229826 49.343290 8.229739 49.343208 8.229685 49.343133 8.229631 49.343066 8.229577 49.342982 8.229503 49.342918 8.229439 49.342854 8.229366 49.342796 8.229290 49.342742 8.229210 49.342691 8.229122 49.342642 8.229029 49.342597 8.228930 49.342566 8.228851 49.342536 8.228771 49.342510 8.228689 49.342487 8.228608 49.342464 8.228503 49.342443 8.228388 49.342425 8.228258 49.342409 8.228104 49.342403 8.228027 49.342398 8.227942 49.342391 8.227701 49.342389 8.227556 49.342391 8.227396 49.342397 8.227232 49.342415 8.226791 49.342419 8.226658 49.342420 8.226538 49.342417 8.226320 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20194</ms:gid>
        <ms:art_dt>Ziegenmelker</ms:art_dt>
        <ms:art_wiss>Caprimulgus europaeus</ms:art_wiss>
        <ms:kartierer>Ber.G: Tom Schulte</ms:kartierer>
        <ms:kart_dat>12.05.2011 - 18.07.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A224</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20189">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.355145 8.199538</gml:lowerCorner>
        		<gml:upperCorner>49.367622 8.234973</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20189.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.367525 8.203249 49.367527 8.203577 49.367539 8.205413 49.367540 8.205577 49.367513 8.206226 49.367557 8.206232 49.367622 8.206234 49.367550 8.208462 49.367295 8.209860 49.366800 8.210634 49.366724 8.212437 49.366685 8.214282 49.366201 8.214261 49.366146 8.214192 49.366091 8.214195 49.365936 8.214203 49.365939 8.214217 49.365947 8.214271 49.365961 8.214362 49.365975 8.214448 49.365987 8.214532 49.366001 8.214619 49.366211 8.215982 49.366223 8.216057 49.366234 8.216132 49.366246 8.216210 49.366255 8.216268 49.366264 8.216324 49.366281 8.216437 49.366286 8.216467 49.366293 8.216516 49.366306 8.216595 49.366316 8.216659 49.366326 8.216728 49.366349 8.216876 49.366354 8.216907 49.366363 8.216968 49.366377 8.217060 49.366385 8.217110 49.366393 8.217160 49.366406 8.217246 49.366429 8.217399 49.366559 8.218250 49.366587 8.218434 49.366592 8.218467 49.366634 8.218740 49.366685 8.219080 49.366743 8.219461 49.366763 8.219593 49.366778 8.219694 49.367339 8.224157 49.367189 8.224184 49.367105 8.224184 49.367029 8.224182 49.366860 8.224182 49.366779 8.224181 49.366702 8.224182 49.366704 8.224109 49.366705 8.224049 49.366705 8.224004 49.366614 8.224004 49.366529 8.224005 49.366487 8.224003 49.366451 8.224004 49.366379 8.224004 49.366304 8.224005 49.366236 8.224007 49.366198 8.223995 49.366153 8.223993 49.365838 8.223989 49.365779 8.223986 49.365718 8.223985 49.365656 8.223986 49.365596 8.223984 49.365571 8.223986 49.365535 8.223985 49.365474 8.223983 49.365357 8.223980 49.365290 8.223978 49.365170 8.223975 49.365113 8.223973 49.365112 8.223990 49.365079 8.223988 49.363268 8.223910 49.363152 8.223886 49.363149 8.223886 49.363110 8.223884 49.363111 8.223974 49.363116 8.224319 49.363117 8.224418 49.363118 8.224498 49.363119 8.224576 49.363120 8.224655 49.363121 8.224735 49.363122 8.224806 49.363124 8.224955 49.363125 8.225030 49.363127 8.225181 49.363128 8.225255 49.363129 8.225330 49.363131 8.225473 49.363132 8.225566 49.363133 8.225713 49.363134 8.225779 49.363135 8.225845 49.363135 8.225896 49.363136 8.225948 49.363137 8.225998 49.363137 8.226044 49.363139 8.226244 49.363140 8.226344 49.363141 8.226399 49.363143 8.226573 49.363144 8.226631 49.363144 8.226692 49.363145 8.226757 49.363146 8.226826 49.363147 8.226892 49.363147 8.226970 49.363150 8.227227 49.363151 8.227303 49.363153 8.227453 49.363154 8.227527 49.363155 8.227603 49.363155 8.227677 49.363156 8.227698 49.363156 8.227754 49.363157 8.227827 49.363158 8.227900 49.363159 8.227975 49.363160 8.228049 49.363160 8.228124 49.363161 8.228195 49.363162 8.228274 49.363163 8.228348 49.363165 8.228496 49.363166 8.228615 49.363167 8.228723 49.363168 8.228789 49.363169 8.228865 49.363170 8.228937 49.363170 8.229013 49.363171 8.229080 49.363172 8.229154 49.363173 8.229224 49.363174 8.229298 49.363174 8.229370 49.363175 8.229443 49.363176 8.229517 49.363177 8.229588 49.363169 8.229588 49.363171 8.229730 49.363171 8.229807 49.363172 8.229874 49.363173 8.229942 49.363173 8.230010 49.363174 8.230089 49.363175 8.230174 49.363176 8.230253 49.363177 8.230384 49.363179 8.230590 49.363180 8.230714 49.363180 8.230762 49.363180 8.230796 49.363127 8.230885 49.361922 8.231015 49.361872 8.230938 49.361827 8.230919 49.361824 8.230987 49.361816 8.231178 49.361813 8.231252 49.361803 8.231487 49.361799 8.231587 49.361796 8.231655 49.361792 8.231751 49.361783 8.231966 49.361771 8.232243 49.361766 8.232355 49.361766 8.232513 49.361766 8.232707 49.361768 8.232746 49.361775 8.232884 49.361781 8.233004 49.361784 8.233078 49.361788 8.233151 49.361791 8.233217 49.361795 8.233284 49.361800 8.233396 49.361807 8.233534 49.361819 8.233772 49.361823 8.233839 49.361826 8.233912 49.361843 8.234249 49.361875 8.234886 49.360556 8.234937 49.359613 8.234973 49.359590 8.234627 49.359588 8.234336 49.359587 8.233998 49.359587 8.233925 49.359586 8.233858 49.359585 8.233620 49.359585 8.233482 49.359584 8.233319 49.359584 8.233253 49.359583 8.233186 49.359583 8.233114 49.359583 8.233040 49.359582 8.232919 49.359582 8.232781 49.359580 8.232529 49.359570 8.232070 49.359568 8.231985 49.359563 8.231771 49.359561 8.231675 49.359559 8.231607 49.359557 8.231507 49.359552 8.231273 49.359550 8.231198 49.359545 8.231008 49.359544 8.230940 49.359541 8.230823 49.359540 8.230763 49.359538 8.230680 49.359536 8.230594 49.359534 8.230513 49.359533 8.230464 49.359532 8.230431 49.359530 8.230345 49.359528 8.230268 49.359527 8.230190 49.359525 8.230102 49.359523 8.230030 49.359520 8.229930 49.359519 8.229862 49.359515 8.229688 49.359518 8.229603 49.359521 8.229523 49.359524 8.229441 49.359528 8.229354 49.359531 8.229271 49.359535 8.229181 49.359538 8.229097 49.359541 8.229014 49.359545 8.228919 49.359548 8.228828 49.359551 8.228766 49.359553 8.228703 49.359556 8.228637 49.359557 8.228612 49.359557 8.228606 49.359558 8.228576 49.359562 8.228481 49.359565 8.228398 49.359569 8.228311 49.359573 8.228206 49.359576 8.228119 49.359580 8.228028 49.359582 8.227945 49.359586 8.227856 49.359586 8.227823 49.359569 8.227823 49.359568 8.227856 49.358959 8.227862 49.358970 8.227831 49.358999 8.227741 49.359017 8.227687 49.359000 8.227647 49.358991 8.227624 49.358987 8.227594 49.358977 8.227496 49.358968 8.227417 49.358953 8.227276 49.358925 8.227019 49.358891 8.226708 49.358875 8.226560 49.358858 8.226403 49.358818 8.226037 49.358808 8.225943 49.358491 8.224995 49.358366 8.224686 49.358233 8.224356 49.358204 8.224306 49.358187 8.224274 49.358167 8.224239 49.358145 8.224200 49.358125 8.224164 49.358109 8.224136 49.358090 8.224102 49.358062 8.224051 49.358035 8.224003 49.358015 8.223969 49.357996 8.223933 49.357967 8.223881 49.357938 8.223831 49.357898 8.223760 49.357895 8.223734 49.357893 8.223722 49.357862 8.223661 49.357846 8.223629 49.357805 8.223579 49.357750 8.223671 49.357689 8.223804 49.357632 8.223933 49.357612 8.223991 49.357515 8.223945 49.356894 8.223675 49.356839 8.223971 49.356773 8.224071 49.356740 8.224204 49.356697 8.224409 49.356657 8.224556 49.356621 8.224652 49.356933 8.224820 49.357082 8.224974 49.357101 8.225040 49.357075 8.225060 49.356866 8.225203 49.356859 8.225206 49.355722 8.224109 49.355414 8.222042 49.355156 8.218629 49.355145 8.217098 49.356866 8.215137 49.357588 8.213099 49.359315 8.212420 49.359776 8.211019 49.359678 8.209490 49.359631 8.207016 49.359616 8.204722 49.359605 8.203236 49.359892 8.202015 49.360557 8.200296 49.361638 8.199558 49.362874 8.199538 49.364257 8.199921 49.365614 8.200710 49.367121 8.201628 49.367299 8.201986 49.367525 8.203249 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20189</ms:gid>
        <ms:art_dt>Wiedehopf</ms:art_dt>
        <ms:art_wiss>Upupa epops</ms:art_wiss>
        <ms:kartierer>Michael Höllgärtner</ms:kartierer>
        <ms:kart_dat>24.05.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 2</ms:richtlinie>
        <ms:art_nr>A232</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20190">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.322176 8.383409</gml:lowerCorner>
        		<gml:upperCorner>49.340361 8.408877</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20190.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.326858 8.408854 49.326734 8.408808 49.326485 8.408655 49.325984 8.407960 49.325096 8.405900 49.323939 8.402664 49.322968 8.399915 49.322640 8.398255 49.322581 8.397117 49.322176 8.395783 49.323106 8.395772 49.324110 8.395028 49.324742 8.394088 49.324492 8.391977 49.324377 8.390233 49.324981 8.389350 49.325828 8.388730 49.326405 8.387709 49.327192 8.385751 49.328298 8.384070 49.329091 8.383409 49.330367 8.383619 49.331644 8.384131 49.333241 8.385087 49.334386 8.385520 49.335667 8.386580 49.336633 8.388599 49.337353 8.389240 49.338477 8.391054 49.339739 8.393557 49.340361 8.395542 49.337349 8.403622 49.336921 8.403180 49.335723 8.402340 49.335167 8.402794 49.334481 8.403697 49.333769 8.404354 49.332764 8.405076 49.331047 8.406764 49.328825 8.408251 49.327528 8.408877 49.326858 8.408854 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20190</ms:gid>
        <ms:art_dt>Wiedehopf</ms:art_dt>
        <ms:art_wiss>Upupa epops</ms:art_wiss>
        <ms:kartierer>Michael Höllgärtner</ms:kartierer>
        <ms:kart_dat>24.05.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 2</ms:richtlinie>
        <ms:art_nr>A232</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20195">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.337170 8.243705</gml:lowerCorner>
        		<gml:upperCorner>49.339228 8.248751</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20195.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.338644 8.243705 49.338715 8.243720 49.338776 8.243742 49.338838 8.243775 49.338904 8.243821 49.338953 8.243859 49.338984 8.243890 49.339017 8.243935 49.339045 8.243985 49.339062 8.244025 49.339077 8.244073 49.339090 8.244127 49.339108 8.244221 49.339120 8.244287 49.339129 8.244362 49.339150 8.244626 49.339174 8.244929 49.339194 8.245251 49.339209 8.245595 49.339221 8.245974 49.339227 8.246242 49.339228 8.246421 49.339223 8.246634 49.339214 8.246827 49.339206 8.246947 49.339196 8.247069 49.339183 8.247192 49.339168 8.247316 49.339144 8.247502 49.339123 8.247638 49.339101 8.247760 49.339076 8.247869 49.339051 8.247972 49.339034 8.248035 49.339016 8.248092 49.338997 8.248140 49.338969 8.248203 49.338937 8.248261 49.338903 8.248315 49.338868 8.248362 49.338838 8.248396 49.338804 8.248428 49.338766 8.248460 49.338722 8.248491 49.337511 8.248751 49.337469 8.248714 49.337429 8.248672 49.337393 8.248626 49.337364 8.248578 49.337349 8.248545 49.337335 8.248507 49.337323 8.248464 49.337313 8.248415 49.337299 8.248318 49.337276 8.248084 49.337262 8.247962 49.337252 8.247823 49.337246 8.247697 49.337233 8.247342 49.337191 8.246523 49.337181 8.246276 49.337174 8.246053 49.337170 8.245826 49.337170 8.245613 49.337174 8.245410 49.337181 8.245216 49.337196 8.244797 49.337209 8.244599 49.337218 8.244499 49.337230 8.244406 49.337244 8.244320 49.337260 8.244239 49.337295 8.244071 49.337315 8.243991 49.337326 8.243954 49.337338 8.243923 49.337351 8.243896 49.337365 8.243873 49.338644 8.243705 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20195</ms:gid>
        <ms:art_dt>Ziegenmelker</ms:art_dt>
        <ms:art_wiss>Caprimulgus europaeus</ms:art_wiss>
        <ms:kartierer>Ber.G: Dieter Hoffmann, Ute Hoffmann &amp; Tom Schulte</ms:kartierer>
        <ms:kart_dat>12.05.2011 - 18.07.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A224</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20191">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.309307 8.366305</gml:lowerCorner>
        		<gml:upperCorner>49.320563 8.383860</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20191.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.320170 8.383859 49.320089 8.383860 49.319994 8.382330 49.319967 8.381893 49.319937 8.381907 49.319919 8.381916 49.319903 8.381923 49.319879 8.381934 49.319599 8.382065 49.319299 8.382205 49.319297 8.382197 49.319255 8.382218 49.318708 8.382393 49.318674 8.382427 49.318559 8.382545 49.318192 8.382726 49.318164 8.382730 49.318122 8.382734 49.318105 8.382736 49.317942 8.382657 49.317839 8.382583 49.317731 8.382499 49.317646 8.382428 49.317557 8.382375 49.317474 8.382364 49.317430 8.382371 49.317423 8.382373 49.317370 8.382381 49.317349 8.382382 49.317185 8.381629 49.316597 8.380579 49.316349 8.378878 49.316219 8.378324 49.316229 8.378294 49.316271 8.378208 49.316323 8.378097 49.316346 8.378032 49.316349 8.378006 49.316163 8.378067 49.316158 8.378068 49.316158 8.378068 49.315846 8.378167 49.315820 8.377945 49.315749 8.377965 49.315676 8.377985 49.315417 8.378057 49.315358 8.378074 49.315331 8.378081 49.315323 8.378042 49.315309 8.377975 49.315301 8.377940 49.315292 8.377898 49.315276 8.377821 49.315273 8.377806 49.315253 8.377713 49.315233 8.377615 49.315222 8.377567 49.315213 8.377523 49.315195 8.377436 49.315185 8.377392 49.315173 8.377337 49.315155 8.377252 49.315151 8.377233 49.315135 8.377157 49.315130 8.377134 49.315128 8.377123 49.315126 8.377061 49.315125 8.377029 49.315123 8.376959 49.315119 8.376843 49.315115 8.376741 49.315112 8.376636 49.315111 8.376608 49.315109 8.376536 49.315107 8.376482 49.315106 8.376438 49.315105 8.376418 49.315092 8.376356 49.315088 8.376342 49.315067 8.376246 49.315044 8.376142 49.315032 8.376088 49.315018 8.376025 49.314994 8.375912 49.314970 8.375805 49.314966 8.375790 49.314945 8.375694 49.314924 8.375598 49.314913 8.375549 49.314908 8.375524 49.314904 8.375507 49.314885 8.375424 49.314871 8.375358 49.314865 8.375331 49.314837 8.375203 49.314835 8.375196 49.314800 8.375062 49.314764 8.374926 49.314717 8.374747 49.314699 8.374678 49.314691 8.374648 49.314681 8.374610 49.314671 8.374572 49.314657 8.374520 49.314641 8.374458 49.314617 8.374366 49.314735 8.374305 49.314892 8.374214 49.314915 8.374140 49.314938 8.374064 49.314934 8.374008 49.314927 8.373889 49.314919 8.373756 49.314915 8.373688 49.314897 8.373630 49.314825 8.373399 49.314792 8.373295 49.314750 8.373161 49.314701 8.373002 49.314662 8.372877 49.314638 8.372802 49.314622 8.372750 49.314619 8.372740 49.314601 8.372685 49.314582 8.372625 49.314544 8.372503 49.314509 8.372375 49.314492 8.372314 49.314471 8.372237 49.314435 8.372104 49.314404 8.371993 49.314387 8.371928 49.314371 8.371871 49.314365 8.371800 49.314360 8.371736 49.314354 8.371669 49.314348 8.371601 49.314337 8.371473 49.314325 8.371342 49.314321 8.371288 49.314315 8.371221 49.314310 8.371160 49.314306 8.371119 49.314303 8.371084 49.314297 8.371012 49.314291 8.370945 49.314286 8.370881 49.314280 8.370813 49.314269 8.370684 49.314267 8.370660 49.314264 8.370639 49.314255 8.370558 49.314247 8.370487 49.314238 8.370414 49.314228 8.370330 49.314221 8.370271 49.314214 8.370203 49.314209 8.370160 49.314205 8.370127 49.314188 8.369983 49.314181 8.369922 49.314175 8.369875 49.314171 8.369834 49.314153 8.369682 49.314136 8.369540 49.314127 8.369462 49.314118 8.369379 49.312881 8.369718 49.312825 8.369704 49.312864 8.369881 49.312883 8.369970 49.312902 8.370064 49.312929 8.370270 49.312942 8.370371 49.312957 8.370496 49.312998 8.370843 49.313058 8.371328 49.313064 8.371381 49.313069 8.371418 49.313102 8.371682 49.313135 8.371940 49.313144 8.372015 49.313168 8.372208 49.313186 8.372350 49.313204 8.372495 49.313209 8.372529 49.313267 8.372932 49.313338 8.373417 49.313320 8.373419 49.312972 8.373443 49.312952 8.373445 49.312990 8.373554 49.312966 8.373567 49.312936 8.373583 49.312925 8.373589 49.312905 8.373600 49.312826 8.373642 49.312779 8.373667 49.312742 8.373687 49.312712 8.373703 49.312679 8.373720 49.312630 8.373747 49.312568 8.373780 49.312542 8.373794 49.312508 8.373812 49.312445 8.373846 49.312377 8.373882 49.312188 8.373984 49.312151 8.374003 49.312095 8.374034 49.312026 8.374071 49.311960 8.374106 49.311887 8.374145 49.311878 8.374150 49.311858 8.374161 49.311825 8.374179 49.311783 8.374201 49.311746 8.374221 49.311711 8.374240 49.311668 8.374263 49.311348 8.374434 49.311216 8.374505 49.310888 8.374681 49.310861 8.374687 49.310872 8.374758 49.310887 8.374869 49.310903 8.374977 49.310920 8.375088 49.310935 8.375187 49.310942 8.375216 49.310989 8.375442 49.311018 8.375568 49.311047 8.375674 49.311053 8.375693 49.311084 8.375796 49.311117 8.375905 49.311150 8.376008 49.311165 8.376056 49.311183 8.376105 49.311226 8.376227 49.311266 8.376340 49.311309 8.376461 49.311345 8.376562 49.311389 8.376686 49.311430 8.376801 49.311470 8.376915 49.311503 8.377007 49.311539 8.377107 49.311582 8.377229 49.311664 8.377460 49.311665 8.377464 49.311712 8.377558 49.311763 8.377662 49.311816 8.377766 49.311822 8.377776 49.311871 8.377866 49.311929 8.377971 49.311996 8.378092 49.312002 8.378103 49.312041 8.378201 49.312092 8.378327 49.312131 8.378423 49.312180 8.378544 49.312221 8.378645 49.312266 8.378756 49.312312 8.378869 49.312354 8.378974 49.312443 8.379193 49.312484 8.379295 49.312421 8.379303 49.311337 8.379432 49.311253 8.379443 49.311240 8.379444 49.311065 8.379066 49.309990 8.376441 49.309394 8.374297 49.309307 8.372957 49.309352 8.371537 49.309529 8.369787 49.310585 8.368517 49.311668 8.367690 49.312914 8.367552 49.315091 8.367483 49.316090 8.366989 49.316101 8.367023 49.316219 8.367359 49.316541 8.368466 49.316546 8.369252 49.316549 8.369668 49.316583 8.369870 49.316673 8.370404 49.316877 8.371943 49.316889 8.372032 49.316909 8.372187 49.316919 8.372258 49.316934 8.372344 49.316962 8.372495 49.317035 8.372901 49.317044 8.372950 49.317151 8.373148 49.317288 8.373307 49.317408 8.373374 49.317534 8.373407 49.317669 8.373388 49.318043 8.373307 49.318052 8.373512 49.318065 8.373510 49.318107 8.373505 49.318148 8.373500 49.318153 8.373500 49.318223 8.373492 49.318250 8.373489 49.318255 8.373488 49.318263 8.373285 49.318123 8.370433 49.317983 8.367583 49.317945 8.366467 49.317945 8.366428 49.318484 8.366305 49.318888 8.367638 49.319138 8.369545 49.319440 8.371327 49.319794 8.372865 49.320261 8.375702 49.320516 8.378744 49.320563 8.382603 49.320170 8.383859 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20191</ms:gid>
        <ms:art_dt>Wiedehopf</ms:art_dt>
        <ms:art_wiss>Upupa epops</ms:art_wiss>
        <ms:kartierer>Michael Höllgärtner</ms:kartierer>
        <ms:kart_dat>24.05.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 2</ms:richtlinie>
        <ms:art_nr>A232</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20192">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.338834 8.270766</gml:lowerCorner>
        		<gml:upperCorner>49.348763 8.282767</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20192.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.346733 8.274651 49.347589 8.275134 49.348115 8.275074 49.348380 8.274987 49.348763 8.275027 49.348729 8.276969 49.348691 8.277727 49.348560 8.279899 49.348505 8.280833 49.348510 8.281734 49.347530 8.281961 49.345047 8.282415 49.344108 8.282379 49.343626 8.282304 49.342934 8.282526 49.341992 8.282729 49.341676 8.282734 49.341061 8.282743 49.340523 8.282751 49.339434 8.282767 49.339170 8.281900 49.338834 8.280794 49.338910 8.278860 49.339282 8.277279 49.339628 8.276061 49.340387 8.275195 49.340937 8.274016 49.341541 8.273162 49.342418 8.271926 49.343358 8.271057 49.344156 8.270853 49.344945 8.270766 49.346240 8.271149 49.346101 8.272412 49.345815 8.273722 49.346056 8.274616 49.346733 8.274651 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20192</ms:gid>
        <ms:art_dt>Wiedehopf</ms:art_dt>
        <ms:art_wiss>Upupa epops</ms:art_wiss>
        <ms:kartierer>Michael Höllgärtner</ms:kartierer>
        <ms:kart_dat>24.05.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 2</ms:richtlinie>
        <ms:art_nr>A232</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20193">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.347483 8.204380</gml:lowerCorner>
        		<gml:upperCorner>49.350989 8.218048</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20193.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.350861 8.206645 49.349926 8.216916 49.349783 8.216828 49.349737 8.217065 49.347483 8.218048 49.347748 8.214372 49.347763 8.214160 49.348070 8.209915 49.349043 8.204380 49.350989 8.205242 49.350861 8.206645 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20193</ms:gid>
        <ms:art_dt>Ziegenmelker</ms:art_dt>
        <ms:art_wiss>Caprimulgus europaeus</ms:art_wiss>
        <ms:kartierer>Ber.G: Tom Schulte</ms:kartierer>
        <ms:kart_dat>12.05.2011 - 18.07.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A224</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20277">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.101845 8.296260</gml:lowerCorner>
        		<gml:upperCorner>49.108463 8.304299</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="artvk.20277.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="artvk.20277.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.105121 8.299005 49.104982 8.300030 49.104995 8.301310 49.105075 8.302495 49.105100 8.302970 49.104885 8.303453 49.104528 8.303681 49.104051 8.303675 49.103441 8.303303 49.103059 8.302640 49.101845 8.299281 49.102228 8.297783 49.102886 8.296879 49.103778 8.296378 49.104717 8.296260 49.105055 8.296506 49.105252 8.297371 49.105121 8.299005 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
              </gml:Polygon>
            </gml:surfaceMember>
            <gml:surfaceMember>
              <gml:Polygon gml:id="artvk.20277.3">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.105640 8.303397 49.105379 8.301336 49.105457 8.298989 49.105687 8.296912 49.106394 8.297138 49.107381 8.297596 49.108038 8.298192 49.108372 8.299079 49.108463 8.299945 49.108248 8.301339 49.107996 8.302577 49.107734 8.303581 49.106903 8.304299 49.105954 8.304129 49.105640 8.303397 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>20277</ms:gid>
        <ms:art_dt>Uferschnepfe</ms:art_dt>
        <ms:art_wiss>Limosa limosa</ms:art_wiss>
        <ms:kartierer>Planungsbüro NATURA 2000 / Ber.G - Höllgärtner</ms:kartierer>
        <ms:kart_dat>10.03.2013</ms:kart_dat>
        <ms:richtlinie></ms:richtlinie>
        <ms:art_nr></ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20196">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.344524 8.293729</gml:lowerCorner>
        		<gml:upperCorner>49.349763 8.300175</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20196.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.348313 8.295592 49.348315 8.295516 49.348312 8.295430 49.348305 8.295345 49.348284 8.295151 49.348274 8.295064 49.348259 8.294969 49.348197 8.294650 49.348176 8.294529 49.348161 8.294408 49.348157 8.294351 49.348155 8.294297 49.348152 8.294160 49.348153 8.294116 49.348157 8.294078 49.348167 8.294017 49.348179 8.293962 49.348194 8.293916 49.348212 8.293876 49.348227 8.293850 49.348244 8.293825 49.348262 8.293802 49.348281 8.293783 49.348296 8.293770 49.348313 8.293759 49.348353 8.293743 49.348399 8.293734 49.348463 8.293729 49.348499 8.293729 49.348536 8.293733 49.348573 8.293741 49.348609 8.293752 49.348639 8.293764 49.348671 8.293779 49.348740 8.293822 49.348802 8.293869 49.348865 8.293927 49.348895 8.293959 49.348925 8.293994 49.348985 8.294075 49.349047 8.294173 49.349122 8.294303 49.349173 8.294400 49.349216 8.294489 49.349257 8.294587 49.349297 8.294696 49.349331 8.294799 49.349363 8.294912 49.349394 8.295037 49.349425 8.295179 49.349449 8.295305 49.349470 8.295446 49.349489 8.295596 49.349521 8.295872 49.349541 8.296080 49.349558 8.296311 49.349570 8.296566 49.349588 8.297087 49.349598 8.297309 49.349612 8.297543 49.349630 8.297751 49.349653 8.297938 49.349706 8.298293 49.349725 8.298437 49.349741 8.298587 49.349750 8.298723 49.349761 8.298869 49.349763 8.298919 49.349761 8.298973 49.349754 8.299020 49.349743 8.299062 49.349731 8.299095 49.349710 8.299134 49.349684 8.299168 49.349666 8.299187 49.349646 8.299202 49.349624 8.299215 49.349601 8.299225 49.349575 8.299231 49.349546 8.299231 49.349513 8.299225 49.349475 8.299214 49.349430 8.299192 49.349375 8.299155 49.349342 8.299129 49.349310 8.299099 49.349279 8.299066 49.349249 8.299031 49.349217 8.298988 49.349186 8.298940 49.349156 8.298886 49.349126 8.298827 49.349101 8.298767 49.349079 8.298696 49.349060 8.298622 49.349016 8.298422 49.349001 8.298365 49.348985 8.298315 49.348935 8.298162 49.348912 8.298099 49.348884 8.298039 49.348870 8.298015 49.348855 8.297994 49.348830 8.297965 49.348806 8.297940 49.348782 8.297921 49.348759 8.297906 49.348726 8.297891 49.348690 8.297882 49.348652 8.297880 49.348616 8.297884 49.348583 8.297893 49.348554 8.297907 49.348519 8.297931 49.348493 8.297959 49.348477 8.297984 49.348467 8.298005 49.348460 8.298031 49.348456 8.298066 49.348456 8.298088 49.348458 8.298114 49.348473 8.298200 49.348482 8.298249 49.348496 8.298303 49.348549 8.298468 49.348566 8.298525 49.348578 8.298578 49.348586 8.298627 49.348595 8.298708 49.348599 8.298763 49.348600 8.298813 49.348598 8.298858 49.348589 8.298922 49.348584 8.298944 49.348578 8.298963 49.348562 8.298993 49.348525 8.299041 49.348473 8.299107 49.348412 8.299172 49.348343 8.299238 49.348243 8.299326 49.348154 8.299400 49.348069 8.299464 49.347978 8.299523 49.347883 8.299578 49.347791 8.299624 49.347697 8.299664 49.347601 8.299699 49.347505 8.299727 49.347455 8.299742 49.347321 8.299793 49.347282 8.299804 49.347248 8.299810 49.347210 8.299812 49.347175 8.299807 49.347143 8.299795 49.347113 8.299776 49.347092 8.299759 49.347080 8.299746 49.347070 8.299725 49.347056 8.299681 49.347039 8.299621 49.347027 8.299552 49.347019 8.299472 49.347009 8.299305 49.347003 8.299234 49.346993 8.299162 49.346978 8.299100 49.346965 8.299051 49.346955 8.299026 49.346939 8.298999 49.346917 8.298975 49.346892 8.298957 49.346856 8.298942 49.346826 8.298936 49.346771 8.298932 49.346714 8.298928 49.346655 8.298927 49.346529 8.298933 49.346389 8.298950 49.346209 8.298981 49.346083 8.298999 49.346036 8.299008 49.345987 8.299023 49.345944 8.299043 49.345885 8.299082 49.345838 8.299123 49.345812 8.299152 49.345785 8.299189 49.345758 8.299232 49.345712 8.299311 49.345687 8.299358 49.345661 8.299413 49.345588 8.299604 49.345561 8.299669 49.345532 8.299727 49.345503 8.299775 49.345448 8.299847 49.345391 8.299910 49.345331 8.299964 49.345266 8.300014 49.345228 8.300037 49.345186 8.300060 49.345082 8.300105 49.344977 8.300149 49.344924 8.300167 49.344873 8.300175 49.344850 8.300174 49.344828 8.300171 49.344776 8.300156 49.344757 8.300147 49.344740 8.300136 49.344721 8.300117 49.344701 8.300092 49.344680 8.300059 49.344653 8.300010 49.344633 8.299970 49.344615 8.299932 49.344601 8.299894 49.344589 8.299857 49.344576 8.299799 49.344561 8.299701 49.344546 8.299590 49.344535 8.299478 49.344528 8.299367 49.344524 8.299257 49.344525 8.299149 49.344529 8.299043 49.344537 8.298940 49.344549 8.298840 49.344566 8.298737 49.344585 8.298640 49.344608 8.298548 49.344633 8.298462 49.344660 8.298382 49.344689 8.298308 49.344717 8.298244 49.344740 8.298199 49.344765 8.298160 49.344815 8.298093 49.344904 8.297974 49.344997 8.297857 49.345094 8.297743 49.345196 8.297631 49.345302 8.297522 49.345413 8.297415 49.345528 8.297310 49.345649 8.297206 49.345773 8.297106 49.345902 8.297006 49.346039 8.296907 49.346182 8.296808 49.346333 8.296708 49.346494 8.296606 49.346670 8.296498 49.346871 8.296379 49.346981 8.296316 49.347038 8.296289 49.347101 8.296267 49.347171 8.296250 49.347249 8.296237 49.348279 8.295830 49.348291 8.295770 49.348301 8.295709 49.348308 8.295650 49.348313 8.295592 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20196</ms:gid>
        <ms:art_dt>Ziegenmelker</ms:art_dt>
        <ms:art_wiss>Caprimulgus europaeus</ms:art_wiss>
        <ms:kartierer>Ber.G: Tom Schulte, Ber.G: Dieter Hoffmann, Ute Hoffmann &amp; Tom Schulte</ms:kartierer>
        <ms:kart_dat>12.05.2011 - 18.07.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A224</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.20198">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.338434 8.303134</gml:lowerCorner>
        		<gml:upperCorner>49.341206 8.311104</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.20198.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.341095 8.309605 49.341077 8.309640 49.341060 8.309679 49.341044 8.309724 49.341028 8.309774 49.341001 8.309875 49.340940 8.310139 49.340920 8.310209 49.340900 8.310268 49.340874 8.310328 49.340846 8.310376 49.340830 8.310396 49.340814 8.310413 49.340797 8.310428 49.340779 8.310440 49.340745 8.310455 49.340651 8.310485 49.340559 8.310529 49.340474 8.310579 49.340396 8.310635 49.340324 8.310697 49.340284 8.310739 49.340202 8.310838 49.340167 8.310874 49.340118 8.310918 49.340066 8.310958 49.340014 8.310994 49.339961 8.311025 49.339909 8.311051 49.339857 8.311072 49.339805 8.311088 49.339755 8.311099 49.339697 8.311104 49.339634 8.311103 49.339564 8.311095 49.339483 8.311081 49.339409 8.311062 49.339337 8.311038 49.339266 8.311009 49.339197 8.310975 49.339087 8.310915 49.339017 8.310868 49.338985 8.310843 49.338957 8.310817 49.338932 8.310789 49.338910 8.310761 49.338888 8.310727 49.338867 8.310688 49.338846 8.310645 49.338826 8.310597 49.338806 8.310545 49.338787 8.310488 49.338751 8.310359 49.338735 8.310289 49.338722 8.310208 49.338711 8.310127 49.338691 8.309944 49.338674 8.309772 49.338649 8.309450 49.338637 8.309322 49.338593 8.308906 49.338570 8.308717 49.338547 8.308537 49.338527 8.308409 49.338477 8.308150 49.338458 8.308040 49.338443 8.307923 49.338436 8.307817 49.338434 8.307708 49.338439 8.307587 49.338448 8.307458 49.338468 8.307227 49.338478 8.307128 49.338491 8.307026 49.338507 8.306920 49.338528 8.306806 49.338571 8.306599 49.338677 8.306123 49.338702 8.306004 49.338722 8.305895 49.338739 8.305792 49.338753 8.305693 49.338764 8.305599 49.338772 8.305507 49.338778 8.305390 49.338780 8.305260 49.338780 8.305118 49.338774 8.304704 49.338775 8.304574 49.338780 8.304458 49.338790 8.304240 49.338797 8.304126 49.338807 8.304018 49.338819 8.303922 49.338841 8.303777 49.338856 8.303694 49.338874 8.303621 49.338896 8.303560 49.338916 8.303517 49.338941 8.303474 49.338970 8.303433 49.339004 8.303393 49.339042 8.303354 49.339085 8.303316 49.339132 8.303278 49.339186 8.303239 49.339276 8.303177 49.339328 8.303148 49.339352 8.303139 49.339375 8.303134 49.339395 8.303134 49.339414 8.303138 49.339428 8.303144 49.339443 8.303154 49.339473 8.303184 49.339500 8.303219 49.339572 8.303321 49.339615 8.303378 49.339658 8.303440 49.339702 8.303507 49.339746 8.303579 49.339838 8.303741 49.339947 8.303950 49.340036 8.304129 49.340107 8.304286 49.340174 8.304446 49.340194 8.304499 49.340208 8.304547 49.340218 8.304591 49.340227 8.304637 49.340233 8.304688 49.340238 8.304743 49.340243 8.304850 49.340247 8.305093 49.340252 8.305307 49.340252 8.305395 49.340249 8.305475 49.340246 8.305541 49.340239 8.305613 49.340201 8.305912 49.340193 8.305982 49.340189 8.306044 49.340176 8.306297 49.340174 8.306405 49.340173 8.306506 49.340175 8.306602 49.340179 8.306693 49.340185 8.306781 49.340193 8.306864 49.340211 8.306986 49.340233 8.307114 49.340262 8.307248 49.340297 8.307387 49.340328 8.307503 49.340358 8.307605 49.340387 8.307697 49.340416 8.307781 49.340447 8.307860 49.340478 8.307933 49.340510 8.307999 49.340543 8.308061 49.340577 8.308115 49.340616 8.308173 49.340738 8.308331 49.340783 8.308386 49.340893 8.308512 49.340946 8.308580 49.341008 8.308665 49.341043 8.308717 49.341073 8.308769 49.341098 8.308818 49.341118 8.308868 49.341136 8.308917 49.341151 8.308966 49.341163 8.309014 49.341175 8.309075 49.341185 8.309155 49.341201 8.309274 49.341206 8.309335 49.341206 8.309391 49.341203 8.309415 49.341198 8.309436 49.341188 8.309464 49.341173 8.309493 49.341114 8.309576 49.341095 8.309605 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>20198</ms:gid>
        <ms:art_dt>Ziegenmelker</ms:art_dt>
        <ms:art_wiss>Caprimulgus europaeus</ms:art_wiss>
        <ms:kartierer>Ber.G: Tom Schulte</ms:kartierer>
        <ms:kart_dat>12.05.2011 - 18.07.2011</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A224</ms:art_nr>
      </ms:artvk>
    </wfs:member>
</wfs:FeatureCollection>

 
