<?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="2026-04-07T02:14:53" 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=650"
   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=670">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.137314 8.069875</gml:lowerCorner>
      		<gml:upperCorner>49.684347 8.369912</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
    <wfs:member>
      <ms:artvk gml:id="artvk.19651">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.160134 8.337543</gml:lowerCorner>
        		<gml:upperCorner>49.163857 8.341504</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19651.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.160134 8.341277 49.160606 8.340974 49.161138 8.340459 49.161575 8.340001 49.162036 8.339505 49.162602 8.338682 49.163133 8.338076 49.163761 8.337543 49.163857 8.337669 49.163442 8.337981 49.163076 8.338367 49.162840 8.338661 49.162557 8.339062 49.162074 8.339776 49.161837 8.339997 49.161648 8.340234 49.161329 8.340493 49.160986 8.340860 49.160241 8.341504 49.160134 8.341277 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19651</ms:gid>
        <ms:art_dt>Schlammpeitzger</ms:art_dt>
        <ms:art_wiss>Misgurnus fossilis</ms:art_wiss>
        <ms:kartierer>Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1145</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19652">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.142742 8.341344</gml:lowerCorner>
        		<gml:upperCorner>49.144396 8.346556</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19652.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.142742 8.341344 49.142895 8.341347 49.143017 8.341931 49.143550 8.343682 49.143999 8.345271 49.144338 8.346354 49.144396 8.346382 49.144311 8.346556 49.144271 8.346501 49.144096 8.345916 49.143888 8.345102 49.143658 8.344305 49.143484 8.343735 49.143255 8.343135 49.143080 8.342418 49.142916 8.341882 49.142742 8.341344 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19652</ms:gid>
        <ms:art_dt>Steinbeißer</ms:art_dt>
        <ms:art_wiss>Cobitis taenia</ms:art_wiss>
        <ms:kartierer>Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1149</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19719">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.160134 8.337543</gml:lowerCorner>
        		<gml:upperCorner>49.163857 8.341504</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19719.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.160134 8.341277 49.160606 8.340974 49.161138 8.340459 49.161575 8.340001 49.162036 8.339505 49.162602 8.338682 49.163133 8.338076 49.163761 8.337543 49.163857 8.337669 49.163442 8.337981 49.163076 8.338367 49.162840 8.338661 49.162557 8.339062 49.162074 8.339776 49.161837 8.339997 49.161648 8.340234 49.161329 8.340493 49.160986 8.340860 49.160241 8.341504 49.160134 8.341277 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19719</ms:gid>
        <ms:art_dt>Steinbeißer</ms:art_dt>
        <ms:art_wiss>Cobitis taenia</ms:art_wiss>
        <ms:kartierer>Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1149</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19596">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.676846 8.108647</gml:lowerCorner>
        		<gml:upperCorner>49.682733 8.114314</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19596.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.676871 8.111037 49.676875 8.111009 49.676882 8.110960 49.676891 8.110911 49.676900 8.110863 49.676910 8.110815 49.676921 8.110767 49.676933 8.110719 49.676946 8.110672 49.676960 8.110624 49.676975 8.110577 49.676990 8.110531 49.677006 8.110484 49.677024 8.110438 49.677042 8.110392 49.677060 8.110347 49.677080 8.110302 49.677101 8.110257 49.677122 8.110212 49.677144 8.110168 49.677167 8.110125 49.677191 8.110081 49.677215 8.110039 49.677240 8.109996 49.677267 8.109954 49.677293 8.109913 49.677321 8.109872 49.677349 8.109832 49.677378 8.109792 49.677408 8.109752 49.677439 8.109713 49.677470 8.109675 49.677502 8.109637 49.677535 8.109600 49.677568 8.109563 49.677602 8.109527 49.677637 8.109491 49.677672 8.109456 49.677708 8.109422 49.677745 8.109388 49.677782 8.109355 49.677820 8.109323 49.677859 8.109291 49.677898 8.109260 49.677937 8.109230 49.677978 8.109200 49.678018 8.109171 49.678060 8.109143 49.678101 8.109115 49.678144 8.109088 49.678187 8.109062 49.678230 8.109037 49.678274 8.109012 49.678318 8.108988 49.678322 8.108986 49.678363 8.108965 49.678408 8.108943 49.678454 8.108921 49.678499 8.108900 49.678546 8.108880 49.678593 8.108861 49.678640 8.108842 49.678687 8.108825 49.678735 8.108808 49.678783 8.108792 49.678832 8.108777 49.678880 8.108762 49.678929 8.108749 49.678979 8.108736 49.679028 8.108724 49.679078 8.108713 49.679128 8.108703 49.679178 8.108693 49.679228 8.108685 49.679279 8.108677 49.679329 8.108670 49.679380 8.108664 49.679431 8.108659 49.679482 8.108655 49.679533 8.108652 49.679585 8.108649 49.679636 8.108647 49.679687 8.108647 49.679739 8.108647 49.679790 8.108648 49.679841 8.108649 49.679893 8.108652 49.679944 8.108656 49.679995 8.108660 49.680047 8.108665 49.680098 8.108671 49.680149 8.108678 49.680200 8.108686 49.680250 8.108695 49.680301 8.108704 49.680352 8.108715 49.680402 8.108726 49.680452 8.108738 49.680502 8.108751 49.680552 8.108764 49.680601 8.108779 49.680651 8.108794 49.680700 8.108810 49.680748 8.108827 49.680797 8.108845 49.680845 8.108864 49.680893 8.108883 49.680940 8.108903 49.680987 8.108924 49.681034 8.108946 49.681080 8.108968 49.681126 8.108992 49.681172 8.109016 49.681217 8.109041 49.681262 8.109066 49.681306 8.109092 49.681350 8.109119 49.681393 8.109147 49.681436 8.109175 49.681478 8.109205 49.681520 8.109234 49.681561 8.109265 49.681602 8.109296 49.681642 8.109328 49.681682 8.109360 49.681721 8.109394 49.681760 8.109427 49.681798 8.109462 49.681835 8.109497 49.681871 8.109532 49.681907 8.109569 49.681943 8.109605 49.681978 8.109643 49.682012 8.109681 49.682045 8.109719 49.682078 8.109758 49.682110 8.109798 49.682141 8.109838 49.682171 8.109878 49.682201 8.109919 49.682230 8.109961 49.682259 8.110003 49.682286 8.110045 49.682313 8.110088 49.682339 8.110131 49.682364 8.110175 49.682389 8.110219 49.682413 8.110264 49.682436 8.110309 49.682458 8.110354 49.682479 8.110399 49.682500 8.110445 49.682519 8.110491 49.682538 8.110538 49.682556 8.110585 49.682573 8.110632 49.682589 8.110679 49.682605 8.110727 49.682619 8.110774 49.682633 8.110822 49.682646 8.110871 49.682658 8.110919 49.682669 8.110968 49.682679 8.111016 49.682689 8.111065 49.682697 8.111114 49.682705 8.111163 49.682712 8.111212 49.682717 8.111262 49.682722 8.111311 49.682726 8.111360 49.682729 8.111410 49.682732 8.111459 49.682733 8.111509 49.682733 8.111558 49.682733 8.111608 49.682732 8.111657 49.682729 8.111706 49.682726 8.111756 49.682722 8.111805 49.682717 8.111854 49.682711 8.111903 49.682705 8.111952 49.682697 8.112000 49.682689 8.112049 49.682679 8.112097 49.682669 8.112145 49.682658 8.112193 49.682646 8.112241 49.682633 8.112289 49.682619 8.112336 49.682605 8.112383 49.682589 8.112430 49.682573 8.112476 49.682556 8.112522 49.682538 8.112568 49.682519 8.112614 49.682499 8.112659 49.682479 8.112704 49.682458 8.112748 49.682435 8.112792 49.682412 8.112836 49.682389 8.112879 49.682364 8.112922 49.682339 8.112964 49.682313 8.113006 49.682286 8.113047 49.682258 8.113088 49.682230 8.113129 49.682201 8.113169 49.682171 8.113208 49.682141 8.113247 49.682109 8.113286 49.682077 8.113323 49.682045 8.113361 49.682011 8.113397 49.681977 8.113434 49.681942 8.113469 49.681907 8.113504 49.681871 8.113538 49.681834 8.113572 49.681797 8.113605 49.681759 8.113637 49.681721 8.113669 49.681682 8.113700 49.681642 8.113731 49.681602 8.113760 49.681561 8.113789 49.681520 8.113818 49.681478 8.113845 49.681436 8.113872 49.681393 8.113898 49.681349 8.113924 49.681306 8.113948 49.681261 8.113972 49.681217 8.113995 49.681171 8.114018 49.681126 8.114039 49.681080 8.114060 49.681034 8.114080 49.680987 8.114100 49.680940 8.114118 49.680892 8.114136 49.680844 8.114153 49.680796 8.114169 49.680748 8.114184 49.680699 8.114198 49.680650 8.114212 49.680601 8.114224 49.680551 8.114236 49.680502 8.114247 49.680452 8.114258 49.680401 8.114267 49.680351 8.114276 49.680301 8.114283 49.680250 8.114290 49.680199 8.114296 49.680148 8.114301 49.680097 8.114305 49.680046 8.114309 49.679995 8.114311 49.679943 8.114313 49.679892 8.114314 49.679841 8.114314 49.679789 8.114313 49.679738 8.114311 49.679687 8.114308 49.679635 8.114305 49.679584 8.114300 49.679533 8.114295 49.679482 8.114289 49.679431 8.114282 49.679380 8.114274 49.679329 8.114266 49.679278 8.114256 49.679228 8.114246 49.679177 8.114234 49.679127 8.114222 49.679077 8.114210 49.679028 8.114196 49.678978 8.114181 49.678929 8.114166 49.678880 8.114150 49.678831 8.114133 49.678783 8.114115 49.678735 8.114096 49.678687 8.114077 49.678639 8.114057 49.678592 8.114036 49.678545 8.114014 49.678499 8.113992 49.678453 8.113968 49.678407 8.113944 49.678362 8.113920 49.678318 8.113894 49.678273 8.113868 49.678230 8.113841 49.678186 8.113813 49.678143 8.113785 49.678101 8.113755 49.678059 8.113726 49.678018 8.113695 49.677977 8.113664 49.677937 8.113632 49.677897 8.113600 49.677858 8.113567 49.677820 8.113533 49.677782 8.113498 49.677745 8.113463 49.677708 8.113428 49.677672 8.113391 49.677637 8.113355 49.677602 8.113317 49.677568 8.113279 49.677535 8.113241 49.677502 8.113202 49.677470 8.113162 49.677439 8.113122 49.677408 8.113082 49.677378 8.113041 49.677349 8.112999 49.677321 8.112957 49.677293 8.112915 49.677266 8.112872 49.677240 8.112829 49.677215 8.112785 49.677190 8.112741 49.677167 8.112696 49.677144 8.112652 49.677122 8.112606 49.677100 8.112561 49.677080 8.112515 49.677060 8.112469 49.677041 8.112422 49.677023 8.112375 49.677006 8.112328 49.676990 8.112281 49.676975 8.112234 49.676960 8.112186 49.676946 8.112138 49.676933 8.112090 49.676921 8.112041 49.676910 8.111993 49.676900 8.111944 49.676891 8.111895 49.676882 8.111846 49.676875 8.111797 49.676868 8.111748 49.676862 8.111699 49.676857 8.111649 49.676853 8.111600 49.676850 8.111550 49.676848 8.111501 49.676846 8.111451 49.676846 8.111402 49.676846 8.111353 49.676848 8.111303 49.676850 8.111254 49.676853 8.111205 49.676857 8.111155 49.676862 8.111106 49.676868 8.111057 49.676871 8.111037 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19596</ms:gid>
        <ms:art_dt>Kiebitz</ms:art_dt>
        <ms:art_wiss>Vanellus vanellus</ms:art_wiss>
        <ms:kartierer></ms:kartierer>
        <ms:kart_dat>2000</ms:kart_dat>
        <ms:richtlinie>***</ms:richtlinie>
        <ms:art_nr>A142</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19653">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.137314 8.346884</gml:lowerCorner>
        		<gml:upperCorner>49.145079 8.355311</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="artvk.19653.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="artvk.19653.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.142662 8.347303 49.142929 8.347185 49.143238 8.347050 49.143505 8.346884 49.143605 8.346996 49.143854 8.346993 49.144186 8.346936 49.144305 8.346916 49.144318 8.347078 49.143736 8.347158 49.143155 8.347365 49.142621 8.347626 49.142482 8.347583 49.142662 8.347303 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
              </gml:Polygon>
            </gml:surfaceMember>
            <gml:surfaceMember>
              <gml:Polygon gml:id="artvk.19653.3">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.140078 8.352617 49.139629 8.353094 49.139121 8.353644 49.139053 8.353697 49.137445 8.355311 49.137314 8.355159 49.137438 8.355057 49.137775 8.354692 49.138875 8.353627 49.139537 8.352965 49.140033 8.352416 49.140588 8.351792 49.141097 8.351479 49.141150 8.351468 49.141388 8.351419 49.141478 8.351401 49.141928 8.351268 49.142129 8.351084 49.142804 8.350721 49.143206 8.350318 49.143526 8.350042 49.143904 8.349729 49.144248 8.349452 49.144555 8.349286 49.144840 8.349083 49.145064 8.349048 49.145079 8.349279 49.144581 8.349448 49.144190 8.349652 49.143728 8.350021 49.143326 8.350389 49.142829 8.350866 49.142213 8.351164 49.141645 8.351498 49.141504 8.351532 49.141191 8.351697 49.140965 8.351809 49.140669 8.351940 49.140303 8.352324 49.140078 8.352617 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>19653</ms:gid>
        <ms:art_dt>Schlammpeitzger</ms:art_dt>
        <ms:art_wiss>Misgurnus fossilis</ms:art_wiss>
        <ms:kartierer>Höllgärtner, Spang et al,,  IUS</ms:kartierer>
        <ms:kart_dat>01.08.2011</ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1145</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19720">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.142742 8.341344</gml:lowerCorner>
        		<gml:upperCorner>49.144396 8.346556</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19720.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.142742 8.341344 49.142895 8.341347 49.143017 8.341931 49.143550 8.343682 49.143999 8.345271 49.144338 8.346354 49.144396 8.346382 49.144311 8.346556 49.144271 8.346501 49.144096 8.345916 49.143888 8.345102 49.143658 8.344305 49.143484 8.343735 49.143255 8.343135 49.143080 8.342418 49.142916 8.341882 49.142742 8.341344 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19720</ms:gid>
        <ms:art_dt>Bitterling</ms:art_dt>
        <ms:art_wiss>Rhodeus amarus</ms:art_wiss>
        <ms:kartierer>Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>5339</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19597">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.662391 8.165727</gml:lowerCorner>
        		<gml:upperCorner>49.671932 8.178283</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19597.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.666825 8.178280 49.666745 8.178275 49.666666 8.178269 49.666587 8.178261 49.666508 8.178251 49.666429 8.178239 49.666350 8.178226 49.666272 8.178210 49.666193 8.178193 49.666115 8.178174 49.666037 8.178153 49.665959 8.178131 49.665882 8.178106 49.665805 8.178080 49.665728 8.178052 49.665652 8.178022 49.665576 8.177991 49.665501 8.177958 49.665426 8.177923 49.665351 8.177886 49.665277 8.177848 49.665203 8.177808 49.665130 8.177766 49.665058 8.177723 49.664986 8.177678 49.664914 8.177631 49.664844 8.177583 49.664774 8.177533 49.664704 8.177481 49.664635 8.177428 49.664567 8.177373 49.664500 8.177317 49.664433 8.177259 49.664367 8.177200 49.664302 8.177139 49.664238 8.177077 49.664175 8.177013 49.664112 8.176947 49.664050 8.176881 49.663990 8.176813 49.663930 8.176743 49.663871 8.176673 49.663812 8.176600 49.663755 8.176527 49.663699 8.176452 49.663644 8.176376 49.663590 8.176299 49.663537 8.176220 49.663484 8.176141 49.663433 8.176060 49.663383 8.175978 49.663334 8.175895 49.663287 8.175810 49.663240 8.175725 49.663194 8.175638 49.663150 8.175551 49.663107 8.175463 49.663064 8.175373 49.663023 8.175283 49.662984 8.175192 49.662945 8.175099 49.662908 8.175006 49.662872 8.174913 49.662837 8.174818 49.662803 8.174722 49.662771 8.174626 49.662740 8.174529 49.662710 8.174432 49.662681 8.174334 49.662654 8.174235 49.662628 8.174135 49.662604 8.174035 49.662580 8.173935 49.662558 8.173834 49.662538 8.173732 49.662518 8.173630 49.662500 8.173528 49.662484 8.173425 49.662468 8.173322 49.662455 8.173218 49.662442 8.173114 49.662431 8.173010 49.662421 8.172906 49.662413 8.172802 49.662406 8.172697 49.662400 8.172592 49.662396 8.172487 49.662393 8.172383 49.662391 8.172278 49.662391 8.172173 49.662393 8.172068 49.662395 8.171963 49.662399 8.171858 49.662405 8.171754 49.662412 8.171649 49.662420 8.171545 49.662429 8.171441 49.662440 8.171337 49.662453 8.171234 49.662466 8.171130 49.662481 8.171027 49.662498 8.170925 49.662515 8.170823 49.662534 8.170721 49.662555 8.170620 49.662577 8.170520 49.662600 8.170419 49.662624 8.170320 49.662650 8.170221 49.662677 8.170123 49.662705 8.170025 49.662735 8.169928 49.662766 8.169832 49.662798 8.169736 49.662831 8.169641 49.662866 8.169547 49.662902 8.169454 49.662939 8.169362 49.662978 8.169271 49.663017 8.169180 49.663058 8.169090 49.663100 8.169002 49.663143 8.168914 49.663187 8.168828 49.663233 8.168742 49.663279 8.168658 49.663327 8.168575 49.663376 8.168492 49.663425 8.168411 49.663476 8.168331 49.663528 8.168253 49.663581 8.168175 49.663635 8.168099 49.663690 8.168024 49.663746 8.167950 49.663803 8.167878 49.663861 8.167807 49.663920 8.167737 49.663980 8.167669 49.664041 8.167602 49.664102 8.167537 49.664165 8.167473 49.664228 8.167410 49.664292 8.167349 49.664357 8.167290 49.664423 8.167232 49.664489 8.167175 49.664557 8.167120 49.664625 8.167067 49.664693 8.167015 49.664763 8.166965 49.664833 8.166916 49.664903 8.166869 49.664975 8.166824 49.665046 8.166781 49.665119 8.166739 49.665192 8.166698 49.665265 8.166660 49.665339 8.166623 49.665414 8.166588 49.665489 8.166554 49.665564 8.166523 49.665640 8.166493 49.665716 8.166464 49.665793 8.166438 49.665870 8.166413 49.665947 8.166391 49.666025 8.166369 49.666103 8.166350 49.666181 8.166333 49.666232 8.166323 49.666216 8.166300 49.667079 8.166140 49.668147 8.165906 49.668150 8.165910 49.668198 8.165889 49.668247 8.165868 49.668297 8.165850 49.668347 8.165832 49.668398 8.165816 49.668448 8.165801 49.668499 8.165787 49.668550 8.165775 49.668601 8.165764 49.668652 8.165755 49.668703 8.165747 49.668754 8.165740 49.668806 8.165735 49.668857 8.165731 49.668909 8.165728 49.668960 8.165727 49.669011 8.165727 49.669063 8.165729 49.669114 8.165732 49.669166 8.165736 49.669217 8.165742 49.669268 8.165749 49.669319 8.165757 49.669370 8.165767 49.669421 8.165778 49.669472 8.165791 49.669523 8.165805 49.669573 8.165820 49.669624 8.165837 49.669674 8.165855 49.669724 8.165875 49.669773 8.165895 49.669823 8.165917 49.669872 8.165941 49.669921 8.165965 49.669969 8.165991 49.670018 8.166019 49.670066 8.166047 49.670113 8.166077 49.670161 8.166108 49.670208 8.166141 49.670254 8.166174 49.670300 8.166209 49.670346 8.166246 49.670391 8.166283 49.670436 8.166322 49.670481 8.166361 49.670525 8.166402 49.670569 8.166445 49.670612 8.166488 49.670654 8.166533 49.670696 8.166578 49.670738 8.166625 49.670779 8.166673 49.670819 8.166722 49.670859 8.166772 49.670898 8.166823 49.670937 8.166875 49.670975 8.166928 49.671013 8.166983 49.671050 8.167038 49.671086 8.167094 49.671122 8.167151 49.671157 8.167209 49.671191 8.167268 49.671225 8.167328 49.671258 8.167389 49.671290 8.167451 49.671322 8.167514 49.671352 8.167577 49.671383 8.167641 49.671412 8.167706 49.671441 8.167772 49.671468 8.167839 49.671496 8.167906 49.671522 8.167974 49.671548 8.168043 49.671572 8.168112 49.671596 8.168183 49.671620 8.168253 49.671642 8.168325 49.671664 8.168397 49.671685 8.168469 49.671705 8.168542 49.671724 8.168616 49.671742 8.168690 49.671759 8.168764 49.671776 8.168839 49.671792 8.168915 49.671807 8.168991 49.671821 8.169067 49.671834 8.169144 49.671846 8.169221 49.671858 8.169298 49.671868 8.169376 49.671878 8.169453 49.671887 8.169532 49.671895 8.169610 49.671902 8.169688 49.671908 8.169767 49.671913 8.169846 49.671917 8.169925 49.671921 8.170004 49.671923 8.170083 49.671925 8.170163 49.671926 8.170242 49.671926 8.170305 49.671932 8.170312 49.671921 8.170536 49.671920 8.170559 49.671916 8.170638 49.671912 8.170717 49.671911 8.170727 49.671865 8.171617 49.671386 8.173632 49.671377 8.173619 49.671360 8.173718 49.671341 8.173820 49.671320 8.173921 49.671298 8.174021 49.671275 8.174122 49.671251 8.174221 49.671225 8.174320 49.671198 8.174418 49.671170 8.174516 49.671140 8.174613 49.671109 8.174709 49.671077 8.174805 49.671044 8.174900 49.671009 8.174994 49.670973 8.175087 49.670936 8.175179 49.670897 8.175271 49.670858 8.175361 49.670817 8.175451 49.670775 8.175539 49.670732 8.175627 49.670688 8.175713 49.670642 8.175799 49.670596 8.175883 49.670548 8.175967 49.670499 8.176049 49.670449 8.176130 49.670398 8.176210 49.670347 8.176288 49.670293 8.176366 49.670239 8.176442 49.670184 8.176517 49.670128 8.176591 49.670071 8.176663 49.670013 8.176734 49.669955 8.176804 49.669895 8.176872 49.669834 8.176939 49.669772 8.177004 49.669710 8.177068 49.669647 8.177131 49.669582 8.177192 49.669518 8.177251 49.669452 8.177309 49.669385 8.177366 49.669318 8.177421 49.669250 8.177474 49.669181 8.177526 49.669112 8.177576 49.669042 8.177625 49.668971 8.177672 49.668900 8.177717 49.668828 8.177761 49.668756 8.177802 49.668683 8.177843 49.668609 8.177881 49.668535 8.177918 49.668461 8.177953 49.668386 8.177987 49.668310 8.178018 49.668235 8.178048 49.668158 8.178076 49.668082 8.178103 49.668005 8.178127 49.667927 8.178150 49.667850 8.178171 49.667772 8.178191 49.667694 8.178208 49.667615 8.178224 49.667537 8.178237 49.667458 8.178249 49.667379 8.178260 49.667300 8.178268 49.667221 8.178275 49.667142 8.178279 49.667063 8.178282 49.666983 8.178283 49.666904 8.178282 49.666825 8.178280 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19597</ms:gid>
        <ms:art_dt>Kiebitz</ms:art_dt>
        <ms:art_wiss>Vanellus vanellus</ms:art_wiss>
        <ms:kartierer></ms:kartierer>
        <ms:kart_dat>2000</ms:kart_dat>
        <ms:richtlinie>***</ms:richtlinie>
        <ms:art_nr>A142</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19654">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.178887 8.353296</gml:lowerCorner>
        		<gml:upperCorner>49.181294 8.369912</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19654.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.179385 8.369665 49.179226 8.368833 49.179076 8.367565 49.179036 8.366859 49.178914 8.366172 49.178887 8.365428 49.178893 8.364486 49.178947 8.363397 49.179059 8.362381 49.179219 8.361218 49.179356 8.360020 49.179449 8.359620 49.179529 8.359038 49.179573 8.358403 49.179629 8.357876 49.179686 8.357296 49.179835 8.356469 49.180010 8.355777 49.180220 8.355158 49.180361 8.354703 49.180689 8.353955 49.180936 8.353535 49.181125 8.353296 49.181245 8.353422 49.181294 8.353675 49.181208 8.353783 49.180997 8.354239 49.180797 8.354768 49.180728 8.355185 49.180496 8.355968 49.180583 8.356414 49.180374 8.357196 49.180236 8.358086 49.180158 8.359048 49.180116 8.360047 49.180049 8.360845 49.179993 8.361552 49.179874 8.363557 49.179843 8.364429 49.179882 8.365171 49.179863 8.365951 49.179878 8.366477 49.180015 8.367517 49.179908 8.367555 49.179851 8.367936 49.179889 8.368335 49.179974 8.368841 49.180060 8.369258 49.180157 8.369656 49.180194 8.369908 49.179874 8.369912 49.179612 8.369771 49.179385 8.369665 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19654</ms:gid>
        <ms:art_dt>Steinbeißer</ms:art_dt>
        <ms:art_wiss>Cobitis taenia</ms:art_wiss>
        <ms:kartierer>Höllgärtner, Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1149</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19655">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.183630 8.338570</gml:lowerCorner>
        		<gml:upperCorner>49.183999 8.340587</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19655.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.183999 8.338570 49.183908 8.339187 49.183792 8.339860 49.183735 8.340259 49.183678 8.340568 49.183630 8.340587 49.183813 8.339315 49.183894 8.338842 49.183869 8.338644 49.183999 8.338570 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19655</ms:gid>
        <ms:art_dt>Steinbeißer</ms:art_dt>
        <ms:art_wiss>Cobitis taenia</ms:art_wiss>
        <ms:kartierer>Höllgärtner, Spang et al 2008</ms:kartierer>
        <ms:kart_dat></ms:kart_dat>
        <ms:richtlinie>Anhang II (zielrelevant)</ms:richtlinie>
        <ms:art_nr>1149</ms:art_nr>
      </ms:artvk>
    </wfs:member>
    <wfs:member>
      <ms:artvk gml:id="artvk.19598">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.671903 8.069875</gml:lowerCorner>
        		<gml:upperCorner>49.684347 8.083228</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artvk.19598.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.678005 8.083223 49.677897 8.083217 49.677788 8.083210 49.677680 8.083200 49.677572 8.083188 49.677464 8.083174 49.677356 8.083159 49.677248 8.083141 49.677141 8.083121 49.677034 8.083099 49.676927 8.083076 49.676820 8.083050 49.676714 8.083022 49.676609 8.082992 49.676504 8.082961 49.676399 8.082927 49.676295 8.082891 49.676192 8.082854 49.676089 8.082814 49.675986 8.082773 49.675885 8.082730 49.675784 8.082685 49.675684 8.082638 49.675584 8.082589 49.675485 8.082538 49.675387 8.082486 49.675290 8.082431 49.675194 8.082375 49.675099 8.082317 49.675004 8.082258 49.674911 8.082196 49.674818 8.082133 49.674727 8.082068 49.674636 8.082002 49.674547 8.081934 49.674459 8.081864 49.674372 8.081793 49.674286 8.081720 49.674201 8.081645 49.674117 8.081569 49.674035 8.081491 49.673953 8.081412 49.673873 8.081332 49.673795 8.081250 49.673717 8.081166 49.673641 8.081081 49.673567 8.080995 49.673494 8.080907 49.673422 8.080818 49.673351 8.080728 49.673283 8.080636 49.673215 8.080544 49.673149 8.080450 49.673085 8.080355 49.673022 8.080258 49.672960 8.080161 49.672901 8.080062 49.672842 8.079962 49.672786 8.079862 49.672731 8.079760 49.672678 8.079657 49.672626 8.079554 49.672576 8.079449 49.672528 8.079344 49.672481 8.079238 49.672436 8.079131 49.672393 8.079023 49.672352 8.078914 49.672312 8.078805 49.672274 8.078695 49.672238 8.078584 49.672204 8.078473 49.672172 8.078361 49.672141 8.078248 49.672112 8.078136 49.672085 8.078022 49.672060 8.077908 49.672037 8.077794 49.672015 8.077679 49.671996 8.077564 49.671978 8.077449 49.671962 8.077333 49.671948 8.077218 49.671936 8.077101 49.671926 8.076985 49.671917 8.076869 49.671911 8.076753 49.671906 8.076636 49.671904 8.076520 49.671903 8.076403 49.671904 8.076287 49.671907 8.076170 49.671912 8.076054 49.671919 8.075938 49.671928 8.075822 49.671938 8.075706 49.671951 8.075591 49.671965 8.075476 49.671981 8.075361 49.671999 8.075246 49.672019 8.075132 49.672041 8.075019 49.672065 8.074905 49.672090 8.074793 49.672118 8.074681 49.672147 8.074569 49.672178 8.074458 49.672211 8.074348 49.672246 8.074238 49.672282 8.074129 49.672320 8.074021 49.672360 8.073914 49.672402 8.073807 49.672445 8.073701 49.672491 8.073596 49.672537 8.073492 49.672586 8.073389 49.672636 8.073287 49.672688 8.073186 49.672742 8.073086 49.672797 8.072987 49.672854 8.072889 49.672913 8.072792 49.672973 8.072696 49.673034 8.072602 49.673098 8.072508 49.673162 8.072416 49.673229 8.072325 49.673296 8.072236 49.673366 8.072147 49.673436 8.072061 49.673508 8.071975 49.673582 8.071891 49.673657 8.071808 49.673733 8.071727 49.673811 8.071647 49.673890 8.071569 49.673970 8.071492 49.674051 8.071417 49.674134 8.071343 49.674218 8.071271 49.674303 8.071200 49.674389 8.071132 49.674477 8.071064 49.674565 8.070999 49.674655 8.070935 49.674745 8.070873 49.674837 8.070812 49.674930 8.070754 49.675024 8.070697 49.675118 8.070642 49.675214 8.070588 49.675310 8.070537 49.675407 8.070487 49.675505 8.070439 49.675604 8.070393 49.675704 8.070349 49.675804 8.070307 49.675906 8.070267 49.676007 8.070228 49.676110 8.070192 49.676213 8.070157 49.676316 8.070125 49.676421 8.070094 49.676525 8.070066 49.676630 8.070039 49.676736 8.070014 49.676842 8.069992 49.676949 8.069971 49.677055 8.069952 49.677163 8.069935 49.677270 8.069921 49.677378 8.069908 49.677486 8.069898 49.677594 8.069889 49.677702 8.069882 49.677810 8.069878 49.677919 8.069875 49.678027 8.069875 49.678136 8.069876 49.678245 8.069880 49.678353 8.069886 49.678462 8.069893 49.678570 8.069903 49.678678 8.069915 49.678786 8.069928 49.678894 8.069944 49.679002 8.069962 49.679109 8.069982 49.679216 8.070003 49.679323 8.070027 49.679430 8.070053 49.679535 8.070081 49.679641 8.070110 49.679746 8.070142 49.679851 8.070176 49.679955 8.070211 49.680058 8.070249 49.680161 8.070288 49.680264 8.070330 49.680365 8.070373 49.680466 8.070418 49.680566 8.070465 49.680666 8.070514 49.680765 8.070564 49.680863 8.070617 49.680960 8.070671 49.681056 8.070727 49.681151 8.070785 49.681246 8.070845 49.681339 8.070906 49.681432 8.070969 49.681523 8.071034 49.681614 8.071100 49.681703 8.071168 49.681791 8.071238 49.681879 8.071310 49.681965 8.071383 49.682049 8.071457 49.682133 8.071533 49.682216 8.071611 49.682297 8.071690 49.682377 8.071771 49.682455 8.071853 49.682533 8.071936 49.682609 8.072021 49.682683 8.072107 49.682757 8.072195 49.682828 8.072284 49.682899 8.072374 49.682968 8.072466 49.683035 8.072559 49.683101 8.072653 49.683166 8.072748 49.683228 8.072844 49.683290 8.072942 49.683350 8.073040 49.683408 8.073140 49.683464 8.073241 49.683519 8.073342 49.683573 8.073445 49.683624 8.073549 49.683674 8.073653 49.683723 8.073759 49.683769 8.073865 49.683814 8.073972 49.683857 8.074080 49.683898 8.074189 49.683938 8.074298 49.683976 8.074408 49.684012 8.074519 49.684046 8.074630 49.684079 8.074742 49.684109 8.074854 49.684138 8.074967 49.684165 8.075081 49.684190 8.075195 49.684214 8.075309 49.684235 8.075424 49.684255 8.075539 49.684273 8.075654 49.684288 8.075770 49.684302 8.075885 49.684314 8.076002 49.684325 8.076118 49.684333 8.076234 49.684339 8.076351 49.684344 8.076467 49.684347 8.076584 49.684347 8.076700 49.684346 8.076817 49.684343 8.076933 49.684338 8.077049 49.684331 8.077166 49.684323 8.077281 49.684312 8.077397 49.684300 8.077513 49.684285 8.077628 49.684269 8.077743 49.684251 8.077857 49.684231 8.077971 49.684209 8.078085 49.684185 8.078198 49.684160 8.078311 49.684132 8.078423 49.684103 8.078535 49.684072 8.078646 49.684039 8.078756 49.684005 8.078866 49.683968 8.078975 49.683930 8.079083 49.683890 8.079190 49.683848 8.079297 49.683805 8.079403 49.683760 8.079508 49.683713 8.079612 49.683664 8.079715 49.683614 8.079817 49.683562 8.079918 49.683508 8.080018 49.683453 8.080117 49.683396 8.080215 49.683337 8.080312 49.683277 8.080408 49.683216 8.080502 49.683152 8.080596 49.683088 8.080688 49.683021 8.080779 49.682954 8.080868 49.682884 8.080957 49.682814 8.081043 49.682742 8.081129 49.682668 8.081213 49.682593 8.081296 49.682517 8.081377 49.682439 8.081457 49.682360 8.081535 49.682280 8.081612 49.682199 8.081687 49.682116 8.081761 49.682032 8.081833 49.681947 8.081904 49.681861 8.081972 49.681773 8.082040 49.681685 8.082105 49.681595 8.082169 49.681505 8.082231 49.681413 8.082292 49.681320 8.082350 49.681227 8.082407 49.681132 8.082462 49.681036 8.082515 49.680940 8.082567 49.680843 8.082617 49.680745 8.082664 49.680646 8.082710 49.680546 8.082754 49.680446 8.082797 49.680344 8.082837 49.680243 8.082875 49.680140 8.082912 49.680037 8.082946 49.679934 8.082979 49.679829 8.083009 49.679725 8.083038 49.679619 8.083065 49.679514 8.083089 49.679408 8.083112 49.679301 8.083133 49.679195 8.083151 49.679087 8.083168 49.678980 8.083183 49.678872 8.083195 49.678764 8.083206 49.678656 8.083214 49.678548 8.083221 49.678440 8.083225 49.678331 8.083228 49.678222 8.083228 49.678114 8.083227 49.678005 8.083223 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19598</ms:gid>
        <ms:art_dt>Kornweihe</ms:art_dt>
        <ms:art_wiss>Circus cyaneus</ms:art_wiss>
        <ms:kartierer></ms:kartierer>
        <ms:kart_dat>2001 - 2003</ms:kart_dat>
        <ms:richtlinie>Art. 4 Abs. 1</ms:richtlinie>
        <ms:art_nr>A082</ms:art_nr>
      </ms:artvk>
    </wfs:member>
</wfs:FeatureCollection>

 
