<?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:artpotvk&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="2026-04-30T19:04:23" 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%3Aartpotvk&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=400"
   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%3Aartpotvk&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=420">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.124028 7.218757</gml:lowerCorner>
      		<gml:upperCorner>50.840232 8.202010</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19735">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.124028 8.140024</gml:lowerCorner>
        		<gml:upperCorner>49.125675 8.141718</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19735.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.124092 8.140094 49.124108 8.140078 49.124128 8.140064 49.124151 8.140050 49.124177 8.140038 49.124202 8.140030 49.124229 8.140026 49.124260 8.140024 49.124298 8.140025 49.124348 8.140030 49.124388 8.140037 49.124422 8.140049 49.124452 8.140066 49.124478 8.140087 49.124521 8.140130 49.124619 8.140230 49.124651 8.140269 49.124679 8.140307 49.124725 8.140379 49.124755 8.140432 49.124777 8.140484 49.124791 8.140534 49.124798 8.140582 49.124800 8.140679 49.124803 8.140718 49.124810 8.140761 49.124821 8.140806 49.124835 8.140855 49.124879 8.140998 49.124891 8.141044 49.124899 8.141087 49.124907 8.141171 49.124914 8.141206 49.124929 8.141244 49.124944 8.141274 49.124959 8.141292 49.124972 8.141297 49.124982 8.141295 49.124993 8.141286 49.125022 8.141253 49.125032 8.141231 49.125039 8.141202 49.125042 8.141167 49.125044 8.141058 49.125048 8.141027 49.125055 8.141002 49.125071 8.140966 49.125084 8.140947 49.125093 8.140940 49.125105 8.140935 49.125141 8.140930 49.125155 8.140930 49.125171 8.140934 49.125204 8.140949 49.125239 8.140976 49.125295 8.141025 49.125319 8.141050 49.125344 8.141082 49.125430 8.141216 49.125468 8.141267 49.125499 8.141300 49.125575 8.141369 49.125608 8.141406 49.125649 8.141454 49.125659 8.141471 49.125666 8.141487 49.125671 8.141509 49.125674 8.141533 49.125675 8.141557 49.125674 8.141579 49.125669 8.141606 49.125663 8.141623 49.125651 8.141637 49.125624 8.141651 49.125598 8.141660 49.125568 8.141660 49.125539 8.141654 49.125467 8.141632 49.125431 8.141627 49.125387 8.141629 49.125338 8.141634 49.125217 8.141658 49.125187 8.141668 49.125120 8.141704 49.125091 8.141715 49.125076 8.141718 49.125062 8.141718 49.125050 8.141716 49.125039 8.141710 49.125027 8.141697 49.125014 8.141678 49.124974 8.141589 49.124956 8.141559 49.124932 8.141531 49.124904 8.141510 49.124872 8.141495 49.124837 8.141486 49.124800 8.141483 49.124759 8.141484 49.124591 8.141509 49.124520 8.141512 49.124484 8.141509 49.124451 8.141501 49.124422 8.141488 49.124395 8.141471 49.124361 8.141442 49.124326 8.141409 49.124289 8.141370 49.124251 8.141326 49.124178 8.141239 49.124135 8.141180 49.124117 8.141150 49.124101 8.141121 49.124088 8.141092 49.124078 8.141063 49.124067 8.141022 49.124057 8.140974 49.124050 8.140919 49.124040 8.140835 49.124033 8.140749 49.124029 8.140662 49.124028 8.140576 49.124031 8.140492 49.124037 8.140308 49.124040 8.140259 49.124045 8.140218 49.124053 8.140177 49.124063 8.140144 49.124076 8.140116 49.124092 8.140094 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19735</ms:gid>
        <ms:art_dt>Dunkler Wiesenknopf-Ameisenbläuling</ms:art_dt>
        <ms:art_wiss>Maculinea nausithous</ms:art_wiss>
        <ms:art_nr>6179</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19736">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.252001 7.218757</gml:lowerCorner>
        		<gml:upperCorner>50.270729 7.270569</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="artpotvk.19736.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="artpotvk.19736.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.270542 7.242854 50.270472 7.242949 50.269584 7.241234 50.269021 7.241724 50.269002 7.241744 50.268923 7.241822 50.268838 7.241907 50.268577 7.242168 50.268336 7.242408 50.268277 7.242310 50.268117 7.242044 50.267955 7.241777 50.267853 7.241607 50.267673 7.241309 50.267539 7.241535 50.267470 7.241650 50.267387 7.241918 50.267451 7.242038 50.267963 7.242985 50.267980 7.243175 50.267880 7.243550 50.268044 7.243901 50.268254 7.244348 50.268506 7.245063 50.268597 7.245435 50.268689 7.245811 50.268683 7.246000 50.268215 7.246568 50.269069 7.248250 50.268345 7.249310 50.268378 7.249487 50.268312 7.249878 50.267071 7.247854 50.266658 7.247305 50.265981 7.246974 50.265572 7.246617 50.265335 7.246626 50.265059 7.246911 50.264697 7.246939 50.264289 7.246680 50.264033 7.246140 50.263704 7.245603 50.263430 7.245242 50.263063 7.244996 50.262670 7.244995 50.262205 7.245012 50.261921 7.245123 50.261955 7.245263 50.261983 7.245430 50.261982 7.245541 50.261977 7.245752 50.261999 7.245855 50.262038 7.246096 50.262090 7.246282 50.262149 7.246284 50.262286 7.246287 50.262303 7.246297 50.262380 7.246364 50.262450 7.246430 50.262491 7.246570 50.262466 7.246643 50.262416 7.246873 50.262414 7.247095 50.262479 7.247143 50.262533 7.247024 50.262535 7.246839 50.262542 7.246719 50.262621 7.246564 50.262747 7.246531 50.262877 7.246599 50.263097 7.246789 50.263221 7.246894 50.263333 7.247018 50.263409 7.247112 50.263461 7.247270 50.263423 7.247408 50.263345 7.247545 50.263295 7.247701 50.263313 7.247729 50.263378 7.247740 50.263486 7.247706 50.263628 7.247700 50.263829 7.247825 50.264052 7.248081 50.264216 7.248270 50.264364 7.248357 50.264489 7.248268 50.264479 7.248157 50.264456 7.248036 50.264392 7.247914 50.264305 7.247764 50.264229 7.247651 50.264224 7.247531 50.264279 7.247430 50.264362 7.247414 50.264510 7.247473 50.264708 7.247553 50.264886 7.247594 50.265011 7.247579 50.265124 7.247554 50.265273 7.247503 50.265386 7.247441 50.265530 7.247361 50.265679 7.247301 50.265816 7.247295 50.265928 7.247354 50.266064 7.247422 50.266229 7.247500 50.266377 7.247569 50.266483 7.247664 50.266541 7.247813 50.266528 7.247952 50.266491 7.248006 50.266432 7.248014 50.266325 7.247983 50.266225 7.247953 50.266106 7.247922 50.265946 7.247918 50.265815 7.247914 50.265743 7.247950 50.265666 7.247985 50.265594 7.248057 50.265485 7.248221 50.265335 7.248383 50.265131 7.248581 50.265017 7.248652 50.264868 7.248666 50.264737 7.248728 50.264825 7.248859 50.265002 7.249012 50.265178 7.249173 50.266315 7.250613 50.266500 7.251187 50.266759 7.251890 50.266790 7.252566 50.266868 7.252920 50.267016 7.253140 50.267241 7.253633 50.267364 7.254291 50.267618 7.254702 50.268191 7.255625 50.268155 7.255683 50.268217 7.255783 50.268284 7.255954 50.269149 7.258169 50.269073 7.258212 50.269098 7.258255 50.269007 7.258335 50.268825 7.258496 50.268803 7.258516 50.268794 7.258525 50.268786 7.258534 50.268689 7.258638 50.268629 7.258701 50.268605 7.258729 50.268594 7.258741 50.268568 7.258769 50.268417 7.258931 50.268384 7.258968 50.268340 7.258883 50.268272 7.258749 50.268264 7.258758 50.268251 7.258773 50.268244 7.258781 50.268338 7.259026 50.268320 7.259367 50.268332 7.259421 50.268389 7.259662 50.268385 7.259959 50.268462 7.260326 50.268514 7.260571 50.268499 7.260590 50.268414 7.260273 50.268303 7.259860 50.268065 7.259245 50.268009 7.259297 50.268046 7.259424 50.268031 7.259445 50.267859 7.259205 50.267800 7.259270 50.267750 7.259162 50.267694 7.259042 50.267681 7.259015 50.267660 7.258970 50.267630 7.258903 50.267429 7.258623 50.267313 7.258462 50.267232 7.258348 50.267160 7.258247 50.267062 7.258111 50.267051 7.258095 50.266948 7.257959 50.266884 7.257875 50.266746 7.257693 50.264419 7.253897 50.263699 7.254673 50.263377 7.253980 50.263332 7.253757 50.263286 7.253580 50.263263 7.253506 50.263205 7.253393 50.263112 7.253196 50.263072 7.253075 50.263073 7.252992 50.263056 7.252881 50.262985 7.252860 50.262889 7.252950 50.262787 7.253068 50.262702 7.253167 50.262619 7.253211 50.262475 7.253236 50.262410 7.253179 50.262382 7.253040 50.262337 7.252853 50.262267 7.252676 50.262245 7.252555 50.262228 7.252499 50.262187 7.252369 50.262165 7.251920 50.262034 7.251907 50.261809 7.251901 50.261708 7.251898 50.261476 7.251892 50.261197 7.251857 50.261013 7.251834 50.260661 7.251723 50.260430 7.251625 50.260329 7.251585 50.260264 7.251574 50.260163 7.251581 50.260080 7.251624 50.260008 7.251697 50.259905 7.251870 50.259831 7.252062 50.259764 7.252226 50.259685 7.252428 50.259599 7.252666 50.259543 7.252905 50.259487 7.253134 50.259537 7.253180 50.259545 7.253372 50.259533 7.253541 50.259464 7.254047 50.259433 7.254709 50.259534 7.255272 50.260301 7.255372 50.260633 7.256087 50.261158 7.256570 50.261770 7.257388 50.262435 7.257716 50.262447 7.257954 50.262587 7.258819 50.262725 7.259366 50.262923 7.259841 50.263454 7.260772 50.263793 7.261324 50.263847 7.261421 50.264242 7.262790 50.264244 7.263679 50.264391 7.264498 50.264569 7.265251 50.264356 7.265582 50.263615 7.264461 50.263218 7.264944 50.262826 7.264312 50.262576 7.264240 50.262510 7.264615 50.263063 7.265644 50.263622 7.267030 50.264315 7.268442 50.264512 7.268420 50.263895 7.270057 50.263920 7.270380 50.263633 7.270569 50.263523 7.270349 50.263387 7.269284 50.262875 7.269512 50.262856 7.269400 50.262628 7.268851 50.262576 7.268882 50.262482 7.268653 50.262295 7.268301 50.262213 7.268192 50.262148 7.268105 50.261652 7.267549 50.261226 7.267438 50.261148 7.267510 50.260893 7.267745 50.260560 7.268531 50.260508 7.268631 50.260435 7.268772 50.260297 7.268917 50.260161 7.269056 50.259976 7.268724 50.259842 7.268311 50.259815 7.268333 50.259758 7.267908 50.259701 7.267475 50.259643 7.267040 50.259564 7.266633 50.259545 7.266537 50.259432 7.266239 50.259359 7.266298 50.259292 7.266506 50.259268 7.266581 50.259245 7.266654 50.259212 7.266756 50.259187 7.266836 50.259125 7.267027 50.258922 7.266906 50.258530 7.266835 50.258382 7.266878 50.258427 7.267253 50.258445 7.267401 50.258464 7.267571 50.258486 7.267760 50.257774 7.267662 50.257749 7.267372 50.257147 7.267352 50.256901 7.267337 50.256823 7.267390 50.256732 7.267526 50.256689 7.267636 50.256545 7.267253 50.256400 7.266963 50.256242 7.266737 50.256096 7.266493 50.255968 7.266286 50.255839 7.266060 50.255735 7.265808 50.255671 7.265650 50.255468 7.265247 50.255355 7.264994 50.255285 7.264826 50.255205 7.264593 50.255189 7.264407 50.255214 7.264288 50.255287 7.264170 50.255386 7.263991 50.255326 7.263935 50.255214 7.263802 50.255121 7.263652 50.255039 7.263530 50.254993 7.263436 50.254970 7.263352 50.254947 7.263232 50.254930 7.263157 50.254925 7.263120 50.254926 7.263028 50.254951 7.262917 50.254999 7.262854 50.255023 7.262838 50.254958 7.262645 50.254906 7.262524 50.254799 7.262539 50.254661 7.262656 50.254530 7.262754 50.254445 7.262863 50.254360 7.263063 50.254346 7.263266 50.254356 7.263442 50.254372 7.263563 50.254341 7.263710 50.254304 7.263811 50.254243 7.263948 50.254207 7.264049 50.254187 7.264215 50.254198 7.264335 50.254237 7.264502 50.254282 7.264725 50.254346 7.264893 50.254398 7.264987 50.254404 7.265071 50.254361 7.265199 50.254324 7.265281 50.254293 7.265419 50.254309 7.265567 50.254426 7.265700 50.254556 7.265731 50.254652 7.265659 50.254696 7.265467 50.254763 7.265274 50.254855 7.265073 50.254885 7.265056 50.254960 7.265196 50.254988 7.265437 50.255027 7.265614 50.255079 7.265800 50.255090 7.265819 50.255206 7.266072 50.255359 7.266279 50.255547 7.266460 50.255718 7.266529 50.255861 7.266533 50.255950 7.266562 50.256067 7.266686 50.256224 7.266995 50.256382 7.267267 50.256526 7.267622 50.256613 7.267874 50.256675 7.268172 50.256721 7.268534 50.256782 7.268961 50.256173 7.268094 50.255998 7.267886 50.255810 7.267668 50.255692 7.267573 50.255510 7.267392 50.255363 7.267213 50.255228 7.267062 50.255067 7.266900 50.254972 7.266833 50.254819 7.266690 50.254541 7.266730 50.253874 7.266447 50.253056 7.266398 50.252001 7.266385 50.252056 7.265317 50.252099 7.264702 50.252287 7.264082 50.252500 7.263706 50.252513 7.263657 50.252187 7.263228 50.252194 7.262596 50.252180 7.262315 50.252163 7.262029 50.252196 7.261820 50.252255 7.261444 50.252280 7.261289 50.252354 7.260973 50.252436 7.260581 50.252513 7.260223 50.252522 7.260181 50.252626 7.260109 50.252929 7.259687 50.252938 7.259667 50.253021 7.259578 50.254007 7.258307 50.254876 7.257898 50.254738 7.257031 50.254864 7.256644 50.254931 7.256478 50.254993 7.256193 50.255040 7.255954 50.255066 7.255743 50.255080 7.255567 50.255076 7.255401 50.255048 7.255225 50.254985 7.255001 50.254910 7.254805 50.254888 7.254675 50.254889 7.254536 50.254927 7.254362 50.254946 7.254232 50.254954 7.254066 50.254962 7.253882 50.255005 7.253698 50.255049 7.253505 50.255116 7.253377 50.255225 7.253149 50.255362 7.252838 50.255515 7.252417 50.255595 7.252160 50.255633 7.251921 50.255630 7.251718 50.255621 7.251403 50.255607 7.251088 50.255592 7.250811 50.255588 7.250626 50.255602 7.250451 50.255621 7.250331 50.255676 7.250185 50.255754 7.250122 50.255880 7.250014 50.256024 7.249879 50.256176 7.249772 50.256266 7.249701 50.256369 7.249574 50.256472 7.249392 50.256461 7.249318 50.256439 7.249123 50.256423 7.248919 50.256396 7.248715 50.256374 7.248557 50.256315 7.248464 50.256238 7.248489 50.256189 7.248590 50.256104 7.248772 50.256020 7.248835 50.255980 7.248732 50.255957 7.248584 50.255935 7.248444 50.255931 7.248305 50.255950 7.248158 50.255981 7.248076 50.256041 7.247966 50.256206 7.247783 50.256294 7.247696 50.256336 7.247605 50.256355 7.247503 50.256351 7.247346 50.256341 7.247198 50.256318 7.247068 50.256319 7.246975 50.256344 7.246874 50.256423 7.246747 50.256522 7.246638 50.256839 7.246462 50.256976 7.246410 50.257178 7.246378 50.257345 7.246337 50.257553 7.246333 50.257612 7.246362 50.257664 7.246455 50.257717 7.246586 50.257780 7.246773 50.257820 7.246940 50.257876 7.247219 50.257892 7.247405 50.257925 7.247627 50.257958 7.247878 50.257986 7.248100 50.257989 7.248359 50.258054 7.248666 50.258088 7.248750 50.258146 7.248964 50.258179 7.249168 50.258177 7.249399 50.258157 7.249565 50.258119 7.249777 50.258076 7.249914 50.258050 7.250108 50.258058 7.250228 50.258081 7.250303 50.258121 7.250415 50.258163 7.250407 50.258222 7.250390 50.258288 7.250327 50.258349 7.250199 50.258404 7.250090 50.258517 7.249732 50.258574 7.249465 50.258660 7.249181 50.258722 7.248970 50.258783 7.248796 50.258863 7.248585 50.258876 7.248466 50.258943 7.248264 50.258957 7.248070 50.258947 7.247903 50.258955 7.247728 50.258968 7.247645 50.259040 7.247527 50.259064 7.247500 50.259113 7.247437 50.259150 7.247317 50.259151 7.247216 50.259140 7.247114 50.259112 7.246965 50.259072 7.246834 50.259067 7.246705 50.259127 7.246633 50.259186 7.246644 50.259253 7.246775 50.259288 7.246886 50.259505 7.246233 50.259783 7.245815 50.259855 7.245511 50.259876 7.245099 50.259899 7.244634 50.259912 7.244368 50.259919 7.244247 50.259921 7.244074 50.259923 7.243841 50.259927 7.243559 50.259934 7.242982 50.259891 7.242731 50.259870 7.242610 50.259823 7.242413 50.259735 7.242265 50.259692 7.242110 50.259622 7.241908 50.259526 7.241628 50.259496 7.241547 50.259418 7.241233 50.259392 7.241141 50.259325 7.240691 50.259287 7.240455 50.259263 7.240219 50.259225 7.239906 50.259197 7.239621 50.259106 7.239272 50.259063 7.239106 50.258988 7.238906 50.259067 7.238780 50.259108 7.238715 50.259070 7.238628 50.258971 7.238090 50.258897 7.237691 50.258875 7.237179 50.258868 7.237016 50.259005 7.236137 50.259020 7.235921 50.259052 7.235477 50.259059 7.235127 50.259087 7.235118 50.259205 7.236189 50.259266 7.237495 50.259397 7.237958 50.259681 7.238303 50.259731 7.238140 50.260104 7.237479 50.260548 7.237447 50.260596 7.237186 50.260804 7.236533 50.261188 7.234580 50.261260 7.233898 50.261195 7.233658 50.260654 7.233453 50.260449 7.233606 50.260119 7.233698 50.259918 7.233431 50.259741 7.232663 50.259497 7.232284 50.259161 7.231925 50.258848 7.231651 50.258876 7.231595 50.258875 7.231509 50.258972 7.231465 50.260197 7.231340 50.260374 7.231161 50.260660 7.231321 50.260881 7.231356 50.260763 7.231209 50.260763 7.231209 50.259550 7.229500 50.259873 7.229560 50.260209 7.229781 50.260489 7.229935 50.260576 7.229974 50.260687 7.229625 50.260727 7.228806 50.261049 7.227135 50.260637 7.226215 50.260207 7.225529 50.259633 7.225221 50.259009 7.224295 50.258345 7.223127 50.257977 7.222905 50.257610 7.222976 50.256821 7.223836 50.256450 7.223907 50.256122 7.223833 50.255754 7.223530 50.255458 7.223097 50.255087 7.223146 50.254366 7.223392 50.254438 7.223247 50.254557 7.223110 50.254515 7.223007 50.254474 7.222903 50.254463 7.222661 50.254170 7.222800 50.254063 7.222291 50.253540 7.222476 50.254159 7.221924 50.254193 7.221192 50.254174 7.220891 50.254149 7.220483 50.254133 7.220232 50.254106 7.219799 50.254117 7.219484 50.254131 7.219055 50.254140 7.218776 50.254141 7.218757 50.254203 7.218768 50.254665 7.218846 50.254931 7.219313 50.254827 7.219397 50.254846 7.219458 50.254891 7.219445 50.254927 7.219582 50.255059 7.219468 50.255112 7.219612 50.255154 7.219793 50.255186 7.220028 50.255215 7.220211 50.255270 7.220487 50.255302 7.220599 50.255333 7.220706 50.255429 7.220905 50.255513 7.221079 50.255623 7.221306 50.255685 7.221389 50.255728 7.221503 50.255760 7.221588 50.255773 7.221624 50.255780 7.221639 50.255841 7.221781 50.255893 7.221902 50.255912 7.221945 50.255921 7.221948 50.255935 7.221952 50.255938 7.221953 50.255941 7.221954 50.255946 7.221956 50.255951 7.221958 50.255958 7.221960 50.255973 7.221965 50.256041 7.221815 50.256104 7.221745 50.256187 7.221655 50.256273 7.221597 50.256291 7.221583 50.256367 7.221526 50.256401 7.221500 50.256480 7.221441 50.256567 7.221375 50.256644 7.221316 50.256683 7.221285 50.256832 7.221210 50.256861 7.221179 50.256899 7.221139 50.256955 7.221080 50.256996 7.221009 50.257046 7.220924 50.257085 7.220856 50.257118 7.220798 50.257147 7.220784 50.257217 7.220748 50.257311 7.220699 50.257361 7.220673 50.257416 7.220645 50.257511 7.220596 50.257607 7.220640 50.257701 7.220683 50.257770 7.220715 50.257842 7.220748 50.257913 7.220781 50.258513 7.220972 50.258545 7.220833 50.259675 7.221555 50.260449 7.221936 50.261750 7.222786 50.262391 7.223177 50.262291 7.223299 50.262163 7.223456 50.262101 7.223532 50.262031 7.223617 50.262364 7.224011 50.262802 7.224422 50.263023 7.224630 50.263056 7.224567 50.263092 7.224499 50.263209 7.224275 50.263357 7.224433 50.263481 7.224565 50.263595 7.224733 50.263762 7.225007 50.263821 7.225104 50.263941 7.225357 50.264093 7.225656 50.264259 7.226024 50.264102 7.226096 50.264127 7.226186 50.264095 7.226628 50.264080 7.226745 50.264070 7.226755 50.264022 7.226803 50.264081 7.226959 50.264200 7.227175 50.264272 7.227269 50.264409 7.227420 50.264804 7.227795 50.264900 7.227886 50.265003 7.227960 50.265075 7.227998 50.265284 7.228159 50.265493 7.228318 50.265535 7.228348 50.265553 7.228362 50.265643 7.228427 50.266075 7.228738 50.266080 7.228866 50.265950 7.228942 50.265801 7.229055 50.265769 7.229092 50.265697 7.229174 50.265545 7.229364 50.265484 7.229442 50.265430 7.229503 50.265444 7.229580 50.265462 7.229796 50.265498 7.230250 50.265436 7.230925 50.265508 7.230949 50.265606 7.230981 50.265702 7.231013 50.265692 7.231092 50.265677 7.231204 50.265664 7.231304 50.265651 7.231408 50.265642 7.231474 50.265608 7.231733 50.265599 7.231708 50.265497 7.231622 50.265334 7.231485 50.264420 7.231726 50.264345 7.231781 50.264287 7.231845 50.264237 7.231935 50.264239 7.232036 50.264240 7.232169 50.264251 7.232250 50.264203 7.232268 50.264221 7.232391 50.264222 7.232751 50.264208 7.233317 50.264145 7.233410 50.263797 7.233923 50.263748 7.234064 50.263705 7.234431 50.263436 7.235227 50.263434 7.235234 50.263420 7.235390 50.263508 7.236036 50.263640 7.236993 50.263613 7.237242 50.263573 7.237624 50.263526 7.237719 50.263887 7.238575 50.263827 7.238611 50.263763 7.238649 50.263741 7.238618 50.263605 7.238427 50.263536 7.238435 50.263713 7.239156 50.263748 7.239297 50.263802 7.239452 50.263035 7.240749 50.263449 7.241395 50.263932 7.241829 50.264192 7.241918 50.264577 7.240985 50.265235 7.241104 50.265697 7.240150 50.266123 7.239568 50.266674 7.239112 50.267370 7.238569 50.267520 7.238223 50.267739 7.237634 50.268168 7.237262 50.268487 7.237138 50.268851 7.237237 50.269502 7.238133 50.269463 7.238125 50.269360 7.238069 50.269324 7.238050 50.269296 7.238200 50.269258 7.238404 50.269354 7.238524 50.269409 7.238592 50.269549 7.238765 50.269743 7.239052 50.269910 7.239296 50.270128 7.239616 50.270488 7.240734 50.270485 7.240739 50.270545 7.241120 50.270619 7.241627 50.270729 7.242382 50.270711 7.242481 50.270698 7.242552 50.270677 7.242669 50.270658 7.242696 50.270542 7.242854 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.263232 7.242777 50.262337 7.243116 50.262252 7.243321 50.262102 7.243360 50.261990 7.243145 50.261734 7.244901 50.261829 7.244837 50.261967 7.244776 50.262205 7.244690 50.262301 7.244656 50.262450 7.244595 50.262610 7.244553 50.262813 7.244503 50.262991 7.244489 50.263175 7.244539 50.263287 7.244626 50.263336 7.244644 50.263232 7.242777 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.264863 7.251657 50.264961 7.251530 50.264942 7.251488 50.264823 7.251232 50.264650 7.250958 50.264525 7.250802 50.264414 7.250676 50.264289 7.250597 50.264092 7.250530 50.263932 7.250526 50.263817 7.250527 50.263716 7.250529 50.263546 7.250569 50.263354 7.250662 50.263179 7.250766 50.263702 7.253268 50.264863 7.251657 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>19736</ms:gid>
        <ms:art_dt>Bechsteinfledermaus</ms:art_dt>
        <ms:art_wiss>Myotis bechsteinii</ms:art_wiss>
        <ms:art_nr>1323</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19737">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.125644 8.136237</gml:lowerCorner>
        		<gml:upperCorner>49.126885 8.136901</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19737.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.125667 8.136901 49.125655 8.136829 49.125647 8.136748 49.125644 8.136656 49.125646 8.136541 49.125648 8.136470 49.125652 8.136429 49.125659 8.136402 49.125668 8.136374 49.125679 8.136346 49.125692 8.136319 49.125709 8.136294 49.125731 8.136276 49.125757 8.136266 49.125788 8.136262 49.125813 8.136263 49.125842 8.136267 49.125982 8.136305 49.126014 8.136311 49.126042 8.136313 49.126098 8.136311 49.126162 8.136302 49.126370 8.136257 49.126441 8.136244 49.126503 8.136238 49.126558 8.136237 49.126593 8.136240 49.126626 8.136246 49.126657 8.136255 49.126686 8.136267 49.126714 8.136283 49.126740 8.136301 49.126764 8.136323 49.126787 8.136348 49.126824 8.136395 49.126852 8.136437 49.126867 8.136466 49.126885 8.136514 49.125667 8.136901 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19737</ms:gid>
        <ms:art_dt>Dunkler Wiesenknopf-Ameisenbläuling</ms:art_dt>
        <ms:art_wiss>Maculinea nausithous</ms:art_wiss>
        <ms:art_nr>6179</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19738">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.839751 7.938599</gml:lowerCorner>
        		<gml:upperCorner>50.840232 7.939233</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19738.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">50.839783 7.939111 50.839754 7.939074 50.839751 7.938669 50.839941 7.938599 50.840122 7.938809 50.840232 7.938886 50.840191 7.939038 50.840184 7.939037 50.840171 7.939031 50.840004 7.939145 50.839880 7.939233 50.839847 7.939191 50.839808 7.939094 50.839804 7.939126 50.839796 7.939108 50.839783 7.939111 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19738</ms:gid>
        <ms:art_dt>Großes Mausohr</ms:art_dt>
        <ms:art_wiss>Myotis myotis</ms:art_wiss>
        <ms:art_nr>1324</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19739">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.080308 7.242684</gml:lowerCorner>
        		<gml:upperCorner>50.082319 7.247796</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19739.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">50.080604 7.244380 50.080598 7.244361 50.080504 7.244036 50.080439 7.242750 50.080661 7.242772 50.080679 7.242776 50.080692 7.242777 50.082238 7.242684 50.082319 7.242701 50.082172 7.245955 50.082107 7.247530 50.082107 7.247602 50.081612 7.247796 50.081126 7.247756 50.080945 7.247668 50.080804 7.247547 50.080646 7.247371 50.080495 7.247029 50.080480 7.246961 50.080473 7.246926 50.080465 7.246890 50.080308 7.246417 50.080440 7.246280 50.080555 7.246138 50.080707 7.245920 50.080838 7.245768 50.080847 7.245535 50.080780 7.244985 50.080604 7.244380 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19739</ms:gid>
        <ms:art_dt>Bechsteinfledermaus</ms:art_dt>
        <ms:art_wiss>Myotis bechsteinii</ms:art_wiss>
        <ms:art_nr>1323</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19740">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.832587 7.892308</gml:lowerCorner>
        		<gml:upperCorner>50.833204 7.893398</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19740.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">50.832613 7.893366 50.832587 7.893398 50.832667 7.892585 50.832689 7.892569 50.832896 7.892414 50.833037 7.892308 50.833204 7.892338 50.833147 7.892718 50.832613 7.893366 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19740</ms:gid>
        <ms:art_dt>Bechsteinfledermaus</ms:art_dt>
        <ms:art_wiss>Myotis bechsteinii</ms:art_wiss>
        <ms:art_nr>1323</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19741">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.137362 8.176616</gml:lowerCorner>
        		<gml:upperCorner>49.138398 8.178110</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19741.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.138190 8.176619 49.138214 8.176623 49.138236 8.176632 49.138398 8.177689 49.138396 8.177855 49.138395 8.177888 49.138392 8.177914 49.138385 8.177945 49.138375 8.177975 49.138363 8.178003 49.138350 8.178028 49.138330 8.178053 49.138306 8.178074 49.138276 8.178092 49.138243 8.178106 49.138213 8.178110 49.138178 8.178105 49.138140 8.178092 49.138072 8.178061 49.138031 8.178040 49.137988 8.178010 49.137946 8.177975 49.137839 8.177880 49.137807 8.177854 49.137777 8.177834 49.137756 8.177818 49.137706 8.177774 49.137683 8.177758 49.137670 8.177752 49.137658 8.177749 49.137647 8.177749 49.137636 8.177753 49.137624 8.177762 49.137597 8.177793 49.137584 8.177804 49.137565 8.177815 49.137545 8.177822 49.137526 8.177825 49.137508 8.177824 49.137489 8.177817 49.137468 8.177803 49.137447 8.177784 49.137427 8.177760 49.137416 8.177743 49.137406 8.177723 49.137388 8.177673 49.137375 8.177612 49.137366 8.177543 49.137363 8.177495 49.137362 8.177449 49.137363 8.177407 49.137366 8.177369 49.137372 8.177338 49.137379 8.177311 49.137388 8.177290 49.137400 8.177274 49.137419 8.177261 49.137460 8.177248 49.137476 8.177240 49.137498 8.177224 49.137521 8.177201 49.137545 8.177172 49.137612 8.177084 49.137634 8.177060 49.137655 8.177042 49.137707 8.177007 49.137764 8.176978 49.137788 8.176970 49.137815 8.176967 49.137912 8.176970 49.137948 8.176967 49.137966 8.176963 49.137982 8.176956 49.137996 8.176946 49.138009 8.176934 49.138027 8.176911 49.138045 8.176884 49.138061 8.176855 49.138075 8.176824 49.138081 8.176805 49.138085 8.176781 49.138092 8.176691 49.138096 8.176662 49.138103 8.176638 49.138114 8.176624 49.138125 8.176618 49.138140 8.176616 49.138190 8.176619 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19741</ms:gid>
        <ms:art_dt>Dunkler Wiesenknopf-Ameisenbläuling</ms:art_dt>
        <ms:art_wiss>Maculinea nausithous</ms:art_wiss>
        <ms:art_nr>6179</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19742">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.084611 7.236769</gml:lowerCorner>
        		<gml:upperCorner>50.094372 7.254424</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id="artpotvk.19742.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">50.090278 7.241917 50.090051 7.242295 50.090006 7.242294 50.090026 7.242341 50.090065 7.242444 50.090067 7.242353 50.090113 7.242269 50.090828 7.243190 50.090570 7.243659 50.090524 7.243652 50.090484 7.243689 50.090650 7.244128 50.090755 7.244496 50.090803 7.244427 50.091349 7.245085 50.091624 7.245315 50.092596 7.245883 50.092805 7.245902 50.092984 7.245923 50.092992 7.245954 50.093313 7.245903 50.093648 7.245722 50.094098 7.245677 50.094310 7.245734 50.094372 7.245723 50.094367 7.246009 50.094288 7.246590 50.094186 7.246940 50.094106 7.247263 50.094074 7.247734 50.094007 7.248096 50.093904 7.248446 50.093770 7.248834 50.093716 7.249206 50.093646 7.249477 50.093698 7.249629 50.093757 7.249993 50.093808 7.250257 50.093824 7.250498 50.093789 7.250840 50.093755 7.251080 50.093716 7.251310 50.093620 7.251411 50.093228 7.251970 50.092973 7.252136 50.092944 7.252214 50.092919 7.252319 50.092860 7.252511 50.092762 7.252816 50.092770 7.252984 50.092742 7.253166 50.092692 7.253320 50.092570 7.253816 50.092527 7.253944 50.092479 7.254184 50.092395 7.254264 50.092311 7.254384 50.092269 7.254424 50.092264 7.254379 50.092061 7.254033 50.091819 7.253591 50.091694 7.253459 50.091594 7.253612 50.091481 7.253390 50.091163 7.252887 50.090747 7.252514 50.090307 7.251918 50.090044 7.251068 50.090005 7.250502 50.089712 7.250271 50.088752 7.249632 50.088260 7.249185 50.088006 7.249010 50.087852 7.248843 50.087360 7.248107 50.086894 7.247487 50.086691 7.247526 50.086593 7.247059 50.086398 7.246884 50.086390 7.246877 50.086490 7.246619 50.086304 7.244961 50.084611 7.245368 50.084898 7.243376 50.085317 7.243376 50.085959 7.243566 50.085848 7.242596 50.085995 7.242545 50.085934 7.242327 50.085726 7.242191 50.085622 7.241834 50.085395 7.241052 50.085084 7.239979 50.084687 7.239034 50.085816 7.237015 50.085969 7.236769 50.086049 7.236792 50.086446 7.237270 50.086815 7.237687 50.086932 7.237864 50.087226 7.238111 50.087801 7.238729 50.088312 7.239497 50.088449 7.239745 50.088525 7.239845 50.089337 7.240921 50.090203 7.241862 50.090278 7.241917 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>19742</ms:gid>
        <ms:art_dt>Bechsteinfledermaus</ms:art_dt>
        <ms:art_wiss>Myotis bechsteinii</ms:art_wiss>
        <ms:art_nr>1323</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19743">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.824868 7.909042</gml:lowerCorner>
        		<gml:upperCorner>50.832130 7.928457</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="artpotvk.19743.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="artpotvk.19743.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.830022 7.925111 50.829908 7.925266 50.829882 7.925301 50.829813 7.925483 50.829740 7.925802 50.829703 7.926063 50.829631 7.926314 50.829590 7.926463 50.829431 7.926655 50.829290 7.926796 50.829138 7.926976 50.828989 7.927231 50.828950 7.927302 50.828858 7.927469 50.828698 7.927740 50.828594 7.927870 50.828516 7.928046 50.828488 7.928120 50.828394 7.928185 50.828210 7.928226 50.828130 7.928207 50.827990 7.928229 50.827893 7.928311 50.827783 7.928403 50.827701 7.928444 50.827611 7.928453 50.827558 7.928457 50.827518 7.928336 50.827271 7.927855 50.827126 7.927417 50.826901 7.926806 50.826735 7.926509 50.826209 7.926016 50.825923 7.925623 50.825791 7.925567 50.825487 7.925318 50.825428 7.925236 50.824870 7.924428 50.824868 7.924355 50.824993 7.924193 50.825042 7.924151 50.825139 7.924068 50.825348 7.923912 50.825406 7.923875 50.825416 7.923862 50.825531 7.923776 50.825697 7.923468 50.825689 7.923379 50.825688 7.923373 50.825689 7.923371 50.825689 7.923302 50.825681 7.923285 50.825639 7.922965 50.825642 7.922958 50.825973 7.922362 50.826278 7.921782 50.826569 7.921310 50.826605 7.921252 50.826665 7.921150 50.827380 7.919950 50.827694 7.919273 50.827622 7.919183 50.827461 7.918883 50.826969 7.918282 50.826446 7.917462 50.826253 7.917149 50.825695 7.916229 50.825425 7.915762 50.825331 7.915345 50.825352 7.914841 50.825363 7.914775 50.825396 7.914575 50.825402 7.914541 50.825670 7.913859 50.825709 7.913752 50.825744 7.913671 50.825861 7.913405 50.826140 7.913009 50.826392 7.912770 50.826441 7.912717 50.826600 7.912546 50.826726 7.912409 50.826732 7.912374 50.826742 7.912314 50.826811 7.912213 50.826926 7.912088 50.827060 7.911909 50.827215 7.911659 50.827256 7.911562 50.827306 7.911444 50.827377 7.911159 50.827409 7.911003 50.827416 7.910881 50.827417 7.910848 50.827418 7.910807 50.827383 7.910748 50.827622 7.909323 50.827664 7.909071 50.827677 7.909042 50.827765 7.909133 50.828001 7.909335 50.828002 7.909336 50.828039 7.909374 50.828178 7.909518 50.828180 7.909521 50.828201 7.909549 50.828401 7.909820 50.828402 7.909821 50.828485 7.909951 50.828759 7.910345 50.828787 7.910385 50.829111 7.911151 50.829121 7.911209 50.829176 7.911504 50.829185 7.911549 50.829230 7.911883 50.829231 7.911893 50.829219 7.912166 50.829219 7.912172 50.829182 7.912420 50.829151 7.912712 50.829149 7.912722 50.829058 7.913006 50.829047 7.913035 50.829021 7.913036 50.828910 7.913343 50.828775 7.913566 50.828615 7.913681 50.828442 7.913775 50.828370 7.913922 50.828367 7.913946 50.828345 7.914111 50.828350 7.914381 50.828383 7.914588 50.828406 7.914752 50.828483 7.915036 50.828617 7.915373 50.828743 7.915745 50.828885 7.916059 50.829085 7.916375 50.829179 7.916557 50.829342 7.916767 50.829472 7.916838 50.829634 7.916836 50.829817 7.916774 50.830042 7.916765 50.830256 7.916901 50.830540 7.917108 50.830689 7.917268 50.830714 7.917296 50.830518 7.917504 50.830501 7.917519 50.830387 7.917617 50.829917 7.918243 50.829533 7.918884 50.829566 7.918907 50.829720 7.919083 50.829833 7.919351 50.829953 7.919692 50.830030 7.919968 50.830250 7.920673 50.830475 7.920964 50.830240 7.921420 50.830052 7.921771 50.829923 7.921923 50.829956 7.922097 50.830118 7.922197 50.830315 7.922090 50.830501 7.921847 50.830624 7.921565 50.830743 7.921261 50.830763 7.921201 50.831050 7.921468 50.831064 7.921479 50.831331 7.921729 50.831596 7.921910 50.831812 7.922178 50.832093 7.922506 50.832108 7.922564 50.832130 7.922650 50.832128 7.922701 50.832124 7.922834 50.832049 7.923027 50.831959 7.923161 50.831915 7.923227 50.831901 7.923248 50.831805 7.923348 50.831761 7.923395 50.831654 7.923505 50.831425 7.923741 50.831190 7.923991 50.830885 7.924221 50.830724 7.924354 50.830466 7.924575 50.830246 7.924848 50.830078 7.925044 50.830022 7.925111 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.827417 7.923366 50.827341 7.923317 50.827052 7.923132 50.827361 7.922567 50.827089 7.922479 50.827029 7.922520 50.826878 7.922622 50.826710 7.922758 50.826663 7.922773 50.826485 7.922831 50.826376 7.922889 50.826356 7.922900 50.826150 7.922979 50.826066 7.923011 50.825913 7.923190 50.825909 7.923308 50.825905 7.923484 50.826078 7.923438 50.826268 7.923388 50.826549 7.923312 50.826725 7.923265 50.826679 7.923499 50.826714 7.923620 50.826835 7.923588 50.826869 7.923589 50.827042 7.923592 50.827372 7.923551 50.827417 7.923366 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>19743</ms:gid>
        <ms:art_dt>Bechsteinfledermaus</ms:art_dt>
        <ms:art_wiss>Myotis bechsteinii</ms:art_wiss>
        <ms:art_nr>1323</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
    <wfs:member>
      <ms:artpotvk gml:id="artpotvk.19744">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.138343 8.187131</gml:lowerCorner>
        		<gml:upperCorner>49.143231 8.202010</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="artpotvk.19744.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="artpotvk.19744.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.142911 8.195566 49.141719 8.195603 49.141725 8.195924 49.141697 8.196795 49.141717 8.198964 49.140347 8.199023 49.140271 8.199020 49.140273 8.199126 49.140316 8.201474 49.139943 8.201563 49.139601 8.201659 49.139288 8.201777 49.138958 8.201956 49.138836 8.202010 49.138720 8.201568 49.138634 8.201174 49.138583 8.200751 49.138601 8.200500 49.138674 8.200129 49.138799 8.199873 49.138930 8.199617 49.139109 8.199266 49.139163 8.199163 49.139174 8.199145 49.139158 8.198986 49.139140 8.198936 49.139122 8.198876 49.139105 8.198808 49.139089 8.198730 49.139073 8.198644 49.139059 8.198549 49.139029 8.198320 49.139016 8.198223 49.138974 8.197958 49.138939 8.197720 49.138901 8.197508 49.138857 8.197304 49.138801 8.197081 49.138746 8.196880 49.138721 8.196775 49.138691 8.196633 49.138685 8.196592 49.138681 8.196557 49.138681 8.196522 49.138682 8.196388 49.138573 8.194605 49.138562 8.194416 49.138555 8.194286 49.138552 8.194249 49.138536 8.193977 49.138526 8.193795 49.138514 8.193589 49.138491 8.193209 49.138487 8.193142 49.138483 8.193074 49.138475 8.192923 49.138467 8.192789 49.138456 8.192610 49.138452 8.192531 49.138437 8.192291 49.138430 8.192164 49.138422 8.192033 49.138400 8.191657 49.138386 8.191422 49.138373 8.191203 49.138369 8.191136 49.138361 8.191003 49.138354 8.190884 49.138343 8.190692 49.138347 8.190596 49.138355 8.190386 49.138363 8.190157 49.138368 8.190035 49.138372 8.189916 49.138378 8.189779 49.138381 8.189693 49.138387 8.189531 49.138394 8.189357 49.138396 8.189302 49.138403 8.189104 49.138414 8.188803 49.138417 8.188722 49.138423 8.188567 49.138433 8.188319 49.138446 8.187955 49.138452 8.187792 49.138457 8.187674 49.138483 8.187629 49.139845 8.187560 49.139992 8.187552 49.139994 8.187552 49.139987 8.187131 49.140100 8.187148 49.140193 8.192133 49.140941 8.192074 49.141065 8.191963 49.141208 8.191790 49.141227 8.191770 49.141252 8.191753 49.141277 8.191740 49.141341 8.191714 49.141370 8.191698 49.141393 8.191678 49.141410 8.191655 49.141421 8.191631 49.141431 8.191604 49.141439 8.191572 49.141446 8.191538 49.141457 8.191459 49.141461 8.191373 49.141461 8.191323 49.141459 8.191281 49.141455 8.191243 49.141448 8.191210 49.141440 8.191181 49.141428 8.191151 49.141413 8.191119 49.141392 8.191080 49.141531 8.191076 49.141525 8.190881 49.141201 8.190883 49.141132 8.190838 49.141091 8.190808 49.141054 8.190777 49.141023 8.190745 49.140940 8.190653 49.140897 8.190602 49.140860 8.190548 49.140831 8.190494 49.140803 8.190431 49.140781 8.190371 49.140765 8.190314 49.140754 8.190260 49.140748 8.190199 49.140746 8.190135 49.140749 8.190071 49.140756 8.190010 49.140764 8.189966 49.140775 8.189923 49.140787 8.189880 49.140802 8.189840 49.140818 8.189804 49.140835 8.189771 49.140853 8.189743 49.140872 8.189720 49.140893 8.189700 49.140919 8.189682 49.140950 8.189666 49.140994 8.189645 49.141066 8.189619 49.141101 8.189610 49.141135 8.189604 49.141168 8.189601 49.141200 8.189601 49.141231 8.189605 49.141261 8.189611 49.141295 8.189622 49.141327 8.189636 49.141358 8.189652 49.141385 8.189671 49.141412 8.189693 49.141440 8.189722 49.141470 8.189758 49.141509 8.189808 49.141541 8.189856 49.141572 8.189911 49.141601 8.189973 49.141630 8.190042 49.141707 8.194109 49.141711 8.194104 49.141748 8.194053 49.141771 8.194026 49.141793 8.194005 49.141813 8.193993 49.141836 8.193987 49.141861 8.193986 49.141886 8.193989 49.141910 8.193997 49.141931 8.194009 49.141953 8.194028 49.141977 8.194054 49.142003 8.194088 49.142037 8.194136 49.142059 8.194177 49.142075 8.194214 49.142083 8.194250 49.142085 8.194294 49.142081 8.194341 49.142072 8.194387 49.142059 8.194425 49.142045 8.194450 49.142024 8.194480 49.142004 8.194499 49.141979 8.194514 49.141953 8.194523 49.141891 8.194537 49.141863 8.194548 49.141842 8.194562 49.141825 8.194581 49.141795 8.194624 49.141787 8.194641 49.141782 8.194658 49.141780 8.194682 49.141779 8.194718 49.141781 8.194737 49.141784 8.194757 49.141789 8.194776 49.141797 8.194796 49.141816 8.194834 49.141875 8.194932 49.141890 8.194963 49.141899 8.194993 49.141906 8.195040 49.141916 8.195151 49.141920 8.195177 49.141925 8.195200 49.141937 8.195228 49.141968 8.195281 49.143227 8.195188 49.143231 8.195420 49.143051 8.195462 49.142911 8.195566 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.141562 8.194374 49.141522 8.194351 49.141477 8.194318 49.141422 8.194271 49.141359 8.194210 49.141308 8.194151 49.141287 8.194121 49.141267 8.194091 49.141208 8.194005 49.141040 8.193925 49.140651 8.193946 49.140227 8.193989 49.140237 8.194493 49.140259 8.194492 49.140278 8.195613 49.140306 8.195620 49.141636 8.195563 49.141629 8.195299 49.141628 8.195295 49.141604 8.194394 49.141600 8.194388 49.141562 8.194374 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.140326 8.196774 49.140279 8.196779 49.140290 8.197353 49.140295 8.197366 49.140322 8.197527 49.141612 8.197515 49.141578 8.196667 49.140326 8.196774 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>19744</ms:gid>
        <ms:art_dt>Dunkler Wiesenknopf-Ameisenbläuling</ms:art_dt>
        <ms:art_wiss>Maculinea nausithous</ms:art_wiss>
        <ms:art_nr>6179</ms:art_nr>
      </ms:artpotvk>
    </wfs:member>
</wfs:FeatureCollection>

 
