<?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=vbs&amp;SERVICE=WFS&amp;VERSION=2.0.0&amp;REQUEST=DescribeFeatureType&amp;TYPENAME=ms:vbs_flaechenhafte_biotope_2&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="2026-10-02T07:28:30" numberMatched="unknown" numberReturned="10"
   previous="https://map-final.rlp-umwelt.de/kartendienste/mod_ogc/wfs_getmap.php?mapfile=vbs&amp;mapfile=vbs&amp;SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Avbs_flaechenhafte_biotope_2&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=220"
   next="https://map-final.rlp-umwelt.de/kartendienste/mod_ogc/wfs_getmap.php?mapfile=vbs&amp;mapfile=vbs&amp;SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Avbs_flaechenhafte_biotope_2&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=240">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.169783 7.347444</gml:lowerCorner>
      		<gml:upperCorner>49.189394 7.873599</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
<!-- WARNING: No featureid defined for typename 'vbs_flaechenhafte_biotope_2'. Output will not validate. -->
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.176923 7.627364</gml:lowerCorner>
        		<gml:upperCorner>49.179989 7.641161</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.179554 7.637628 49.179552 7.637645 49.179547 7.637768 49.179542 7.637868 49.179533 7.638142 49.179472 7.638918 49.179439 7.639228 49.179395 7.639649 49.179391 7.639665 49.179330 7.639968 49.179264 7.640182 49.179230 7.640281 49.179162 7.640273 49.179087 7.640352 49.179069 7.640371 49.179048 7.640394 49.178325 7.641161 49.178135 7.641113 49.178032 7.641087 49.177697 7.641003 49.177687 7.641088 49.177555 7.641041 49.177288 7.640989 49.177275 7.640986 49.177235 7.640978 49.177056 7.640944 49.176955 7.640924 49.176923 7.640918 49.176940 7.640810 49.176947 7.640771 49.176958 7.640698 49.176960 7.640684 49.176968 7.640637 49.176981 7.640553 49.176990 7.640498 49.176991 7.640493 49.176998 7.640444 49.177009 7.640364 49.177018 7.640298 49.177029 7.640226 49.177038 7.640160 49.177047 7.640093 49.177064 7.639978 49.177067 7.639955 49.177082 7.639850 49.177102 7.639711 49.177105 7.639685 49.177118 7.639599 49.177130 7.639509 49.177140 7.639437 49.177165 7.639265 49.177172 7.639215 49.177180 7.639159 49.177185 7.639123 49.177196 7.639045 49.177198 7.639034 49.177210 7.638945 49.177219 7.638884 49.177228 7.638714 49.177260 7.638115 49.177265 7.638006 49.177268 7.637951 49.177273 7.637866 49.177278 7.637765 49.177279 7.637731 49.177284 7.637615 49.177285 7.637575 49.177287 7.637544 49.177293 7.637450 49.177295 7.637418 49.177296 7.637397 49.177328 7.636904 49.177359 7.636660 49.177363 7.636629 49.177376 7.636590 49.177399 7.636422 49.177420 7.636257 49.177441 7.636092 49.177462 7.635927 49.177483 7.635762 49.177502 7.635582 49.177520 7.635402 49.177530 7.635303 49.177540 7.635221 49.177551 7.635130 49.177557 7.635054 49.177575 7.634886 49.177593 7.634748 49.177610 7.634610 49.177603 7.634510 49.177630 7.634341 49.177636 7.634303 49.177636 7.634294 49.177636 7.634154 49.177636 7.634124 49.177661 7.633863 49.177681 7.633628 49.177685 7.633586 49.177705 7.633468 49.177728 7.633335 49.177733 7.633308 49.177752 7.633209 49.177800 7.633049 49.177844 7.632903 49.177890 7.632751 49.177951 7.632682 49.177969 7.632596 49.177973 7.632575 49.177965 7.632574 49.177941 7.632368 49.177968 7.631703 49.177971 7.630945 49.177973 7.630441 49.177989 7.630156 49.178024 7.629829 49.178201 7.629065 49.178237 7.628914 49.178277 7.628791 49.178309 7.628642 49.178358 7.628487 49.178656 7.627864 49.178664 7.627847 49.178671 7.627838 49.178721 7.627775 49.178780 7.627700 49.178822 7.627647 49.178824 7.627637 49.178859 7.627564 49.178876 7.627541 49.178939 7.627452 49.178947 7.627438 49.178975 7.627387 49.178984 7.627372 49.179083 7.627366 49.179114 7.627364 49.179115 7.627408 49.179105 7.627623 49.179088 7.627992 49.179358 7.628225 49.179632 7.628461 49.179561 7.628676 49.179395 7.629179 49.179372 7.629249 49.179369 7.629257 49.179359 7.629290 49.179350 7.629317 49.179321 7.629448 49.179130 7.630425 49.179070 7.630921 49.179057 7.631112 49.179004 7.631115 49.178994 7.631115 49.178989 7.631115 49.178992 7.631130 49.178997 7.631152 49.179008 7.631276 49.179007 7.631544 49.179009 7.631584 49.179022 7.631890 49.179091 7.633092 49.179514 7.633942 49.179603 7.634415 49.179614 7.634473 49.179610 7.634474 49.179448 7.634521 49.179313 7.634559 49.179348 7.635128 49.179349 7.635324 49.179350 7.635668 49.179766 7.635714 49.179953 7.635780 49.179989 7.635819 49.179964 7.635873 49.179920 7.635955 49.179872 7.636048 49.179817 7.636145 49.179779 7.636217 49.179765 7.636247 49.179753 7.636271 49.179697 7.636386 49.179659 7.636490 49.179655 7.636575 49.179653 7.636587 49.179632 7.636652 49.179631 7.636686 49.179630 7.636733 49.179629 7.636792 49.179628 7.636889 49.179626 7.636967 49.179625 7.637038 49.179624 7.637087 49.179624 7.637092 49.179605 7.637197 49.179594 7.637258 49.179563 7.637540 49.179554 7.637628 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002641</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.179233 7.815092</gml:lowerCorner>
        		<gml:upperCorner>49.183105 7.826710</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.181868 7.824182 49.181925 7.824144 49.181946 7.824087 49.181959 7.824006 49.181957 7.823878 49.181950 7.823778 49.181931 7.823622 49.181913 7.823455 49.181880 7.823314 49.181829 7.823121 49.181762 7.822904 49.181690 7.822696 49.181657 7.822581 49.181615 7.822442 49.181530 7.822186 49.181476 7.821992 49.181416 7.821794 49.181353 7.821581 49.181285 7.821378 49.181212 7.821172 49.181133 7.820956 49.181021 7.820661 49.180916 7.820397 49.180810 7.820161 49.180678 7.819885 49.180585 7.819676 49.180503 7.819486 49.180425 7.819360 49.180334 7.819251 49.180244 7.819134 49.180163 7.819028 49.180097 7.818919 49.180033 7.818806 49.179982 7.818705 49.179921 7.818575 49.179878 7.818457 49.179864 7.818415 49.179837 7.818330 49.179790 7.818230 49.179740 7.818107 49.179702 7.817976 49.179659 7.817800 49.179583 7.817508 49.179514 7.817192 49.179494 7.817042 49.179490 7.817016 49.179484 7.816886 49.179463 7.816814 49.179397 7.816711 49.179341 7.816564 49.179295 7.816415 49.179259 7.816253 49.179233 7.816065 49.179236 7.815893 49.179265 7.815733 49.179306 7.815615 49.179318 7.815501 49.179333 7.815390 49.179349 7.815321 49.179370 7.815271 49.179406 7.815202 49.179458 7.815125 49.179493 7.815103 49.179550 7.815092 49.179654 7.815726 49.179718 7.816163 49.179709 7.816209 49.179695 7.816664 49.179690 7.816775 49.179681 7.816984 49.179703 7.817048 49.179768 7.817229 49.179805 7.817323 49.179873 7.817460 49.179970 7.817654 49.180033 7.817777 49.180125 7.817931 49.180182 7.818005 49.180220 7.818165 49.180389 7.818521 49.180544 7.818789 49.180509 7.818831 49.180529 7.818947 49.180586 7.819032 49.180642 7.819116 49.180718 7.819192 49.180793 7.819267 49.180889 7.819409 49.180936 7.819422 49.180968 7.819398 49.180972 7.819382 49.180997 7.819414 49.181311 7.820050 49.181554 7.820435 49.181631 7.820556 49.181838 7.820996 49.181973 7.821291 49.182310 7.822236 49.182592 7.822912 49.182769 7.823504 49.182776 7.823677 49.182782 7.823835 49.182791 7.823969 49.182816 7.824135 49.182847 7.824339 49.182873 7.824546 49.182910 7.824744 49.182952 7.824906 49.183013 7.825225 49.183057 7.825454 49.183080 7.825626 49.183087 7.825700 49.183094 7.825776 49.183105 7.825978 49.183102 7.826251 49.183100 7.826456 49.183097 7.826499 49.183083 7.826710 49.183020 7.826517 49.183009 7.826485 49.182944 7.826323 49.182863 7.826121 49.182535 7.825388 49.182161 7.824752 49.181868 7.824182 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002642</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.171829 7.666231</gml:lowerCorner>
        		<gml:upperCorner>49.181788 7.688277</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id=".2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.181097 7.678374 49.181092 7.678284 49.181086 7.678167 49.181037 7.678073 49.180988 7.677980 49.181019 7.677847 49.181049 7.677715 49.181079 7.677582 49.181071 7.677418 49.181063 7.677253 49.181055 7.677088 49.180962 7.676944 49.180869 7.676801 49.180783 7.676723 49.180696 7.676645 49.180621 7.676534 49.180545 7.676422 49.180470 7.676311 49.180394 7.676200 49.180298 7.676110 49.180202 7.676021 49.180105 7.675931 49.180021 7.675828 49.179936 7.675724 49.179851 7.675620 49.179766 7.675516 49.179689 7.675426 49.179611 7.675335 49.179534 7.675245 49.179450 7.675179 49.179366 7.675113 49.179283 7.675048 49.179200 7.674904 49.179117 7.674761 49.179046 7.674655 49.178974 7.674550 49.178903 7.674444 49.178822 7.674320 49.178741 7.674195 49.178661 7.674071 49.178577 7.673981 49.178542 7.673944 49.178493 7.673891 49.178409 7.673801 49.178365 7.673726 49.178350 7.673700 49.178292 7.673599 49.178195 7.673568 49.178168 7.673560 49.178082 7.673591 49.178083 7.673599 49.178109 7.673727 49.178136 7.673862 49.178163 7.673998 49.178237 7.674093 49.178312 7.674188 49.178386 7.674283 49.178428 7.674362 49.178462 7.674424 49.178537 7.674564 49.178613 7.674705 49.178689 7.674845 49.178754 7.674984 49.178819 7.675123 49.178863 7.675217 49.178884 7.675262 49.178910 7.675312 49.178967 7.675421 49.179051 7.675580 49.179085 7.675725 49.179086 7.675728 49.179101 7.675788 49.179121 7.675869 49.179156 7.676014 49.179163 7.676047 49.179191 7.676159 49.179265 7.676279 49.179340 7.676398 49.179415 7.676518 49.179507 7.676654 49.179599 7.676791 49.179658 7.676921 49.179660 7.676925 49.179717 7.677050 49.179785 7.677195 49.179824 7.677276 49.179854 7.677339 49.179923 7.677483 49.179961 7.677563 49.179991 7.677627 49.180060 7.677771 49.180113 7.677844 49.180142 7.677885 49.180225 7.678000 49.180260 7.678131 49.180294 7.678261 49.180334 7.678428 49.180374 7.678595 49.180380 7.678657 49.180392 7.678779 49.180396 7.678820 49.180410 7.678963 49.180428 7.679148 49.180429 7.679221 49.180430 7.679313 49.180432 7.679479 49.180434 7.679644 49.180446 7.679794 49.180449 7.679824 49.180464 7.680003 49.180479 7.680182 49.180531 7.680303 49.180583 7.680423 49.180635 7.680543 49.180706 7.680629 49.180777 7.680714 49.180848 7.680800 49.180958 7.680615 49.180972 7.680721 49.180995 7.680748 49.180993 7.680803 49.180983 7.680994 49.180892 7.682388 49.180891 7.682396 49.180875 7.682637 49.180826 7.683374 49.180782 7.683661 49.180782 7.684199 49.180706 7.684918 49.180697 7.684998 49.180690 7.685063 49.180670 7.685338 49.180644 7.685677 49.180630 7.685872 49.180628 7.685892 49.180568 7.685996 49.180543 7.686039 49.180497 7.686118 49.180478 7.686101 49.180407 7.686006 49.180258 7.685749 49.180171 7.685582 49.180096 7.685398 49.180030 7.685218 49.180001 7.685124 49.179977 7.685045 49.179916 7.684829 49.179836 7.685147 49.179829 7.685199 49.179808 7.685347 49.179807 7.685472 49.179805 7.685596 49.179796 7.685773 49.179787 7.685951 49.179787 7.686107 49.179787 7.686264 49.179787 7.686421 49.179804 7.686596 49.179822 7.686772 49.179840 7.686948 49.179858 7.687123 49.179843 7.687276 49.179828 7.687429 49.179813 7.687582 49.179799 7.687735 49.179800 7.687888 49.179800 7.687980 49.179801 7.688042 49.179820 7.688181 49.179861 7.688270 49.179864 7.688277 49.179810 7.688197 49.179758 7.688119 49.179755 7.688114 49.179664 7.687982 49.179627 7.687878 49.179615 7.687844 49.179502 7.687537 49.179414 7.687287 49.179336 7.687032 49.179257 7.686818 49.179189 7.686627 49.179118 7.686429 49.179053 7.686248 49.179003 7.686102 49.178946 7.685940 49.178907 7.685828 49.178874 7.685679 49.178840 7.685470 49.178791 7.685186 49.178759 7.684960 49.178737 7.684796 49.178704 7.684465 49.178676 7.684135 49.178609 7.683627 49.178560 7.683338 49.178499 7.683154 49.178492 7.683135 49.178470 7.683069 49.178473 7.682955 49.178501 7.682802 49.178549 7.682479 49.178575 7.682058 49.178582 7.681744 49.178583 7.681540 49.178577 7.681369 49.178559 7.681283 49.178481 7.681066 49.178429 7.680907 49.178419 7.680878 49.178307 7.680571 49.178293 7.680537 49.178245 7.680414 49.178171 7.680222 49.177977 7.679634 49.177890 7.679360 49.177862 7.679272 49.177800 7.678995 49.177741 7.678708 49.177725 7.678530 49.177688 7.678123 49.177662 7.677841 49.177640 7.677593 49.177632 7.677450 49.177629 7.677446 49.177487 7.677253 49.176953 7.676616 49.176944 7.676606 49.176955 7.676438 49.176968 7.676239 49.176969 7.676171 49.176911 7.676023 49.176837 7.675913 49.176870 7.675731 49.176919 7.675610 49.176967 7.675489 49.177016 7.675368 49.177053 7.675263 49.177042 7.675109 49.177030 7.674956 49.177019 7.674803 49.176972 7.674629 49.176924 7.674455 49.176858 7.674346 49.176791 7.674236 49.176706 7.674226 49.176621 7.674215 49.176538 7.674232 49.176454 7.674248 49.176403 7.674353 49.176351 7.674459 49.176331 7.674626 49.176311 7.674794 49.176286 7.674931 49.176261 7.675068 49.176209 7.675250 49.176161 7.675432 49.176113 7.675614 49.176067 7.675740 49.176022 7.675865 49.175977 7.675991 49.175899 7.676157 49.175832 7.676247 49.175766 7.676336 49.175695 7.676384 49.175623 7.676431 49.175493 7.676419 49.175374 7.676323 49.175315 7.676241 49.175256 7.676158 49.175250 7.675995 49.175243 7.675831 49.175237 7.675668 49.175237 7.675542 49.175236 7.675415 49.175178 7.675230 49.175114 7.675178 49.175049 7.675126 49.174980 7.675047 49.174911 7.674969 49.174881 7.674795 49.174851 7.674622 49.174846 7.674479 49.174841 7.674336 49.174836 7.674193 49.174847 7.674053 49.174857 7.673913 49.174868 7.673773 49.174893 7.673571 49.174919 7.673370 49.174942 7.673187 49.174964 7.673004 49.174987 7.672821 49.175010 7.672638 49.175022 7.672532 49.175056 7.672418 49.175090 7.672305 49.175143 7.672123 49.175160 7.672020 49.175176 7.671917 49.175144 7.671763 49.175100 7.671662 49.175092 7.671502 49.175115 7.671334 49.175151 7.671228 49.175178 7.671107 49.175110 7.670959 49.175042 7.670811 49.175039 7.670650 49.175023 7.670600 49.174996 7.670511 49.174974 7.670424 49.174948 7.670319 49.174870 7.670201 49.174861 7.670189 49.174788 7.669938 49.174710 7.669752 49.174678 7.669657 49.174652 7.669582 49.174639 7.669425 49.174627 7.669267 49.174619 7.669095 49.174612 7.668922 49.174575 7.668814 49.174539 7.668705 49.174450 7.668664 49.174343 7.668722 49.174246 7.668864 49.174194 7.668958 49.174142 7.669052 49.174100 7.669177 49.174058 7.669301 49.174026 7.669446 49.173994 7.669590 49.173997 7.669690 49.174093 7.669700 49.174213 7.669720 49.174292 7.669830 49.174328 7.669938 49.174364 7.670046 49.174468 7.670149 49.174492 7.670198 49.174549 7.670316 49.174558 7.670333 49.174529 7.670340 49.174340 7.670490 49.174159 7.670898 49.174044 7.671187 49.173886 7.671520 49.173568 7.671945 49.173273 7.672282 49.173147 7.672254 49.173158 7.672120 49.173173 7.671977 49.173187 7.671834 49.173246 7.671653 49.173224 7.671490 49.173150 7.671344 49.173108 7.671247 49.173065 7.671149 49.173036 7.671015 49.173034 7.670899 49.173033 7.670784 49.173056 7.670684 49.173080 7.670585 49.173145 7.670406 49.173219 7.670293 49.173293 7.670180 49.173364 7.670039 49.173398 7.669897 49.173415 7.669722 49.173432 7.669547 49.173449 7.669372 49.173486 7.669239 49.173522 7.669106 49.173594 7.668946 49.173615 7.668832 49.173635 7.668717 49.173593 7.668601 49.173486 7.668597 49.173410 7.668614 49.173334 7.668630 49.173258 7.668671 49.173182 7.668711 49.173130 7.668815 49.173078 7.668919 49.173062 7.668997 49.173041 7.668992 49.172942 7.668971 49.172837 7.668949 49.172824 7.668946 49.172822 7.668945 49.172767 7.668966 49.172698 7.668992 49.172689 7.668995 49.172625 7.669020 49.172575 7.669039 49.172525 7.669162 49.172475 7.669285 49.172426 7.669408 49.172364 7.669575 49.172302 7.669742 49.172240 7.669909 49.172295 7.670053 49.172349 7.670197 49.172354 7.670236 49.172232 7.670269 49.172123 7.670299 49.172014 7.670329 49.171938 7.670339 49.171873 7.670349 49.171862 7.670350 49.171870 7.670300 49.171855 7.669876 49.171840 7.669445 49.171829 7.669155 49.171859 7.669040 49.171979 7.668564 49.172031 7.668358 49.172065 7.668303 49.172302 7.668535 49.172473 7.668254 49.172509 7.668196 49.172681 7.668099 49.173049 7.667903 49.173286 7.667777 49.173143 7.667166 49.173120 7.667070 49.173192 7.666894 49.173267 7.666710 49.173288 7.666722 49.173303 7.666731 49.173311 7.666830 49.173324 7.666983 49.173336 7.667136 49.173404 7.667229 49.173471 7.667322 49.173487 7.667446 49.173503 7.667569 49.173588 7.667693 49.173672 7.667818 49.173703 7.667863 49.173756 7.667942 49.173800 7.667819 49.173843 7.667697 49.173886 7.667574 49.173884 7.667433 49.173882 7.667292 49.173881 7.667150 49.173885 7.666999 49.173890 7.666848 49.173895 7.666697 49.173909 7.666546 49.173917 7.666459 49.174047 7.666382 49.174086 7.666359 49.174089 7.666356 49.174108 7.666336 49.174120 7.666362 49.174240 7.666231 49.174287 7.666526 49.174325 7.666763 49.174355 7.666833 49.174396 7.666927 49.174397 7.666929 49.174452 7.667114 49.174530 7.667349 49.174572 7.667465 49.174608 7.667568 49.174689 7.667734 49.174785 7.667983 49.174873 7.668219 49.174905 7.668320 49.175101 7.668064 49.175124 7.668140 49.175118 7.668156 49.175064 7.668318 49.175127 7.668411 49.175183 7.668730 49.175387 7.668536 49.175474 7.668453 49.175480 7.668447 49.175480 7.668437 49.175478 7.668218 49.175627 7.668068 49.175738 7.668086 49.175957 7.667787 49.176010 7.667698 49.176016 7.667776 49.176024 7.667881 49.176030 7.667989 49.176032 7.668016 49.176050 7.668324 49.176052 7.668347 49.176096 7.668318 49.176278 7.668475 49.176413 7.668603 49.176661 7.668837 49.176753 7.668925 49.176835 7.669041 49.176842 7.669050 49.178930 7.672920 49.180955 7.675189 49.181788 7.677273 49.181529 7.678558 49.181102 7.678376 49.181097 7.678374 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.175681 7.670014 49.175702 7.670166 49.175765 7.670289 49.175828 7.670411 49.175915 7.670460 49.176002 7.670509 49.176101 7.670569 49.176179 7.670616 49.176200 7.670630 49.176300 7.670690 49.176396 7.670761 49.176493 7.670832 49.176561 7.670965 49.176630 7.671098 49.176698 7.671231 49.176735 7.671303 49.176767 7.671364 49.176813 7.671523 49.176825 7.671563 49.176859 7.671682 49.176906 7.671842 49.176917 7.671983 49.176928 7.672123 49.176939 7.672264 49.177040 7.672305 49.177141 7.672346 49.177235 7.672234 49.177329 7.672122 49.177349 7.671983 49.177353 7.671956 49.177377 7.671790 49.177400 7.671625 49.177398 7.671478 49.177397 7.671332 49.177395 7.671186 49.177327 7.671078 49.177259 7.670971 49.177181 7.670866 49.177103 7.670761 49.177025 7.670657 49.176961 7.670551 49.176896 7.670445 49.176831 7.670340 49.176773 7.670240 49.176714 7.670139 49.176652 7.670014 49.176590 7.669889 49.176528 7.669765 49.176447 7.669670 49.176367 7.669574 49.176286 7.669479 49.176152 7.669469 49.176019 7.669458 49.175974 7.669478 49.175919 7.669504 49.175818 7.669550 49.175739 7.669705 49.175660 7.669861 49.175681 7.670014 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.178970 7.678150 49.178977 7.678340 49.179055 7.678484 49.179133 7.678628 49.179267 7.678639 49.179384 7.678648 49.179401 7.678649 49.179400 7.678635 49.179398 7.678467 49.179396 7.678285 49.179350 7.678150 49.179304 7.678015 49.179258 7.677880 49.179160 7.677907 49.179062 7.677934 49.178963 7.677961 49.178970 7.678150 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>3002643</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.177975 7.607028</gml:lowerCorner>
        		<gml:upperCorner>49.181117 7.609593</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.180748 7.609464 49.180796 7.609413 49.180804 7.609381 49.180813 7.609343 49.180793 7.609319 49.180754 7.609270 49.180741 7.609255 49.180697 7.609134 49.180676 7.609088 49.180650 7.609025 49.180627 7.608947 49.180620 7.608923 49.180466 7.608503 49.180338 7.608301 49.180277 7.608241 49.180176 7.608140 49.179963 7.608030 49.179935 7.608108 49.179897 7.608212 49.179885 7.608210 49.179817 7.608202 49.179663 7.608531 49.179653 7.608590 49.179653 7.608593 49.179623 7.608928 49.179555 7.608867 49.179545 7.608859 49.179590 7.608723 49.179536 7.608510 49.179534 7.608500 49.179574 7.608332 49.179606 7.608180 49.179421 7.608192 49.179315 7.608198 49.179313 7.608184 49.179248 7.608202 49.179021 7.608181 49.178840 7.608162 49.178825 7.608161 49.178795 7.608179 49.178769 7.608194 49.178697 7.608257 49.178552 7.608345 49.178419 7.608413 49.178388 7.608429 49.178360 7.608443 49.178358 7.608430 49.177994 7.608576 49.177986 7.608579 49.177975 7.608461 49.178104 7.608396 49.178036 7.608078 49.178255 7.607968 49.178730 7.607612 49.178955 7.607387 49.178959 7.607382 49.179040 7.607284 49.179054 7.607388 49.179054 7.607393 49.179062 7.607496 49.179218 7.607481 49.179222 7.607368 49.179211 7.607271 49.179356 7.607276 49.179397 7.607271 49.179437 7.607276 49.179556 7.607275 49.179696 7.607294 49.179757 7.607294 49.179762 7.607294 49.179762 7.607312 49.179789 7.607312 49.179816 7.607312 49.179844 7.607311 49.179844 7.607320 49.179866 7.607320 49.179867 7.607273 49.179868 7.607243 49.179870 7.607201 49.179897 7.607211 49.179979 7.607240 49.180019 7.607222 49.180052 7.607207 49.180094 7.607189 49.180194 7.607176 49.180259 7.607184 49.180302 7.607198 49.180412 7.607188 49.180545 7.607267 49.180566 7.607214 49.180570 7.607198 49.180572 7.607200 49.180640 7.607028 49.180770 7.607408 49.180873 7.607628 49.180882 7.607648 49.180947 7.607784 49.181071 7.608036 49.181090 7.608075 49.181024 7.608151 49.181045 7.608365 49.181076 7.608674 49.181117 7.609097 49.181022 7.609307 49.180893 7.609593 49.180797 7.609558 49.180763 7.609546 49.180748 7.609464 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002644</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.178613 7.719520</gml:lowerCorner>
        		<gml:upperCorner>49.182677 7.725109</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.182338 7.724921 49.182308 7.724906 49.182197 7.724807 49.182061 7.724680 49.181930 7.724556 49.181802 7.724430 49.181687 7.724311 49.181528 7.724116 49.181353 7.723870 49.181236 7.723674 49.181087 7.723418 49.180960 7.723174 49.180830 7.722912 49.180719 7.722662 49.180604 7.722359 49.180571 7.722292 49.180531 7.722237 49.180492 7.722159 49.180405 7.721899 49.180303 7.721763 49.180196 7.721661 49.180091 7.721629 49.180003 7.721651 49.179924 7.721672 49.179825 7.721796 49.179701 7.721974 49.179682 7.722008 49.179645 7.722073 49.179575 7.722162 49.179484 7.722214 49.179305 7.722320 49.179168 7.722529 49.179055 7.722835 49.178977 7.723163 49.178969 7.723193 49.178960 7.723244 49.178888 7.723652 49.178873 7.723765 49.178865 7.724103 49.178910 7.724434 49.178920 7.724513 49.178939 7.724697 49.178949 7.724815 49.178930 7.724928 49.178890 7.725047 49.178860 7.725085 49.178841 7.725109 49.178834 7.725088 49.178795 7.724966 49.178676 7.724507 49.178648 7.724142 49.178613 7.723681 49.178623 7.722967 49.178696 7.722296 49.178754 7.722055 49.178822 7.721776 49.178906 7.721543 49.178943 7.721539 49.179045 7.721331 49.179060 7.721291 49.179208 7.720874 49.179333 7.720404 49.179337 7.720056 49.179336 7.720040 49.179313 7.719765 49.179298 7.719580 49.179295 7.719520 49.179439 7.719535 49.179462 7.719541 49.179657 7.719595 49.179823 7.719658 49.179851 7.719669 49.179945 7.719707 49.180119 7.719799 49.180133 7.719805 49.180189 7.719853 49.180271 7.719912 49.180353 7.719970 49.180451 7.719992 49.180469 7.719996 49.180546 7.720052 49.180624 7.720108 49.180693 7.720179 49.180741 7.720229 49.180761 7.720251 49.180763 7.720253 49.180818 7.720326 49.180875 7.720401 49.180922 7.720478 49.180969 7.720555 49.181040 7.720680 49.181111 7.720804 49.181182 7.720891 49.181242 7.720993 49.181301 7.721094 49.181352 7.721189 49.181403 7.721285 49.181494 7.721432 49.181585 7.721579 49.181649 7.721666 49.181713 7.721752 49.181784 7.721839 49.181854 7.721926 49.181926 7.722015 49.181997 7.722104 49.182065 7.722193 49.182134 7.722282 49.182183 7.722361 49.182213 7.722408 49.182233 7.722441 49.182271 7.722484 49.182303 7.722521 49.182373 7.722601 49.182446 7.722697 49.182519 7.722792 49.182587 7.722859 49.182656 7.722926 49.182677 7.722941 49.182338 7.724918 49.182338 7.724921 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002645</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.175438 7.347444</gml:lowerCorner>
        		<gml:upperCorner>49.178082 7.352948</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.176184 7.352845 49.175915 7.352948 49.175566 7.350827 49.175564 7.350810 49.175659 7.350779 49.175843 7.350721 49.175837 7.350688 49.175438 7.348604 49.177157 7.347444 49.178046 7.351962 49.178082 7.352137 49.176184 7.352845 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002646</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.177467 7.792543</gml:lowerCorner>
        		<gml:upperCorner>49.185568 7.806324</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id=".2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.185056 7.806324 49.184342 7.805674 49.183158 7.804602 49.182917 7.804384 49.182142 7.803682 49.182036 7.803587 49.182004 7.803596 49.181993 7.803600 49.181987 7.803602 49.181867 7.803631 49.181862 7.803632 49.181615 7.803676 49.181260 7.803729 49.181054 7.803758 49.180865 7.803807 49.180843 7.803847 49.180818 7.803894 49.180814 7.803907 49.180778 7.804011 49.180740 7.804186 49.180485 7.804646 49.180227 7.805087 49.178315 7.805219 49.177492 7.804001 49.177470 7.803998 49.177467 7.803963 49.177493 7.803923 49.177540 7.803852 49.177642 7.803803 49.177792 7.803655 49.178025 7.803488 49.178094 7.803428 49.178097 7.803386 49.178334 7.803183 49.178403 7.803081 49.178399 7.803135 49.178527 7.802946 49.178641 7.802707 49.178822 7.801797 49.179239 7.800495 49.179848 7.798851 49.179784 7.796355 49.179390 7.795144 49.178879 7.793588 49.177940 7.792564 49.178107 7.792543 49.178301 7.792604 49.178344 7.792619 49.178368 7.792627 49.178436 7.792650 49.178525 7.792681 49.178873 7.792823 49.179150 7.792946 49.179395 7.793102 49.179744 7.793352 49.179777 7.793375 49.179851 7.793421 49.180079 7.793468 49.180337 7.793666 49.180577 7.793941 49.180768 7.794162 49.181006 7.794547 49.181036 7.794597 49.181132 7.794757 49.181173 7.794824 49.181212 7.794903 49.181324 7.795129 49.181382 7.795364 49.181483 7.795519 49.181720 7.795870 49.181897 7.796113 49.181922 7.796154 49.181949 7.796300 49.181983 7.796479 49.182024 7.796604 49.182064 7.796729 49.182130 7.796819 49.182158 7.796857 49.182264 7.796816 49.182265 7.796717 49.182241 7.796637 49.182228 7.796596 49.182221 7.796575 49.182257 7.796610 49.182276 7.796366 49.182291 7.796078 49.182321 7.795843 49.182352 7.795596 49.182401 7.795386 49.182449 7.795114 49.182487 7.794999 49.182561 7.794845 49.182656 7.794798 49.182678 7.794789 49.182709 7.794776 49.182760 7.794776 49.182820 7.794804 49.182892 7.794860 49.182986 7.794950 49.183721 7.794959 49.184181 7.796318 49.184354 7.796967 49.184799 7.798553 49.185220 7.800140 49.185227 7.800829 49.185153 7.801258 49.185220 7.801244 49.185298 7.801264 49.185352 7.801311 49.185416 7.801385 49.185486 7.801458 49.185553 7.801532 49.185568 7.803302 49.185314 7.804528 49.185056 7.806324 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.184876 7.803242 49.184914 7.803302 49.184981 7.803372 49.185050 7.803415 49.185115 7.803421 49.185159 7.803380 49.185188 7.803305 49.185186 7.803241 49.185166 7.803184 49.185127 7.803130 49.185077 7.803075 49.185018 7.803049 49.184966 7.803047 49.184903 7.803091 49.184871 7.803145 49.184876 7.803242 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.183749 7.797426 49.183803 7.797612 49.183851 7.797726 49.183900 7.797840 49.183986 7.797976 49.184056 7.798110 49.184109 7.798252 49.184162 7.798394 49.184203 7.798525 49.184243 7.798655 49.184270 7.798786 49.184298 7.798917 49.184326 7.799048 49.184371 7.799231 49.184412 7.799371 49.184452 7.799512 49.184493 7.799652 49.184555 7.799811 49.184600 7.799930 49.184616 7.799971 49.184666 7.800080 49.184715 7.800187 49.184716 7.800190 49.184770 7.800339 49.184824 7.800488 49.184891 7.800520 49.184936 7.800517 49.184975 7.800444 49.184964 7.800317 49.184928 7.800198 49.184869 7.800024 49.184807 7.799899 49.184751 7.799794 49.184695 7.799664 49.184643 7.799535 49.184613 7.799438 49.184584 7.799341 49.184545 7.799165 49.184516 7.798966 49.184491 7.798857 49.184465 7.798749 49.184424 7.798602 49.184409 7.798548 49.184383 7.798456 49.184345 7.798318 49.184335 7.798282 49.184307 7.798179 49.184272 7.798069 49.184237 7.797960 49.184184 7.797817 49.184131 7.797673 49.184067 7.797493 49.184031 7.797403 49.183996 7.797314 49.183955 7.797231 49.183922 7.797180 49.183886 7.797138 49.183848 7.797134 49.183819 7.797131 49.183754 7.797143 49.183727 7.797245 49.183749 7.797426 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.181634 7.800928 49.181651 7.800974 49.181694 7.801096 49.181732 7.801209 49.181749 7.801270 49.181787 7.801367 49.181826 7.801458 49.181873 7.801466 49.181918 7.801449 49.181959 7.801422 49.181963 7.801295 49.182032 7.801186 49.182134 7.801128 49.182216 7.801087 49.182214 7.801021 49.182179 7.800957 49.182090 7.800917 49.181982 7.800913 49.181904 7.800910 49.181835 7.800903 49.181766 7.800895 49.181683 7.800884 49.181622 7.800900 49.181634 7.800928 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.179533 7.794810 49.179547 7.794933 49.179597 7.795027 49.179646 7.795122 49.179757 7.795233 49.179890 7.795243 49.179969 7.795163 49.180023 7.795087 49.180077 7.795012 49.180164 7.794902 49.180270 7.794906 49.180351 7.794920 49.180403 7.794988 49.180455 7.795055 49.180506 7.795126 49.180558 7.795196 49.180677 7.795284 49.180743 7.795322 49.180798 7.795288 49.180813 7.795213 49.180764 7.795108 49.180676 7.794974 49.180623 7.794901 49.180570 7.794827 49.180512 7.794757 49.180455 7.794686 49.180397 7.794630 49.180339 7.794574 49.180274 7.794483 49.180174 7.794407 49.180066 7.794326 49.180004 7.794282 49.179942 7.794238 49.179864 7.794232 49.179786 7.794227 49.179675 7.794247 49.179613 7.794337 49.179551 7.794427 49.179535 7.794557 49.179520 7.794688 49.179533 7.794810 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.177884 7.804205 49.177887 7.804250 49.177914 7.804267 49.177978 7.804275 49.177989 7.804265 49.178032 7.804226 49.178070 7.804171 49.178099 7.804176 49.178141 7.804151 49.178278 7.804067 49.178422 7.803947 49.178472 7.803898 49.178626 7.803749 49.178693 7.803668 49.178776 7.803611 49.178828 7.803544 49.178879 7.803478 49.178928 7.803374 49.179004 7.803280 49.179041 7.803225 49.179101 7.803138 49.179107 7.803098 49.179113 7.803052 49.179113 7.803050 49.179115 7.802945 49.179074 7.802863 49.178977 7.802940 49.178948 7.802994 49.178934 7.803019 49.178922 7.803041 49.178871 7.803134 49.178858 7.803158 49.178808 7.803249 49.178736 7.803323 49.178663 7.803397 49.178580 7.803467 49.178497 7.803536 49.178419 7.803590 49.178341 7.803644 49.178325 7.803651 49.178258 7.803653 49.178213 7.803702 49.178176 7.803719 49.178106 7.803773 49.178049 7.803817 49.178037 7.803827 49.178031 7.803835 49.177952 7.803942 49.177896 7.804011 49.177880 7.804143 49.177884 7.804205 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>3002647</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.180269 7.700999</gml:lowerCorner>
        		<gml:upperCorner>49.185570 7.722674</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.184775 7.722654 49.184743 7.722459 49.184719 7.722309 49.184710 7.722217 49.184584 7.721416 49.184286 7.720575 49.184178 7.720192 49.183881 7.719129 49.183868 7.719083 49.183894 7.719033 49.183963 7.718901 49.184012 7.718786 49.184062 7.718671 49.184111 7.718546 49.184161 7.718420 49.184183 7.718228 49.184205 7.718036 49.184202 7.717901 49.184199 7.717766 49.184193 7.717746 49.184190 7.717735 49.184152 7.717610 49.184138 7.717563 49.184105 7.717453 49.184058 7.717296 49.184035 7.717274 49.183990 7.717232 49.183922 7.717167 49.183855 7.717118 49.183789 7.717068 49.183713 7.717066 49.183636 7.717063 49.183526 7.717074 49.183424 7.717150 49.183349 7.717217 49.183300 7.717260 49.183284 7.717212 49.183098 7.716662 49.182892 7.715913 49.182744 7.715377 49.182690 7.715175 49.182349 7.713890 49.182303 7.713754 49.182180 7.713396 49.182130 7.713251 49.182111 7.713168 49.182083 7.713047 49.182011 7.712791 49.181954 7.712574 49.181870 7.712277 49.181765 7.712048 49.181672 7.711827 49.181607 7.711580 49.181570 7.711513 49.181532 7.711417 49.181508 7.711355 49.181456 7.711141 49.181415 7.711036 49.181335 7.710833 49.181293 7.710665 49.181270 7.710554 49.181254 7.710477 49.181192 7.710210 49.181170 7.710015 49.181146 7.709894 49.181088 7.709734 49.181059 7.709641 49.181026 7.709534 49.180984 7.709321 49.180937 7.709075 49.180918 7.708989 49.180895 7.708880 49.180853 7.708706 49.180801 7.708508 49.180773 7.708377 49.180759 7.708272 49.180728 7.708207 49.180666 7.707879 49.180581 7.707586 49.180542 7.707466 49.180510 7.707370 49.180396 7.707126 49.180269 7.706885 49.180343 7.706775 49.180447 7.706620 49.180516 7.706522 49.180554 7.706417 49.180598 7.706244 49.180641 7.706086 49.180676 7.705922 49.180697 7.705676 49.180702 7.705441 49.180692 7.705255 49.180657 7.705044 49.180613 7.704835 49.180552 7.704541 49.180516 7.704257 49.180486 7.704131 49.180484 7.704124 49.180478 7.704097 49.180519 7.704098 49.180543 7.704099 49.180614 7.704019 49.180601 7.703877 49.180563 7.703792 49.180465 7.703809 49.180468 7.703724 49.180480 7.703404 49.180530 7.702877 49.180572 7.702618 49.180746 7.702075 49.180797 7.701851 49.180821 7.701668 49.180850 7.701442 49.180873 7.701385 49.180967 7.701158 49.181082 7.701012 49.181167 7.701004 49.181217 7.700999 49.181175 7.701101 49.181172 7.701109 49.181143 7.701214 49.181109 7.701486 49.181102 7.701744 49.181113 7.701974 49.181127 7.702166 49.181148 7.702242 49.181239 7.702794 49.181356 7.703334 49.181479 7.703879 49.181504 7.703993 49.181521 7.704146 49.181632 7.704458 49.181725 7.704716 49.181913 7.705270 49.181717 7.705550 49.181673 7.705613 49.182056 7.706231 49.182089 7.706284 49.182325 7.706653 49.182497 7.707143 49.182600 7.707367 49.182678 7.707722 49.182815 7.708250 49.182836 7.708345 49.182875 7.708519 49.182925 7.708798 49.182936 7.708858 49.182987 7.709119 49.182992 7.709150 49.183063 7.709426 49.183071 7.709457 49.183165 7.709730 49.183250 7.709946 49.183327 7.710186 49.183352 7.710270 49.183510 7.710809 49.183597 7.711084 49.183679 7.711343 49.183689 7.711379 49.183663 7.711399 49.183689 7.711382 49.183814 7.711835 49.183853 7.711978 49.183862 7.712006 49.183923 7.712207 49.183924 7.712211 49.183957 7.712320 49.184030 7.712564 49.184077 7.712723 49.184129 7.712917 49.184152 7.713003 49.184225 7.713413 49.184245 7.713588 49.184230 7.713690 49.184228 7.713709 49.184176 7.714067 49.184173 7.714089 49.184189 7.714382 49.184193 7.714451 49.184227 7.714613 49.184262 7.714781 49.184286 7.714860 49.184363 7.715115 49.184396 7.715225 49.184446 7.715394 49.184513 7.715623 49.184574 7.715837 49.184583 7.715867 49.184779 7.716546 49.184910 7.717001 49.184936 7.717104 49.185012 7.717299 49.185060 7.717420 49.185148 7.717660 49.185208 7.717847 49.185209 7.717850 49.185237 7.717970 49.185246 7.718008 49.185268 7.718100 49.185291 7.718198 49.185322 7.718399 49.185335 7.718488 49.185341 7.718574 49.185478 7.719306 49.185478 7.719498 49.185479 7.719590 49.185465 7.719632 49.185405 7.719820 49.185251 7.720255 49.185235 7.720506 49.185227 7.720643 49.185126 7.721058 49.185126 7.721096 49.185123 7.721300 49.185166 7.721461 49.185210 7.721414 49.185221 7.721406 49.185269 7.721373 49.185386 7.721289 49.185389 7.721510 49.185417 7.721749 49.185449 7.721862 49.185505 7.722074 49.185531 7.722165 49.185548 7.722174 49.185543 7.722207 49.185570 7.722336 49.185565 7.722333 49.185458 7.722285 49.185442 7.722304 49.185438 7.722309 49.185415 7.722395 49.185398 7.722421 49.185365 7.722452 49.185299 7.722513 49.185182 7.722622 49.185159 7.722628 49.185078 7.722650 49.184999 7.722671 49.184988 7.722674 49.184913 7.722664 49.184863 7.722656 49.184784 7.722654 49.184775 7.722654 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002648</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.183781 7.832272</gml:lowerCorner>
        		<gml:upperCorner>49.189046 7.843190</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:Polygon gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:exterior>
              <gml:LinearRing>
                <gml:posList srsDimension="2">49.187009 7.842376 49.187010 7.842355 49.186917 7.842314 49.186845 7.842281 49.186786 7.842211 49.186648 7.842065 49.186550 7.841975 49.186469 7.841900 49.186424 7.841857 49.186218 7.841744 49.186064 7.841574 49.186035 7.841326 49.186025 7.841167 49.185936 7.841080 49.185858 7.841036 49.185617 7.841111 49.185604 7.841049 49.185592 7.840909 49.185591 7.840902 49.185591 7.840695 49.185591 7.840586 49.185591 7.840487 49.185593 7.840429 49.185596 7.840273 49.185600 7.840117 49.185592 7.840116 49.185592 7.840094 49.185584 7.840099 49.185561 7.840115 49.185544 7.840114 49.185528 7.840138 49.185472 7.840176 49.185350 7.840329 49.185269 7.840430 49.185252 7.840440 49.185253 7.840450 49.185216 7.840496 49.185051 7.840702 49.184911 7.840877 49.184866 7.840846 49.184828 7.840888 49.184722 7.840747 49.184655 7.840700 49.184639 7.840688 49.184621 7.840674 49.184340 7.840455 49.184292 7.840397 49.184258 7.840424 49.184218 7.840308 49.184135 7.840207 49.183999 7.840043 49.183948 7.839885 49.183895 7.839818 49.183781 7.839674 49.184001 7.839622 49.184242 7.839539 49.184263 7.839532 49.184365 7.839482 49.184386 7.839473 49.184426 7.839449 49.184452 7.839434 49.184549 7.839291 49.184495 7.838778 49.184492 7.838754 49.184487 7.838711 49.184447 7.838331 49.184408 7.838098 49.184263 7.837128 49.184281 7.835754 49.184280 7.835652 49.184280 7.835649 49.184264 7.833901 49.184354 7.832927 49.184604 7.832272 49.185104 7.832454 49.185249 7.832576 49.185482 7.832774 49.185824 7.833148 49.185860 7.833184 49.186275 7.833598 49.186974 7.834211 49.186998 7.834232 49.187270 7.834454 49.187333 7.834508 49.187383 7.834552 49.187361 7.834580 49.187393 7.834643 49.187458 7.834742 49.187524 7.834841 49.187559 7.834895 49.187589 7.834941 49.187673 7.835053 49.187758 7.835164 49.187777 7.835190 49.187842 7.835276 49.187926 7.835388 49.188017 7.835508 49.188019 7.835511 49.188111 7.835635 49.188204 7.835758 49.188297 7.835881 49.188384 7.836007 49.188472 7.836133 49.188559 7.836259 49.188588 7.836300 49.188712 7.837246 49.188755 7.837704 49.188820 7.838056 49.188800 7.838326 49.188766 7.838776 49.188605 7.840416 49.188527 7.841147 49.188761 7.842213 49.188889 7.842610 49.188925 7.842742 49.188983 7.842845 49.189046 7.842956 49.188906 7.843166 49.188890 7.843190 49.188820 7.843104 49.188654 7.842882 49.188524 7.842716 49.188489 7.842658 49.188504 7.842632 49.188474 7.842582 49.188439 7.842510 49.188239 7.842893 49.188219 7.842390 49.188125 7.842217 49.188074 7.841959 49.187954 7.841719 49.187887 7.841541 49.187884 7.841533 49.187880 7.841521 49.187774 7.841017 49.187684 7.840587 49.187646 7.840354 49.187597 7.840056 49.187478 7.839558 49.187398 7.839221 49.186875 7.839470 49.186941 7.839791 49.187151 7.840797 49.186984 7.840771 49.186984 7.840775 49.187037 7.841654 49.187175 7.841767 49.187101 7.842105 49.187059 7.842321 49.187016 7.842368 49.187009 7.842376 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:gid>3002649</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
    <wfs:member>
      <ms:vbs_flaechenhafte_biotope_2>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.169783 7.849903</gml:lowerCorner>
        		<gml:upperCorner>49.189394 7.873599</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id=".1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id=".2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.187131 7.864287 49.187194 7.864485 49.187240 7.864633 49.187293 7.864798 49.187326 7.864927 49.187351 7.865097 49.187310 7.865075 49.187287 7.865063 49.187280 7.865011 49.187228 7.864939 49.187175 7.864867 49.187143 7.864877 49.187067 7.864708 49.186992 7.864539 49.186916 7.864371 49.186840 7.864202 49.186807 7.864212 49.186737 7.864048 49.186658 7.864025 49.186588 7.864006 49.186582 7.863967 49.186464 7.863954 49.186428 7.863950 49.186396 7.863921 49.186255 7.863900 49.186075 7.863874 49.185875 7.863846 49.185691 7.863819 49.185648 7.863367 49.185314 7.863401 49.185313 7.863390 49.185297 7.863217 49.185186 7.862396 49.185110 7.862089 49.185084 7.861983 49.185034 7.861927 49.184908 7.861848 49.184789 7.861793 49.184693 7.861784 49.184701 7.861747 49.184748 7.861538 49.184803 7.861346 49.184638 7.860296 49.184592 7.859963 49.184265 7.860006 49.184295 7.860334 49.184250 7.860382 49.184222 7.860590 49.184218 7.860756 49.184252 7.861007 49.184395 7.861042 49.184432 7.861312 49.184142 7.861366 49.184194 7.861928 49.184011 7.861985 49.183573 7.861984 49.183897 7.863620 49.183683 7.863520 49.183564 7.863427 49.183470 7.863271 49.183465 7.863240 49.183424 7.862946 49.183412 7.862544 49.183381 7.862212 49.183318 7.861962 49.183220 7.861969 49.182894 7.862001 49.182210 7.862120 49.182060 7.862146 49.181790 7.862262 49.181637 7.862329 49.181539 7.862388 49.181301 7.862535 49.181176 7.862556 49.180906 7.862508 49.180462 7.862369 49.180304 7.862389 49.180195 7.862443 49.180123 7.862563 49.180108 7.862716 49.180157 7.862921 49.180235 7.863110 49.179736 7.863478 49.179051 7.864026 49.178246 7.864670 49.178347 7.864892 49.178380 7.864967 49.178514 7.865263 49.178554 7.865351 49.178701 7.865765 49.178939 7.866434 49.178977 7.866680 49.178987 7.866721 49.179056 7.866995 49.179057 7.866998 49.179058 7.867002 49.179105 7.867190 49.179083 7.867214 49.179145 7.867348 49.179210 7.867523 49.179217 7.867544 49.179336 7.867864 49.179389 7.868005 49.179466 7.868214 49.179538 7.868408 49.179597 7.868565 49.179814 7.869128 49.179888 7.869253 49.179961 7.869376 49.180070 7.869559 49.180094 7.869600 49.180227 7.869824 49.180289 7.869929 49.181102 7.870386 49.181911 7.871297 49.182098 7.871784 49.182186 7.872012 49.182243 7.872161 49.182192 7.872817 49.182131 7.873074 49.182009 7.873590 49.181609 7.873599 49.181110 7.873117 49.180481 7.871845 49.180345 7.871656 49.180305 7.871602 49.180304 7.871605 49.180260 7.871523 49.180218 7.871470 49.180203 7.871498 49.180186 7.871521 49.180170 7.871545 49.180113 7.871465 49.180053 7.871394 49.180021 7.871357 49.180016 7.871351 49.180035 7.871330 49.179992 7.871280 49.179844 7.871129 49.179631 7.870922 49.179534 7.870832 49.179508 7.870848 49.179447 7.870792 49.179442 7.870788 49.179244 7.870634 49.179115 7.870541 49.179088 7.870517 49.178968 7.870410 49.178859 7.870277 49.178806 7.870201 49.178830 7.870188 49.178772 7.870105 49.178709 7.869974 49.178705 7.869966 49.178688 7.869931 49.178610 7.869751 49.178538 7.869564 49.178466 7.869371 49.178415 7.869207 49.178383 7.869083 49.178366 7.869017 49.178321 7.868826 49.178319 7.868815 49.178307 7.868727 49.178256 7.868363 49.178234 7.868260 49.178230 7.868265 49.178211 7.868148 49.178209 7.868141 49.178197 7.868072 49.178172 7.867939 49.178148 7.867751 49.178139 7.867688 49.178130 7.867699 49.177726 7.866513 49.177729 7.866508 49.177688 7.866442 49.177618 7.866316 49.177596 7.866161 49.177568 7.865927 49.177548 7.865784 49.177487 7.865581 49.177377 7.865358 49.177216 7.865136 49.177044 7.864980 49.176887 7.864876 49.176738 7.864822 49.176577 7.864791 49.176572 7.864789 49.176488 7.864794 49.176489 7.864778 49.176417 7.864790 49.176214 7.864868 49.176011 7.864970 49.175832 7.865070 49.175666 7.865159 49.175504 7.865227 49.175427 7.865282 49.175354 7.865471 49.175274 7.865739 49.175211 7.866003 49.175139 7.866242 49.175024 7.866446 49.174913 7.866534 49.174724 7.866572 49.174554 7.866553 49.174429 7.866523 49.174321 7.866475 49.174054 7.866281 49.173903 7.866203 49.173794 7.866209 49.173746 7.866212 49.173603 7.866310 49.173443 7.866487 49.173320 7.866649 49.173263 7.866728 49.173201 7.866813 49.173150 7.867061 49.173126 7.867541 49.173115 7.867811 49.173102 7.868024 49.173076 7.868351 49.173081 7.868437 49.173108 7.868501 49.173110 7.868506 49.173142 7.868623 49.173216 7.868901 49.173292 7.869246 49.173346 7.869460 49.173375 7.869610 49.173370 7.869767 49.173370 7.869772 49.173346 7.869964 49.173345 7.869971 49.173326 7.870062 49.173290 7.870194 49.173248 7.870171 49.173220 7.870071 49.173044 7.869429 49.172851 7.869415 49.172543 7.868594 49.172189 7.867448 49.171472 7.867203 49.170788 7.867284 49.170029 7.867033 49.169821 7.866704 49.169783 7.865282 49.169991 7.864645 49.170578 7.864850 49.171323 7.865072 49.172198 7.865083 49.172367 7.865080 49.173026 7.864635 49.173028 7.864635 49.173054 7.864623 49.173250 7.864537 49.173252 7.864536 49.173464 7.864408 49.173699 7.864234 49.173702 7.864231 49.173815 7.864110 49.173827 7.864053 49.173851 7.864065 49.174425 7.863885 49.174619 7.863778 49.176381 7.862618 49.176594 7.862496 49.177047 7.862235 49.177088 7.862211 49.177102 7.862203 49.177101 7.862213 49.177115 7.862203 49.178226 7.861356 49.178359 7.861255 49.178316 7.861035 49.178405 7.860995 49.178530 7.860873 49.178480 7.860634 49.179005 7.859986 49.179178 7.859124 49.179057 7.859090 49.178917 7.859020 49.178831 7.858919 49.179620 7.857344 49.179905 7.856795 49.179984 7.856643 49.179965 7.856608 49.179849 7.856371 49.179812 7.856296 49.179720 7.856164 49.179619 7.856037 49.179521 7.856001 49.179334 7.855947 49.179311 7.855937 49.179273 7.855910 49.179280 7.855887 49.179553 7.854985 49.179565 7.854959 49.179570 7.854964 49.179570 7.854930 49.179570 7.854667 49.179570 7.854659 49.179572 7.854660 49.179653 7.854677 49.179727 7.854702 49.179802 7.854728 49.179808 7.854693 49.179813 7.854655 49.179887 7.854678 49.179912 7.854677 49.179924 7.854676 49.180207 7.854664 49.180396 7.854526 49.180445 7.854418 49.180447 7.854420 49.180468 7.854466 49.180492 7.854501 49.180554 7.854623 49.180608 7.854719 49.180630 7.854584 49.180732 7.854298 49.180740 7.854285 49.180784 7.854210 49.180834 7.854125 49.180898 7.854015 49.181107 7.853717 49.181121 7.853697 49.181181 7.853610 49.181201 7.853582 49.181237 7.853531 49.181245 7.853506 49.181282 7.853367 49.181324 7.853139 49.181336 7.853053 49.181339 7.853026 49.181353 7.852961 49.181368 7.852894 49.181376 7.852854 49.181417 7.852671 49.181420 7.852656 49.181504 7.852440 49.181617 7.852204 49.181687 7.852080 49.181794 7.851953 49.181868 7.851870 49.182052 7.851716 49.182168 7.851652 49.182468 7.851516 49.182622 7.851428 49.182699 7.851355 49.182798 7.851228 49.182954 7.850977 49.183211 7.850493 49.183276 7.850396 49.183355 7.850298 49.183473 7.850201 49.183615 7.850123 49.184308 7.849957 49.184617 7.849903 49.184723 7.849912 49.185084 7.849999 49.185224 7.850051 49.185371 7.850101 49.185290 7.850547 49.185546 7.850656 49.185670 7.850701 49.185790 7.850332 49.185901 7.850365 49.185785 7.850741 49.185784 7.850744 49.185796 7.850748 49.185746 7.850870 49.185710 7.850987 49.186353 7.851258 49.186419 7.851045 49.186516 7.851076 49.186778 7.851140 49.187172 7.851212 49.187643 7.851369 49.188041 7.851415 49.188212 7.851525 49.188641 7.851892 49.188919 7.852176 49.189097 7.852404 49.189210 7.852713 49.189247 7.852833 49.189308 7.853026 49.189371 7.853226 49.189394 7.853561 49.189279 7.854161 49.189168 7.855001 49.188823 7.855009 49.188850 7.854940 49.188910 7.854791 49.188951 7.854666 49.188968 7.854556 49.188987 7.854237 49.188781 7.854273 49.188691 7.854361 49.188575 7.854557 49.188497 7.854882 49.188480 7.855168 49.188488 7.855298 49.188580 7.855413 49.188582 7.855415 49.188507 7.855941 49.188488 7.856079 49.188432 7.856712 49.188430 7.856729 49.188410 7.856770 49.188377 7.856834 49.188313 7.857020 49.188275 7.857238 49.188252 7.857519 49.188253 7.857858 49.188253 7.858170 49.188257 7.859388 49.188258 7.859488 49.188233 7.859838 49.188220 7.859917 49.188214 7.860048 49.188164 7.860306 49.188080 7.860665 49.188034 7.860815 49.188001 7.860922 49.187933 7.861108 49.187801 7.861420 49.187750 7.861585 49.187724 7.861712 49.187673 7.862450 49.187667 7.862621 49.187595 7.862726 49.187523 7.862829 49.187459 7.862904 49.187379 7.862996 49.187131 7.863196 49.187033 7.863240 49.186979 7.863262 49.186816 7.863332 49.186835 7.863496 49.186962 7.863869 49.187083 7.864203 49.187131 7.864287 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.186782 7.861100 49.186794 7.861224 49.186817 7.861365 49.186840 7.861506 49.186864 7.861648 49.186928 7.861766 49.186993 7.861885 49.187076 7.861801 49.187159 7.861717 49.187171 7.861550 49.187183 7.861383 49.187181 7.861195 49.187181 7.861160 49.187180 7.861006 49.187139 7.860859 49.187098 7.860712 49.186994 7.860664 49.186922 7.860691 49.186850 7.860717 49.186809 7.860846 49.186784 7.860927 49.186769 7.860976 49.186782 7.861100 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.186437 7.853312 49.186475 7.853497 49.186514 7.853683 49.186560 7.853767 49.186576 7.853796 49.186638 7.853910 49.186699 7.854023 49.186790 7.854063 49.186880 7.854103 49.186988 7.854126 49.187095 7.854150 49.187203 7.854173 49.187334 7.854203 49.187464 7.854232 49.187594 7.854261 49.187675 7.854264 49.187756 7.854267 49.187862 7.854198 49.187968 7.854129 49.188071 7.854017 49.188173 7.853904 49.188251 7.853820 49.188328 7.853736 49.188359 7.853592 49.188390 7.853447 49.188369 7.853294 49.188347 7.853140 49.188291 7.853080 49.188235 7.853020 49.188223 7.853029 49.188143 7.853096 49.188051 7.853173 49.187976 7.853337 49.187902 7.853501 49.187875 7.853528 49.187824 7.853576 49.187747 7.853651 49.187669 7.853726 49.187540 7.853721 49.187525 7.853720 49.187411 7.853716 49.187283 7.853682 49.187263 7.853677 49.187214 7.853664 49.187155 7.853648 49.187056 7.853536 49.186957 7.853423 49.186908 7.853305 49.186859 7.853187 49.186810 7.853068 49.186749 7.853022 49.186688 7.852976 49.186578 7.852958 49.186468 7.852939 49.186433 7.853033 49.186398 7.853126 49.186437 7.853312 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.183845 7.852114 49.183925 7.852190 49.183928 7.852193 49.184005 7.852265 49.184024 7.852259 49.184106 7.852233 49.184207 7.852201 49.184311 7.852219 49.184376 7.852352 49.184441 7.852486 49.184493 7.852634 49.184500 7.852655 49.184514 7.852695 49.184560 7.852824 49.184562 7.852687 49.184562 7.852662 49.184562 7.852657 49.184565 7.852490 49.184568 7.852323 49.184570 7.852156 49.184511 7.851979 49.184452 7.851803 49.184399 7.851721 49.184377 7.851688 49.184303 7.851574 49.184228 7.851460 49.184212 7.851451 49.184133 7.851406 49.184129 7.851403 49.184039 7.851351 49.183960 7.851465 49.183882 7.851578 49.183861 7.851679 49.183845 7.851751 49.183841 7.851772 49.183815 7.851895 49.183799 7.851967 49.183845 7.852114 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.182110 7.853643 49.182113 7.853683 49.182124 7.853833 49.182125 7.853848 49.182134 7.853984 49.182153 7.854174 49.182172 7.854363 49.182173 7.854370 49.182192 7.854553 49.182238 7.854649 49.182284 7.854745 49.182358 7.854908 49.182432 7.855071 49.182511 7.855186 49.182590 7.855302 49.182636 7.855368 49.182670 7.855418 49.182749 7.855533 49.182814 7.855642 49.182879 7.855751 49.182945 7.855860 49.183034 7.855958 49.183123 7.856056 49.183227 7.856060 49.183185 7.855913 49.183143 7.855766 49.183101 7.855619 49.183059 7.855472 49.183017 7.855325 49.182975 7.855178 49.182938 7.855060 49.182902 7.854943 49.182845 7.854784 49.182788 7.854626 49.182730 7.854467 49.182673 7.854309 49.182637 7.854200 49.182600 7.854092 49.182555 7.853956 49.182525 7.853819 49.182495 7.853682 49.182466 7.853545 49.182436 7.853348 49.182405 7.853151 49.182370 7.852960 49.182245 7.853014 49.182120 7.853068 49.182114 7.853222 49.182109 7.853377 49.182108 7.853387 49.182107 7.853426 49.182103 7.853532 49.182110 7.853643 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.181690 7.860174 49.181766 7.860206 49.181871 7.860217 49.181976 7.860228 49.182040 7.860218 49.182086 7.860211 49.182196 7.860194 49.182305 7.860135 49.182352 7.860109 49.182415 7.860075 49.182524 7.860016 49.182609 7.859899 49.182689 7.859787 49.182694 7.859781 49.182697 7.859776 49.182778 7.859663 49.182838 7.859525 49.182897 7.859386 49.182957 7.859248 49.182973 7.859050 49.182989 7.858851 49.183005 7.858653 49.182907 7.858766 49.182847 7.858909 49.182792 7.859042 49.182788 7.859052 49.182728 7.859195 49.182668 7.859344 49.182609 7.859492 49.182549 7.859640 49.182462 7.859704 49.182432 7.859727 49.182375 7.859769 49.182288 7.859833 49.182198 7.859859 49.182156 7.859871 49.182109 7.859885 49.182019 7.859911 49.181981 7.859909 49.181914 7.859907 49.181809 7.859903 49.181707 7.859899 49.181704 7.859899 49.181659 7.860021 49.181614 7.860143 49.181690 7.860174 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.180494 7.860290 49.180559 7.860423 49.180647 7.860513 49.180734 7.860604 49.180822 7.860694 49.180899 7.860683 49.180975 7.860671 49.181063 7.860587 49.181043 7.860536 49.181034 7.860514 49.181017 7.860469 49.180971 7.860351 49.180925 7.860232 49.180831 7.860156 49.180736 7.860080 49.180670 7.860063 49.180603 7.860046 49.180516 7.860101 49.180475 7.860127 49.180471 7.860130 49.180454 7.860141 49.180429 7.860156 49.180494 7.860290 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.172304 7.866787 49.172320 7.866960 49.172326 7.866990 49.172327 7.866996 49.172334 7.867034 49.172342 7.867078 49.172348 7.867109 49.172377 7.867259 49.172389 7.867319 49.172403 7.867393 49.172405 7.867403 49.172406 7.867408 49.172434 7.867558 49.172469 7.867694 49.172478 7.867727 49.172504 7.867829 49.172539 7.867965 49.172610 7.868125 49.172615 7.868136 49.172681 7.868285 49.172700 7.868311 49.172758 7.868392 49.172835 7.868500 49.172926 7.868601 49.172967 7.868528 49.172954 7.868385 49.172873 7.868247 49.172809 7.868125 49.172745 7.868002 49.172696 7.867849 49.172687 7.867820 49.172629 7.867637 49.172593 7.867511 49.172557 7.867385 49.172521 7.867260 49.172504 7.867113 49.172486 7.866966 49.172465 7.866841 49.172443 7.866715 49.172413 7.866622 49.172316 7.866570 49.172297 7.866600 49.172288 7.866614 49.172304 7.866787 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.170120 7.866012 49.170228 7.866178 49.170413 7.866257 49.170596 7.866256 49.170788 7.866174 49.171040 7.866010 49.170971 7.865398 49.170518 7.865442 49.170422 7.865411 49.170344 7.865399 49.170210 7.865172 49.170170 7.865322 49.170118 7.865623 49.170082 7.865840 49.170120 7.866012 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.180740 7.870998 49.180779 7.871130 49.180801 7.871205 49.180827 7.871291 49.180886 7.871459 49.180911 7.871532 49.180944 7.871627 49.181003 7.871795 49.181030 7.871918 49.181034 7.871937 49.181066 7.872078 49.181097 7.872220 49.181114 7.872260 49.181159 7.872367 49.181221 7.872514 49.181283 7.872661 49.181300 7.872692 49.181352 7.872785 49.181359 7.872799 49.181373 7.872822 49.181421 7.872909 49.181495 7.873005 49.181569 7.873101 49.181643 7.873197 49.181693 7.873225 49.181787 7.873114 49.181791 7.873075 49.181797 7.873006 49.181798 7.873000 49.181807 7.872898 49.181729 7.872787 49.181652 7.872675 49.181623 7.872617 49.181591 7.872552 49.181556 7.872481 49.181530 7.872428 49.181476 7.872298 49.181466 7.872274 49.181422 7.872169 49.181403 7.872123 49.181368 7.872039 49.181312 7.871884 49.181294 7.871834 49.181256 7.871729 49.181211 7.871582 49.181194 7.871527 49.181166 7.871436 49.181133 7.871331 49.181120 7.871289 49.181081 7.871109 49.181042 7.870929 49.180989 7.870857 49.180936 7.870785 49.180862 7.870667 49.180769 7.870728 49.180766 7.870746 49.180754 7.870821 49.180750 7.870849 49.180731 7.870969 49.180740 7.870998 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>3002650</ms:gid>
        <ms:ziel>Entwicklung</ms:ziel>
        <ms:fl_nutz1>Laubwälder</ms:fl_nutz1>
        <ms:fl_nutz2>Übrige Wälder und Forsten</ms:fl_nutz2>
        <ms:aufsig>Flächen mit Potentzial für lichte Wälder</ms:aufsig>
        <ms:bestand>Übrige Wälder und Forsten</ms:bestand>
        <ms:quelle>ATKIS</ms:quelle>
      </ms:vbs_flaechenhafte_biotope_2>
    </wfs:member>
</wfs:FeatureCollection>

 
