<?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:lrt_f&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="2026-04-24T11:21:34" numberMatched="1" numberReturned="1">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>50.245759 6.573255</gml:lowerCorner>
      		<gml:upperCorner>50.246697 6.575504</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
    <wfs:member>
      <ms:lrt_f gml:id="lrt_f.168058">
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.245759 6.573255</gml:lowerCorner>
        		<gml:upperCorner>50.246697 6.575504</gml:upperCorner>
        	</gml:Envelope>
        </gml:boundedBy>
        <ms:msGeometry>
          <gml:MultiSurface gml:id="lrt_f.168058.1" srsName="urn:ogc:def:crs:EPSG::4326">
            <gml:surfaceMember>
              <gml:Polygon gml:id="lrt_f.168058.2">
                <gml:exterior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.245759 6.575489 50.245885 6.574892 50.245969 6.574521 50.246173 6.573983 50.246208 6.573915 50.246418 6.573504 50.246560 6.573255 50.246641 6.573475 50.246665 6.573565 50.246672 6.573739 50.246672 6.573835 50.246682 6.574279 50.246697 6.574542 50.246692 6.574793 50.246691 6.574889 50.246678 6.575037 50.246650 6.575056 50.246566 6.575177 50.246295 6.575212 50.246088 6.575351 50.245988 6.575457 50.245944 6.575504 50.245759 6.575489 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.246345 6.574687 50.246348 6.574687 50.246351 6.574686 50.246355 6.574686 50.246358 6.574685 50.246361 6.574684 50.246364 6.574682 50.246367 6.574681 50.246370 6.574679 50.246373 6.574676 50.246376 6.574674 50.246379 6.574672 50.246382 6.574669 50.246384 6.574666 50.246387 6.574662 50.246389 6.574659 50.246392 6.574655 50.246394 6.574651 50.246396 6.574647 50.246398 6.574643 50.246399 6.574639 50.246401 6.574634 50.246403 6.574629 50.246404 6.574625 50.246405 6.574620 50.246406 6.574615 50.246407 6.574610 50.246407 6.574605 50.246408 6.574600 50.246408 6.574595 50.246408 6.574590 50.246408 6.574584 50.246408 6.574579 50.246407 6.574574 50.246407 6.574569 50.246406 6.574564 50.246405 6.574559 50.246404 6.574554 50.246403 6.574550 50.246401 6.574545 50.246400 6.574540 50.246398 6.574536 50.246396 6.574532 50.246394 6.574528 50.246392 6.574524 50.246390 6.574520 50.246388 6.574516 50.246385 6.574513 50.246383 6.574510 50.246380 6.574507 50.246377 6.574504 50.246374 6.574502 50.246371 6.574499 50.246368 6.574497 50.246365 6.574496 50.246362 6.574494 50.246359 6.574493 50.246356 6.574492 50.246352 6.574491 50.246349 6.574491 50.246346 6.574491 50.246342 6.574491 50.246339 6.574491 50.246336 6.574492 50.246333 6.574493 50.246329 6.574494 50.246326 6.574495 50.246323 6.574497 50.246320 6.574499 50.246317 6.574501 50.246314 6.574503 50.246311 6.574506 50.246309 6.574509 50.246306 6.574512 50.246303 6.574515 50.246301 6.574519 50.246299 6.574522 50.246297 6.574526 50.246295 6.574530 50.246293 6.574535 50.246291 6.574539 50.246289 6.574544 50.246288 6.574548 50.246287 6.574553 50.246285 6.574558 50.246285 6.574563 50.246284 6.574568 50.246283 6.574573 50.246283 6.574578 50.246282 6.574583 50.246282 6.574588 50.246282 6.574593 50.246283 6.574598 50.246283 6.574603 50.246284 6.574608 50.246284 6.574613 50.246285 6.574618 50.246286 6.574623 50.246288 6.574628 50.246289 6.574633 50.246290 6.574637 50.246292 6.574642 50.246294 6.574646 50.246296 6.574650 50.246298 6.574654 50.246300 6.574658 50.246303 6.574661 50.246305 6.574665 50.246308 6.574668 50.246311 6.574671 50.246313 6.574673 50.246316 6.574676 50.246319 6.574678 50.246322 6.574680 50.246325 6.574682 50.246328 6.574683 50.246332 6.574685 50.246335 6.574686 50.246338 6.574686 50.246341 6.574687 50.246345 6.574687 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.246537 6.575003 50.246541 6.575003 50.246544 6.575002 50.246547 6.575002 50.246550 6.575001 50.246554 6.575000 50.246557 6.574998 50.246560 6.574997 50.246563 6.574995 50.246566 6.574993 50.246569 6.574990 50.246572 6.574987 50.246574 6.574985 50.246577 6.574981 50.246580 6.574978 50.246582 6.574975 50.246584 6.574971 50.246586 6.574967 50.246588 6.574963 50.246590 6.574959 50.246592 6.574954 50.246594 6.574950 50.246595 6.574945 50.246596 6.574941 50.246598 6.574936 50.246598 6.574931 50.246599 6.574926 50.246600 6.574921 50.246600 6.574916 50.246601 6.574911 50.246601 6.574906 50.246601 6.574900 50.246600 6.574895 50.246600 6.574890 50.246599 6.574885 50.246599 6.574880 50.246598 6.574875 50.246597 6.574870 50.246596 6.574865 50.246594 6.574861 50.246593 6.574856 50.246591 6.574852 50.246589 6.574848 50.246587 6.574844 50.246585 6.574840 50.246583 6.574836 50.246580 6.574832 50.246578 6.574829 50.246575 6.574826 50.246573 6.574823 50.246570 6.574820 50.246567 6.574818 50.246564 6.574815 50.246561 6.574813 50.246558 6.574812 50.246555 6.574810 50.246551 6.574809 50.246548 6.574808 50.246545 6.574807 50.246542 6.574807 50.246538 6.574807 50.246535 6.574807 50.246532 6.574807 50.246528 6.574808 50.246525 6.574809 50.246522 6.574810 50.246519 6.574811 50.246516 6.574813 50.246513 6.574815 50.246510 6.574817 50.246507 6.574819 50.246504 6.574822 50.246501 6.574825 50.246499 6.574828 50.246496 6.574831 50.246494 6.574835 50.246491 6.574839 50.246489 6.574842 50.246487 6.574847 50.246485 6.574851 50.246484 6.574855 50.246482 6.574859 50.246481 6.574864 50.246479 6.574869 50.246478 6.574874 50.246477 6.574879 50.246476 6.574884 50.246476 6.574889 50.246475 6.574894 50.246475 6.574899 50.246475 6.574904 50.246475 6.574909 50.246475 6.574914 50.246476 6.574919 50.246476 6.574924 50.246477 6.574929 50.246478 6.574934 50.246479 6.574939 50.246480 6.574944 50.246482 6.574949 50.246483 6.574953 50.246485 6.574958 50.246487 6.574962 50.246489 6.574966 50.246491 6.574970 50.246493 6.574974 50.246495 6.574977 50.246498 6.574981 50.246500 6.574984 50.246503 6.574987 50.246506 6.574989 50.246509 6.574992 50.246512 6.574994 50.246515 6.574996 50.246518 6.574998 50.246521 6.574999 50.246524 6.575001 50.246528 6.575002 50.246531 6.575002 50.246534 6.575003 50.246537 6.575003 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.246278 6.575030 50.246281 6.575030 50.246285 6.575029 50.246288 6.575029 50.246291 6.575028 50.246294 6.575027 50.246298 6.575025 50.246301 6.575023 50.246304 6.575022 50.246307 6.575019 50.246310 6.575017 50.246313 6.575014 50.246315 6.575011 50.246318 6.575008 50.246320 6.575005 50.246323 6.575001 50.246325 6.574998 50.246327 6.574994 50.246329 6.574990 50.246331 6.574986 50.246333 6.574981 50.246334 6.574977 50.246336 6.574972 50.246337 6.574967 50.246338 6.574963 50.246339 6.574958 50.246340 6.574953 50.246341 6.574948 50.246341 6.574943 50.246341 6.574937 50.246342 6.574932 50.246341 6.574927 50.246341 6.574922 50.246341 6.574917 50.246340 6.574912 50.246340 6.574907 50.246339 6.574902 50.246338 6.574897 50.246336 6.574892 50.246335 6.574888 50.246333 6.574883 50.246332 6.574879 50.246330 6.574874 50.246328 6.574870 50.246326 6.574866 50.246323 6.574863 50.246321 6.574859 50.246319 6.574856 50.246316 6.574853 50.246313 6.574850 50.246310 6.574847 50.246308 6.574844 50.246305 6.574842 50.246302 6.574840 50.246299 6.574839 50.246295 6.574837 50.246292 6.574836 50.246289 6.574835 50.246286 6.574834 50.246282 6.574834 50.246279 6.574833 50.246276 6.574833 50.246272 6.574834 50.246269 6.574835 50.246266 6.574835 50.246263 6.574837 50.246260 6.574838 50.246257 6.574840 50.246253 6.574842 50.246251 6.574844 50.246248 6.574846 50.246245 6.574849 50.246242 6.574852 50.246239 6.574855 50.246237 6.574858 50.246234 6.574862 50.246232 6.574865 50.246230 6.574869 50.246228 6.574873 50.246226 6.574877 50.246224 6.574882 50.246223 6.574886 50.246221 6.574891 50.246220 6.574896 50.246219 6.574900 50.246218 6.574905 50.246217 6.574910 50.246217 6.574915 50.246216 6.574921 50.246216 6.574926 50.246216 6.574931 50.246216 6.574936 50.246216 6.574941 50.246216 6.574946 50.246217 6.574951 50.246218 6.574956 50.246219 6.574961 50.246220 6.574966 50.246221 6.574971 50.246222 6.574975 50.246224 6.574980 50.246226 6.574984 50.246227 6.574989 50.246229 6.574993 50.246232 6.574997 50.246234 6.575000 50.246236 6.575004 50.246239 6.575007 50.246241 6.575011 50.246244 6.575014 50.246247 6.575016 50.246250 6.575019 50.246253 6.575021 50.246256 6.575023 50.246259 6.575025 50.246262 6.575026 50.246265 6.575027 50.246268 6.575028 50.246272 6.575029 50.246275 6.575030 50.246278 6.575030 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.246520 6.574538 50.246523 6.574538 50.246527 6.574537 50.246530 6.574536 50.246533 6.574536 50.246536 6.574534 50.246540 6.574533 50.246543 6.574531 50.246546 6.574529 50.246549 6.574527 50.246552 6.574525 50.246554 6.574522 50.246557 6.574519 50.246560 6.574516 50.246562 6.574513 50.246565 6.574509 50.246567 6.574506 50.246569 6.574502 50.246571 6.574498 50.246573 6.574494 50.246575 6.574489 50.246576 6.574485 50.246578 6.574480 50.246579 6.574475 50.246580 6.574471 50.246581 6.574466 50.246582 6.574461 50.246583 6.574456 50.246583 6.574450 50.246583 6.574445 50.246583 6.574440 50.246583 6.574435 50.246583 6.574430 50.246583 6.574425 50.246582 6.574420 50.246581 6.574415 50.246581 6.574410 50.246579 6.574405 50.246578 6.574400 50.246577 6.574396 50.246575 6.574391 50.246574 6.574387 50.246572 6.574382 50.246570 6.574378 50.246568 6.574374 50.246565 6.574371 50.246563 6.574367 50.246561 6.574364 50.246558 6.574360 50.246555 6.574358 50.246552 6.574355 50.246550 6.574352 50.246547 6.574350 50.246544 6.574348 50.246540 6.574346 50.246537 6.574345 50.246534 6.574344 50.246531 6.574343 50.246528 6.574342 50.246524 6.574342 50.246521 6.574341 50.246518 6.574341 50.246514 6.574342 50.246511 6.574342 50.246508 6.574343 50.246505 6.574344 50.246502 6.574346 50.246498 6.574348 50.246495 6.574349 50.246492 6.574352 50.246489 6.574354 50.246487 6.574357 50.246484 6.574360 50.246481 6.574363 50.246479 6.574366 50.246476 6.574370 50.246474 6.574373 50.246472 6.574377 50.246470 6.574381 50.246468 6.574385 50.246466 6.574390 50.246465 6.574394 50.246463 6.574399 50.246462 6.574404 50.246461 6.574408 50.246460 6.574413 50.246459 6.574418 50.246458 6.574423 50.246458 6.574428 50.246458 6.574434 50.246458 6.574439 50.246458 6.574444 50.246458 6.574449 50.246458 6.574454 50.246459 6.574459 50.246460 6.574464 50.246461 6.574469 50.246462 6.574474 50.246463 6.574479 50.246464 6.574483 50.246466 6.574488 50.246467 6.574492 50.246469 6.574497 50.246471 6.574501 50.246473 6.574505 50.246476 6.574508 50.246478 6.574512 50.246481 6.574515 50.246483 6.574518 50.246486 6.574521 50.246489 6.574524 50.246492 6.574527 50.246495 6.574529 50.246498 6.574531 50.246501 6.574532 50.246504 6.574534 50.246507 6.574535 50.246510 6.574536 50.246513 6.574537 50.246517 6.574537 50.246520 6.574538 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:gid>168058</ms:gid>
        <ms:oekotyp_p>9180*</ms:oekotyp_p>
        <ms:kurzbez>Schlucht- und Hangmischwälder*</ms:kurzbez>
        <ms:erhalt_txt></ms:erhalt_txt>
        <ms:kartierer>A. Schäfer</ms:kartierer>
        <ms:kart_dat>06.09.2009</ms:kart_dat>
        <ms:ez_link></ms:ez_link>
        <ms:oekotyp>9180</ms:oekotyp>
      </ms:lrt_f>
    </wfs:member>
</wfs:FeatureCollection>

 
