<?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://mapserver.lgb-rlp.de/cgi-bin/mc_huek200?SERVICE=WFS&amp;VERSION=2.0.0&amp;REQUEST=DescribeFeatureType&amp;TYPENAME=ms:schutzwirkung_der_gw_ueberdeckung&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="2026-06-08T10:57:59" numberMatched="unknown" numberReturned="10"
   previous="https://mapserver.lgb-rlp.de/cgi-bin/mc_huek200?SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Aschutzwirkung_der_gw_ueberdeckung&amp;COUNT=10&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=7110"
   next="https://mapserver.lgb-rlp.de/cgi-bin/mc_huek200?SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Aschutzwirkung_der_gw_ueberdeckung&amp;COUNT=10&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=7130">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>50.133597 7.490079</gml:lowerCorner>
      		<gml:upperCorner>50.207079 7.608113</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
<!-- WARNING: FeatureId item 'FID' not found in typename 'schutzwirkung_der_gw_ueberdeckung'. -->
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.165139 7.541813</gml:lowerCorner>
        		<gml:upperCorner>50.170750 7.554353</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">50.170108 7.546256 50.170424 7.546518 50.170652 7.546953 50.170739 7.547494 50.170740 7.548061 50.170586 7.548539 50.170560 7.549102 50.170571 7.549662 50.170577 7.550222 50.170587 7.550783 50.170629 7.551347 50.170684 7.551920 50.170731 7.552485 50.170750 7.553035 50.170712 7.553558 50.170481 7.553992 50.170184 7.554353 50.169820 7.554334 50.169462 7.554263 50.169159 7.554012 50.168977 7.553513 50.168839 7.552791 50.168705 7.551705 50.168445 7.551322 50.168116 7.551060 50.167767 7.550922 50.167413 7.550841 50.167054 7.550780 50.166691 7.550709 50.166346 7.550582 50.166012 7.550355 50.165697 7.550085 50.165413 7.549747 50.165177 7.549299 50.165139 7.548762 50.165267 7.548241 50.165480 7.547786 50.165658 7.547278 50.165746 7.546749 50.165744 7.546196 50.165720 7.545632 50.165683 7.545067 50.165649 7.544510 50.165621 7.543949 50.165579 7.543398 50.165510 7.542818 50.165540 7.542291 50.165798 7.541827 50.166112 7.541813 50.166460 7.542069 50.166761 7.542404 50.167039 7.542763 50.167304 7.543142 50.167559 7.543553 50.167783 7.543983 50.167970 7.544462 50.168120 7.544971 50.168275 7.545480 50.168462 7.545983 50.168690 7.546424 50.169017 7.546515 50.169387 7.546415 50.169748 7.546315 50.170108 7.546256 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.154223 7.502632</gml:lowerCorner>
        		<gml:upperCorner>50.207079 7.608113</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">50.203917 7.568039 50.203868 7.568071 50.203918 7.568101 50.203931 7.569209 50.203751 7.569214 50.203789 7.572295 50.203430 7.572306 50.203433 7.572586 50.203074 7.572597 50.203077 7.572877 50.202358 7.572898 50.202185 7.573464 50.201646 7.573480 50.201650 7.573760 50.201470 7.573765 50.201473 7.574045 50.201293 7.574050 50.201297 7.574330 50.199679 7.574379 50.199683 7.574659 50.198964 7.574680 50.198967 7.574960 50.198787 7.574965 50.198791 7.575245 50.198611 7.575251 50.198614 7.575531 50.198435 7.575536 50.198438 7.575816 50.198258 7.575822 50.198262 7.576102 50.198082 7.576107 50.198089 7.576667 50.197909 7.576672 50.197913 7.576952 50.197733 7.576958 50.197777 7.580598 50.197598 7.580603 50.197601 7.580883 50.197421 7.580889 50.197425 7.581169 50.197245 7.581174 50.197248 7.581454 50.197069 7.581459 50.197072 7.581739 50.196892 7.581745 50.196896 7.582025 50.196536 7.582035 50.196540 7.582315 50.196360 7.582321 50.196363 7.582601 50.196184 7.582606 50.196187 7.582886 50.196007 7.582891 50.196011 7.583171 50.195831 7.583177 50.195834 7.583457 50.195295 7.583473 50.195298 7.583753 50.195119 7.583758 50.195122 7.584038 50.194583 7.584054 50.194586 7.584334 50.194227 7.584345 50.194230 7.584625 50.193691 7.584641 50.193694 7.584921 50.193155 7.584936 50.193159 7.585216 50.192799 7.585227 50.192802 7.585507 50.192263 7.585523 50.192267 7.585803 50.191907 7.585814 50.191911 7.586094 50.191551 7.586104 50.191554 7.586384 50.191195 7.586395 50.191198 7.586675 50.190839 7.586685 50.190842 7.586965 50.190663 7.586971 50.190666 7.587251 50.190306 7.587261 50.190310 7.587541 50.190130 7.587547 50.190137 7.588107 50.189957 7.588112 50.189967 7.588952 50.190147 7.588946 50.190154 7.589506 50.189974 7.589512 50.189978 7.589792 50.189798 7.589797 50.189801 7.590077 50.189442 7.590088 50.189445 7.590368 50.189265 7.590373 50.189269 7.590653 50.189089 7.590658 50.189099 7.591498 50.188919 7.591503 50.188923 7.591783 50.188743 7.591789 50.188746 7.592069 50.188567 7.592074 50.188570 7.592354 50.188211 7.592364 50.188207 7.592084 50.187308 7.592111 50.187312 7.592391 50.186593 7.592412 50.186596 7.592692 50.186416 7.592697 50.186420 7.592977 50.185521 7.593004 50.185525 7.593283 50.185345 7.593289 50.185382 7.596368 50.185202 7.596374 50.185206 7.596653 50.185026 7.596659 50.185046 7.598338 50.184866 7.598344 50.184870 7.598624 50.184690 7.598629 50.184693 7.598909 50.184514 7.598914 50.184517 7.599194 50.184337 7.599199 50.184341 7.599479 50.183082 7.599516 50.183086 7.599796 50.183066 7.599797 50.183222 7.600072 50.183089 7.600076 50.183093 7.600356 50.182913 7.600361 50.182916 7.600641 50.182736 7.600646 50.182740 7.600926 50.182560 7.600931 50.182563 7.601211 50.182384 7.601217 50.182387 7.601497 50.182028 7.601507 50.182031 7.601787 50.181851 7.601792 50.181855 7.602072 50.181675 7.602077 50.181678 7.602357 50.181319 7.602368 50.181322 7.602648 50.180962 7.602658 50.180966 7.602938 50.180786 7.602943 50.180789 7.603223 50.180610 7.603229 50.180613 7.603509 50.180433 7.603514 50.180440 7.604074 50.180081 7.604084 50.180084 7.604364 50.179904 7.604369 50.179908 7.604649 50.179728 7.604654 50.179731 7.604934 50.179551 7.604940 50.179555 7.605220 50.179195 7.605230 50.179199 7.605510 50.179019 7.605515 50.179026 7.606075 50.178846 7.606080 50.178849 7.606360 50.178669 7.606365 50.178673 7.606645 50.178493 7.606651 50.178496 7.606930 50.178317 7.606936 50.178320 7.607216 50.178140 7.607221 50.178144 7.607501 50.177784 7.607511 50.177787 7.607791 50.177608 7.607796 50.177611 7.608076 50.177072 7.608092 50.176353 7.608113 50.176349 7.607833 50.176170 7.607838 50.176166 7.607558 50.175807 7.607569 50.175803 7.607289 50.175624 7.607294 50.175620 7.607014 50.175441 7.607019 50.175437 7.606739 50.175258 7.606745 50.175254 7.606465 50.175074 7.606470 50.175071 7.606190 50.174891 7.606195 50.174888 7.605915 50.174169 7.605936 50.174166 7.605656 50.173806 7.605667 50.173803 7.605387 50.173443 7.605397 50.173440 7.605118 50.173080 7.605128 50.173077 7.604848 50.172897 7.604853 50.172894 7.604574 50.172714 7.604579 50.172711 7.604299 50.172351 7.604309 50.172348 7.604029 50.172168 7.604035 50.172165 7.603755 50.171985 7.603760 50.171982 7.603480 50.171802 7.603485 50.171799 7.603206 50.171080 7.603227 50.171083 7.603506 50.169465 7.603554 50.169462 7.603274 50.169282 7.603279 50.169279 7.602999 50.169099 7.603004 50.169096 7.602724 50.168556 7.602740 50.168553 7.602460 50.168014 7.602476 50.168010 7.602196 50.167831 7.602201 50.167827 7.601922 50.167647 7.601927 50.167644 7.601647 50.167285 7.601657 50.167281 7.601378 50.167101 7.601383 50.167098 7.601103 50.166918 7.601108 50.166915 7.600828 50.166735 7.600834 50.166732 7.600554 50.165833 7.600580 50.165830 7.600300 50.165470 7.600311 50.165467 7.600031 50.165287 7.600036 50.165284 7.599756 50.165104 7.599762 50.165101 7.599482 50.164921 7.599487 50.164917 7.599207 50.164558 7.599218 50.164555 7.598938 50.164375 7.598943 50.164368 7.598383 50.164188 7.598389 50.164182 7.597829 50.164002 7.597834 50.163998 7.597554 50.163819 7.597560 50.163795 7.595601 50.163975 7.595596 50.163958 7.594197 50.163598 7.594207 50.163595 7.593927 50.162696 7.593954 50.162693 7.593674 50.159817 7.593758 50.159813 7.593478 50.159454 7.593489 50.159430 7.591530 50.159250 7.591536 50.159240 7.590696 50.159060 7.590701 50.159047 7.589582 50.158867 7.589588 50.158864 7.589308 50.158684 7.589313 50.158653 7.586795 50.158833 7.586790 50.158823 7.585950 50.159003 7.585945 50.158999 7.585665 50.159179 7.585660 50.159176 7.585380 50.159355 7.585375 50.159352 7.585095 50.159532 7.585090 50.159528 7.584810 50.159708 7.584804 50.159705 7.584525 50.159884 7.584519 50.159871 7.583400 50.160050 7.583395 50.160040 7.582555 50.160220 7.582550 50.160206 7.581431 50.160386 7.581426 50.160383 7.581146 50.160562 7.581140 50.160559 7.580861 50.160199 7.580871 50.160196 7.580592 50.159837 7.580602 50.159833 7.580322 50.159653 7.580328 50.159650 7.580048 50.159470 7.580053 50.159463 7.579494 50.159284 7.579499 50.159277 7.578939 50.159097 7.578945 50.159090 7.578385 50.158910 7.578390 50.158904 7.577831 50.158724 7.577836 50.158720 7.577556 50.158541 7.577562 50.158510 7.575044 50.158330 7.575049 50.158323 7.574489 50.158143 7.574495 50.158140 7.574215 50.157960 7.574220 50.157953 7.573661 50.157774 7.573666 50.157770 7.573386 50.157590 7.573392 50.157587 7.573112 50.157407 7.573117 50.157404 7.572837 50.157224 7.572843 50.157221 7.572563 50.155783 7.572606 50.155779 7.572326 50.155599 7.572331 50.155596 7.572051 50.155416 7.572057 50.155413 7.571777 50.155233 7.571782 50.155230 7.571503 50.155050 7.571508 50.155046 7.571228 50.155406 7.571218 50.155403 7.570938 50.155582 7.570932 50.155579 7.570653 50.155759 7.570647 50.155755 7.570367 50.155935 7.570362 50.155931 7.570082 50.156111 7.570077 50.156070 7.566720 50.155890 7.566725 50.155883 7.566165 50.155703 7.566171 50.155686 7.564772 50.155866 7.564767 50.155862 7.564487 50.156042 7.564481 50.155994 7.560565 50.155814 7.560570 50.155734 7.554135 50.155554 7.554141 50.155544 7.553301 50.155364 7.553307 50.155357 7.552747 50.155177 7.552753 50.155170 7.552193 50.154991 7.552198 50.154987 7.551919 50.154807 7.551924 50.154800 7.551365 50.154621 7.551370 50.154617 7.551090 50.154437 7.551096 50.154416 7.549417 50.154237 7.549422 50.154230 7.548863 50.154223 7.548303 50.154403 7.548298 50.154399 7.548018 50.154579 7.548013 50.154575 7.547733 50.154755 7.547728 50.154752 7.547448 50.154931 7.547442 50.154928 7.547163 50.155108 7.547157 50.155101 7.546598 50.155280 7.546592 50.155277 7.546312 50.155457 7.546307 50.155453 7.546027 50.155633 7.546022 50.155629 7.545742 50.155809 7.545736 50.155805 7.545457 50.155985 7.545451 50.155982 7.545171 50.156161 7.545166 50.156158 7.544886 50.156338 7.544881 50.156334 7.544601 50.156514 7.544596 50.156507 7.544036 50.156687 7.544031 50.156659 7.541792 50.156838 7.541787 50.156789 7.537870 50.156969 7.537864 50.156955 7.536745 50.156775 7.536751 50.156757 7.535352 50.156937 7.535346 50.156912 7.533388 50.156733 7.533394 50.156722 7.532554 50.156542 7.532560 50.156535 7.532000 50.156356 7.532006 50.156352 7.531726 50.156172 7.531731 50.156169 7.531452 50.156348 7.531446 50.156345 7.531166 50.156525 7.531161 50.156521 7.530881 50.156701 7.530876 50.156697 7.530596 50.156877 7.530590 50.156870 7.530031 50.157050 7.530025 50.157039 7.529186 50.156859 7.529191 50.156856 7.528912 50.156676 7.528917 50.156658 7.527499 50.156652 7.527499 50.156655 7.527249 50.156641 7.526119 50.156670 7.526118 50.156670 7.526100 50.156820 7.526104 50.156810 7.525274 50.156989 7.525269 50.156975 7.524150 50.157055 7.524147 50.157059 7.523873 50.157152 7.523876 50.157148 7.523585 50.157242 7.523582 50.157260 7.522200 50.157081 7.522194 50.157084 7.521914 50.156904 7.521909 50.156912 7.521353 50.156732 7.521344 50.156743 7.520518 50.156569 7.520524 50.156562 7.519964 50.156383 7.519970 50.156375 7.519373 50.156218 7.519368 50.156221 7.519135 50.156192 7.519136 50.156188 7.518807 50.156046 7.518803 50.156049 7.518581 50.156005 7.518582 50.156005 7.518522 50.155870 7.518517 50.155872 7.518306 50.155822 7.518308 50.155803 7.516836 50.155712 7.516833 50.155722 7.516072 50.155614 7.516075 50.155613 7.515990 50.155543 7.515988 50.155554 7.515149 50.155374 7.515143 50.155378 7.514864 50.155198 7.514858 50.155205 7.514298 50.155231 7.514299 50.155229 7.514128 50.155567 7.514118 50.155568 7.514030 50.155588 7.514030 50.155585 7.513837 50.155751 7.513832 50.155752 7.513756 50.155931 7.513761 50.155935 7.513482 50.156115 7.513487 50.156118 7.513208 50.156296 7.513213 50.156302 7.512933 50.156473 7.512939 50.156469 7.512690 50.156485 7.512690 50.156485 7.512659 50.156649 7.512664 50.156646 7.512405 50.156668 7.512404 50.156669 7.512385 50.156825 7.512390 50.156822 7.512119 50.157002 7.512114 50.156998 7.511834 50.157178 7.511828 50.157174 7.511549 50.157354 7.511543 50.157350 7.511263 50.157530 7.511258 50.157526 7.510978 50.157586 7.510976 50.157589 7.510735 50.157703 7.510738 50.157695 7.510133 50.157875 7.510127 50.157872 7.509848 50.158051 7.509842 50.158048 7.509562 50.158144 7.509559 50.158146 7.509353 50.158225 7.509355 50.158224 7.509277 50.158404 7.509271 50.158400 7.508992 50.158580 7.508986 50.158573 7.508426 50.158698 7.508423 50.158700 7.508250 50.158520 7.508245 50.158532 7.507308 50.158378 7.507313 50.158371 7.506753 50.158540 7.506748 50.158544 7.506188 50.158724 7.506183 50.158716 7.505623 50.158896 7.505617 50.158892 7.505338 50.159072 7.505332 50.159069 7.505052 50.159248 7.505047 50.159245 7.504767 50.159284 7.504766 50.159286 7.504630 50.159423 7.504634 50.159421 7.504481 50.159468 7.504480 50.159469 7.504356 50.159599 7.504360 50.159597 7.504196 50.159651 7.504194 50.159653 7.504082 50.159775 7.504085 50.159773 7.503911 50.159835 7.503909 50.159836 7.503807 50.159952 7.503811 50.159949 7.503625 50.160018 7.503623 50.160023 7.503253 50.160124 7.503257 50.160117 7.502647 50.160119 7.502650 50.160336 7.502816 50.160629 7.503009 50.160955 7.503204 50.160970 7.503219 50.160986 7.503224 50.161316 7.503444 50.161321 7.503449 50.161326 7.503451 50.161655 7.503678 50.161657 7.503680 50.161659 7.503681 50.161859 7.503820 50.162206 7.503883 50.162211 7.503885 50.162221 7.503886 50.162575 7.503960 50.162581 7.503963 50.162590 7.503964 50.162933 7.504045 50.163259 7.504103 50.163604 7.504150 50.163913 7.504181 50.164161 7.504172 50.164390 7.504105 50.164658 7.503980 50.164957 7.503805 50.165188 7.503658 50.165356 7.503475 50.165618 7.503122 50.165845 7.502899 50.166188 7.502782 50.166391 7.502811 50.166686 7.502908 50.166829 7.502974 50.167052 7.503171 50.167335 7.503512 50.167385 7.503580 50.167390 7.503585 50.167656 7.503961 50.167874 7.504241 50.168116 7.504474 50.168266 7.504655 50.168276 7.504677 50.168289 7.504690 50.168544 7.505101 50.168548 7.505109 50.168582 7.505165 50.168815 7.505589 50.168845 7.505664 50.168896 7.505762 50.169083 7.506234 50.169127 7.506364 50.169133 7.506376 50.169244 7.506745 50.169391 7.507050 50.169574 7.507389 50.169745 7.507638 50.169935 7.507839 50.170107 7.507969 50.170132 7.507978 50.170136 7.507945 50.170118 7.507578 50.170121 7.507540 50.170115 7.507496 50.170128 7.507229 50.170189 7.506678 50.170238 7.506407 50.170427 7.505947 50.170612 7.505717 50.170912 7.505436 50.171015 7.505353 50.171321 7.505239 50.171649 7.505207 50.171872 7.505162 50.172079 7.505040 50.172368 7.504827 50.172381 7.504822 50.172393 7.504809 50.172486 7.504754 50.172826 7.504590 50.173006 7.504545 50.173050 7.504529 50.173346 7.504507 50.173475 7.504466 50.173634 7.504322 50.173893 7.504061 50.174083 7.503829 50.174267 7.503511 50.174449 7.503193 50.174401 7.502924 50.174335 7.502632 50.175344 7.503366 50.175389 7.503381 50.175411 7.503599 50.178328 7.508135 50.179374 7.509614 50.180655 7.511355 50.181059 7.511785 50.182578 7.514230 50.182868 7.514751 50.183800 7.516327 50.184332 7.517286 50.186254 7.520519 50.186720 7.521304 50.188642 7.524533 50.189985 7.526718 50.191795 7.529868 50.192324 7.531005 50.193086 7.532580 50.193320 7.533200 50.195618 7.538288 50.195907 7.538809 50.196896 7.540560 50.197486 7.541790 50.198596 7.544158 50.200229 7.546778 50.201276 7.548167 50.202087 7.549391 50.202495 7.550178 50.203428 7.551661 50.206125 7.557013 50.206884 7.558410 50.207079 7.558748 50.206499 7.558766 50.206503 7.559046 50.206323 7.559051 50.206327 7.559331 50.205967 7.559342 50.205971 7.559622 50.205791 7.559628 50.205794 7.559908 50.205614 7.559913 50.205618 7.560193 50.205438 7.560199 50.205442 7.560479 50.205262 7.560484 50.205265 7.560764 50.205086 7.560770 50.205089 7.561050 50.204909 7.561055 50.204913 7.561335 50.204733 7.561340 50.204737 7.561621 50.204557 7.561626 50.204560 7.561906 50.204201 7.561917 50.204204 7.562197 50.204025 7.562202 50.204031 7.562762 50.203672 7.562773 50.203668 7.562493 50.203129 7.562509 50.203147 7.563910 50.203326 7.563904 50.203333 7.564464 50.203513 7.564459 50.203516 7.564739 50.203696 7.564734 50.203713 7.566134 50.203893 7.566128 50.203917 7.568039 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.202417 7.567766 50.202342 7.567847 50.202341 7.567848 50.202340 7.567849 50.202079 7.568025 50.202210 7.568399 50.202323 7.568623 50.202411 7.568437 50.202699 7.568124 50.202770 7.568090 50.202709 7.568057 50.202417 7.567766 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.177687 7.520727 50.177699 7.520730 50.178033 7.520923 50.178040 7.520930 50.178049 7.520932 50.178205 7.521056 50.178507 7.521356 50.178578 7.521442 50.178603 7.521466 50.178882 7.521832 50.178899 7.521868 50.178928 7.521897 50.179179 7.522277 50.179401 7.522604 50.179422 7.522521 50.179513 7.522032 50.179513 7.522029 50.179513 7.522028 50.179615 7.521489 50.179618 7.521472 50.179619 7.521468 50.179717 7.520972 50.179790 7.520521 50.179837 7.520070 50.179870 7.519584 50.179883 7.519124 50.179872 7.518706 50.179836 7.518354 50.179758 7.517984 50.179648 7.517593 50.179509 7.517216 50.179350 7.516846 50.179299 7.516754 50.179227 7.516860 50.179016 7.517217 50.178792 7.517623 50.178563 7.518043 50.178342 7.518461 50.178317 7.518491 50.178296 7.518541 50.178232 7.518635 50.177958 7.519000 50.177954 7.519005 50.177943 7.519019 50.177660 7.519381 50.177658 7.519383 50.177653 7.519390 50.177384 7.519728 50.177157 7.520035 50.177092 7.520140 50.177135 7.520218 50.177295 7.520459 50.177426 7.520584 50.177679 7.520719 50.177687 7.520727 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.170108 7.546256 50.169748 7.546315 50.169387 7.546415 50.169017 7.546515 50.168690 7.546424 50.168462 7.545983 50.168275 7.545480 50.168120 7.544971 50.167970 7.544462 50.167783 7.543983 50.167559 7.543553 50.167304 7.543142 50.167039 7.542763 50.166761 7.542404 50.166460 7.542069 50.166112 7.541813 50.165798 7.541827 50.165540 7.542291 50.165510 7.542818 50.165579 7.543398 50.165621 7.543949 50.165649 7.544510 50.165683 7.545067 50.165720 7.545632 50.165744 7.546196 50.165746 7.546749 50.165658 7.547278 50.165480 7.547786 50.165267 7.548241 50.165139 7.548762 50.165177 7.549299 50.165413 7.549747 50.165697 7.550085 50.166012 7.550355 50.166346 7.550582 50.166691 7.550709 50.167054 7.550780 50.167413 7.550841 50.167767 7.550922 50.168116 7.551060 50.168445 7.551322 50.168705 7.551705 50.168839 7.552791 50.168977 7.553513 50.169159 7.554012 50.169462 7.554263 50.169820 7.554334 50.170184 7.554353 50.170481 7.553992 50.170712 7.553558 50.170750 7.553035 50.170731 7.552485 50.170684 7.551920 50.170629 7.551347 50.170587 7.550783 50.170577 7.550222 50.170571 7.549662 50.170560 7.549102 50.170586 7.548539 50.170740 7.548061 50.170739 7.547494 50.170652 7.546953 50.170424 7.546518 50.170108 7.546256 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.181592 7.561199 50.181459 7.561723 50.181353 7.562259 50.181354 7.562819 50.181770 7.563319 50.182116 7.563331 50.182477 7.563199 50.182826 7.563042 50.183161 7.562861 50.183501 7.562665 50.183840 7.562463 50.184171 7.562249 50.184498 7.562008 50.184817 7.561749 50.185139 7.561490 50.185453 7.561227 50.185767 7.560943 50.186063 7.560638 50.186342 7.560283 50.186604 7.559896 50.186856 7.559494 50.187127 7.559125 50.187462 7.558926 50.187818 7.558815 50.188179 7.558771 50.188504 7.558995 50.188824 7.559247 50.189140 7.559516 50.189464 7.559786 50.189780 7.560041 50.190105 7.560273 50.190468 7.560323 50.190623 7.559841 50.190694 7.559294 50.190755 7.558743 50.190821 7.558188 50.190882 7.557637 50.190953 7.557083 50.191014 7.556521 50.191093 7.555970 50.191199 7.555438 50.191363 7.554964 50.191611 7.554555 50.191882 7.554154 50.192086 7.553692 50.192170 7.553141 50.192177 7.552564 50.192031 7.552080 50.191799 7.551631 50.191525 7.551244 50.191228 7.550940 50.190898 7.550716 50.190550 7.550554 50.190196 7.550434 50.189838 7.550356 50.189479 7.550316 50.189135 7.550431 50.188847 7.550800 50.188738 7.551283 50.188797 7.551859 50.188880 7.552408 50.189053 7.552897 50.189272 7.553348 50.189395 7.553864 50.189428 7.554432 50.189358 7.554969 50.189062 7.555281 50.188739 7.555530 50.188412 7.555768 50.188077 7.555998 50.187754 7.556226 50.187414 7.556428 50.187083 7.556652 50.186787 7.556951 50.186517 7.557327 50.186255 7.557721 50.185994 7.558119 50.185693 7.558392 50.185345 7.558525 50.184985 7.558604 50.184625 7.558638 50.184265 7.558633 50.183913 7.558744 50.183578 7.558943 50.183233 7.559135 50.182907 7.559355 50.182597 7.559632 50.182305 7.559966 50.182026 7.560328 50.181765 7.560708 50.181592 7.561199 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.170189 7.521783 50.170510 7.521957 50.170816 7.522279 50.171122 7.522600 50.171463 7.522635 50.171667 7.522169 50.171657 7.521605 50.171460 7.521141 50.171196 7.520761 50.170913 7.520409 50.170615 7.520099 50.170305 7.519809 50.169993 7.519533 50.169673 7.519268 50.169362 7.519002 50.169042 7.518733 50.168731 7.518443 50.168420 7.518143 50.168104 7.517885 50.167769 7.517773 50.167403 7.517901 50.166924 7.518089 50.166254 7.518124 50.165899 7.518063 50.165541 7.517940 50.165197 7.517789 50.164858 7.517617 50.164509 7.517445 50.164161 7.517287 50.163826 7.517417 50.163539 7.517775 50.163308 7.518195 50.163100 7.518660 50.162887 7.519112 50.162657 7.519556 50.162400 7.519915 50.162047 7.520097 50.161742 7.520405 50.161512 7.520821 50.161334 7.521323 50.161211 7.521847 50.161275 7.522388 50.161481 7.522860 50.161755 7.523219 50.162079 7.523471 50.162424 7.523625 50.162783 7.523650 50.163142 7.523651 50.163503 7.523617 50.163850 7.523488 50.164211 7.523412 50.164575 7.523400 50.164925 7.523481 50.165255 7.523701 50.165561 7.524005 50.165876 7.524281 50.166187 7.524571 50.166512 7.524808 50.166866 7.524921 50.167222 7.524813 50.167532 7.524554 50.167837 7.524235 50.168138 7.523922 50.168399 7.523542 50.168669 7.523148 50.168931 7.522758 50.169201 7.522392 50.169488 7.522068 50.169815 7.521830 50.170189 7.521783 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.159406 7.539697 50.159300 7.540222 50.159284 7.540781 50.159277 7.541344 50.159788 7.541742 50.160093 7.541454 50.160377 7.541107 50.160656 7.540755 50.160935 7.540393 50.161209 7.540031 50.161479 7.539673 50.161745 7.539289 50.162002 7.538899 50.162298 7.538586 50.162612 7.538309 50.162917 7.537990 50.163218 7.537671 50.163515 7.537345 50.163798 7.537000 50.164006 7.536580 50.163855 7.536089 50.163554 7.535782 50.163238 7.535488 50.162928 7.535174 50.162654 7.534819 50.162598 7.534292 50.162677 7.533731 50.162868 7.533258 50.163129 7.532871 50.163430 7.532541 50.163752 7.532314 50.164112 7.532304 50.164467 7.532273 50.164777 7.531986 50.165129 7.531847 50.165473 7.531690 50.165813 7.531515 50.166157 7.531316 50.166475 7.531067 50.166771 7.530755 50.167055 7.530400 50.167320 7.530020 50.167568 7.529626 50.167830 7.529232 50.168091 7.528844 50.168348 7.528447 50.168561 7.528013 50.168689 7.527481 50.168840 7.526951 50.168625 7.526524 50.168281 7.526369 50.167921 7.526417 50.167581 7.526627 50.167233 7.526752 50.166872 7.526818 50.166518 7.526782 50.166169 7.526617 50.165835 7.526410 50.165505 7.526186 50.165171 7.525952 50.164846 7.525739 50.164497 7.525577 50.164130 7.525499 50.163791 7.525621 50.163503 7.525948 50.163233 7.526335 50.162932 7.526654 50.162614 7.526910 50.162283 7.527144 50.161965 7.527386 50.161651 7.527666 50.161385 7.528050 50.161142 7.528462 50.160902 7.528888 50.160707 7.529354 50.160557 7.529857 50.160433 7.530392 50.160340 7.530931 50.160351 7.531491 50.160335 7.532047 50.160233 7.532586 50.160127 7.533128 50.160079 7.533673 50.160095 7.534236 50.160110 7.534797 50.160057 7.535348 50.160001 7.535906 50.159930 7.536453 50.159842 7.536996 50.159754 7.537535 50.159688 7.538090 50.159627 7.538640 50.159552 7.539187 50.159406 7.539697 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">50.171576 7.546426 50.171887 7.546706 50.172207 7.546978 50.172829 7.547513 50.173126 7.547844 50.173405 7.548189 50.173674 7.548555 50.173948 7.548932 50.174217 7.549290 50.174500 7.549635 50.174801 7.549957 50.175099 7.550257 50.175410 7.550543 50.175721 7.550819 50.176036 7.551089 50.176356 7.551354 50.176672 7.551617 50.176997 7.551876 50.177312 7.552131 50.177637 7.552390 50.177957 7.552635 50.178287 7.552842 50.178649 7.553000 50.179013 7.553047 50.179313 7.552805 50.179473 7.552285 50.179502 7.551729 50.179497 7.551159 50.179495 7.550599 50.179480 7.550038 50.179461 7.549477 50.179441 7.548917 50.179422 7.548356 50.179402 7.547799 50.179414 7.547236 50.179453 7.546670 50.179325 7.546179 50.179088 7.545738 50.178842 7.545324 50.178591 7.544927 50.178331 7.544534 50.178080 7.544133 50.177833 7.543730 50.177592 7.543316 50.177108 7.542496 50.176853 7.542095 50.176606 7.541692 50.176355 7.541292 50.176105 7.540881 50.175863 7.540464 50.175639 7.540030 50.175471 7.539531 50.175375 7.538975 50.175529 7.538518 50.175835 7.538195 50.176131 7.537858 50.176466 7.537697 50.176821 7.537677 50.177197 7.537500 50.177462 7.537194 50.177442 7.536619 50.177255 7.536155 50.176935 7.535854 50.176620 7.535560 50.176314 7.535270 50.176021 7.534950 50.175710 7.534674 50.175381 7.534439 50.175056 7.534205 50.174740 7.533932 50.174429 7.533656 50.174123 7.533363 50.173821 7.533052 50.173538 7.532714 50.173255 7.532366 50.172972 7.532014 50.172693 7.531658 50.172401 7.531316 50.172098 7.531086 50.171797 7.531427 50.171523 7.531792 50.171270 7.532187 50.171160 7.532705 50.171197 7.533266 50.171226 7.533834 50.171418 7.534277 50.171696 7.534632 50.172007 7.534912 50.172328 7.535167 50.172662 7.535388 50.172987 7.535619 50.173243 7.536008 50.173439 7.536484 50.173580 7.536999 50.173694 7.537535 50.173741 7.538086 50.173778 7.538668 50.173824 7.539261 50.173857 7.539840 50.173846 7.540364 50.173644 7.540648 50.173292 7.540413 50.173023 7.540012 50.172731 7.539677 50.172387 7.539526 50.172157 7.539942 50.172086 7.540483 50.172039 7.541041 50.171995 7.541599 50.171929 7.542157 50.171850 7.542701 50.171697 7.543725 50.171436 7.544133 50.171196 7.544552 50.171127 7.545061 50.171200 7.545633 50.171279 7.546133 50.171576 7.546426 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:EBEWGES>mittel</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.181353 7.550316</gml:lowerCorner>
        		<gml:upperCorner>50.192177 7.563331</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">50.181354 7.562819 50.181353 7.562259 50.181459 7.561723 50.181592 7.561199 50.181765 7.560708 50.182026 7.560328 50.182305 7.559966 50.182597 7.559632 50.182907 7.559355 50.183233 7.559135 50.183578 7.558943 50.183913 7.558744 50.184265 7.558633 50.184625 7.558638 50.184985 7.558604 50.185345 7.558525 50.185693 7.558392 50.185994 7.558119 50.186255 7.557721 50.186517 7.557327 50.186787 7.556951 50.187083 7.556652 50.187414 7.556428 50.187754 7.556226 50.188077 7.555998 50.188412 7.555768 50.188739 7.555530 50.189062 7.555281 50.189358 7.554969 50.189428 7.554432 50.189395 7.553864 50.189272 7.553348 50.189053 7.552897 50.188880 7.552408 50.188797 7.551859 50.188738 7.551283 50.188847 7.550800 50.189135 7.550431 50.189479 7.550316 50.189838 7.550356 50.190196 7.550434 50.190550 7.550554 50.190898 7.550716 50.191228 7.550940 50.191525 7.551244 50.191799 7.551631 50.192031 7.552080 50.192177 7.552564 50.192170 7.553141 50.192086 7.553692 50.191882 7.554154 50.191611 7.554555 50.191363 7.554964 50.191199 7.555438 50.191093 7.555970 50.191014 7.556521 50.190953 7.557083 50.190882 7.557637 50.190821 7.558188 50.190755 7.558743 50.190694 7.559294 50.190623 7.559841 50.190468 7.560323 50.190105 7.560273 50.189780 7.560041 50.189464 7.559786 50.189140 7.559516 50.188824 7.559247 50.188504 7.558995 50.188179 7.558771 50.187818 7.558815 50.187462 7.558926 50.187127 7.559125 50.186856 7.559494 50.186604 7.559896 50.186342 7.560283 50.186063 7.560638 50.185767 7.560943 50.185453 7.561227 50.185139 7.561490 50.184817 7.561749 50.184498 7.562008 50.184171 7.562249 50.183840 7.562463 50.183501 7.562665 50.183161 7.562861 50.182826 7.563042 50.182477 7.563199 50.182116 7.563331 50.181770 7.563319 50.181354 7.562819 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.171127 7.531086</gml:lowerCorner>
        		<gml:upperCorner>50.179502 7.553047</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">50.172829 7.547513 50.172207 7.546978 50.171887 7.546706 50.171576 7.546426 50.171279 7.546133 50.171200 7.545633 50.171127 7.545061 50.171196 7.544552 50.171436 7.544133 50.171697 7.543725 50.171850 7.542701 50.171929 7.542157 50.171995 7.541599 50.172039 7.541041 50.172086 7.540483 50.172157 7.539942 50.172387 7.539526 50.172731 7.539677 50.173023 7.540012 50.173292 7.540413 50.173644 7.540648 50.173846 7.540364 50.173857 7.539840 50.173824 7.539261 50.173778 7.538668 50.173741 7.538086 50.173694 7.537535 50.173580 7.536999 50.173439 7.536484 50.173243 7.536008 50.172987 7.535619 50.172662 7.535388 50.172328 7.535167 50.172007 7.534912 50.171696 7.534632 50.171418 7.534277 50.171226 7.533834 50.171197 7.533266 50.171160 7.532705 50.171270 7.532187 50.171523 7.531792 50.171797 7.531427 50.172098 7.531086 50.172401 7.531316 50.172693 7.531658 50.172972 7.532014 50.173255 7.532366 50.173538 7.532714 50.173821 7.533052 50.174123 7.533363 50.174429 7.533656 50.174740 7.533932 50.175056 7.534205 50.175381 7.534439 50.175710 7.534674 50.176021 7.534950 50.176314 7.535270 50.176620 7.535560 50.176935 7.535854 50.177255 7.536155 50.177442 7.536619 50.177462 7.537194 50.177197 7.537500 50.176821 7.537677 50.176466 7.537697 50.176131 7.537858 50.175835 7.538195 50.175529 7.538518 50.175375 7.538975 50.175471 7.539531 50.175639 7.540030 50.175863 7.540464 50.176105 7.540881 50.176355 7.541292 50.176606 7.541692 50.176853 7.542095 50.177108 7.542496 50.177592 7.543316 50.177833 7.543730 50.178080 7.544133 50.178331 7.544534 50.178591 7.544927 50.178842 7.545324 50.179088 7.545738 50.179325 7.546179 50.179453 7.546670 50.179414 7.547236 50.179402 7.547799 50.179422 7.548356 50.179441 7.548917 50.179461 7.549477 50.179480 7.550038 50.179495 7.550599 50.179497 7.551159 50.179502 7.551729 50.179473 7.552285 50.179313 7.552805 50.179013 7.553047 50.178649 7.553000 50.178287 7.552842 50.177957 7.552635 50.177637 7.552390 50.177312 7.552131 50.176997 7.551876 50.176672 7.551617 50.176356 7.551354 50.176036 7.551089 50.175721 7.550819 50.175410 7.550543 50.175099 7.550257 50.174801 7.549957 50.174500 7.549635 50.174217 7.549290 50.173948 7.548932 50.173674 7.548555 50.173405 7.548189 50.173126 7.547844 50.172829 7.547513 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.159277 7.525499</gml:lowerCorner>
        		<gml:upperCorner>50.168840 7.541742</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">50.159277 7.541344 50.159284 7.540781 50.159300 7.540222 50.159406 7.539697 50.159552 7.539187 50.159627 7.538640 50.159688 7.538090 50.159754 7.537535 50.159842 7.536996 50.159930 7.536453 50.160001 7.535906 50.160057 7.535348 50.160110 7.534797 50.160095 7.534236 50.160079 7.533673 50.160127 7.533128 50.160233 7.532586 50.160335 7.532047 50.160351 7.531491 50.160340 7.530931 50.160433 7.530392 50.160557 7.529857 50.160707 7.529354 50.160902 7.528888 50.161142 7.528462 50.161385 7.528050 50.161651 7.527666 50.161965 7.527386 50.162283 7.527144 50.162614 7.526910 50.162932 7.526654 50.163233 7.526335 50.163503 7.525948 50.163791 7.525621 50.164130 7.525499 50.164497 7.525577 50.164846 7.525739 50.165171 7.525952 50.165505 7.526186 50.165835 7.526410 50.166169 7.526617 50.166518 7.526782 50.166872 7.526818 50.167233 7.526752 50.167581 7.526627 50.167921 7.526417 50.168281 7.526369 50.168625 7.526524 50.168840 7.526951 50.168689 7.527481 50.168561 7.528013 50.168348 7.528447 50.168091 7.528844 50.167830 7.529232 50.167568 7.529626 50.167320 7.530020 50.167055 7.530400 50.166771 7.530755 50.166475 7.531067 50.166157 7.531316 50.165813 7.531515 50.165473 7.531690 50.165129 7.531847 50.164777 7.531986 50.164467 7.532273 50.164112 7.532304 50.163752 7.532314 50.163430 7.532541 50.163129 7.532871 50.162868 7.533258 50.162677 7.533731 50.162598 7.534292 50.162654 7.534819 50.162928 7.535174 50.163238 7.535488 50.163554 7.535782 50.163855 7.536089 50.164006 7.536580 50.163798 7.537000 50.163515 7.537345 50.163218 7.537671 50.162917 7.537990 50.162612 7.538309 50.162298 7.538586 50.162002 7.538899 50.161745 7.539289 50.161479 7.539673 50.161209 7.540031 50.160935 7.540393 50.160656 7.540755 50.160377 7.541107 50.160093 7.541454 50.159788 7.541742 50.159277 7.541344 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.137668 7.545144</gml:lowerCorner>
        		<gml:upperCorner>50.146469 7.562756</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">50.137723 7.552661 50.137668 7.552064 50.137800 7.551618 50.138096 7.551305 50.138428 7.551022 50.138720 7.550686 50.139060 7.550511 50.139403 7.550386 50.139669 7.549985 50.139762 7.549467 50.139733 7.548896 50.139723 7.548336 50.139699 7.547772 50.139684 7.547209 50.139678 7.546649 50.139703 7.546097 50.139823 7.545556 50.140062 7.545144 50.140407 7.545221 50.140751 7.545379 50.141119 7.545416 50.141398 7.545757 50.141567 7.546255 50.141672 7.546794 50.141755 7.547342 50.141855 7.547877 50.142047 7.548355 50.142243 7.548813 50.142204 7.549378 50.141960 7.549790 50.141651 7.550077 50.141286 7.550118 50.140951 7.550275 50.140876 7.550825 50.141109 7.551231 50.141374 7.551614 50.141652 7.551977 50.141944 7.552318 50.142251 7.552615 50.142571 7.552863 50.142950 7.553078 50.143196 7.552841 50.143342 7.552322 50.143462 7.551748 50.143542 7.551191 50.143786 7.550720 50.144070 7.550684 50.144329 7.551122 50.144475 7.551655 50.144553 7.552193 50.144609 7.552747 50.144646 7.553315 50.144684 7.553872 50.144690 7.554443 50.144754 7.554973 50.144987 7.555411 50.145284 7.555721 50.145628 7.555904 50.145976 7.556090 50.146282 7.556408 50.146469 7.556855 50.146439 7.557427 50.146328 7.557976 50.146133 7.558442 50.145828 7.558716 50.145471 7.558886 50.145114 7.558965 50.144751 7.558918 50.144406 7.558806 50.144053 7.558668 50.143704 7.558535 50.143351 7.558422 50.143041 7.558702 50.142833 7.559150 50.142709 7.559667 50.142598 7.560205 50.142497 7.560748 50.142373 7.561275 50.142218 7.561777 50.142027 7.562254 50.141818 7.562705 50.141458 7.562756 50.141104 7.562661 50.140756 7.562499 50.140408 7.562317 50.140078 7.562092 50.139781 7.561806 50.139502 7.561441 50.139252 7.561023 50.139037 7.560576 50.138864 7.560087 50.138755 7.559542 50.138699 7.558987 50.138702 7.558428 50.138750 7.557870 50.138820 7.557327 50.138926 7.556788 50.139033 7.556249 50.139121 7.555703 50.139083 7.555160 50.138892 7.554675 50.138659 7.554254 50.138408 7.553851 50.138158 7.553448 50.137723 7.552661 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.133597 7.516370</gml:lowerCorner>
        		<gml:upperCorner>50.137510 7.525872</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">50.134307 7.521396 50.134127 7.521058 50.133894 7.520627 50.133597 7.520002 50.133600 7.519450 50.133795 7.518988 50.134016 7.518533 50.134260 7.518111 50.134512 7.517723 50.134877 7.517662 50.135219 7.517648 50.135567 7.517505 50.135915 7.517369 50.136268 7.517230 50.136607 7.517073 50.136925 7.516810 50.137164 7.516370 50.137481 7.516558 50.137510 7.517101 50.137503 7.517668 50.137500 7.518227 50.137492 7.518787 50.137490 7.519346 50.137478 7.519905 50.137479 7.520465 50.137468 7.521027 50.137429 7.521579 50.137332 7.522118 50.137226 7.522656 50.137147 7.523178 50.136970 7.523673 50.136851 7.524197 50.136745 7.524732 50.136634 7.525264 50.136505 7.525872 50.136288 7.525624 50.136060 7.525204 50.135823 7.524707 50.135587 7.524224 50.135386 7.523759 50.135249 7.523241 50.135044 7.522783 50.134820 7.522346 50.134592 7.521915 50.134307 7.521396 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.141945 7.505306</gml:lowerCorner>
        		<gml:upperCorner>50.149403 7.517245</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">50.146303 7.508800 50.145943 7.508820 50.145583 7.508882 50.145239 7.509021 50.144904 7.509249 50.144594 7.509568 50.144542 7.510087 50.144625 7.510649 50.144762 7.511164 50.144969 7.511836 50.145432 7.512564 50.145683 7.512960 50.145929 7.513370 50.146166 7.513783 50.146390 7.514217 50.146604 7.514675 50.146810 7.515133 50.147015 7.515590 50.147012 7.516157 50.146991 7.516712 50.146814 7.517189 50.146458 7.517245 50.146119 7.517077 50.145799 7.516804 50.145492 7.516515 50.145195 7.516194 50.144908 7.515849 50.144652 7.515467 50.144401 7.515060 50.144159 7.514647 50.143927 7.514220 50.143703 7.513779 50.143479 7.513342 50.143251 7.512911 50.143000 7.512501 50.142731 7.512097 50.142471 7.511697 50.142230 7.511284 50.142024 7.510858 50.141945 7.510341 50.142020 7.509759 50.142117 7.509220 50.142236 7.508689 50.142347 7.508154 50.142403 7.507603 50.142433 7.507044 50.142499 7.506487 50.142613 7.505962 50.142840 7.505515 50.143170 7.505308 50.143539 7.505306 50.143869 7.505505 50.144208 7.505691 50.144562 7.505828 50.144906 7.505961 50.145260 7.506080 50.145609 7.506196 50.145963 7.506302 50.146321 7.506387 50.146680 7.506436 50.147040 7.506423 50.147362 7.506206 50.147710 7.506042 50.148055 7.506151 50.148389 7.506403 50.148681 7.506734 50.148928 7.507137 50.149147 7.507584 50.149325 7.508069 50.149403 7.508628 50.149142 7.509001 50.148798 7.509168 50.148438 7.509210 50.148074 7.509202 50.147715 7.509155 50.147370 7.509008 50.147022 7.508861 50.146667 7.508814 50.146303 7.508800 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>günstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.163142 7.490079</gml:lowerCorner>
        		<gml:upperCorner>50.165587 7.495202</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">50.165096 7.495202 50.165093 7.495185 50.164994 7.494918 50.164780 7.494464 50.164753 7.494417 50.164743 7.494391 50.164510 7.493961 50.164508 7.493957 50.164508 7.493956 50.164275 7.493529 50.164273 7.493526 50.164273 7.493525 50.164042 7.493105 50.164020 7.493064 50.164019 7.492846 50.164018 7.492840 50.164019 7.492834 50.164012 7.492278 50.164012 7.492276 50.164012 7.492274 50.163941 7.491755 50.163808 7.491268 50.163805 7.491262 50.163804 7.491254 50.163603 7.490806 50.163489 7.490661 50.163192 7.490344 50.163189 7.490342 50.163187 7.490339 50.163142 7.490292 50.163311 7.490168 50.163484 7.490085 50.163580 7.490079 50.163712 7.490140 50.163924 7.490296 50.164097 7.490472 50.164176 7.490598 50.164248 7.490816 50.164329 7.491207 50.164415 7.491712 50.164460 7.491913 50.164509 7.492063 50.164692 7.492545 50.164702 7.492563 50.164715 7.492602 50.164916 7.493077 50.164930 7.493104 50.164941 7.493134 50.165151 7.493582 50.165178 7.493630 50.165189 7.493657 50.165422 7.494088 50.165441 7.494120 50.165445 7.494129 50.165584 7.494366 50.165587 7.494605 50.165525 7.494603 50.165525 7.494629 50.165408 7.494633 50.165411 7.494880 50.165342 7.494877 50.165341 7.494915 50.165231 7.494918 50.165234 7.495154 50.165158 7.495152 50.165158 7.495200 50.165096 7.495202 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>mittel</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
    <wfs:member>
      <ms:schutzwirkung_der_gw_ueberdeckung>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>50.165055 7.495202</gml:lowerCorner>
        		<gml:upperCorner>50.165138 7.495427</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">50.165057 7.495345 50.165055 7.495204 50.165096 7.495202 50.165138 7.495427 50.165057 7.495345 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:EBEWGES>ungünstig</ms:EBEWGES>
      </ms:schutzwirkung_der_gw_ueberdeckung>
    </wfs:member>
</wfs:FeatureCollection>

