<?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:durchlaessigkeit&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="2026-04-23T19:11:25" 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%3Adurchlaessigkeit&amp;COUNT=10&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=1990"
   next="https://mapserver.lgb-rlp.de/cgi-bin/mc_huek200?SERVICE=wfs&amp;VERSION=2.0.0&amp;REQUEST=GetFeature&amp;typeNames=ms%3Adurchlaessigkeit&amp;COUNT=10&amp;COUNT=10&amp;SRSNAME=urn%3Aogc%3Adef%3Acrs%3AEPSG%3A%3A4326&amp;STARTINDEX=2010">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.750537 7.429032</gml:lowerCorner>
      		<gml:upperCorner>49.816184 7.522668</gml:upperCorner>
      	</gml:Envelope>
      </wfs:boundedBy>
<!-- WARNING: FeatureId item 'FID' not found in typename 'durchlaessigkeit'. -->
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.808547 7.511921</gml:lowerCorner>
        		<gml:upperCorner>49.812136 7.518254</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">49.810611 7.518254 49.810565 7.518253 49.810562 7.518037 49.810437 7.518041 49.810437 7.517971 49.810382 7.517969 49.810379 7.517765 49.810260 7.517769 49.810261 7.517687 49.810082 7.517682 49.810085 7.517404 49.809906 7.517398 49.809909 7.517120 49.809729 7.517115 49.809733 7.516837 49.809468 7.516829 49.809466 7.516682 49.809196 7.516690 49.809197 7.516542 49.809104 7.516539 49.809103 7.516415 49.808923 7.516420 49.808920 7.516142 49.808560 7.516153 49.808547 7.515132 49.808676 7.515137 49.808678 7.515038 49.808726 7.515037 49.808723 7.514860 49.808860 7.514864 49.808861 7.514755 49.808902 7.514754 49.808900 7.514588 49.809043 7.514592 49.809045 7.514471 49.809078 7.514470 49.809072 7.514037 49.809230 7.514042 49.809232 7.513910 49.809251 7.513909 49.809234 7.513765 49.809414 7.513770 49.809417 7.513493 49.809597 7.513498 49.809601 7.513220 49.809780 7.513226 49.809778 7.512948 49.809964 7.512954 49.809954 7.512677 49.810147 7.512682 49.810151 7.512404 49.810331 7.512410 49.810334 7.512132 49.810514 7.512137 49.810516 7.511972 49.810684 7.511921 49.811044 7.511928 49.811412 7.511981 49.811748 7.512016 49.812136 7.513334 49.811985 7.513840 49.811781 7.514352 49.811783 7.514546 49.811689 7.514859 49.811543 7.515369 49.811397 7.515882 49.811246 7.516388 49.811091 7.516887 49.810932 7.517382 49.810759 7.517866 49.810611 7.518254 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>mäßig bis gering (&gt; 1E-6 bis 1E-4 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.795462 7.500035</gml:lowerCorner>
        		<gml:upperCorner>49.795912 7.502558</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">49.795504 7.502305 49.795481 7.502558 49.795462 7.502241 49.795510 7.501690 49.795580 7.501133 49.795690 7.500598 49.795863 7.500125 49.795912 7.500035 49.795855 7.500269 49.795794 7.500603 49.795750 7.500859 49.795736 7.500946 49.795668 7.501224 49.795630 7.501424 49.795606 7.501614 49.795573 7.501847 49.795542 7.502055 49.795504 7.502305 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.796138 7.496497</gml:lowerCorner>
        		<gml:upperCorner>49.797039 7.499644</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">49.797032 7.497983 49.797039 7.498539 49.796637 7.498957 49.796363 7.499324 49.796138 7.499644 49.796169 7.499424 49.796177 7.499377 49.796203 7.499378 49.796223 7.499155 49.796227 7.498777 49.796240 7.498409 49.796247 7.497886 49.796251 7.497591 49.796255 7.497313 49.796255 7.497046 49.796237 7.496765 49.796222 7.496551 49.796233 7.496545 49.796588 7.496497 49.796952 7.496512 49.796995 7.497003 49.797026 7.497428 49.797032 7.497983 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>mäßig bis gering (&gt; 1E-6 bis 1E-4 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.791758 7.468454</gml:lowerCorner>
        		<gml:upperCorner>49.803862 7.509357</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">49.798657 7.499902 49.799018 7.499805 49.799357 7.499646 49.799618 7.499282 49.799831 7.498806 49.799986 7.498307 49.800088 7.497765 49.800135 7.497218 49.800093 7.496661 49.799987 7.496126 49.799832 7.495625 49.799608 7.495198 49.799529 7.495088 49.799344 7.494811 49.799092 7.494411 49.798860 7.493977 49.798713 7.493476 49.798675 7.492926 49.798669 7.492363 49.798730 7.491799 49.798647 7.491282 49.798501 7.490774 49.798341 7.490273 49.798177 7.489771 49.797943 7.489070 49.798217 7.488713 49.798506 7.488302 49.798673 7.487866 49.798518 7.487372 49.798262 7.486951 49.797984 7.486588 49.797696 7.486253 49.797380 7.485982 49.797087 7.485671 49.796804 7.485322 49.796535 7.484956 49.796265 7.484587 49.796005 7.484208 49.795754 7.483811 49.795521 7.483380 49.795297 7.482943 49.795082 7.482502 49.794868 7.482051 49.794649 7.481610 49.794443 7.481163 49.794224 7.480719 49.794000 7.480285 49.793709 7.479853 49.793606 7.479134 49.793532 7.478590 49.793467 7.478047 49.793398 7.477499 49.793337 7.476945 49.793268 7.476401 49.793176 7.475864 49.793043 7.475356 49.792874 7.474862 49.792691 7.474377 49.792513 7.473892 49.792335 7.473408 49.792147 7.472930 49.791974 7.472446 49.791823 7.471948 49.791758 7.471390 49.791819 7.470847 49.792148 7.470729 49.792516 7.470809 49.792879 7.470890 49.793238 7.470960 49.793589 7.470935 49.793924 7.470758 49.794251 7.470497 49.794565 7.470225 49.794834 7.469859 49.795074 7.469442 49.795335 7.469047 49.795614 7.468691 49.795931 7.468454 49.796295 7.468479 49.796620 7.468735 49.796899 7.469091 49.797118 7.469532 49.797296 7.470009 49.797465 7.470511 49.797621 7.471012 49.797767 7.471520 49.797909 7.472035 49.798037 7.472553 49.798152 7.473081 49.798248 7.473615 49.798322 7.474163 49.798365 7.474713 49.798389 7.475265 49.798400 7.475821 49.798407 7.476377 49.798399 7.476933 49.798392 7.477488 49.798385 7.478047 49.798365 7.478602 49.798313 7.479149 49.798270 7.479700 49.798249 7.480262 49.798233 7.480817 49.798226 7.481372 49.798214 7.481928 49.798207 7.482480 49.798205 7.483035 49.798415 7.483476 49.798684 7.483852 49.798954 7.484218 49.799237 7.484577 49.799520 7.484909 49.799822 7.485210 49.800138 7.485466 49.800468 7.485709 49.800765 7.486003 49.801048 7.486352 49.801322 7.486718 49.801583 7.487097 49.801838 7.487491 49.802090 7.487884 49.802372 7.488264 49.802655 7.488641 49.802929 7.489031 49.803144 7.489451 49.803295 7.489921 49.803369 7.490441 49.803385 7.491001 49.803377 7.491577 49.803356 7.492153 49.803358 7.492716 49.803329 7.493267 49.803317 7.493822 49.803314 7.494378 49.803321 7.494934 49.803327 7.495490 49.803338 7.496046 49.803353 7.496602 49.803368 7.497158 49.803393 7.497714 49.803421 7.498264 49.803441 7.498820 49.803461 7.499377 49.803476 7.499933 49.803492 7.500482 49.803511 7.501038 49.803536 7.501595 49.803564 7.502151 49.803598 7.502701 49.803631 7.503258 49.803669 7.503808 49.803702 7.504361 49.803740 7.504914 49.803760 7.505467 49.803775 7.506023 49.803786 7.506579 49.803805 7.507136 49.803821 7.507692 49.803831 7.508244 49.803842 7.508800 49.803862 7.509357 49.803629 7.508929 49.803406 7.508488 49.803200 7.508041 49.802995 7.507579 49.802789 7.507125 49.802589 7.506664 49.802383 7.506209 49.802182 7.505748 49.801982 7.505280 49.801776 7.504822 49.801557 7.504392 49.801311 7.503981 49.801064 7.503578 49.800818 7.503181 49.800562 7.502788 49.800306 7.502394 49.800051 7.502008 49.799786 7.501618 49.799535 7.501231 49.799275 7.500841 49.799019 7.500455 49.798657 7.499902 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>mäßig bis gering (&gt; 1E-6 bis 1E-4 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.806088 7.483643</gml:lowerCorner>
        		<gml:upperCorner>49.813906 7.518562</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">49.810611 7.518254 49.810759 7.517866 49.810932 7.517382 49.811091 7.516887 49.811246 7.516388 49.811397 7.515882 49.811543 7.515369 49.811689 7.514859 49.811783 7.514546 49.811781 7.514352 49.811985 7.513840 49.812136 7.513334 49.811748 7.512016 49.811412 7.511981 49.811044 7.511928 49.810684 7.511921 49.810516 7.511972 49.810518 7.511860 49.810697 7.511865 49.810704 7.511364 49.810836 7.511360 49.810836 7.511314 49.810885 7.511315 49.810892 7.510760 49.810712 7.510754 49.810716 7.510476 49.810285 7.510463 49.810283 7.510265 49.809819 7.510280 49.809821 7.510171 49.809742 7.510168 49.809740 7.510004 49.807942 7.510059 49.807939 7.509782 49.807759 7.509787 49.807756 7.509509 49.807396 7.509539 49.807392 7.509243 49.807213 7.509248 49.807209 7.508970 49.807029 7.508976 49.807026 7.508698 49.806846 7.508704 49.806842 7.508426 49.806663 7.508431 49.806659 7.508154 49.806479 7.508159 49.806476 7.507881 49.806296 7.507887 49.806292 7.507609 49.806113 7.507615 49.806089 7.506720 49.806088 7.505670 49.806823 7.505631 49.806826 7.505353 49.807006 7.505359 49.807013 7.504808 49.807193 7.504809 49.807197 7.504531 49.807377 7.504537 49.807380 7.504259 49.807560 7.504265 49.807571 7.503402 49.807677 7.503399 49.807674 7.503157 49.807754 7.503159 49.807765 7.502326 49.807663 7.502323 49.807644 7.500899 49.807604 7.500900 49.807607 7.500654 49.807461 7.500649 49.807450 7.499793 49.807258 7.499809 49.807254 7.498532 49.807274 7.498265 49.807251 7.498264 49.807247 7.497977 49.807098 7.497981 49.807112 7.496871 49.807292 7.496876 49.807296 7.496586 49.807408 7.496582 49.807475 7.496604 49.807479 7.496302 49.807585 7.496299 49.807659 7.496332 49.807662 7.496054 49.807842 7.496060 49.807846 7.495782 49.808205 7.495793 49.808209 7.495515 49.808389 7.495521 49.808390 7.495440 49.808473 7.495438 49.808470 7.495245 49.808572 7.495248 49.808573 7.495157 49.808649 7.495154 49.808646 7.494973 49.808755 7.494976 49.808757 7.494873 49.808825 7.494871 49.808823 7.494700 49.808939 7.494704 49.808940 7.494589 49.809001 7.494588 49.808999 7.494428 49.809122 7.494432 49.809124 7.494306 49.809177 7.494304 49.809175 7.494155 49.809305 7.494159 49.809307 7.494022 49.809353 7.494021 49.809351 7.493883 49.809489 7.493887 49.809491 7.493739 49.809529 7.493737 49.809528 7.493611 49.809672 7.493615 49.809674 7.493455 49.809705 7.493454 49.809704 7.493338 49.809855 7.493343 49.809857 7.493171 49.809882 7.493171 49.809880 7.493066 49.810039 7.493071 49.810041 7.492888 49.810056 7.492793 49.810222 7.492798 49.810233 7.492521 49.810405 7.492526 49.810409 7.492248 49.810589 7.492254 49.810579 7.491482 49.810419 7.491487 49.810427 7.490859 49.810391 7.490858 49.810388 7.490654 49.810250 7.490658 49.810258 7.490021 49.810200 7.490019 49.810194 7.489549 49.810084 7.489552 49.810085 7.489460 49.810013 7.489457 49.810007 7.488999 49.809911 7.489002 49.809912 7.488898 49.809826 7.488896 49.809820 7.488449 49.809738 7.488451 49.809740 7.488337 49.809639 7.488334 49.809629 7.487621 49.809569 7.487623 49.809571 7.487499 49.809448 7.487495 49.809442 7.487071 49.809262 7.487077 49.809264 7.487211 49.809215 7.487210 49.809224 7.486522 49.809075 7.486527 49.809073 7.486372 49.809046 7.486371 49.809049 7.486093 49.809068 7.485971 49.809062 7.485538 49.808877 7.485532 49.808875 7.484976 49.808704 7.484971 49.808708 7.484693 49.808690 7.484594 49.808683 7.484038 49.809582 7.484010 49.809578 7.483732 49.809758 7.483727 49.809757 7.483643 49.811948 7.491000 49.811969 7.491010 49.812096 7.491698 49.812126 7.492207 49.812084 7.492610 49.812068 7.493193 49.812051 7.493667 49.812022 7.496911 49.811991 7.498151 49.811971 7.500229 49.811894 7.501579 49.811777 7.502232 49.811729 7.504669 49.811722 7.504682 49.811608 7.504940 49.811609 7.505050 49.811590 7.505378 49.811576 7.508002 49.811532 7.510080 49.811657 7.510623 49.811733 7.510840 49.811748 7.512014 49.812164 7.513377 49.812912 7.514666 49.813906 7.516690 49.813871 7.516689 49.813869 7.516825 49.813784 7.516827 49.813785 7.516964 49.813688 7.516961 49.813686 7.517108 49.813607 7.517111 49.813609 7.517237 49.813504 7.517233 49.813502 7.517392 49.813431 7.517394 49.813433 7.517509 49.813321 7.517505 49.813319 7.517675 49.813255 7.517677 49.813256 7.517781 49.813137 7.517778 49.813135 7.517959 49.812899 7.517966 49.812903 7.518244 49.812723 7.518249 49.812726 7.518527 49.811577 7.518562 49.810748 7.518536 49.810746 7.518310 49.810613 7.518314 49.810614 7.518254 49.810611 7.518254 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.796315 7.446837</gml:lowerCorner>
        		<gml:upperCorner>49.816184 7.483643</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">49.809757 7.483643 49.809379 7.482375 49.809075 7.481131 49.807446 7.476132 49.806508 7.473234 49.805581 7.471140 49.804161 7.467672 49.803900 7.467086 49.802745 7.464497 49.801635 7.462922 49.802043 7.462264 49.802331 7.461802 49.799887 7.456171 49.798767 7.453865 49.797554 7.451708 49.796446 7.450280 49.796315 7.450145 49.796378 7.450147 49.796381 7.449869 49.796920 7.449885 49.796924 7.449607 49.797104 7.449613 49.797107 7.449335 49.797287 7.449340 49.797290 7.449063 49.798369 7.449095 49.798372 7.448817 49.798552 7.448823 49.798556 7.448545 49.798735 7.448550 49.798739 7.448272 49.798919 7.448278 49.798915 7.448556 49.799095 7.448561 49.799091 7.448839 49.799271 7.448844 49.799268 7.449122 49.799627 7.449132 49.799624 7.449410 49.799803 7.449416 49.799800 7.449693 49.799980 7.449699 49.799976 7.449976 49.800156 7.449982 49.800153 7.450259 49.800332 7.450265 49.800329 7.450543 49.800509 7.450548 49.800505 7.450826 49.800685 7.450831 49.800678 7.451386 49.801037 7.451397 49.801034 7.451675 49.801214 7.451680 49.801210 7.451958 49.801390 7.451963 49.801387 7.452241 49.801566 7.452246 49.801563 7.452524 49.803540 7.452583 49.803544 7.452306 49.803723 7.452311 49.803727 7.452033 49.803907 7.452039 49.803910 7.451761 49.804090 7.451766 49.804093 7.451489 49.804273 7.451494 49.804280 7.450938 49.804460 7.450944 49.804463 7.450666 49.804643 7.450671 49.804647 7.450394 49.804826 7.450399 49.804830 7.450121 49.805010 7.450127 49.805016 7.449571 49.805196 7.449577 49.805200 7.449299 49.805379 7.449304 49.805390 7.448471 49.805570 7.448476 49.805573 7.448199 49.805753 7.448204 49.805756 7.447926 49.805936 7.447932 49.805940 7.447654 49.806119 7.447659 49.806123 7.447381 49.806303 7.447387 49.806306 7.447109 49.806486 7.447114 49.806489 7.446837 49.806849 7.446847 49.806845 7.447125 49.807025 7.447130 49.807022 7.447408 49.807201 7.447414 49.807198 7.447691 49.807378 7.447697 49.807374 7.447974 49.807554 7.447980 49.807550 7.448258 49.807910 7.448268 49.807906 7.448546 49.808446 7.448562 49.808442 7.448840 49.808622 7.448845 49.808619 7.449123 49.808798 7.449128 49.808795 7.449406 49.812570 7.449519 49.812566 7.449797 49.812746 7.449802 49.812743 7.450080 49.812922 7.450085 49.812912 7.450919 49.813092 7.450924 49.813088 7.451202 49.813268 7.451207 49.813264 7.451485 49.813444 7.451490 49.813441 7.451768 49.813621 7.451774 49.813614 7.452329 49.813793 7.452335 49.813786 7.452890 49.813966 7.452896 49.813959 7.453451 49.814139 7.453457 49.814132 7.454012 49.814312 7.454018 49.814305 7.454573 49.814484 7.454579 49.814481 7.454856 49.814661 7.454862 49.814657 7.455140 49.814654 7.455417 49.814834 7.455423 49.814823 7.456256 49.815003 7.456262 49.814999 7.456539 49.815179 7.456545 49.815169 7.457378 49.815348 7.457384 49.815320 7.459606 49.815500 7.459611 49.815493 7.460167 49.815673 7.460172 49.815666 7.460728 49.815846 7.460733 49.815839 7.461289 49.816018 7.461294 49.816004 7.462406 49.816184 7.462411 49.816160 7.464356 49.816153 7.464911 49.815973 7.464906 49.815969 7.465184 49.815789 7.465178 49.815786 7.465456 49.815606 7.465451 49.815603 7.465729 49.815423 7.465723 49.815419 7.466001 49.815240 7.465995 49.815236 7.466273 49.815056 7.466268 49.815053 7.466546 49.814873 7.466540 49.814870 7.466818 49.814690 7.466813 49.814686 7.467090 49.814507 7.467085 49.814503 7.467363 49.814323 7.467357 49.814320 7.467635 49.814140 7.467630 49.814137 7.467907 49.813957 7.467902 49.813953 7.468180 49.813773 7.468174 49.813770 7.468452 49.813590 7.468447 49.813587 7.468725 49.813407 7.468719 49.813403 7.468997 49.813224 7.468991 49.813220 7.469269 49.813040 7.469264 49.813037 7.469542 49.812857 7.469536 49.812854 7.469814 49.812674 7.469808 49.812670 7.470086 49.812491 7.470081 49.812487 7.470359 49.812307 7.470353 49.812304 7.470631 49.812124 7.470625 49.812120 7.470903 49.811941 7.470898 49.811916 7.472842 49.812096 7.472848 49.812050 7.476459 49.812230 7.476464 49.812216 7.477536 49.812194 7.477537 49.812205 7.478370 49.812205 7.478378 49.812213 7.478964 49.812194 7.479242 49.812184 7.480038 49.812047 7.480042 49.812055 7.480627 49.811997 7.480626 49.811993 7.480878 49.811813 7.480898 49.811810 7.481161 49.811702 7.481165 49.811706 7.481450 49.811626 7.481448 49.811623 7.481726 49.811710 7.481720 49.811721 7.482554 49.811181 7.482570 49.811185 7.482824 49.810350 7.482799 49.810349 7.482874 49.810286 7.482876 49.810289 7.483075 49.810167 7.483071 49.810166 7.483158 49.810110 7.483160 49.810113 7.483347 49.809984 7.483343 49.809982 7.483442 49.809754 7.483449 49.809757 7.483643 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Paläozoikum des südlichen Rheinischen Schiefergebirges</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.772848 7.444356</gml:lowerCorner>
        		<gml:upperCorner>49.810892 7.521938</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">49.810516 7.511972 49.810346 7.512025 49.810024 7.512247 49.809705 7.512540 49.809404 7.512853 49.809112 7.513181 49.808851 7.513569 49.808607 7.513975 49.808368 7.514391 49.808133 7.514814 49.807908 7.515241 49.807677 7.515665 49.807429 7.516077 49.807225 7.516526 49.807084 7.517039 49.806907 7.517520 49.806725 7.518007 49.806557 7.518492 49.806402 7.518994 49.806214 7.519610 49.806222 7.520048 49.806049 7.520532 49.805916 7.521056 49.805726 7.521522 49.805469 7.521917 49.805154 7.521938 49.804912 7.521525 49.804784 7.521013 49.804706 7.520462 49.804600 7.519928 49.804499 7.519396 49.804380 7.518868 49.804239 7.518360 49.804079 7.517866 49.803901 7.517374 49.803709 7.516899 49.803499 7.516448 49.803276 7.516021 49.803025 7.515613 49.802774 7.515223 49.802500 7.514854 49.802217 7.514508 49.801906 7.514210 49.801585 7.513988 49.801231 7.513918 49.800872 7.513848 49.800519 7.513708 49.800175 7.513559 49.799826 7.513405 49.799477 7.513242 49.799142 7.513065 49.798808 7.512863 49.798506 7.512555 49.798237 7.512175 49.797981 7.511792 49.797721 7.511399 49.797475 7.510995 49.797237 7.510578 49.797018 7.510144 49.796813 7.509686 49.796630 7.509201 49.796466 7.508707 49.796320 7.508195 49.796192 7.507681 49.796082 7.507146 49.795981 7.506611 49.795893 7.506070 49.795810 7.505533 49.795737 7.504989 49.795667 7.504445 49.795607 7.503895 49.795580 7.503652 49.795643 7.503147 49.795710 7.502538 49.795757 7.501992 49.795813 7.501519 49.795880 7.501143 49.795904 7.501007 49.795930 7.500859 49.795988 7.500579 49.796030 7.500401 49.796053 7.500263 49.796079 7.499977 49.796127 7.499716 49.796138 7.499644 49.796363 7.499324 49.796637 7.498957 49.797039 7.498539 49.797032 7.497983 49.797026 7.497428 49.796995 7.497003 49.796952 7.496512 49.796588 7.496497 49.796233 7.496545 49.796222 7.496551 49.796215 7.496455 49.796190 7.496169 49.796140 7.495868 49.796079 7.495547 49.795999 7.495185 49.795912 7.494813 49.795816 7.494447 49.795700 7.494123 49.795565 7.493768 49.795441 7.493474 49.795322 7.493223 49.795149 7.492899 49.795004 7.492648 49.794875 7.492438 49.794751 7.492252 49.794629 7.492067 49.794506 7.491981 49.794328 7.491832 49.794189 7.491706 49.794084 7.491603 49.793981 7.491484 49.793908 7.491390 49.793767 7.491286 49.793581 7.491174 49.793457 7.491086 49.793345 7.491042 49.793187 7.491000 49.792918 7.490903 49.792757 7.490829 49.792590 7.490738 49.792460 7.490639 49.792326 7.490524 49.792174 7.490397 49.791954 7.490163 49.791801 7.489985 49.791687 7.489814 49.791573 7.489637 49.791496 7.489505 49.791456 7.489418 49.791330 7.489152 49.791234 7.489018 49.791110 7.488877 49.790951 7.488751 49.790818 7.488633 49.790703 7.488526 49.790617 7.488418 49.790529 7.488360 49.790456 7.488310 49.790400 7.488256 49.790357 7.488155 49.790317 7.488005 49.790255 7.487840 49.790180 7.487716 49.790111 7.487644 49.790043 7.487574 49.789989 7.487494 49.789926 7.487383 49.789866 7.487310 49.789845 7.487036 49.789676 7.486549 49.789503 7.486054 49.789379 7.485536 49.789305 7.484996 49.789281 7.484439 49.789252 7.483883 49.789187 7.483336 49.789113 7.482796 49.789053 7.482242 49.789019 7.481692 49.788986 7.481139 49.788957 7.480590 49.788932 7.480033 49.788904 7.479477 49.788821 7.478936 49.788738 7.478396 49.788655 7.477855 49.788576 7.477314 49.788498 7.476770 49.788428 7.476230 49.788363 7.475683 49.788312 7.475129 49.788256 7.474583 49.788200 7.474032 49.788148 7.473482 49.788106 7.472929 49.788077 7.472376 49.788053 7.471823 49.788024 7.471267 49.787954 7.470723 49.787857 7.470189 49.787752 7.469655 49.787655 7.469124 49.787599 7.468574 49.787543 7.468027 49.787487 7.467480 49.787427 7.466930 49.787366 7.466383 49.787298 7.465766 49.787134 7.465223 49.787064 7.464679 49.786954 7.464148 49.786844 7.463621 49.786733 7.463093 49.786614 7.462565 49.786510 7.462035 49.786492 7.461987 49.786076 7.459654 49.785576 7.456850 49.785422 7.455976 49.785407 7.455940 49.785252 7.455432 49.785115 7.454917 49.785014 7.454373 49.784908 7.453838 49.784729 7.453371 49.784492 7.452965 49.784213 7.452592 49.783930 7.452243 49.783637 7.451919 49.783321 7.451656 49.782987 7.451434 49.782633 7.451364 49.782277 7.451385 49.781917 7.451416 49.781557 7.451450 49.781197 7.451485 49.780837 7.451512 49.780477 7.451508 49.779912 7.451446 49.779547 7.451480 49.779182 7.451525 49.778822 7.451552 49.778468 7.451531 49.778127 7.451424 49.777797 7.451192 49.777482 7.450912 49.777152 7.450659 49.776850 7.450369 49.776603 7.449969 49.776375 7.449539 49.776050 7.448929 49.775826 7.448492 49.775602 7.448055 49.775374 7.447621 49.775132 7.447218 49.774867 7.446849 49.774579 7.446518 49.774281 7.446189 49.773998 7.445855 49.773715 7.445506 49.773440 7.445147 49.773166 7.444782 49.772848 7.444356 49.773197 7.444477 49.773551 7.444595 49.773900 7.444700 49.774259 7.444766 49.774613 7.444873 49.774961 7.445019 49.775278 7.445261 49.775631 7.445390 49.775980 7.445539 49.776315 7.445722 49.776659 7.445913 49.776998 7.446104 49.777337 7.446277 49.777687 7.446395 49.778045 7.446468 49.778376 7.446669 49.778710 7.446891 49.779049 7.447071 49.779393 7.447262 49.779709 7.447507 49.780011 7.447808 49.780304 7.448129 49.780597 7.448457 49.780889 7.448792 49.781177 7.449123 49.781479 7.449421 49.781818 7.449615 49.782178 7.449611 49.782548 7.449522 49.782861 7.449295 49.783087 7.448840 49.783219 7.448327 49.783316 7.447788 49.783399 7.447246 49.783491 7.446703 49.783611 7.446148 49.783857 7.445864 49.784183 7.446002 49.784536 7.446217 49.784893 7.446405 49.785243 7.446481 49.785607 7.446496 49.785966 7.446489 49.786330 7.446500 49.786670 7.446333 49.787001 7.446093 49.787327 7.445863 49.787619 7.445542 49.787880 7.445157 49.787990 7.444982 49.787974 7.446285 49.788154 7.446290 49.788150 7.446568 49.788330 7.446573 49.788327 7.446851 49.788506 7.446856 49.788503 7.447134 49.788683 7.447139 49.788679 7.447417 49.788859 7.447422 49.788845 7.448533 49.789025 7.448538 49.789018 7.449094 49.789198 7.449099 49.789194 7.449377 49.789374 7.449382 49.789370 7.449660 49.789550 7.449665 49.789533 7.451053 49.789713 7.451059 49.789706 7.451614 49.789885 7.451619 49.789882 7.451897 49.790062 7.451902 49.790058 7.452180 49.790238 7.452185 49.790235 7.452463 49.790414 7.452468 49.790411 7.452746 49.790591 7.452751 49.790587 7.453029 49.791486 7.453056 49.791489 7.452778 49.791669 7.452784 49.791673 7.452506 49.791852 7.452511 49.791859 7.451956 49.792039 7.451961 49.792043 7.451684 49.792222 7.451689 49.792226 7.451411 49.792585 7.451422 49.792589 7.451145 49.792769 7.451150 49.792772 7.450872 49.793311 7.450888 49.793315 7.450611 49.793495 7.450616 49.793498 7.450338 49.793678 7.450344 49.793681 7.450066 49.796315 7.450145 49.796446 7.450280 49.797554 7.451708 49.798767 7.453865 49.799887 7.456171 49.802331 7.461802 49.802043 7.462264 49.801635 7.462922 49.802745 7.464497 49.803900 7.467086 49.804161 7.467672 49.805581 7.471140 49.806508 7.473234 49.807446 7.476132 49.809075 7.481131 49.809379 7.482375 49.809757 7.483643 49.809758 7.483727 49.809578 7.483732 49.809582 7.484010 49.808683 7.484038 49.808690 7.484594 49.808708 7.484693 49.808704 7.484971 49.808875 7.484976 49.808877 7.485532 49.809062 7.485538 49.809068 7.485971 49.809049 7.486093 49.809046 7.486371 49.809073 7.486372 49.809075 7.486527 49.809224 7.486522 49.809215 7.487210 49.809264 7.487211 49.809262 7.487077 49.809442 7.487071 49.809448 7.487495 49.809571 7.487499 49.809569 7.487623 49.809629 7.487621 49.809639 7.488334 49.809740 7.488337 49.809738 7.488451 49.809820 7.488449 49.809826 7.488896 49.809912 7.488898 49.809911 7.489002 49.810007 7.488999 49.810013 7.489457 49.810085 7.489460 49.810084 7.489552 49.810194 7.489549 49.810200 7.490019 49.810258 7.490021 49.810250 7.490658 49.810388 7.490654 49.810391 7.490858 49.810427 7.490859 49.810419 7.491487 49.810579 7.491482 49.810589 7.492254 49.810409 7.492248 49.810405 7.492526 49.810233 7.492521 49.810222 7.492798 49.810056 7.492793 49.810041 7.492888 49.810039 7.493071 49.809880 7.493066 49.809882 7.493171 49.809857 7.493171 49.809855 7.493343 49.809704 7.493338 49.809705 7.493454 49.809674 7.493455 49.809672 7.493615 49.809528 7.493611 49.809529 7.493737 49.809491 7.493739 49.809489 7.493887 49.809351 7.493883 49.809353 7.494021 49.809307 7.494022 49.809305 7.494159 49.809175 7.494155 49.809177 7.494304 49.809124 7.494306 49.809122 7.494432 49.808999 7.494428 49.809001 7.494588 49.808940 7.494589 49.808939 7.494704 49.808823 7.494700 49.808825 7.494871 49.808757 7.494873 49.808755 7.494976 49.808646 7.494973 49.808649 7.495154 49.808573 7.495157 49.808572 7.495248 49.808470 7.495245 49.808473 7.495438 49.808390 7.495440 49.808389 7.495521 49.808209 7.495515 49.808205 7.495793 49.807846 7.495782 49.807842 7.496060 49.807662 7.496054 49.807659 7.496332 49.807585 7.496299 49.807479 7.496302 49.807475 7.496604 49.807408 7.496582 49.807296 7.496586 49.807292 7.496876 49.807112 7.496871 49.807098 7.497981 49.807247 7.497977 49.807251 7.498264 49.807274 7.498265 49.807254 7.498532 49.807258 7.499809 49.807450 7.499793 49.807461 7.500649 49.807607 7.500654 49.807604 7.500900 49.807644 7.500899 49.807663 7.502323 49.807765 7.502326 49.807754 7.503159 49.807674 7.503157 49.807677 7.503399 49.807571 7.503402 49.807560 7.504265 49.807380 7.504259 49.807377 7.504537 49.807197 7.504531 49.807193 7.504809 49.807013 7.504808 49.807006 7.505359 49.806826 7.505353 49.806823 7.505631 49.806088 7.505670 49.806089 7.506720 49.806113 7.507615 49.806292 7.507609 49.806296 7.507887 49.806476 7.507881 49.806479 7.508159 49.806659 7.508154 49.806663 7.508431 49.806842 7.508426 49.806846 7.508704 49.807026 7.508698 49.807029 7.508976 49.807209 7.508970 49.807213 7.509248 49.807392 7.509243 49.807396 7.509539 49.807756 7.509509 49.807759 7.509787 49.807939 7.509782 49.807942 7.510059 49.809740 7.510004 49.809742 7.510168 49.809821 7.510171 49.809819 7.510280 49.810283 7.510265 49.810285 7.510463 49.810716 7.510476 49.810712 7.510754 49.810892 7.510760 49.810885 7.511315 49.810836 7.511314 49.810836 7.511360 49.810704 7.511364 49.810697 7.511865 49.810518 7.511860 49.810516 7.511972 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.798673 7.487866 49.798506 7.488302 49.798217 7.488713 49.797943 7.489070 49.798177 7.489771 49.798341 7.490273 49.798501 7.490774 49.798647 7.491282 49.798730 7.491799 49.798669 7.492363 49.798675 7.492926 49.798713 7.493476 49.798860 7.493977 49.799092 7.494411 49.799344 7.494811 49.799529 7.495088 49.799608 7.495198 49.799832 7.495625 49.799987 7.496126 49.800093 7.496661 49.800135 7.497218 49.800088 7.497765 49.799986 7.498307 49.799831 7.498806 49.799618 7.499282 49.799357 7.499646 49.799018 7.499805 49.798657 7.499902 49.799019 7.500455 49.799275 7.500841 49.799535 7.501231 49.799786 7.501618 49.800051 7.502008 49.800306 7.502394 49.800562 7.502788 49.800818 7.503181 49.801064 7.503578 49.801311 7.503981 49.801557 7.504392 49.801776 7.504822 49.801982 7.505280 49.802182 7.505748 49.802383 7.506209 49.802589 7.506664 49.802789 7.507125 49.802995 7.507579 49.803200 7.508041 49.803406 7.508488 49.803629 7.508929 49.803862 7.509357 49.803842 7.508800 49.803831 7.508244 49.803821 7.507692 49.803805 7.507136 49.803786 7.506579 49.803775 7.506023 49.803760 7.505467 49.803740 7.504914 49.803702 7.504361 49.803669 7.503808 49.803631 7.503258 49.803598 7.502701 49.803564 7.502151 49.803536 7.501595 49.803511 7.501038 49.803492 7.500482 49.803476 7.499933 49.803461 7.499377 49.803441 7.498820 49.803421 7.498264 49.803393 7.497714 49.803368 7.497158 49.803353 7.496602 49.803338 7.496046 49.803327 7.495490 49.803321 7.494934 49.803314 7.494378 49.803317 7.493822 49.803329 7.493267 49.803358 7.492716 49.803356 7.492153 49.803377 7.491577 49.803385 7.491001 49.803369 7.490441 49.803295 7.489921 49.803144 7.489451 49.802929 7.489031 49.802655 7.488641 49.802372 7.488264 49.802090 7.487884 49.801838 7.487491 49.801583 7.487097 49.801322 7.486718 49.801048 7.486352 49.800765 7.486003 49.800468 7.485709 49.800138 7.485466 49.799822 7.485210 49.799520 7.484909 49.799237 7.484577 49.798954 7.484218 49.798684 7.483852 49.798415 7.483476 49.798205 7.483035 49.798207 7.482480 49.798214 7.481928 49.798226 7.481372 49.798233 7.480817 49.798249 7.480262 49.798270 7.479700 49.798313 7.479149 49.798365 7.478602 49.798385 7.478047 49.798392 7.477488 49.798399 7.476933 49.798407 7.476377 49.798400 7.475821 49.798389 7.475265 49.798365 7.474713 49.798322 7.474163 49.798248 7.473615 49.798152 7.473081 49.798037 7.472553 49.797909 7.472035 49.797767 7.471520 49.797621 7.471012 49.797465 7.470511 49.797296 7.470009 49.797118 7.469532 49.796899 7.469091 49.796620 7.468735 49.796295 7.468479 49.795931 7.468454 49.795614 7.468691 49.795335 7.469047 49.795074 7.469442 49.794834 7.469859 49.794565 7.470225 49.794251 7.470497 49.793924 7.470758 49.793589 7.470935 49.793238 7.470960 49.792879 7.470890 49.792516 7.470809 49.792148 7.470729 49.791819 7.470847 49.791758 7.471390 49.791823 7.471948 49.791974 7.472446 49.792147 7.472930 49.792335 7.473408 49.792513 7.473892 49.792691 7.474377 49.792874 7.474862 49.793043 7.475356 49.793176 7.475864 49.793268 7.476401 49.793337 7.476945 49.793398 7.477499 49.793467 7.478047 49.793532 7.478590 49.793606 7.479134 49.793709 7.479853 49.794000 7.480285 49.794224 7.480719 49.794443 7.481163 49.794649 7.481610 49.794868 7.482051 49.795082 7.482502 49.795297 7.482943 49.795521 7.483380 49.795754 7.483811 49.796005 7.484208 49.796265 7.484587 49.796535 7.484956 49.796804 7.485322 49.797087 7.485671 49.797380 7.485982 49.797696 7.486253 49.797984 7.486588 49.798262 7.486951 49.798518 7.487372 49.798673 7.487866 </gml:posList>
                  </gml:LinearRing>
                </gml:interior>
              </gml:Polygon>
            </gml:surfaceMember>
          </gml:MultiSurface>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.787687 7.487503</gml:lowerCorner>
        		<gml:upperCorner>49.788299 7.487857</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">49.787687 7.487503 49.788036 7.487582 49.788299 7.487666 49.788258 7.487702 49.788200 7.487757 49.788161 7.487785 49.788121 7.487825 49.788058 7.487857 49.788013 7.487848 49.787958 7.487845 49.787917 7.487824 49.787876 7.487793 49.787836 7.487741 49.787777 7.487672 49.787739 7.487609 49.787706 7.487552 49.787687 7.487503 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.788499 7.487120</gml:lowerCorner>
        		<gml:upperCorner>49.789845 7.488004</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">49.788499 7.487708 49.788579 7.487637 49.788669 7.487548 49.788716 7.487477 49.788765 7.487411 49.788844 7.487327 49.788964 7.487214 49.789042 7.487158 49.789140 7.487137 49.789232 7.487120 49.789344 7.487121 49.789426 7.487143 49.789510 7.487204 49.789594 7.487288 49.789703 7.487411 49.789786 7.487553 49.789845 7.487681 49.789689 7.488004 49.789340 7.487910 49.788977 7.487770 49.788499 7.487708 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>mäßig bis gering (&gt; 1E-6 bis 1E-4 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.750537 7.429032</gml:lowerCorner>
        		<gml:upperCorner>49.795523 7.522668</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">49.750537 7.429032 49.751006 7.429656 49.751285 7.430022 49.751554 7.430384 49.751819 7.430756 49.752080 7.431138 49.752336 7.431524 49.752596 7.431913 49.752848 7.432306 49.753104 7.432705 49.753346 7.433101 49.753602 7.433500 49.753844 7.433910 49.754086 7.434323 49.754328 7.434729 49.754640 7.435734 49.754818 7.436215 49.754996 7.436695 49.755179 7.437173 49.755362 7.437650 49.755545 7.438127 49.755732 7.438598 49.755924 7.439072 49.756116 7.439542 49.756313 7.440006 49.756528 7.440453 49.756747 7.440893 49.756971 7.441330 49.757195 7.441760 49.757423 7.442197 49.757647 7.442624 49.757875 7.443050 49.758108 7.443481 49.758337 7.443904 49.758574 7.444327 49.758817 7.444733 49.759063 7.445143 49.759296 7.445556 49.759511 7.446000 49.759739 7.446437 49.759963 7.446870 49.760192 7.447300 49.760415 7.447734 49.760639 7.448164 49.760863 7.448597 49.761092 7.449034 49.761311 7.449468 49.761521 7.449922 49.761722 7.450379 49.761914 7.450856 49.762115 7.451317 49.762357 7.451727 49.762608 7.452123 49.762869 7.452506 49.763129 7.452881 49.763399 7.453264 49.763659 7.453650 49.763906 7.454046 49.764148 7.454452 49.764367 7.454893 49.764555 7.455370 49.764724 7.455868 49.764870 7.456376 49.764999 7.456890 49.765122 7.457414 49.765237 7.457938 49.765352 7.458465 49.765467 7.458989 49.765600 7.459507 49.765746 7.460015 49.765740 7.460047 49.765788 7.460155 49.767203 7.462957 49.767210 7.462993 49.767215 7.462967 49.767522 7.463566 49.767746 7.464003 49.767965 7.464433 49.768193 7.464870 49.768413 7.465304 49.768646 7.465731 49.768883 7.466155 49.769079 7.466612 49.769267 7.467093 49.769440 7.467577 49.769619 7.468061 49.769788 7.468545 49.769966 7.469033 49.770135 7.469517 49.770318 7.469998 49.770510 7.470469 49.770706 7.470933 49.770911 7.471398 49.771112 7.471855 49.771327 7.472299 49.771551 7.472732 49.771788 7.473153 49.772030 7.473562 49.772259 7.473986 49.772487 7.474416 49.772711 7.474857 49.772930 7.475294 49.773154 7.475731 49.773377 7.476168 49.773597 7.476605 49.773816 7.477046 49.774035 7.477483 49.774250 7.477927 49.774473 7.478364 49.774692 7.478805 49.774912 7.479245 49.775135 7.479682 49.775354 7.480126 49.775564 7.480570 49.775784 7.481018 49.775998 7.481458 49.776217 7.481899 49.776446 7.482326 49.776683 7.482742 49.776939 7.483135 49.777199 7.483525 49.777450 7.483915 49.777692 7.484332 49.777930 7.484742 49.778176 7.485152 49.778423 7.485559 49.778665 7.485965 49.778907 7.486368 49.779158 7.486779 49.779400 7.487189 49.779646 7.487596 49.779888 7.488009 49.780121 7.488422 49.780359 7.488843 49.780573 7.489283 49.780770 7.489751 49.780970 7.490215 49.781190 7.490659 49.781418 7.491083 49.781632 7.491527 49.781842 7.491985 49.782052 7.492425 49.782285 7.492856 49.782522 7.493280 49.782764 7.493693 49.783015 7.494093 49.783276 7.494466 49.783582 7.494750 49.783917 7.494979 49.783926 7.495240 49.784014 7.495237 49.784366 7.495760 49.784787 7.496280 49.785504 7.498284 49.786426 7.500175 49.787417 7.502064 49.788407 7.503847 49.789122 7.505745 49.791543 7.512152 49.791559 7.511939 49.791801 7.512721 49.791961 7.513219 49.792130 7.513711 49.792321 7.514185 49.792522 7.514647 49.792732 7.515091 49.792983 7.515501 49.793225 7.515898 49.793467 7.516311 49.793704 7.516732 49.793923 7.517169 49.794147 7.517614 49.794370 7.518052 49.794580 7.518506 49.794776 7.518971 49.794945 7.519455 49.795064 7.519976 49.795165 7.520518 49.795261 7.521052 49.795349 7.521589 49.795436 7.522130 49.795523 7.522668 49.795277 7.522261 49.795035 7.521850 49.794793 7.521440 49.794561 7.521019 49.794328 7.520599 49.794095 7.520172 49.793867 7.519741 49.793634 7.519317 49.793406 7.518886 49.793205 7.518432 49.792982 7.517994 49.792767 7.517554 49.792544 7.517116 49.792320 7.516678 49.792097 7.516241 49.791873 7.515807 49.791650 7.515369 49.791329 7.514772 49.791212 7.514074 49.791179 7.513528 49.791186 7.512973 49.790990 7.512971 49.791008 7.512833 49.790587 7.512312 49.789662 7.510207 49.787727 7.504721 49.786881 7.503361 49.785328 7.500742 49.784043 7.497476 49.784001 7.497413 49.784005 7.497536 49.783685 7.497277 49.783369 7.497017 49.783049 7.496757 49.782733 7.496497 49.782422 7.496207 49.782148 7.495848 49.781892 7.495458 49.781632 7.495047 49.781621 7.495046 49.780821 7.493729 49.780519 7.493364 49.780461 7.493237 49.780448 7.493218 49.780199 7.492858 49.779943 7.492464 49.779752 7.492000 49.779514 7.491583 49.779272 7.491177 49.779026 7.490770 49.778779 7.490363 49.778528 7.489963 49.778281 7.489560 49.778035 7.489157 49.777793 7.488743 49.777569 7.488316 49.777341 7.487879 49.777108 7.487455 49.776871 7.487045 49.776620 7.486639 49.776378 7.486232 49.776131 7.485822 49.775916 7.485385 49.775711 7.484931 49.775478 7.484504 49.775245 7.484090 49.775008 7.483670 49.774770 7.483257 49.774515 7.482860 49.774277 7.482440 49.774049 7.482013 49.773816 7.481589 49.773588 7.481169 49.773350 7.480742 49.773117 7.480322 49.772885 7.479895 49.772652 7.479471 49.772423 7.479044 49.772195 7.478617 49.771967 7.478191 49.771743 7.477753 49.771519 7.477320 49.771296 7.476882 49.771133 7.476562 49.771077 7.476442 49.770862 7.475998 49.770643 7.475554 49.770437 7.475107 49.770223 7.474656 49.770008 7.474209 49.769802 7.473759 49.769592 7.473305 49.769378 7.472854 49.769168 7.472400 49.768962 7.471953 49.768752 7.471495 49.768542 7.471045 49.768337 7.470591 49.768131 7.470140 49.767916 7.469693 49.767702 7.469242 49.767492 7.468799 49.767268 7.468358 49.767040 7.467924 49.766759 7.467392 49.766748 7.467467 49.766732 7.467390 49.764890 7.464306 49.764843 7.463948 49.764820 7.463919 49.764819 7.463903 49.764764 7.463369 49.764708 7.462822 49.764657 7.462272 49.764601 7.461726 49.764495 7.461195 49.764371 7.460671 49.764243 7.460153 49.764133 7.459626 49.764045 7.459082 49.763955 7.458396 49.763758 7.457932 49.763566 7.457464 49.763370 7.456997 49.763017 7.456133 49.762784 7.455709 49.762555 7.455279 49.762327 7.454849 49.762094 7.454422 49.761870 7.453996 49.761637 7.453565 49.761409 7.453139 49.761180 7.452712 49.760947 7.452288 49.760714 7.451862 49.760472 7.451455 49.760221 7.451049 49.759993 7.450636 49.759755 7.450213 49.759522 7.449793 49.759280 7.449376 49.759043 7.448956 49.758805 7.448546 49.758554 7.448140 49.758307 7.447744 49.758047 7.447355 49.757791 7.446969 49.757535 7.446572 49.757293 7.446170 49.757046 7.445763 49.756804 7.445354 49.756562 7.444937 49.756329 7.444517 49.756100 7.444084 49.755985 7.443563 49.755784 7.443103 49.755579 7.442642 49.755378 7.442192 49.755163 7.441742 49.754953 7.441291 49.754747 7.440834 49.754546 7.440370 49.754345 7.439913 49.754144 7.439449 49.753956 7.438979 49.753764 7.438508 49.753577 7.438031 49.753403 7.437550 49.753229 7.437060 49.753060 7.436569 49.752891 7.436078 49.752731 7.435588 49.752557 7.435097 49.752383 7.434613 49.752196 7.434136 49.752004 7.433665 49.751816 7.433195 49.751624 7.432727 49.751432 7.432257 49.751249 7.431776 49.751080 7.431289 49.750933 7.430785 49.750805 7.430264 49.750695 7.429734 49.750537 7.429032 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering bis äußerst gering (&lt;= 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Perm der Nahe- und Primsmulde</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
</wfs:FeatureCollection>

