<?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="2026-05-28T19:47:46" 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=2650"
   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=2670">
      <wfs:boundedBy>
      	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
      		<gml:lowerCorner>49.637331 7.950243</gml:lowerCorner>
      		<gml:upperCorner>49.704916 8.089865</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>49.700239 8.021745</gml:lowerCorner>
        		<gml:upperCorner>49.704916 8.023342</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">49.700541 8.022000 49.700311 8.022008 49.700239 8.021745 49.704877 8.023297 49.704916 8.023342 49.704771 8.023319 49.704086 8.023159 49.701969 8.022586 49.700541 8.022000 </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>Tertiär des Mainzer Beckens</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.641688 8.028743</gml:lowerCorner>
        		<gml:upperCorner>49.667859 8.089865</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">49.654231 8.028743 49.654576 8.028826 49.654859 8.029375 49.655080 8.029810 49.655302 8.030255 49.655523 8.030698 49.655750 8.031126 49.655980 8.031555 49.656221 8.031963 49.656465 8.032357 49.656738 8.032715 49.657038 8.033029 49.657348 8.033312 49.657667 8.033578 49.657986 8.033816 49.658324 8.034038 49.658658 8.034239 49.658992 8.034426 49.659335 8.034607 49.659683 8.034756 49.660032 8.034868 49.660389 8.035000 49.660732 8.035146 49.661080 8.035299 49.661424 8.035459 49.661753 8.035670 49.662101 8.035816 49.662449 8.035952 49.662802 8.036081 49.663146 8.036217 49.663573 8.036473 49.663874 8.036773 49.664178 8.037077 49.664502 8.037316 49.664836 8.037548 49.665159 8.037790 49.665469 8.038066 49.665746 8.038410 49.665991 8.038822 49.666213 8.039264 49.666411 8.039723 49.666601 8.040195 49.666781 8.040677 49.666957 8.041166 49.667123 8.041658 49.667276 8.042159 49.667416 8.042667 49.667551 8.043179 49.667681 8.043697 49.667793 8.044228 49.667855 8.044767 49.667859 8.045325 49.667755 8.045858 49.667505 8.046249 49.667216 8.046583 49.666884 8.046815 49.666552 8.047030 49.666220 8.047255 49.665914 8.047522 49.665651 8.047910 49.665449 8.048369 49.665363 8.048912 49.665367 8.049463 49.665380 8.050018 49.665401 8.050573 49.665409 8.051127 49.665395 8.051677 49.665336 8.052222 49.665223 8.052754 49.665106 8.053283 49.664914 8.053735 49.664650 8.054119 49.664388 8.054496 49.664111 8.054855 49.663831 8.055203 49.663520 8.055484 49.663201 8.055734 49.662956 8.056129 49.662691 8.056634 49.662700 8.056670 49.662686 8.056680 49.661446 8.060621 49.661205 8.061519 49.661071 8.061500 49.660905 8.061992 49.660739 8.062484 49.660577 8.062979 49.660446 8.063496 49.660338 8.064028 49.660132 8.064470 49.659869 8.064853 49.659563 8.065138 49.659050 8.065414 49.659134 8.065631 49.659001 8.066054 49.658744 8.067120 49.658175 8.068763 49.656575 8.074016 49.654862 8.078537 49.654086 8.080836 49.653882 8.081901 49.653788 8.083290 49.653798 8.083360 49.653658 8.083278 49.653702 8.083827 49.653755 8.084380 49.653799 8.084925 49.653848 8.085474 49.653896 8.086023 49.653950 8.086569 49.653967 8.087124 49.653930 8.087680 49.653848 8.088217 49.653722 8.088741 49.653529 8.089207 49.653270 8.089615 49.652955 8.089865 49.652587 8.089821 49.652323 8.089477 49.652098 8.089021 49.651904 8.088549 49.651715 8.088077 49.651530 8.087598 49.651359 8.087109 49.651197 8.086611 49.651049 8.086106 49.650923 8.085588 49.650812 8.085060 49.650704 8.084533 49.650592 8.084006 49.650467 8.083484 49.650318 8.082983 49.650156 8.082495 49.649972 8.082016 49.649778 8.081544 49.649584 8.081075 49.649381 8.080616 49.649173 8.080171 49.648961 8.079719 49.648785 8.079237 49.648587 8.078775 49.648379 8.078327 49.648148 8.077898 49.647918 8.077476 49.647678 8.077057 49.647443 8.076632 49.647221 8.076207 49.647009 8.075755 49.646801 8.075303 49.646603 8.074837 49.646409 8.074365 49.646228 8.073894 49.646067 8.073399 49.645923 8.072890 49.645806 8.072373 49.645703 8.071839 49.645609 8.071302 49.645511 8.070765 49.645404 8.070237 49.645287 8.069710 49.645207 8.069173 49.645181 8.068622 49.645168 8.068067 49.645169 8.067510 49.645179 8.066956 49.645198 8.066403 49.645293 8.065867 49.645428 8.065350 49.645568 8.064844 49.645711 8.064337 49.645860 8.063831 49.646008 8.063329 49.646161 8.062826 49.646404 8.062051 49.647374 8.062123 49.648458 8.062103 49.648250 8.061651 49.648051 8.061196 49.647839 8.060740 49.647631 8.060292 49.647428 8.059837 49.647220 8.059385 49.647013 8.058929 49.646805 8.058477 49.646606 8.058016 49.646431 8.057534 49.646250 8.057052 49.646043 8.056600 49.645839 8.056148 49.645631 8.055696 49.645424 8.055241 49.645211 8.054793 49.645004 8.054344 49.644791 8.053896 49.644574 8.053447 49.644362 8.053008 49.644145 8.052560 49.643928 8.052118 49.643706 8.051690 49.643457 8.051281 49.643213 8.050880 49.642977 8.050458 49.642774 8.049999 49.642594 8.049528 49.642413 8.049042 49.642247 8.048547 49.642089 8.048046 49.641936 8.047544 49.641815 8.047030 49.641771 8.046475 49.641731 8.045926 49.641701 8.045367 49.641688 8.044813 49.641707 8.044263 49.641771 8.043702 49.641928 8.043210 49.642151 8.042793 49.642409 8.042406 49.642686 8.042040 49.642962 8.041668 49.643225 8.041301 49.643501 8.040943 49.643764 8.040569 49.644027 8.040179 49.644281 8.039784 49.644531 8.039379 49.644754 8.038959 49.644951 8.038500 49.645108 8.037991 49.645217 8.037456 49.645244 8.036913 49.645219 8.036313 49.647208 8.034693 49.649021 8.033072 49.650432 8.031815 49.651175 8.031271 49.653610 8.029285 49.654231 8.028743 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>stark variabel</ms:DL_KL>
        <ms:TR_NAME>Tertiär des Mainzer Beckens</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.647030 8.025102</gml:lowerCorner>
        		<gml:upperCorner>49.649529 8.026360</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">49.647030 8.026360 49.649233 8.025223 49.649529 8.025102 49.647030 8.026360 </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>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.645635 8.026360</gml:lowerCorner>
        		<gml:upperCorner>49.647030 8.027080</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">49.645635 8.027080 49.645688 8.027020 49.646056 8.026850 49.647030 8.026360 49.645635 8.027080 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering (&gt; 1E-7 bis 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Tertiär des Mainzer Beckens</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.649529 8.024719</gml:lowerCorner>
        		<gml:upperCorner>49.650473 8.025102</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">49.649529 8.025102 49.650263 8.024733 49.650473 8.024719 49.649529 8.025102 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering (&gt; 1E-7 bis 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Tertiär des Mainzer Beckens</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.671043 7.984912</gml:lowerCorner>
        		<gml:upperCorner>49.680426 7.991964</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">49.671044 7.988436 49.671043 7.988334 49.671223 7.988330 49.671221 7.988053 49.671401 7.988049 49.671398 7.987772 49.671578 7.987768 49.671576 7.987491 49.671755 7.987488 49.671753 7.987211 49.673910 7.987166 49.673908 7.986889 49.674268 7.986881 49.674265 7.986604 49.674984 7.986589 49.674982 7.986312 49.675162 7.986309 49.675159 7.986032 49.675339 7.986028 49.675337 7.985751 49.675516 7.985747 49.675509 7.984916 49.675689 7.984912 49.675691 7.985189 49.675871 7.985185 49.675891 7.987402 49.676070 7.987398 49.676073 7.987675 49.676253 7.987671 49.676255 7.987949 49.676435 7.987945 49.676440 7.988499 49.676619 7.988495 49.676622 7.988772 49.676802 7.988769 49.676804 7.989046 49.676984 7.989042 49.676986 7.989319 49.677166 7.989315 49.677168 7.989592 49.677348 7.989589 49.677351 7.989866 49.677530 7.989862 49.677533 7.990139 49.678072 7.990128 49.678075 7.990405 49.678974 7.990386 49.678976 7.990663 49.679515 7.990652 49.679518 7.990929 49.679877 7.990922 49.679880 7.991199 49.680060 7.991195 49.680062 7.991472 49.680242 7.991468 49.680244 7.991746 49.680424 7.991742 49.680426 7.991964 49.680273 7.991895 49.679924 7.991801 49.679561 7.991745 49.679202 7.991706 49.678843 7.991674 49.678484 7.991624 49.678126 7.991544 49.677777 7.991429 49.677429 7.991287 49.677081 7.991138 49.676733 7.990995 49.676384 7.990856 49.676045 7.990711 49.675693 7.990561 49.675349 7.990409 49.675001 7.990259 49.674657 7.990103 49.674309 7.989947 49.673966 7.989784 49.673627 7.989621 49.673279 7.989458 49.672936 7.989292 49.672597 7.989129 49.672249 7.988959 49.671906 7.988786 49.671567 7.988626 49.671210 7.988504 49.671044 7.988436 </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>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.646192 7.950243</gml:lowerCorner>
        		<gml:upperCorner>49.690485 8.031836</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">49.687126 8.018272 49.683825 8.017855 49.683256 8.017776 49.682230 8.017796 49.682193 8.017870 49.681997 8.017852 49.680106 8.017969 49.679906 8.018525 49.679047 8.019724 49.678488 8.020208 49.678189 8.021081 49.678091 8.021635 49.678201 8.022500 49.678216 8.024312 49.678171 8.025102 49.678073 8.025576 49.677115 8.027251 49.675807 8.029799 49.674593 8.031399 49.668459 8.031836 49.662912 8.029110 49.658670 8.029431 49.655906 8.029170 49.655591 8.028310 49.655584 8.028294 49.655547 8.028321 49.655521 8.028207 49.654390 8.025545 49.653576 8.022958 49.652005 8.024617 49.650473 8.024719 49.650541 8.024691 49.651661 8.024542 49.652057 8.024504 49.652141 8.024390 49.652150 8.023837 49.652169 8.023280 49.652183 8.022727 49.652188 8.022169 49.652180 8.021622 49.652122 8.021079 49.651934 8.020265 49.651624 8.019982 49.651300 8.019726 49.650956 8.019598 49.650593 8.019565 49.650244 8.019464 49.649911 8.019225 49.649624 8.018892 49.649384 8.018470 49.649222 8.017978 49.649151 8.017442 49.649129 8.016884 49.649104 8.016277 49.649465 8.016171 49.649805 8.015998 49.650168 8.016061 49.650515 8.016044 49.650707 8.015588 49.650677 8.015019 49.650833 8.014534 49.651083 8.014122 49.651436 8.014015 49.651797 8.013937 49.652152 8.013962 49.652499 8.014125 49.652824 8.014332 49.653157 8.014554 49.653486 8.014782 49.653432 8.015327 49.653382 8.015876 49.653341 8.016428 49.653313 8.016981 49.653294 8.017534 49.653289 8.018088 49.653302 8.018639 49.653357 8.019621 49.653419 8.020177 49.653472 8.020730 49.653485 8.021281 49.653485 8.021835 49.653524 8.022387 49.653582 8.022930 49.654743 8.021877 49.656902 8.020249 49.658262 8.019076 49.660186 8.017545 49.661037 8.016732 49.661664 8.016107 49.661832 8.016014 49.662513 8.015384 49.662907 8.014936 49.662676 8.014514 49.662436 8.014096 49.662191 8.013691 49.661928 8.013316 49.661614 8.013047 49.661280 8.012822 49.660937 8.012666 49.660579 8.012585 49.660220 8.012546 49.659860 8.012528 49.659500 8.012548 49.659140 8.012568 49.658781 8.012560 49.658422 8.012489 49.658074 8.012361 49.657685 8.011967 49.657948 8.011327 49.658145 8.010857 49.658324 8.010380 49.658450 8.009876 49.658459 8.009312 49.658251 8.008860 49.658048 8.008409 49.657840 8.007957 49.657627 8.007505 49.657406 8.007063 49.657189 8.006631 49.656962 8.006189 49.656745 8.005754 49.656519 8.005323 49.656293 8.004891 49.656062 8.004466 49.655826 8.004048 49.655586 8.003633 49.655341 8.003231 49.655082 8.002854 49.654810 8.002486 49.654533 8.002128 49.654251 8.001774 49.653979 8.001423 49.653697 8.001083 49.653410 8.000742 49.653129 8.000402 49.652856 8.000041 49.652589 7.999656 49.652353 7.999241 49.652154 7.998783 49.652019 7.998265 49.651967 7.997660 49.651904 7.997118 49.651841 7.996571 49.651761 7.996035 49.651667 7.995498 49.651550 7.994970 49.651433 7.994443 49.651271 7.993951 49.651026 7.993554 49.650730 7.993220 49.650430 7.992920 49.650092 7.992681 49.649791 7.992402 49.649546 7.992008 49.649320 7.991583 49.649103 7.991131 49.648895 7.990676 49.648687 7.990214 49.648474 7.989769 49.648262 7.989317 49.648072 7.988853 49.647905 7.988361 49.647752 7.987863 49.647599 7.987358 49.647454 7.986851 49.647310 7.986336 49.647180 7.985822 49.647058 7.985297 49.646946 7.984777 49.646856 7.984240 49.646803 7.983694 49.646758 7.983142 49.646718 7.982587 49.646669 7.982041 49.646620 7.981492 49.646571 7.980943 49.646508 7.980397 49.646450 7.979851 49.646401 7.979299 49.646370 7.978747 49.646366 7.978193 49.646380 7.977643 49.646399 7.977086 49.646422 7.976533 49.646445 7.975984 49.646467 7.975431 49.646490 7.974874 49.646518 7.974322 49.646541 7.973772 49.646577 7.973223 49.646618 7.972671 49.646636 7.972114 49.646650 7.971561 49.646678 7.971008 49.646732 7.970467 49.646835 7.969934 49.646930 7.969401 49.646993 7.968854 49.647047 7.968305 49.647106 7.967761 49.647192 7.967224 49.647304 7.966688 49.647412 7.966160 49.647493 7.965623 49.647538 7.965078 49.647543 7.964520 49.647512 7.963965 49.647445 7.963422 49.647351 7.962889 49.647234 7.962362 49.647099 7.961844 49.646950 7.961343 49.646787 7.960851 49.646620 7.960357 49.646458 7.959862 49.646305 7.959357 49.646196 7.958837 49.646192 7.958283 49.646197 7.957729 49.646220 7.957173 49.646261 7.956624 49.646315 7.956076 49.646417 7.955128 49.647918 7.953782 49.649617 7.952514 49.651038 7.951425 49.651491 7.951242 49.652000 7.950878 49.652744 7.950243 49.653305 7.950584 49.653647 7.950785 49.653977 7.950985 49.654320 7.951175 49.654663 7.951338 49.655013 7.951411 49.655377 7.951418 49.656015 7.951420 49.656375 7.951413 49.656735 7.951390 49.657091 7.951314 49.657227 7.951275 49.657229 7.951502 49.657589 7.951494 49.657591 7.951771 49.657951 7.951764 49.657966 7.953425 49.658145 7.953421 49.658148 7.953698 49.658328 7.953695 49.658330 7.953971 49.658870 7.953960 49.658872 7.954237 49.659052 7.954233 49.659054 7.954510 49.659234 7.954506 49.659239 7.955060 49.659599 7.955052 49.659601 7.955329 49.659781 7.955325 49.659786 7.955879 49.659791 7.956433 49.659971 7.956429 49.659978 7.957260 49.660158 7.957257 49.660166 7.958087 49.660345 7.958084 49.660353 7.958914 49.660533 7.958911 49.660540 7.959742 49.660720 7.959738 49.660740 7.961953 49.660920 7.961950 49.660922 7.962227 49.661102 7.962223 49.661112 7.963331 49.661292 7.963327 49.661299 7.964158 49.661479 7.964154 49.661504 7.966924 49.661683 7.966920 49.661698 7.968582 49.661518 7.968585 49.661528 7.969693 49.661348 7.969697 49.661351 7.969974 49.661171 7.969978 49.661174 7.970255 49.660994 7.970259 49.660996 7.970536 49.660816 7.970539 49.660844 7.973586 49.661023 7.973582 49.661028 7.974136 49.661208 7.974132 49.661210 7.974409 49.661390 7.974406 49.661400 7.975514 49.661580 7.975510 49.661592 7.976895 49.661772 7.976891 49.661779 7.977722 49.661959 7.977718 49.661966 7.978549 49.662146 7.978545 49.662158 7.979930 49.662338 7.979926 49.662343 7.980480 49.662523 7.980477 49.662530 7.981307 49.662710 7.981304 49.662712 7.981581 49.662892 7.981577 49.662895 7.981854 49.663074 7.981850 49.663077 7.982127 49.663257 7.982123 49.663259 7.982400 49.663439 7.982397 49.663441 7.982674 49.663621 7.982670 49.663623 7.982947 49.663803 7.982943 49.663806 7.983220 49.663985 7.983216 49.663988 7.983493 49.664168 7.983490 49.664170 7.983767 49.664350 7.983763 49.664352 7.984040 49.664532 7.984036 49.664614 7.983757 49.665249 7.983744 49.665251 7.984021 49.666869 7.983987 49.666872 7.984264 49.667052 7.984261 49.667054 7.984538 49.667234 7.984534 49.667236 7.984811 49.667416 7.984807 49.667419 7.985084 49.667598 7.985080 49.667601 7.985357 49.667781 7.985354 49.667783 7.985631 49.667963 7.985627 49.667965 7.985904 49.668145 7.985900 49.668147 7.986177 49.668327 7.986174 49.668330 7.986451 49.668509 7.986447 49.668512 7.986724 49.668692 7.986720 49.668694 7.986997 49.668874 7.986993 49.668876 7.987270 49.669056 7.987267 49.669058 7.987544 49.669238 7.987540 49.669241 7.987817 49.669420 7.987813 49.669425 7.988367 49.669605 7.988364 49.669608 7.988641 49.669787 7.988637 49.669790 7.988914 49.669970 7.988910 49.669972 7.989187 49.670152 7.989183 49.670159 7.990015 49.670339 7.990011 49.670334 7.989457 49.670514 7.989453 49.670511 7.989176 49.670691 7.989172 49.670689 7.988895 49.670869 7.988892 49.670866 7.988614 49.671046 7.988611 49.671044 7.988436 49.671210 7.988504 49.671567 7.988626 49.671906 7.988786 49.672249 7.988959 49.672597 7.989129 49.672936 7.989292 49.673279 7.989458 49.673627 7.989621 49.673966 7.989784 49.674309 7.989947 49.674657 7.990103 49.675001 7.990259 49.675349 7.990409 49.675693 7.990561 49.676045 7.990711 49.676384 7.990856 49.676733 7.990995 49.677081 7.991138 49.677429 7.991287 49.677777 7.991429 49.678126 7.991544 49.678484 7.991624 49.678843 7.991674 49.679202 7.991706 49.679561 7.991745 49.679924 7.991801 49.680273 7.991895 49.680426 7.991964 49.680429 7.992296 49.680609 7.992292 49.680611 7.992569 49.681368 7.992554 49.681608 7.992726 49.681923 7.992988 49.682242 7.993250 49.682278 7.993089 49.682594 7.993083 49.682596 7.993360 49.682776 7.993356 49.682778 7.993633 49.683138 7.993626 49.683140 7.993903 49.683320 7.993899 49.683322 7.994176 49.683502 7.994173 49.683505 7.994450 49.683684 7.994446 49.683687 7.994723 49.684046 7.994716 49.684049 7.994993 49.686388 7.995202 49.686570 7.995427 49.686752 7.995632 49.686933 7.995765 49.686937 7.996319 49.687117 7.996315 49.687124 7.997147 49.687304 7.997143 49.687316 7.998529 49.687496 7.998525 49.687498 7.998802 49.687678 7.998798 49.687693 8.000461 49.687872 8.000457 49.687887 8.002120 49.688066 8.002116 49.688069 8.002394 49.688249 8.002390 49.688258 8.003498 49.688438 8.003495 49.688443 8.004049 49.688623 8.004045 49.688627 8.004600 49.688807 8.004596 49.688810 8.004873 49.688989 8.004869 49.688992 8.005146 49.689171 8.005143 49.689174 8.005420 49.689533 8.005413 49.689536 8.005690 49.689716 8.005686 49.689723 8.006517 49.689903 8.006514 49.689910 8.007345 49.690089 8.007342 49.690094 8.007896 49.690274 8.007892 49.690281 8.008724 49.690461 8.008720 49.690485 8.011491 49.690305 8.011495 49.690307 8.011772 49.690127 8.011776 49.690130 8.012053 49.689950 8.012057 49.689952 8.012334 49.689773 8.012337 49.689775 8.012614 49.689595 8.012618 49.689597 8.012895 49.689418 8.012899 49.689420 8.013176 49.689060 8.013183 49.689063 8.013460 49.688344 8.013475 49.688341 8.013198 49.687982 8.013205 49.687979 8.012928 49.687800 8.012932 49.687797 8.012655 49.687617 8.012658 49.687615 8.012381 49.687435 8.012385 49.687433 8.012108 49.687253 8.012111 49.687251 8.011834 49.687071 8.011838 49.687073 8.012115 49.686893 8.012119 49.686896 8.012396 49.686716 8.012399 49.686718 8.012676 49.686539 8.012680 49.686569 8.016283 49.686749 8.016279 49.686754 8.016833 49.686934 8.016830 49.686945 8.018215 49.687125 8.018212 49.687126 8.018272 </gml:posList>
                  </gml:LinearRing>
                </gml:exterior>
                <gml:interior>
                  <gml:LinearRing>
                    <gml:posList srsDimension="2">49.658710 8.006275 49.658868 8.006773 49.659021 8.007275 49.659253 8.008150 49.659932 8.008136 49.660292 8.008130 49.660656 8.008139 49.661015 8.008136 49.661368 8.008047 49.661704 8.007839 49.661422 8.007498 49.661136 8.007154 49.660859 8.006807 49.660591 8.006439 49.660332 8.006044 49.660097 8.005629 49.659889 8.005174 49.659718 8.004682 49.659537 8.004204 49.659311 8.003779 49.659075 8.003367 49.658826 8.002969 49.658572 8.002571 49.658318 8.002180 49.658059 8.001788 49.657810 8.001397 49.657556 8.000985 49.657297 8.000597 49.656944 8.000513 49.656787 8.000998 49.656891 8.001508 49.657066 8.002007 49.657274 8.002466 49.657514 8.002884 49.657741 8.003313 49.657908 8.003794 49.658074 8.004286 49.658241 8.004781 49.658399 8.005279 49.658561 8.005777 49.658710 8.006275 </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>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.656787 8.000513</gml:lowerCorner>
        		<gml:upperCorner>49.661704 8.008150</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">49.659253 8.008150 49.659021 8.007275 49.658868 8.006773 49.658710 8.006275 49.658561 8.005777 49.658399 8.005279 49.658241 8.004781 49.658074 8.004286 49.657908 8.003794 49.657741 8.003313 49.657514 8.002884 49.657274 8.002466 49.657066 8.002007 49.656891 8.001508 49.656787 8.000998 49.656944 8.000513 49.657297 8.000597 49.657556 8.000985 49.657810 8.001397 49.658059 8.001788 49.658318 8.002180 49.658572 8.002571 49.658826 8.002969 49.659075 8.003367 49.659311 8.003779 49.659537 8.004204 49.659718 8.004682 49.659889 8.005174 49.660097 8.005629 49.660332 8.006044 49.660591 8.006439 49.660859 8.006807 49.661136 8.007154 49.661422 8.007498 49.661704 8.007839 49.661368 8.008047 49.661015 8.008136 49.660656 8.008139 49.660292 8.008130 49.659932 8.008136 49.659253 8.008150 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>gering (&gt; 1E-7 bis 1E-5 m/s)</ms:DL_KL>
        <ms:TR_NAME>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.637331 7.985559</gml:lowerCorner>
        		<gml:upperCorner>49.653604 8.016277</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">49.653599 8.014257 49.653486 8.014782 49.653157 8.014554 49.652824 8.014332 49.652499 8.014125 49.652152 8.013962 49.651797 8.013937 49.651436 8.014015 49.651083 8.014122 49.650833 8.014534 49.650677 8.015019 49.650707 8.015588 49.650515 8.016044 49.650168 8.016061 49.649805 8.015998 49.649465 8.016171 49.649104 8.016277 49.648527 8.016066 49.648278 8.015685 49.648147 8.015168 49.647958 8.014696 49.647750 8.014237 49.647523 8.013809 49.647270 8.013414 49.647006 8.013040 49.646715 8.012706 49.646372 8.012560 49.646013 8.012518 49.645658 8.012482 49.645329 8.012282 49.644961 8.012270 49.644592 8.012248 49.644252 8.012144 49.643967 8.011772 49.643845 8.011265 49.643882 8.010668 49.644070 8.010246 49.644394 8.009969 49.644743 8.009775 49.645092 8.009644 49.645448 8.009555 49.645805 8.009473 49.646158 8.009356 49.646468 8.009078 49.646674 8.008633 49.646724 8.008074 49.646756 8.007521 49.646689 8.006986 49.646563 8.006465 49.646442 8.005940 49.646357 8.005397 49.646285 8.004847 49.646191 8.004317 49.646047 8.003816 49.645857 8.003347 49.645649 8.002885 49.645455 8.002420 49.645297 8.001915 49.645185 8.001395 49.645118 8.000849 49.645028 8.000312 49.644902 7.999798 49.644772 7.999280 49.644637 7.998762 49.644511 7.998248 49.644385 7.997727 49.644282 7.997193 49.644133 7.996703 49.643893 7.996277 49.643708 7.995803 49.643541 7.995311 49.643374 7.994816 49.643208 7.994325 49.643027 7.993850 49.642809 7.993422 49.642537 7.993044 49.642265 7.992683 49.641988 7.992326 49.641715 7.991976 49.641419 7.991645 49.641066 7.991558 49.640706 7.991540 49.640347 7.991539 49.639987 7.991521 49.639629 7.991433 49.639356 7.991087 49.639107 7.990682 49.638876 7.990254 49.638668 7.989802 49.638465 7.989344 49.638266 7.988875 49.638072 7.988407 49.637882 7.987939 49.637701 7.987464 49.637516 7.986989 49.637331 7.986515 49.637389 7.986012 49.637661 7.985600 49.637995 7.985559 49.638354 7.985597 49.638721 7.985688 49.639078 7.985828 49.639421 7.986018 49.639741 7.986253 49.640055 7.986515 49.640361 7.986801 49.640666 7.987104 49.640962 7.987414 49.641266 7.987727 49.641567 7.988040 49.641867 7.988344 49.642177 7.988630 49.642501 7.988875 49.642834 7.989093 49.643145 7.989361 49.643449 7.989682 49.643735 7.990036 49.643971 7.990441 49.644143 7.990915 49.644278 7.991440 49.644376 7.991977 49.644457 7.992527 49.644506 7.993073 49.644505 7.993626 49.644496 7.994187 49.644509 7.994741 49.644576 7.995288 49.644692 7.995822 49.644882 7.996283 49.645118 7.996694 49.645381 7.997079 49.645649 7.997457 49.645903 7.997852 49.646138 7.998266 49.646374 7.998695 49.646605 7.999116 49.646840 7.999535 49.647085 7.999943 49.647321 8.000354 49.647570 8.000762 49.647819 8.001160 49.648078 8.001548 49.648337 8.001929 49.648609 8.002287 49.648886 8.002641 49.649168 8.002992 49.649445 8.003342 49.649619 8.003914 49.649777 8.004416 49.649949 8.004893 49.650161 8.005342 49.650378 8.005784 49.650597 8.006634 49.650760 8.007125 49.650931 8.007617 49.651107 8.008102 49.651297 8.008567 49.651518 8.009009 49.651745 8.009441 49.651962 8.009875 49.652188 8.010304 49.652419 8.010736 49.652641 8.011167 49.652872 8.011592 49.653121 8.011994 49.653356 8.012415 49.653583 8.012844 49.653604 8.013707 49.653599 8.014257 </gml:posList>
              </gml:LinearRing>
            </gml:exterior>
          </gml:Polygon>
        </ms:msGeometry>
        <ms:DL_KL>mittel (&gt; 1E-4 bis 1E-3 m/s)</ms:DL_KL>
        <ms:TR_NAME>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
    <wfs:member>
      <ms:durchlaessigkeit>
        <gml:boundedBy>
        	<gml:Envelope srsName="urn:ogc:def:crs:EPSG::4326">
        		<gml:lowerCorner>49.645520 8.027080</gml:lowerCorner>
        		<gml:upperCorner>49.645635 8.027210</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">49.645520 8.027210 49.645586 8.027106 49.645635 8.027080 49.645520 8.027210 </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>Permokarbon des Pfälzer und Saarbrücker Sattels</ms:TR_NAME>
      </ms:durchlaessigkeit>
    </wfs:member>
</wfs:FeatureCollection>

