50.580502 7.317244 50.587439 7.331517 50.580502 7.317244 50.587439 7.331517 50.580834 7.328776 50.580995 7.329420 50.581486 7.330097 50.582046 7.330738 50.582571 7.331201 50.583278 7.331484 50.583711 7.331517 50.584143 7.331354 50.584450 7.331120 50.584893 7.330545 50.585132 7.330115 50.585438 7.329326 50.585675 7.328609 50.585936 7.327856 50.586207 7.326889 50.586410 7.325743 50.586772 7.324721 50.587078 7.323950 50.587281 7.323019 50.587439 7.322177 50.587210 7.321534 50.586878 7.321160 50.586262 7.320483 50.585827 7.319716 50.585564 7.319038 50.585118 7.318324 50.584661 7.317808 50.583703 7.317330 50.583053 7.317244 50.582324 7.317373 50.581755 7.317644 50.580982 7.318221 50.580502 7.318613 50.581063 7.318811 50.581531 7.319041 50.581873 7.319271 50.582375 7.319680 50.582945 7.319946 50.583458 7.320033 50.584119 7.320029 50.584723 7.320080 50.585133 7.320060 50.585475 7.320434 50.585671 7.321077 50.585683 7.321685 50.585628 7.322455 50.585572 7.322866 50.585756 7.323849 50.585803 7.324332 50.585759 7.324923 50.585315 7.325301 50.584735 7.325572 50.584371 7.325932 50.584201 7.326434 50.583883 7.326936 50.583622 7.327421 50.583395 7.327780 50.583111 7.328014 50.582610 7.328034 50.582324 7.327910 50.581971 7.327787 50.581664 7.327914 50.581517 7.328415 50.581267 7.328810 50.580834 7.328776 317 2 geeignet - tiefgründige Standorte ohne Vernässung 1.07138