49.733589 8.345760 49.749237 8.371829 49.733589 8.345760 49.749237 8.371829 49.733860 8.368609 49.733678 8.369036 49.733589 8.369367 49.733590 8.369697 49.733623 8.370027 49.733747 8.370450 49.733963 8.370777 49.734362 8.371102 49.734884 8.371379 49.735803 8.371650 49.736537 8.371829 49.737210 8.371773 49.737880 8.371340 49.739344 8.370566 49.740319 8.369940 49.740684 8.369605 49.740865 8.369178 49.741135 8.368231 49.741737 8.366430 49.742219 8.365056 49.742581 8.364202 49.742854 8.363773 49.743097 8.363534 49.743494 8.363387 49.744227 8.363236 49.745387 8.362985 49.746763 8.362873 49.747801 8.362623 49.748350 8.362286 49.748470 8.361954 49.748468 8.361624 49.748313 8.361106 49.748005 8.360780 49.747606 8.360502 49.746779 8.360277 49.745890 8.359864 49.744907 8.359028 49.744659 8.358418 49.744749 8.358039 49.744900 8.357801 49.745174 8.357514 49.745723 8.357365 49.746487 8.357261 49.747864 8.357431 49.748629 8.357421 49.748995 8.357369 49.749237 8.356941 49.749111 8.356235 49.748896 8.356049 49.748038 8.355730 49.747057 8.355224 49.746289 8.354668 49.745490 8.353876 49.744813 8.353178 49.743952 8.352340 49.742539 8.351179 49.740360 8.349698 49.739038 8.348489 49.737135 8.347146 49.735908 8.346408 49.734956 8.345760 49.734559 8.345765 49.734314 8.345816 49.734010 8.346009 49.733828 8.346389 49.733740 8.347003 49.733693 8.348219 49.733669 8.348526 49.734400 8.350250 49.735116 8.352552 49.736084 8.356124 49.736431 8.358007 49.736528 8.358997 49.736505 8.360318 49.736545 8.362016 49.736428 8.362961 49.736250 8.363954 49.735980 8.364901 49.735679 8.365801 49.735347 8.366561 49.734862 8.367369 49.734285 8.368084 49.733860 8.368609 1875 2 geeignet - tiefgründige Standorte ohne Vernässung 1.32338