49.944449 6.411814 49.981359 6.440612 49.944449 6.411814 49.981359 6.440612 49.981348 6.437079 49.980312 6.436168 49.978525 6.434844 49.977532 6.433384 49.976416 6.432052 49.975328 6.430312 49.974224 6.428327 49.973539 6.426889 49.972187 6.425743 49.970663 6.425187 49.968870 6.424888 49.967310 6.424244 49.965953 6.423417 49.965087 6.422745 49.963479 6.421963 49.961815 6.421853 49.960065 6.422065 49.958574 6.422777 49.957472 6.422945 49.956494 6.422331 49.955760 6.421408 49.954884 6.420085 49.953807 6.418381 49.952376 6.416604 49.950724 6.415207 49.949623 6.414775 49.948232 6.414689 49.947405 6.414917 49.946763 6.414678 49.946070 6.413453 49.945620 6.412431 49.945226 6.412041 49.944744 6.411814 49.944449 6.412549 49.944504 6.413764 49.944936 6.415051 49.945455 6.416089 49.946032 6.416559 49.946918 6.417088 49.947947 6.417347 49.948939 6.417378 49.950045 6.417492 49.951021 6.417947 49.951743 6.418870 49.952503 6.420057 49.953226 6.421016 49.954292 6.422137 49.955240 6.422981 49.956151 6.423615 49.957573 6.424211 49.958635 6.424398 49.960118 6.424515 49.961138 6.424245 49.961901 6.424232 49.962390 6.424847 49.963489 6.425192 49.965081 6.425728 49.966766 6.426366 49.968276 6.426800 49.969745 6.427465 49.970960 6.428616 49.972412 6.430270 49.973963 6.432432 49.974996 6.434244 49.976131 6.436087 49.977136 6.437600 49.977766 6.439817 49.978189 6.440612 49.978961 6.440475 49.979616 6.440114 49.980490 6.439267 49.981136 6.438412 49.981359 6.437450 49.981348 6.437079 1255 2 geeignet - tiefgründige Standorte ohne Vernässung