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49.936204 7.474260 49.935132 7.473061 49.934140 7.473503 49.933430 7.475587 49.932724 7.477615 49.931734 7.478337 49.930535 7.477759 49.930384 7.475693 49.931173 7.472524 49.931638 7.469609 49.932644 7.467474 49.933927 7.465869 49.935710 7.465081 49.937833 7.464836 49.939938 7.464567 49.941699 7.463780 49.943111 7.462467 49.944637 7.461297 49.946131 7.460023 49.947331 7.458285 49.948454 7.456563 49.949461 7.455239 49.950580 7.455210 49.951835 7.456253 49.953572 7.457065 49.955720 7.457293 49.958007 7.457241 49.960153 7.457357 49.961889 7.458106 49.963159 7.459613 49.964323 7.461283 49.965412 7.463081 49.966581 7.464748 49.967666 7.466557 49.968680 7.468476 49.969408 7.470858 49.970123 7.473254 49.971125 7.475223 49.972197 7.477127 49.973411 7.478834 49.974680 7.480321 49.976215 7.480820 49.977766 7.480161 49.979201 7.478819 49.980933 7.477851 49.982857 7.477229 49.984549 7.476304 49.985796 7.474748 49.986915 7.473005 49.987929 7.471097 49.989061 7.469370 49.990290 7.467783 49.991757 7.463134 49.993200 7.455034 49.993686 7.452341 49.993809 7.449108 49.993900 7.445831 49.994353 7.443086 49.995325 7.441120 49.996558 7.439531 49.998121 7.438445 49.999717 7.437403 50.001128 7.436092 50.002687 7.434991 50.004186 7.433806 50.005382 7.432170 50.006560 7.430506 50.007779 7.428911 50.009320 7.427790 50.010869 7.426689 50.012092 7.425076 50.013136 7.423106 50.013865 7.420564 50.014540 7.417960 50.015191 7.415898 50.015132 7.414603 1220 2 geeignet - tiefgründige Standorte ohne Vernässung