Baum Id Germany analisi dell'app per 21 dicembre

Baum Id is a nature guide to all native trees in Germany. Baum Id is a field guide to trees found growing in open countryside and natural woodland of Germany. The guide has been created by professional published ecologists, accept no cheap imitations. Our app not only has more trees than any other app, it also has the right trees. Baum Id contains meticulously researched written content and high quality original photography. Tree detail can be accessed from an easy to use list, or the identification forms can be used. For identification the app asks a short series of questions about the tree. Based on the answers, it calculates and displays a short list of the most likely trees it will be. The user is given an estimated percentage likelihood that the tree is correct. Clicking on a tree in the list displays details about the tree. Trees can also be compared. You can send us a photo and comment about particular trees that are of interest to you directly from the app. These can then be viewed on a map via the app. The app does not need an internet connection, all content is downloaded when the app is purchased. Although there are over 400 photographs in the app we have used our own unique image optimisation method to keep the app size down to an absolute minimum. All updates are free of charge. Once downloaded no internet connection needed – just download the app and start right away! Features included in this release: Summary, Height, Shape, Bark, Leaf, Flower, Fruit, Buds, Branching, Tree Type. Detail included in this release: Family, Genus, Native Species, Introduced Species, Notes, Status, Distribution, Ecological Value, Typical Location, Soil Preference, Timber, Firewood, Diseases, Medicinal and other uses. Visit our internet support site for more information. We are happy, if you like our app. Please don't hesitate to email us if you have any questions or suggestions or comments at apps@sunbird.tv Follow us on Facebook: https://www.facebook.com/SunbirdImages?ref=hl