What actually means service?
Eventually everything circles around attention. In an increasing rationalized
and from inherent necessities stamped business landscape the customer expects
personal devotion. It is not enough to offer products only for the purchase.
Attention by personal consultation and internal flexibility helps the customer
to understand a product and to use it efficiently for his needs. Finally the
purchase decision for a product must be remained of full conviction.
With KilletSoft good service means competent consultation and active feedback.
For us good service is the sum of all efforts to care attentively for the
customer before and after the purchase.
In order that you always are well informed about our company, we write actual news, current information and special offers here into this column.
Spatial data updates
The contract between a data distributor and GeoKontor was terminated in June 2008.
With immediate effect, KilletSoft has been commissioned to organize an update service for the spatial data ("geodata") acquired by them in the years 2006 to 2008 at the level of Zip code (post code), streets and individual buildings.
Please contact us if you require an update of such data.
Administrative Reform in Saxonia
The administrative data bases of the Federal Republic of Germany "Geo Data German Admin" were updated to the reference date of August 1st, 2008!
Thus the changes due to the administrative reform in Saxonia are included in all data bases.
Read our latest Press Release ...
Snow and Wind Load Zones of the towns and cities in a newly-created data base
Read our Press Release ...
Nature Area Classification
The product "GeoData German Admin" has been enhanced with two new data tables containing the "Nature Area Classification" and the Landscapes.
This will allow associating nature area and landscape information to all localities.
Read our Press Release ...
GeoDLL supports 3D coordinate- transformations
After our Dynamic Link Library has become super fast by recoding to C++, GeoDLL now is able to calculate 3D coordinate transformations considering the ellipsoidical heights.
As well calculations with cartesian coordinates are possible now.
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