Parking Systems for Steiermark
Flexible parking solutions for Styria - from Graz to Upper Styria.
Parking Challenges in Steiermark
Styria combines the provincial capital of Graz with rural regions and industrial sites. The diversity of requirements - from urban underground garages to commercial parking solutions - calls for flexible systems.
- Urban densification pressure in Graz
- Industrial sites with employee parking needs
- Growing residential areas on the city outskirts
- Historic Graz old town
- Diverse requirements depending on the region
MODULO for Styria
Master the specific challenges in Steiermark with MODULO parking systems. Our solutions are flexible, space-saving and tailored to local requirements.
- LS-Systems for urban apartment buildings
- PALLET-Systems for industrial operations
- PARKER-C for residential developments on the city outskirts
- Discreet solutions for the old town
- Scalable systems for different sizes
Popular Systems for Steiermark

PARKER-C
Allows up to four vehicles to be parked at the same time, with independent access for each vehicle.

STACKER-P10
Space-saving parking system for small businesses, hotels and apartment buildings. Requires a width of just 2.5m.

LS-System
Multi-level system with up to three levels. Optionally available with sliding gates and full automation.
We Are Available Throughout Steiermark
Consultation, installation and service in all districts of Steiermark.
Frequently Asked Questions About Parking Systems in Steiermark
Which systems for new construction projects in Graz?
For new construction projects in Graz, we recommend early involvement in the planning. With LS-Systems, you can achieve maximum parking spaces on a minimal footprint.
Do you offer service for industrial businesses?
Yes, we look after numerous industrial customers in Styria. From needs analysis through installation to 24/7 service - everything from a single source.
Ready for More Parking Spaces in Steiermark?
Contact us for a no-obligation consultation. We analyze your situation and find the optimal solution.