Reduce costs, ensure integrity
How to improve lottery operations and ensure draw integrity
Szrek2Solutions’s electronic draw system (EDS) technology makes it possible to save on operational costs while also offering an exceptional security model through proof of integrity.
Streamline operations
Enhancing Operations
Szrek’s EDS is adaptable to individual lottery needs and goals. Lotteries can choose between various system configurations with different levels of connectivity and automation. They can improve lottery operations by streamlining of all aspects of the process from the draw scheduling to when results are sent to the public.
AUTOMATION
o Reduces operational costs and complexity
o Reduces staff hours
o Reduces potential human errors
o Provides opportunities to improve and streamline the draw process
o Allows for easily adding new games without increasing costs
Improve lottery operations
Systems offer increased efficiency in many domains and can have different levels of automation, allow for integration with the gaming system, internal control system or external monitoring system, with the flexibility to meet regulatory requirements.
Proof of Integrity
Effective security
So, the introduction of an EDS requires the appropriate security methodology to address the challenges and mitigate the risks. The EDS needs transparency in the draw process and effective security methods to prove the integrity of each draw through conclusive audit. Szrek’s EDS methodology provides such proof of integrity through non-repudiation in random numbers generation. The EDS creates unpredictable, unmodifiable data which is independently validated by an autonomous audit function. Hardware as well as software faults and potential attacks against the EDS are conclusively detectable via such methods. Equally the integrity of ‘suspected’ but valid draws can be proven with the proof of integrity and its independent audit.
The ideal security approach uses prevention while also providing conclusive detective measures such as proof of integrity.
Core Integrity Factors for EDSs and RNGs.
Thomas Bierbach