Reliable Digital Platform Management
Our team's expertise allows us to confidently solve any task in software development
our clients
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Banks
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Microfinance companies
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Telecom
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HORECA
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Marketing companies
By providing a unified set of input data for an individual or legal entity, the partner receives a matrix of product offers:
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For Legal Entities:
• Business Loan
• Bank Guarantees
• Company Credit Limit Calculation
'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_238_30018'%20x1='341.681'%20y1='-39.2429'%20x2='213.252'%20y2='146.306'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20offset='0.22'%20stop-color='%23FCDD41'/%3e%3cstop%20offset='0.595'%20stop-color='%23EB6532'/%3e%3cstop%20offset='0.745'%20stop-color='%23E53525'/%3e%3cstop%20offset='0.905'%20stop-color='%23B42B28'/%3e%3cstop%20offset='1'%20stop-color='%23B42B28'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
Scoring as a service
Fast and flexible setup of decision-making algorithms and tariff matrices
Reducing errors and fraud risks
Integration of unlimited manual control stages for fraud prevention and a built in monitoring system
Traceability of decisions for process management
A/B testing of strategies for quick hypothesis verification
Unified platform for synchronization with all bank services
High performance
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99%
Data Processing Accuracy
99%
Customer Service Excellence
99%
Document Recognition Accuracy
24/7
Service Operations Efficiency
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