Showing 2 open source projects for "gift card algorithm"

View related business solutions
  • Forever Free Full-Stack Observability | Grafana Cloud Icon
    Forever Free Full-Stack Observability | Grafana Cloud

    Our generous forever free tier includes the full platform, including the AI Assistant, for 3 users with 10k metrics, 50GB logs, and 50GB traces.

    Built on open standards like Prometheus and OpenTelemetry, Grafana Cloud includes Kubernetes Monitoring, Application Observability, Incident Response, plus the AI-powered Grafana Assistant. Get started with our generous free tier today.
    Create free account
  • Our Free Plans just got better! | Auth0 Icon
    Our Free Plans just got better! | Auth0

    With up to 25k MAUs and unlimited Okta connections, our Free Plan lets you focus on what you do best—building great apps.

    You asked, we delivered! Auth0 is excited to expand our Free and Paid plans to include more options so you can focus on building, deploying, and scaling applications without having to worry about your security. Auth0 now, thank yourself later.
    Try free now
  • 1
    ...This ~2500 lines Pure C factorization software : - is imediately compatible with Microsoft Windows, Linux (no one dependancy) - is a C99 command line factorizer from 0 to 300 bits (330 bits were factored in the lab) - is built so that you can easily use and test the software - use its own "big num" library named cint - use AVL trees to organize information - use Lanczos Block, a pure C iterative matrix eigenvalues finder algorithm - use Pollard's Rho algorithm to answer under 64 bits The Microsoft Windows executable is included in the zip, the readme.md gives you details. Small and larger RSA numbers have been factored by the software, such as the 100 decimal digit number RSA-100. The software factored the 321-bit RSA number relating to the "bank card case".
    Downloads: 0 This Week
    Last Update:
    See Project
  • 2

    CUDAPm1

    CUDA implementation of P-1 factoring for Mersenne numbers

    CUDAPm1 is a modification of CUDALucas that implements the P-1 factoring algorithm for Mersenne numbers using the Fast Fourier Transform implemented by nVidia's cuFFT library. You need a CUDA-capable nVidia card with compute compatibility >= 1.3.
    Downloads: 0 This Week
    Last Update:
    See Project
  • Previous
  • You're on page 1
  • Next