Hacking Solutions

Hacking Solutions is a specialized cybersecurity staffing and recruitment agency based in Oakland that provides top consultants to protect organizations from cyber-attacks. The company focuses on keeping networks, applications, websites, devices and critical data secure and compliant across various industries.

Hacking Solutions operates on the principle that security is not just computer science – it's a mindset. The company specializes in providing cybersecurity talent and comprehensive security solutions to government and corporate entities nationwide. Their mission is to detect, prioritize, and protect organizations from the ever-evolving landscape of cyber threats by offering cutting-edge services and solutions tailored to their unique needs.

The company offers a full spectrum of recruitment services including temporary/contract staffing for short-term projects, direct hire recruiting with fully screened candidates, and recruitment process outsourcing solutions. Beyond staffing, Hacking Solutions provides end-to-end cybersecurity solutions including security assessments, penetration testing, vulnerability and risk assessments, along with payroll services and cybersecurity training and certifications.

Clients choose Hacking Solutions for their deep expertise and experience in recruiting cybersecurity talent, extensive access to both active and passive candidates, time savings in the hiring process, and effective risk management. The company's team of specialized recruiters has a comprehensive understanding of the skills and experience required for various cybersecurity roles.

Hacking Solutions serves multiple industries including aerospace and defense, homeland security, finance, manufacturing, healthcare, education, utilities/oil & gas, and critical infrastructure. They work with notable clients such as SAIC, Texas Department of Transportation, Glendale Community College, and Clark County Nevada, providing scalable and flexible solutions that adapt to each sector's specific cybersecurity needs.