Affiliate Disclosure

Last Updated: January 2026

Transparency Matters: Logic Practice participates in affiliate marketing programs to support the maintenance and growth of our free educational resources. Your trust is important to us, and we're committed to full transparency about our affiliate relationships.

What is Affiliate Marketing?

Affiliate marketing is a performance-based marketing arrangement where we may earn a commission if you purchase products or services through our affiliate links. This comes at no additional cost to you — the price you pay remains exactly the same whether you use our link or visit the site directly.

Our Affiliate Partnerships

Logic-Practice.com participates in the following affiliate programs:

  • Coursera Affiliate Program: We recommend online courses and specializations that align with programming and technology education.
  • Educational Technology Tools: We may recommend development tools, software subscriptions, and learning resources that we believe benefit our community.

Note: We only recommend products, courses, and resources that we have researched, believe to be valuable, and think will genuinely help you improve your programming skills and career development.

How Affiliate Links Work

When you click on an affiliate link on Logic-Practice.com and make a purchase:

  • You are redirected to the partner's website (e.g., Coursera, educational platform)
  • The partner tracks your visit through a unique tracking code
  • If you complete a purchase, we may receive a small commission
  • Your purchase price is never affected — you pay the same amount whether using our link or not

Our Commitment to You

We maintain strict editorial independence and ethical standards:

  • Honest Recommendations: Our course and tool recommendations are based on genuine research, testing, and user feedback — not commission rates
  • Educational Value First: We prioritize resources that provide real learning value to our community
  • Content Integrity: Affiliate partnerships never influence the educational content, practice exercises, tutorials, or coding challenges on Logic-Practice.com
  • Clear Disclosure: We clearly label affiliate links whenever possible
  • No Hidden Agendas: If a recommended resource is free, we'll tell you. If it's paid, we'll be transparent about costs

How Commissions Support Logic Practice

Revenue from affiliate partnerships helps us:

  • Keep Logic-Practice.com free for all learners
  • Maintain and improve our servers and infrastructure
  • Develop new coding challenges and learning features
  • Create high-quality tutorials and educational content
  • Support our community of developers and learners worldwide

Your Choices and Rights

Using affiliate links is entirely optional. You can:

  • Visit partner sites directly by typing their URL instead of using our links
  • Search for courses or tools independently
  • Benefit from all Logic-Practice.com features regardless of whether you use affiliate links

Your Support Matters: If you find value in our free resources and tutorials, using our affiliate links when making purchases is a meaningful way to support our mission — at no extra cost to you. Every purchase helps us continue providing free, high-quality programming education to learners worldwide.

Questions or Concerns?

We believe in open communication and transparency. If you have any questions about our affiliate relationships, specific product recommendations, or how we maintain editorial independence, we encourage you to reach out.

Have questions about our affiliate practices?

Contact Us

FTC Compliance

This disclosure is provided in accordance with the Federal Trade Commission's (FTC) guidelines on endorsements and testimonials, specifically 16 CFR Part 255, which requires transparency in affiliate marketing relationships.

By using Logic-Practice.com, you acknowledge that you have read and understood this Affiliate Disclosure. We reserve the right to update this disclosure periodically to reflect changes in our affiliate partnerships or practices.

Input Required

This code uses input(). Please provide values below: