Video Tutorial: The Perfect Pricing Plan Formula Revealed

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Did you know that there’s a perfect pricing plan formula? It’s rooted in consumer and marketing psychology. And, has been verified through research studies and A/B tests.Yet, this formula has not yet knowingly been stated — until now.

In this packed 24-minute interview, you’ll learn what the pricing plan formula is and how to apply to optimize your own marketing success.

You’ll get to test your knowledge with real-life A/B test case studies while you learn:

Specific pricing plan theories you can apply to optimize your own product marketing and website
How the paradox of choice can be applied to focus customers and get them to purchase your products
Why three is the magic number, especially when it comes to pricing tables

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