The Zeus Almanac: Facebook Ads Strategy Complete Guide – Dave Nash
Here’s what you’ll get in The Zeus Almanac: Facebook Ads Strategy Complete Guide
Welcome to the THE ZEUS ALMANAC
A comprehensive, 50+ page blueprint to achieving success with Facebook Ad campaigns.
- Strategies include:
- Zeus Launch Testing 1.0 (low budget)
- Zeus Launch Testing 2.0 (high budget)
- Zeus Method 1.0 (OG)
- Zeus Method 2.0 / 3.0 / 4.0 / 5.0 for SCALING
- Complete beginners guide to setting up your first ad campaigns
- How to optimize your campaigns to scale from $0 to $20k+/day
- How to pick products to test with Facebook Ads
- How to create your image and video creatives (with real life examples)
- How to write ad copy for your FB ad descriptions
- How to choose interest targeting (broad, narrow, stacking)
- How to optimize your ads (know when to kill them)
- How to run retargeting on Facebook (high ROAS custom audiences)
- How to master manual bidding
- Ā ….and MUCH MORE.
I am simply giving 100% of the information that I’ve discovered after 3 years of ecommerce, scaling multiple brands to 7-figures in sales.
About Dave Nash
E-commerce entrepreneur Dave Nash walks us through his journey running businesses. From selling sheet music in middle school to scaling a 7-figure beauty company, Dave shares lessons learned along the way.
Dave Nash is the CEO and co-founder of Zeus Ventures, an e-commerce company. He previously co-founded Mount Lai, a skincare and beauty company ā starting the company while he was working full-time at J.P. Morgan.
We discussed how Dave got his start in entrepreneurship right in middle school, how he ran a fashion e-commerce business throughout college, and his application of the āNike for Xā business model as co-founder of Mount Lai, balancing running a company while maintaining a full-time job. We wrap up with Daveās tips for those who are currently working a job and looking to start a business.
More courses from the same author: Dave Nash
Salepage: The Zeus Almanac: Facebook Ads Strategy Complete Guide – Dave Nash
Proof: