How to Build a Crypto Portfolio: Investment Strategy Book 2025

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” alt=”Course” style=”max-width:100%;border-radius:9px”>

Old cost $49, new cost FREE

  • Publication Date: 2024-01-12
  • License Info: Personal use only
  • Refund Policy: 30 days money-back guarantee

We have been exploring the crypto space for a while and discovered lots of beneficial guides, books, and courses. Some resources were hidden or costly, making them difficult to obtain. We started assembling useful information and distributing it freely. No complicated plans, just doing what we believed in.

Slowly, it developed into something people depended on and expected. We don’t act as experts, but we know how to pick valuable content. Quality content doesn’t stay hidden from us long. If it’s worth sharing, you won’t have to pay for it.

  1. Bitcoin halving cycles and long-term investment impact
  2. Solana vs Ethereum: DeFi opportunities compared
  3. How to build a Bitcoin portfolio course

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