I can give you some clues for this problem and you can reflect on it...
      *Addresses are in order.
      *Addresses are not random.
      * Addresses always have PVK values that differ by one PVK value.
      * There is a pattern.

   The key is to use the common factor within each address pair and its PVK value.

    A common factor between addresses 1 and 2 is that their PVK value is equal to 3.

    A common factor between addresses 3 and 4 is that their PVK value is equal to 7.

    A common factor between addresses 5 and 6 is that their PVK value is equal to 21.

    Etc...



     PVK values are always in a mathematical progression (in this case, I don't like to use the word "sequence") that appears to be in a progression of prime numbers.


      * What is important is not the PVK values but the mathematical relationship between the PVK values.
      *Addresses are in a progression of prime numbers.
      *The addresses are always in order.
      * There is always a relationship between the PVK value of the following addresses.


      *PVK values do not always have to be prime numbers.
      * PVK addresses are always generated mathematically and never randomly.
      * Don't look for the answer in the Bitcoin blockchain.

     * Think of the relationship between the directions as the common  * The equation to be solved for the umbers.
      * The equation to be solved for the PVK values is a unique mathematical solution.
      *Also remember that PVK addresses are always in order.

      *The key is the PVK value pattern.

      * Use a mathematical relationship between the PVK values to calculate the PVK values of the directions in the depressed progressions.

   Some clues are a little more ambiguous, but if you think about it it can give you a little idea of how to decipher the directions in this case.  I can't give you more information about the exact formula behind all this for security reasons, but I hope you have fun and someone very special sends you greetings.  ✌️