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  • Increase Your Income at Least $7000 a Week with Pick 3 and Pick 4 Lottery Games

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  • Auteur(s): Evenson Dufour
  • Narrateur(s): Trevor Clinger
  • Durée: 1 h et 15 min

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Increase Your Income at Least $7000 a Week with Pick 3 and Pick 4 Lottery Games

Auteur(s): Evenson Dufour
Narrateur(s): Trevor Clinger
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Description

The system in this book can be applied wherever in the world there are Pick 3 and Pick 4 lottery games; in which the combinations are from zero to nine. Good for all states in the US that have Pick 3 and Pick 4 lottery games.

Relax and get ready to discover a wonderful system! Right at the beginning of this book, I am going to use a nice and easy formula to warm you up. Don’t worry, it’s going to be very easy to understand. Now, I have to tell you that this formula is not a mathematical formula. You will see that I have already done the hard part for you. Therefore, you’re only going to easily select your numbers to play. Yes, you will see further in this book, only one thing that you will have to do is to pick your numbers or your combinations. You have to promise me that you are not going to stop making money. In addition, you have to promise me that you will never get tired of picking up your money from lottery retailers. Furthermore, you have to promise yourself today that winning money will be your second nature. Moreover, you have to promise yourself that you will use your money wisely. Finally, you have to promise yourself that you will invest your profits so that money might steadily keep flowing into your life. If you can’t keep up your promises, please stop reading this wonderful book now! 

Let’s write a motivating formula now S+P+L = W. Yes, we know that strategy, persistence, and luck equal to win. Never say that you are not lucky! I was up late last night figuring out new simple formulas that could help me to win; then help other people to win, too. While I was thinking about the formulas, I had a great feeling. 

The formulas are: A) (x+a), (-y+b), (-z+c) = Pw; B) (-x+a), (+y+b), (-z+c) = Pw; C) (x-a), (-y+b), (-z+c) = Pw; D) (+x-a), (+y+b), (+z+c) = Pw 

I would like to tell you that x, y, z are chosen variables based on simple addition and a, b, c are numbers from the combination that was previously drawn, and Pw is what I’ve called possibility to win. I want to keep everything easy and simple for you to understand. Remember that these formulas are the results of my thinking, so they’re not absolute. You can change them as you want.

If you want to listen and apply the principles in this book, you’re going to make a hell lot of money. I would like to advise you to invest responsibly, so you should never go over your budget!

©2018 Evenson Dufour (P)2018 Evenson Dufour
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