INVESTMENT PROJECT
BITCOIN PIGGY BANK

Marketing plan ⇒ how to earn 1 Bitcoin?

On this page, we will look at the most popular strategies that can be used with the lowest investment, starting from 0.001 (≈9.2 ) to increase them to 1 (≈9200 ) or more, with the help of the project "Bitcoin piggy Bank".

You can stick to the plan of any strategy you choose, or come up with your own strategy based on the ones you have reviewed. There are no restrictions or strict rules for choosing a strategy in the project!

The main thing to remember is the recommended payment amount from 0.001 (≈9.2 ) to 0.01 (≈92 ) per participation (one place in line). At the same time, the number of repeated or simultaneous participation is not limited. In other words, you can immediately take up places in line from several pieces, but with different payments.

How can you increase 0.01 by 100 times to 1 in 27 steps?

Strategy #1 ⇒ maximum!

In this example, let's consider the fastest strategy, which allows you to get to 1 (≈9200 ) in 27 steps, investing only 0.01 (≈92 ) in the piggy Bank, and constantly reinvesting this amount with a profit rate of +20%, i.e. applying interest capitalization, in which the Deposit amount is first increased by the already accrued interest, and then the interest for the next period is calculated from the received amount. In the people it is called "interest on interest", in Finance - "compound interest".

  • Step 1. Invest ⇒ 0.01 Let's assume that you have decided to participate in the project and invest the maximum amount equal to 0.010 per participation. After sending 0.010 to the "Bitcoin piggy Bank", you automatically register in the project and take your place in line among the participants. When it is your turn to receive a payment from the piggy Bank, a profit of +20% will be added to the size of your Deposit. The profit accrual formula will look like this:
    0.010 + 20% = 0.012. It turns out that when your turn comes to receive payment from the piggy Bank, the amount of 0.012 will be sent to your wallet.
    Total: investments 0.010 ⇒ received 0.012.
  • Step 2. Reinvest ⇒ 0.012 You decided to continue participating in the project and reinvested the previously received amount of 0.012 again, taking new places in line among participants. Since the payment amount exceeds the allowed maximum payment per place (one participation), 2 payments will be made: the first payment in the amount of 0.010, and the second payment in the amount of 0.002. When it is your turn to receive a payment from the piggy Bank for these two deposits, the profit accrual formula will look like this:
    (0.010 + 20%) + (0.002 + 20%) = 0.0144. It turns out that when your turn comes to receive a payment from the piggy Bank, the amount of 0.012 for the first payment and 0.0024 for the second payment will be sent to your wallet, which will total 0.0144.
    Total: investments 0.012 ⇒ received 0.0144.
  • Step 3. Reinvest ⇒ 0.014 After receiving the amount of 0.014, you decided to reinvest it again, taking new places in line among participants. Since the payment amount exceeds the maximum allowed payment per place (one participation), 2 payments will be made: the first payment in the amount of 0.010, and the second payment in the amount of 0.004. When it is your turn to receive a payment from the piggy Bank for these two payments, the profit accrual formula will look like this:
    (0.010 + 20%) + (0.004 + 20%) = 0.0168. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first payment and 0.0048 for the second payment will be sent to your wallet, which will total 0.0168.
    Total: investments 0.014 ⇒ received 0.0168.
  • Step 4. Reinvest ⇒ 0.016 You reinvest the amount of 0.016. There will be two payments: 0.010 and 0.006. The profit accrual formula will look like this:
    (0.010 + 20%) + (0.006 + 20%) = 0.0192. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first payment and 0.0072 for the second payment will be sent to your wallet, which will total 0.0192.
    Total: investments 0.016 ⇒ received 0.0192.
  • Step 5. Reinvest ⇒ 0.019 You reinvest the amount of 0.019. There will be two payments: 0.010 and 0.009. The profit accrual formula will look like this:
    (0.010 + 20%) + (0.009 + 20%) = 0.0228. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first payment and 0.0108 for the second payment will be sent to your wallet, which will total 0.0228.
    Total: investments 0.019 ⇒ received 0.0228.
  • Step 6. Reinvest ⇒ 0.022 You reinvest the amount of 0.022. Since the payment amount exceeds the maximum allowed payment per place (one participation), 3 payments will be made: the first payment in the amount of 0.010, the second payment in the amount of 0.010, and the third payment in the amount of 0.002. The profit accrual formula will look like this:
    (0.010 + 20%) + (0.010 + 20%) + (0.002 + 20%) = 0.0264. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first payment, 0.012 for the second payment, and 0.0024 for the third payment will be sent to your wallet, which will total 0.0264.
    Total: investments 0.022 ⇒ received 0.0264.
  • Step 7. Reinvest ⇒ 0.026 You reinvest the amount of 0.026. Since the payment amount exceeds the maximum allowed payment per place (one participation), 3 payments will be made: two payments of 0.010 and a third payment of 0.006. The profit accrual formula will look like this:
    (0.010 + 20%) + (0.010 + 20%) + (0.006 + 20%) = 0.0312. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first payment, 0.012 for the second payment, and 0.0072 for the third payment will be sent to your wallet, which will total 0.0312.
    Total: investments 0.026 ⇒ received 0.0312.
  • Step 8. Reinvest ⇒ 0.031 You reinvest the amount of 0.031. Since the payment amount exceeds the maximum allowed payment per place (one participation), 4 payments will be made: three payments of 0.010 and a fourth payment of 0.001. The profit accrual formula will look like this:
    (0.010 + 20%) + (0.010 + 20%) + (0.010 + 20%) + (0.001 + 20%) = 0.0372. It turns out that when your turn comes to receive a payment from the piggy Bank, the amount of 0.012 for the first payment, 0.012 for the second payment, 0.012 for the third payment, and 0.0012 for the fourth payment will be sent to your wallet, which will total 0.0372.
    Total: investments 0.031 ⇒ received 0.0372.
  • Step 9. Reinvest ⇒ 0.037 You reinvest the amount of 0.037. Since the payment amount exceeds the maximum allowed payment per place (one participation), 4 payments will be made: three payments of 0.010 and a fourth payment of 0.007. The profit accrual formula will look like this:
    ((0.010 + 20%)*3) + (0.007 + 20%) = 0.0444. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first + second + third payment and 0.0084 for the fourth payment is sent to your wallet, which will total 0.0444.
    Total: investments 0.037 ⇒ received 0.0444.
  • Step 10. Reinvest ⇒ 0.044 You reinvest the amount of 0.044. Since the payment amount exceeds the maximum allowed payment per place (one participation), 5 payments will be made: four payments of 0.010 and the fifth payment of 0.004. The profit accrual formula will look like this:
    ((0.010 + 20%)*4) + (0.004 + 20%) = 0.0528. It turns out that when it is your turn to receive a payment from the piggy Bank, the amount of 0.012 for the first + second + third + fourth payment and 0.0048 for the fifth payment will be sent to your wallet, which will total 0.0528.
    Total: investments 0.044 ⇒ received 0.0528.
  • Step 11. Reinvest ⇒ 0.052 Five payments of 0.010 + a sixth payment of 0.002.
    Formula: ((0.010 + 20%)*5) + (0.002 + 20%) = 0.0624.
    Total: investments 0.052 ⇒ received 0.0624.
  • Step 12. Reinvest ⇒ 0.062 Six payments of 0.010 + a seventh payment of 0.002.
    Formula: ((0.010 + 20%)*6) + (0.002 + 20%) = 0.0744.
    Total: investments 0.062 ⇒ received 0.0744.
  • Step 13. Reinvest ⇒ 0.074 Seven payments of 0.010 + an eighth payment of 0.004.
    Formula: ((0.010 + 20%)*7) + (0.004 + 20%) = 0.0888.
    Total: investments 0.074 ⇒ received 0.0888.
  • Step 14. Reinvest ⇒ 0.088 Eight payments of 0.010 + the ninth payment of 0.008.
    Formula: ((0.010 + 20%)*8) + (0.008 + 20%) = 0.1056.
    Total: investments 0.088 ⇒ received 0.1056.
  • Step 15. Reinvest ⇒ 0.105 Ten payments of 0.010 + an eleventh payment of 0.005.
    Formula: (0.010 + 20%)*10 + (0.005 + 20%) = 0.126.
    Total: investments 0.105 ⇒ received 0.126.
  • Step 16. Reinvest ⇒ 0.126 Twelve payments of 0.010 + the thirteenth payment of 0.006.
    Formula: (0.010 + 20%)*12 + (0.006 + 20%) = 0.1512.
    Total: investments 0.126 ⇒ received 0.1512.
  • Step 17. Reinvest ⇒ 0.150 Fifteen large payments of 0.010.
    Formula: (0.010 + 20%)*15 = 0.180.
    Total: investments 0.150 ⇒ received 0.180.
  • Step 18. Reinvest ⇒ 0.180 Eighteen large payments of 0.010.
    Formula: (0.010 + 20%)*18 = 0.216.
    Total: investments 0.180 ⇒ received 0.216.
  • Step 19. Reinvest ⇒ 0.216 Twenty-one payments of 0.010 + twenty-second payments of 0.006.
    Formula: (0.010 + 20%)*21 + (0.006 + 20%) = 0.2592.
    Total: investments 0.216 ⇒ received 0.2592.
  • Step 20. Reinvest ⇒ 0.259 Twenty-five payments of 0.010 + twenty-sixth payment of 0.009.
    Formula: (0.010 + 20%)*25 + (0.009 + 20%) = 0.3108.
    Total: investments 0.259 ⇒ received 0.3108.
  • Step 21. Reinvest ⇒ 0.310 If desired, you can already reinvest only large payments of 0.010, and small payments are not used. It turns out that we reinvest 0.310: this is thirty-one large payments of 0.010.
    Formula: (0.010 + 20%)*31 = 0.372.
    Total: investments 0.310 ⇒ received 0.372.
  • Step 22. Reinvest ⇒ 0.370 Thirty seven large payments of 0.010.
    Formula: (0.010 + 20%)*37 = 0.444.
    Total: investments 0.300 ⇒ received 0.444.
  • Step 23. Reinvest ⇒ 0.440 Forty-four large payments of 0.010.
    Formula: (0.010 + 20%)*44 = 0.528.
    Total: investments 0.440 ⇒ received 0.528.
  • Step 24. Reinvest ⇒ 0.520 Fifty two large payments of 0.010.
    Formula: (0.010 + 20%)*52 = 0.624.
    Total: investments 0.520 ⇒ received 0.624.
  • Step 25. Reinvest ⇒ 0.620 Sixty two large payments of 0.010.
    Formula: (0.010 + 20%)*62 = 0.744.
    Total: investments 0.620 ⇒ received 0.744.
  • Step 26. Reinvest ⇒ 0.740 Seventy-four large payments of 0.010.
    Formula: (0.010 + 20%)*74 = 0.888.
    Total: investments 0.740 ⇒ received 0.888.
  • Step 27. Reinvest ⇒ 0.880 Eighty-eight large payments of 0.010.
    Formula: (0.010 + 20%)*88 = 1,056.
    Total: investments 0.880 ⇒ received 1,056.

As a result, it turns out that for 27 steps of participation in the project, your initial investment amount of 0.010 will increase by more than 105 times!

Just 27 simple steps from 0.01 ⇒ to 1

At the same time, at each of the 27 steps, you can decide not to participate in the project further, but simply fix the profit and do other things.

Also, it is not necessary to start participating in the project with the amount of 0.01. You can, for example, skip 10 slow steps with low accumulation efficiency and immediately invest 0.05 or more, at your discretion, so that as quickly as possible, in just 17 steps instead of 27, by reinvesting the capital, you will get closer to the amount of 1.

How can you increase 0.001 by 1000 times to 1 ⇒ in 40 steps?

Strategy #2 ⇒ minimum!

In this example, let's consider the slowest strategy, which allows you to get to 1 (≈9200 ) in 40 steps, initially investing only 0.001 (≈9.2 ) in the piggy Bank, and constantly reinvesting this amount with a profit rate of +20%, i.e. applying interest capitalization, in which the Deposit amount is first increased by the interest already accrued, and then the interest for the next period is calculated from the received amount. In the people it is called "interest on interest", in Finance - "compound interest".

  • Step 1. Invest ⇒ 0.001 Let's assume that you decide to participate in the project and invest the minimum amount equal to 0.001 per participation. After sending 0.001 to the "Bitcoin piggy Bank", you automatically register in the project and take your place in line among the participants. When it is your turn to receive a payment from the piggy Bank, a profit of +20% will be added to the size of your Deposit. The profit accrual formula will look like this:
    0.001 + 20% = 0.0012. It turns out that when your turn comes to receive a payment from the piggy Bank, the amount of 0.0012 will be sent to your wallet.
    Total: investments 0.001 ⇒ received 0.0012.
  • Step 2. Reinvest ⇒ 0.0012 You decided to continue participating in the project and reinvested the previously received amount of 0.0012 again, taking a new place in line among participants. As soon as it is your turn to receive a payment from the piggy Bank, a profit +20% will be added to the size of your Deposit, and the profit accrual formula will look like this:
    0.0012 + 20% = 0.00144. It turns out that when your turn comes to receive a payment from the piggy Bank, the amount of 0.00144 will be sent to your wallet.
    Total: investments 0.0012 ⇒ received 0.00144.
  • Step 3. Reinvest ⇒ 0.0014 You decided to continue participating in the project and reinvested the previously received amount of 0.0014 again, taking a new place in line among participants. As soon as it is your turn to receive a payment from the piggy Bank, a profit +20% will be added to the size of your Deposit, and the profit accrual formula will look like this:
    0.0014 + 20% = 0.00168. It turns out that when your turn comes to receive a payment from the piggy Bank, the amount of 0.00168 will be sent to your wallet.
    Total: investments 0.0014 ⇒ received 0.00168.
  • Step 4. Reinvest ⇒ 0.0016 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0016, taking a new place in line among the participants.
    Formula: 0.0016 + 20% = 0.00192.
    Total: investments 0.0016 ⇒ received 0.00192.
  • Step 5. Reinvest ⇒ 0.0019 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0019, taking a new place in line among the participants.
    Formula: 0.0019 + 20% = 0.00228.
    Total: investments 0.0019 ⇒ received 0.00228.
  • Step 6. Reinvest ⇒ 0.0022 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0022, taking a new place in line among the participants.
    Formula: 0.0022 + 20% = 0.00264.
    Total: investments 0.0022 ⇒ received 0.00264.
  • Step 7. Reinvest ⇒ 0.0026 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0026, taking a new place in line among the participants.
    Formula: 0.0026 + 20% = 0.00312.
    Total: investments 0.0026 ⇒ received 0.00312.
  • Step 8. Reinvest ⇒ 0.0031 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0031, taking a new place in line among the participants.
    Formula: 0.0031 + 20% = 0.00372.
    Total: investments 0.0031 ⇒ received 0.00372.
  • Step 9. Reinvest ⇒ 0.0037 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0037, taking a new place in line among the participants.
    Formula: 0.0037 + 20% = 0.00444.
    Total: investments 0.0037 ⇒ received 0.00444.
  • Step 10. Reinvest ⇒ 0.0044 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0044, taking a new place in line among the participants.
    Formula: 0.0044 + 20% = 0.00528.
    Total: investments 0.0044 ⇒ received 0.00528.
  • Step 11. Reinvest ⇒ 0.0052 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0052, taking a new place in line among the participants.
    Formula: 0.0052 + 20% = 0.00624.
    Total: investments 0.0052 ⇒ received 0.00624.
  • Step 12. Reinvest ⇒ 0.0062 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0062, taking a new place in line among the participants.
    Formula: 0.0062 + 20% = 0.00744.
    Total: investments 0.0062 ⇒ received 0.00744.
  • Step 13. Reinvest ⇒ 0.0074 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0074, taking a new place in line among the participants.
    Formula: 0.0074 + 20% = 0.00888.
    Total: investments 0.0074 ⇒ received 0.00888.
  • Step 14. Reinvest ⇒ 0.0088 We make one payment to the "Bitcoin piggy Bank" in the amount of 0.0088, taking a new place in line among the participants.
    Formula: 0.0088 + 20% = 0.01056.
    Total: investments 0.0088 ⇒ received 0.01056.

As a result, it turns out that for 14 steps of participation in the project, your initial investment amount of 0.001 will increase to 0.01, that is, 10 times! And then, the investment starts with the payment amount of 0.01, which we discussed above in the "maximum strategy"section. This means that after completing another 27 steps of capital reinvestment, the final profit will be more than 1, i.e. for 41 steps!

Just 40 simple steps from 0.001 ⇒ to 1

At the same time, at each of the 40 steps, you can decide not to participate in the project further, but simply fix the profit and do other things.

Also, it is not necessary to start participating in the project with the minimum amount of 0.001. You can, for example, skip 9 slow steps with low accumulation efficiency and immediately invest 0.005 or more, at your discretion, in order to get to the amount of 0.01 as quickly as possible, in just 4 steps instead of 13, and then, after another 27 steps, by reinvesting the capital will approach the amount of 1.

How to earn 1 bitcoin ⇒ your own strategy!

Strategy #3 ⇒ your own option!
  • Fixed payments amount This is your own version of the strategy that you came up with. For example, this may be a strictly fixed amount for investments allocated for participation in the "Bitcoin piggy Bank" project. For example, You decided to allocate the amount of 0.100 for investment. Since the investment amount exceeds the allowed maximum payment per place (one participation), which is 0.01, You need to make 10 payments, each of which is 0.01, thereby booking 10 places in line. In the future, when it is your turn to receive payments from their piggy Bank with profit, you will receive 10 payments to your wallet, each of which is equal to 0.012, according to the formula (0.01 + 20% = 0.012)*10. In total, the total amount of funds received is 0.120, of which 0.100 is your own funds, and 0.020 is an additional profit from the piggy Bank. Next, you fix a profit of 0.020, and reinvest the amount of 0.100 in the project. In the future, you also get an income of 0.120. Again, you fix a profit of 0.020, and reinvest the amount of 0.100 in the project again. And so several times, until you decide to stop.
Just 5 simple steps and you double the initial investment amount from 0.100 ⇒ to 0.200

It turns out that after five times participating in the project, you fully return the initial amount of your own investment, and use this amount for further participation in the project and increase your income ⇒ without risking anything!

These strategies were considered for participation in the project. What strategy to choose or what to come up with yourself, you decide! See you in the exciting project "Bitcoin piggy Bank".