| Let us say you have $100 dollars for investing and | | | | Look at it this way, if you had just $100 dollars and |
| you decide that this $100 dollars is special because | | | | have decided you were going to compound it into a |
| this particular $100 dollars will become over $1 million | | | | fortune by applying 100% per month, all that means |
| dollars in 14 short months. By using the effect of | | | | is compounding it by around 20% per week. Can you |
| compounding, you determine that if you develop a | | | | find a way to quickly spend $100 dollars and resell |
| hands on strategy that ads 100% per month to the | | | | the value for $120? If you can do that you have |
| running balance each month, you will as your | | | | manufactured the first quarter step of your first |
| calculator tells you, have $1.4 million dollars at the end | | | | month. |
| of the 14th month. | | | | You could simply buy a cheap mountain bike that is |
| The first thing you decide is that you have to double | | | | by anybodies standards too cheap and resell it for a |
| that money every month, that is your one and only | | | | profit. It isn't the stock market but a profit is a profit. |
| requirement, and if you can do it 14 times you will | | | | You could build up your buy and sell strategy from |
| achieve the end result. This may not be as | | | | bike to better bike to car to land to houses and so |
| complicated as it sounds. If you really want to be a | | | | on. Anything could be an investment and therefore |
| millionaire by around this time next year all you have | | | | applied for compounding. |
| to do is control your returns. | | | | |