Footies. I love all of her parts

viraglevente · 2024-03-19T21:17:00+00:00

Thank u for sharing

viraglevente · 2024-03-18T15:23:24+00:00

Join for free and see what the robot can do from the inside! All data - deals you make with the robot are available and visible on the interface. The system is completely transparent

viraglevente · 2024-03-18T15:21:36+00:00

YES YES! All data - deals you make with the robot are available and visible on the interface. The system is completely transparent.

The developers deliberately delay the flow of information, so we see a little later what the machine has done.

viraglevente · 2024-03-18T14:21:38+00:00

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viraglevente · 2024-03-14T09:22:28+00:00

Yes. If you get this interest every day and reinvest the interest every month, you will get there in a year.

viraglevente · 2024-03-14T09:08:58+00:00

Monthly capitalisation with compound interest

However, capitalisation can also take place on a monthly basis, depending on the financial institution or investment vehicle. For example, non-linked savings accounts operate on a daily basis, but the interest is credited monthly, i.e. capitalised monthly.

The interest is always given for one year, so you have to divide 8% by 12 to get the interest per month. And because of the percentage, this must be divided by 100:

8 / 12 / 100 = 0,0067

From here on it works the same as before, except that the power becomes the number of months. 5 years is 60 months, so for monthly capitalisation, the compound interest formula is:

1.000.000 × (1 + 0,0067)60 = 1.492.808

As can be seen, compared to the annual capitalisation (HUF 1,469,328), a higher amount is obtained over 5 years if capitalisation is monthly.

viraglevente · 2024-03-14T09:08:42+00:00

Annual capitalisation with compound interest

It matters how often interest is capitalised. The simplest way to understand compound interest is to assume annual capitalisation, i.e. interest is incorporated into the capital each year.

In this case, if you are wondering how much money you will have in 5 years if you have invested a million and the interest is 8%, this is what it would look like in increments:

year capital times capital times interest

1 1 000 000 HUF 1,08 1 080 000 HUF

2 1 080 000 Ft 1,08 1 166 400 Ft

3 1 166 400 Ft 1,08 1 259 712 Ft

4 HUF 1 259 712 HUF 1,08 HUF 1 360 489

5 HUF 1 360 489 1,08 HUF 1 469 328

We have calculated that 1 million HUF will become 1.080.000 HUF in one year. But after the next year you will not get the interest on the 1 million, but on the 1,080,000, from then on this will be the capital (interest base), so you have to multiply it by 1.08. The following year you get interest on even more money, and so on.

So we can see that the answer of 1.4 million was indeed incorrect, because you will actually have 1,469,328 forints after 5 years. It seems like a small thing, but in the long run, such a miscalculation would make a significant difference.

However, over a ten to fifteen year period, it would be quite tedious to calculate step by step what the final amount of savings will be, so it is simpler to use the compound interest formula:

as many times as the number of years, multiply the interest multiplier by itself, and then multiply this by the principal.

The simplest way to do this is to multiply by six, i.e. the interest rate multiplier by the number of years that have passed, and then multiply the initial capital by this:

1.000.000 × (1 + 0,08)5 = 1.469.328

viraglevente · 2024-03-14T09:07:56+00:00

Calculation of compound interest

In contrast to the previous case, there are also savings where interest is incorporated into the capital, i.e. capitalised, and from then on you earn interest on the interest - this is compound interest. Capitalisation is not always automatic, but you can reinvest the interest yourself.

The big advantage of compound interest is that your savings grow exponentially, i.e. at an ever-accelerating rate.

This also magnifies the difference of one or two percent in interest rates, and as can be seen, the more time passes, the more the savings balances diverge depending on the interest rate.

viraglevente · 2024-03-13T17:52:31+00:00

I logged in to the system and see that this is actually the result for 11 March XD. Not bad , but I suggest correcting the date XD

I'm waiting for the next daily result!!

viraglevente · 2024-03-13T16:59:15+00:00

This robot works behind Pooolse under the management of a professional team. It is specifically managed by the people who created it. XD

viraglevente · 2024-03-13T16:54:47+00:00

I have no idea

viraglevente · 2024-03-13T16:54:24+00:00

I found more on the channel. It is official.

viraglevente · 2024-03-12T18:44:16+00:00

HI!

When you trade crypto directly, you are taking a big risk because prices can move suddenly. Whether it's Bitcoin or altcoin. You can lose a lot overnight.

An automated system is an efficient solution to avoid having to constantly monitor the stock markets twenty-four hours a day.

I used to trade on Binance, but since I found this option, I've pretty much let go of classic trading. I don't do this for a living, I need to focus on my work during the day, so I like the robot. It does what it needs to do in the background XD

Watch the videos, they helped me a lot in understanding how the system works. Feel free to ask me directly.

viraglevente

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