EU’s total failure

EU's total failure

As it was explained, participation in EU can be extremely damaging for countries with lower per capita income. This is because they have lower competitiveness and EU's model is defective. How much is the damage caused in a country due to participation in EU? It depends on the country's GDP, the years in EU, actual and acceptable growth rates. The table below was shown in a previous article.

Table

1

2

3

4

5

5

1.051

1.104

1.159

1.217

1.276

10

1.105

1.219

1.344

1.480

1.629

15

1.161

1.346

1.558

1.801

2.079

20

1.220

1.486

1.806

2.191

2.653

25

1.282

1.641

2.094

2.666

3.386

30

1.348

1.811

2.427

3.243

4.322

35

1.417

2.000

2.814

3.946

5.516

40

1.489

2.208

3.262

4.801

7.040

Growth rates are in columns and years are in rows. Suppose that a country should have 4% average annual growth rate. Instead due to EU participation, it has only 1% annual growth rates. With 4%, in 20 years, per capita income (or GDP) should have gone up 2,19 times. Instead it has gone up only 1,22 times with 1% growth rate. So income should have been 2,19 / 1,22 = 1,795 or approximately 1,8 times higher than it is because of EU participation.

If we look at 40 years, with 4% growth rate, per capita income would have gone up 4,8 times. Instead, due to EU participation, it has gone up only 1,489 times. So it should have been 4,801 / 1,489 = 3,22 times higher than it is. Let's say that a country starts with 100 billion dollars GDP. With 4% growth rate, it should have been 480,1 billion in 40 years. Because of EU participation it is only 148,9 billion. GDP has increased even with damaging EU participation. It would have increased much more though without EU participation.

The difference is 480,1 - 148,9 = 331,20 billion. This is not the country's total loss. It is the loss in 40th year only. In 20th year the difference or loss is 219,1 - 122 = 97,1 billion. So the longer a country stays in EU, the greater the damage becomes. In order to find the total loss we would have to find the sum of all years. We will show the cumulative damage in other tables. Because they are three and long, they are presented in Appendix 1.

We will examine the most damaged Eastern European country which is Greece because it has been in EU for more than 43 years, since 1981. Greece's GDP in nominal values was 217 billion in 2022. In purchasing power parity (ppp) values it was 415 billion. This is because price index is below 1. Although purchasing power parity values are higher, per capita income global ranking is lower for Greece with ppp values. It is because other countries that follow in nominal values ranking, have even lower price levels.

Either nominal or purchasing power parity values could be used. We will use the second. What were Greece's average growth rates in the 43 year period, since doomsday January 1st 1981? Nobody knows! Normally, we should be able to find out by looking at statistical data. Those are unreliable and the more we go back, the more unreliable they become. Recent ones should be relatively reliable. Most people in Greece feel that they are in a worse situation compared to 1981.

Of course prices have gone up many times but people can buy less goods and services compared to 1981. That is the general feeling. If this is the case, average annual growth rates were negative during the 43 year period. The latest data, for the period 2013 - 2021, show 0 % growth (0,228). Since we do not know for sure what happened, we will assume that growth rates were 0%. Table 1 in Appendix 1 shows how much GDP (or income) would increase with growth rates 0 - 5%. Values for years 5, 10, 15, 20, 25, 30, 35, 40, are the same as in the Table above.

Table 2 shows what (Greece's) GDP would be with average annual growth rates 0 - 5%. With 0%, it remains the same. In year 43, growth rates in % and GDP values in billion dollars are; 1 - 638, 2 - 975, 3 - 1.483, 4 - 2.247, 5 - 3.390. Table 3 shows the cumulative loss each year in 45 years, for three growth rates, 3%, 4%, 5%. So how much was the damage to Greece due to EU participation?

We look at year 43 row (2024 - 1981 = 43). If Greece should have 3% average annual growth rates, the damage is 18.740 billion, or 18,74 trillion. If growth rates should have been 4%, damage is 33.962 billion or almost 34 trillion. If growth rates should have been 5%, damage is 44.571 billion or 44,57 trillion. We need to note that GDP values are used to find total loss. Per capita income is GDP / population.

If we want to find per capita loss due to EU participation, we should divide by population. In the case of Greece, population is 10 million. For growth rate 3%, per capita damage would be 18.740 billion / 10 million = 1.874.000 dollars. With 4% it is 3.396.200 and with 5% 4.457.100 dollars. If NWO is defeated, experts will calculate these figures with accuracy. Thorough research would be required but actual and acceptable growth rates will be determined. Interest will be included and the amount for GDP or per capita income loss will go much higher.

Western European NWO's puppets would have to compensate Greek people for the astronomical damage they have caused. All their belongings will be confiscated in order to cover only a small part of the damage. Additionally they will all go to prison for high treason, conspiracy against Greek people, organized deception of Greek people etc. They will never get out of jail, as long as they live. Their only chance is to compromise. Greece is an EU disaster, a proof of EU's total failure.

The same reasoning applies to all Eastern European countries. They became members much later, compared to Greece. Czech Republic, Cyprus, Estonia, Hungary, Latvia, Lithuania, Poland, Slovakia and Slovenia became members in 2004, 23 years after Greece. Bulgaria and Romania joined EU in 2007 and Croatia in 2013. So the damage is not that big but still considerable. Eastern European countries should LEAVE EU TOMORROW to FORM a SEPARATE GROUP and let Western Europeans clean up the mess they created (EU).

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