Press Releases: Italy, Belgium, Greece must not sign "Rubik" tax deals with Switzerland. They are a swindle
Monday, Sept 24, 2012
Greece, Belgium and Italy are each currently talking to Switzerland about a tax deal under a model known as “Rubik”, which is supposed to raise big revenues from the Swiss bank accounts of wealthy Italian tax evaders, while keeping their accounts secret.
This would be a disaster for these countries, and for wider transparency. This is not just for ethical reasons but because the Rubik model, designed by the Swiss Bankers’ Association, is filled with as many holes as a Swiss cheese. The promised billions in revenues will never materialise. In fact, all things considered, such deals would most likely be revenue-negative for Europe and for the countries that sign them.
These deals are the centrepieces of a plot by Swiss bankers to sabotage progress on a major global initiative on financial transparency, the EU Savings Tax Directive which is in the process of being strengthened. As we noted earlier, the SBA said the initiative was designed as an "independent counter-concept" to prevent the global emergence of the gold standard of transparency, automatic information exchange:
Our accompanying press releases explain the extreme upper limits of possible revenues for these countries from such a deal: for Greece, for example, these would constitute a one-off tax payment of just €650 million -- but the true figure would be far less than that. Even these small sums would soon be offset by bigger losses elsewhere because of Rubik. Each press release is accompanied by a background note, outlining relevant background and our detailed calculations.
These countries must reject a Swiss tax deal.
The individual press releases and background notes are below.
Italy - Press Release
Italy - Background Note
Greece - Press Release
Greece - Background Note
Belgium - Press Release
Belgium - Background Note
Endnote: a cartoon (courtesy of The Best of Both Worlds) commenting on the differences between the U.S. Foreign Account Tax Compliance Act (FATCA) and the approach of individual European countries.
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)
Greece, Belgium and Italy are each currently talking to Switzerland about a tax deal under a model known as “Rubik”, which is supposed to raise big revenues from the Swiss bank accounts of wealthy Italian tax evaders, while keeping their accounts secret.
This would be a disaster for these countries, and for wider transparency. This is not just for ethical reasons but because the Rubik model, designed by the Swiss Bankers’ Association, is filled with as many holes as a Swiss cheese. The promised billions in revenues will never materialise. In fact, all things considered, such deals would most likely be revenue-negative for Europe and for the countries that sign them.
These deals are the centrepieces of a plot by Swiss bankers to sabotage progress on a major global initiative on financial transparency, the EU Savings Tax Directive which is in the process of being strengthened. As we noted earlier, the SBA said the initiative was designed as an "independent counter-concept" to prevent the global emergence of the gold standard of transparency, automatic information exchange:
Our accompanying press releases explain the extreme upper limits of possible revenues for these countries from such a deal: for Greece, for example, these would constitute a one-off tax payment of just €650 million -- but the true figure would be far less than that. Even these small sums would soon be offset by bigger losses elsewhere because of Rubik. Each press release is accompanied by a background note, outlining relevant background and our detailed calculations.
These countries must reject a Swiss tax deal.
The individual press releases and background notes are below.
Italy - Press Release
Italy - Background Note
Greece - Press Release
Greece - Background Note
Belgium - Press Release
Belgium - Background Note
Endnote: a cartoon (courtesy of The Best of Both Worlds) commenting on the differences between the U.S. Foreign Account Tax Compliance Act (FATCA) and the approach of individual European countries.
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