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Graham Bishop's Writing
“The EU Fiscal Crisis: Forcing Eurozone Political Union in 2011?”
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)
Extracts from the Preface – January 2011
In early 2011, the eurozone debt crisis looks likely to take a dramatic turn for the worse – raising the intensity of the search for enduring solutions as the markets now price six states as ‘risky’. But there remains a scenario that has a good outcome. It requires a truly credible policy framework in combination with a collective financial facility that is manifestly big enough to fund all states at risk until the benefits of the new policies come through.
Eurozone will have emerged from the financial crisis as a political federation – loose in some respects, but with tightly centralised economic governance at its heart. The proven commitment to fiscal probity may even make it attractive relative to alternative investments around the world.
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Since the decisions at the fateful crisis weekend in mid-May 2010 which created a structure to resolve the situation in Greece, it has been increasingly clear that the eurozone was going to take tough collective action on the economic governance of its members. Its leaders have committed to enacting by June 2011 the European Commission’s detailed proposals – even if the many critics regard them as still lacking in effective sanctions. But they do contain truly radical plans to intervene in the domestic economic affairs of members – if it becomes apparent that serious imbalances are brewing that could infect their fellow members via financial contagion.
If the eurozone does indeed do “whatever is required”, then it will survive. A political entity will emerge that will be characterised by a centralised funding of public debts that result from a collective oversight of many detailed aspects of economic life designed to improve competitiveness. “The policy prescriptions could potentially address fiscal, wage, macro-structural and macro-prudential policy aspects”. Many observers will describe this as a loose federation called ‘Eurozone’.
A glance at the evolution of the European Union once it moved on from being a ‘gleam in the eye’ of far-sighted statesmen shows that the political goals were always to be reached “through concrete achievements which first create a de facto solidarity”. Those practical achievements were the steps to create a single market giving “free movement of people, goods, services and capital”.
If things happened that smashed the concrete achievements, then it is a fair bet that the solidarity would vanish soon afterwards as the blame was spread around for the destruction of the benefits. The existence of the euro – together with a financial system that enables its daily use by 330 million people – is a major component of delivering the benefits of the single market as goods and services can now be purchased very easily across borders.
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Documents associated with this article
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IRP Journal2.0.pdf
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