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)
PB October/November October/November 3
The theory has
had a good airing
from political
commentators in
Ireland, none of
whom ever evince
any evidence of
having read any
political science
T
he horseshoe theory asserts that the far
left and thefar right, rather than being at
opposing ends of a linear continuum of politics
resemble each other, in the way that the
opposite ends of ahorseshoeconverge. The
theory is attributed to the French philosopher Jean-Pierre
Fayein his 2002 book,‘Le Siècle des idéologies’ but it’s
had a good airing from political commentators in Ireland,
none of whom ever evince any evidence of having read
any political science or political philosophy, since the
right rampaged down Molesworth Street in pursuit of a
lonely Michael Healy-Rae.
Writing in the Irish Times on 27 September, Kathy
Sheridan addresses the issue of Paul Murphy: “Last
September, after what he described as an ‘assault’ on
him by a group while leaving Leinster House, he seemed
surprised that others sought to compare his view of the
attack on himself to how Joan Burton was treated in
Tallaght”.
She wrote, “the comparison was ‘bizarre’, he said,
because one was a ‘community protest’ and the
‘assault’on him was fuelled by dangerous members of
the far-right. ‘We’re not the same as those who are
organising protests fuelled by racist hate’, he said again
onRTÉthis week”.
Sheridan though it was “an odd distinction. If the
outcome is to create a sense of sustained fear and
menace among certain groups going about their lives,
why would the source of the torment matter?”.
Sheridan fails to address Murphy’s central point which
is that his cohort always attacks those with privilege,
power or money. He adjudged Joan Burton to be
someone misusing power. What he did may have been
dubious but it was not something that placed him close
to the right on an idiotic horseshoe diagram. Murphy
feels the right often attacks the vulnerable. For an
egalitarian, attacking the ascendant is the opposite of
attacking those who are poor or discriminated against.
Far left and far right are opposites.
On 22 September, Brenda Power wrote a column in the
Irish Daily Mail headed ‘Personal attacks by the Far Left
are simply validating mob fury’, in which she too stated
“there’s very little separating the extremes of left and
right”. Validating a ‘horseshoe’ theory, she claimed:
“It’s all part of an alarming trend, largely driven by the
far left, to personalise politics, link named politicians to
perceived inequalities and injustices, and hint at the
existence of a secret ‘golden circle’, a freemasonry of
politics, law and business ruthlessly bilking the taxpayer
for their own nefarious ends”.
But nothing justifi es that mob’s inarticulate fury
against the institutions of democracy. Against a
background of assaults on parliament in the US and
Brazil, Power’s justifi cation was dangerous and foolish:
Horseshoe horseshit
The far left and far right are behaving like
opposites not equivalents, as you’d expect
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Her argument that the left over-eggs the notion of a
golden circle perhaps holds more water. Exaggerating
the corruption of society does tend to undermine
democracy; but on the other hand addressing specifi c
corruption is entirely welcome in a democracy. Further,
drawing attention to inequality is the left’s job. Perhaps
then the far left could be fact-checked a bit more,
especially as to the performance of Ireland in the context
of other democracies.
It is no harm now to look at the horseshoe theory from
an academic perspective, albeit a leftist one.
In‘“Horseshoe theory” is nonsense – the far right and
far left have little in common’ [2017] leftist academic
Simon Choat asked:
“Is there a more fundamental, ideological resonance
between far left and far right? Again, only in the vaguest
sense that both challenge the liberal-democratic status
quo. But they do so for very di erent reasons and with
very different aims. When fascists reject liberal
individualism, it is in the name of a vision of national
unity and ethnic purity rooted in a romanticised past;
when communists and socialists do so, it is in the name
of international solidarity and the redistribution of
wealth”.
While both attack neoliberal globalisation and its
elites he says “there is no agreement between far left
and far right over who counts as the ‘elite’, why they are
a problem, and how to respond to them”. He ridicules
Trump’s anti elitism.
“Given the basic implausibility of the horseshoe
theory”, he wonders “why do so many centrist
commentators insist on perpetuating it?”. He concludes:
“The likely answer is that it allows those in the centre to
discredit the left while disavowing their own complicity
with the far right. Historically, it has been ‘centrist’
liberals – in Spain, Chile, Brazil, and in many other
countries – who have helped the far right to power,
usually because they would rather have had a fascist in
power than a socialist”.
Orthodox political science sees left and the right as
on separate axes with the right fetishising freedom and
the left fetishising equality. This magazine tends to
favour a vision of free equality over one of equal freedom.
An edifying theory is that of historian Yuval Noah
Harari who notes that conservatism has “committed
suicide” leaving a gap in politics. Trump and Johnson
have led the right away from conservatism to insurgency.
They leave liberals and lefties as protectors of
institutions though it isn’t their job, which is insurgency
too. He speculates that the pace of technical change
means that the conservative predilection for not
changing has become untenable.
That is why the right are revolting now.