Assuming no leverage and no cost of carry. I run a scenario analysis where Pakistan defaults after 1yr, Egypt defaults after 2yrs and Buenos defaults after 3yrs. I assume I sell the defaulted bonds at 30c after they default.
2/n
SO, basically you are batting a 40% hit ratio. 3 defaults out of 5 in 3yrs. You stink at picking credits...
Your total returns would be as following (cummulative)
Y1: +11.55%
Y2: +14%
Y3: +22.55%
3/n
You had 3 defaults out of 5 in 3years. Assuming 30c recovery (we can argue this), your total return after 3yrs is +22.55% or annualised roughly of 7.03%. This assumes no price appreciation on the bonds that survived.
4/n
So you can be very wrong and still do ok. We can argue specifics of recovery values etc, but the idea should be simple. These distressed prices offer a large margin of error. (Dont lever up!) And if 3 out of 5 credits survive, then you make out like a bandit! #marginoferror
end.
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In honour of the World Cup, the second installment of 'EM Tales that will never happen ever again'
The year is 2010 and the South Africa World Cup is about to start, so a market maker in EM Credit starts sending out Odds on each team...
1/n
He sends a full run for everyone to have the opportunity to bet for or against each team in the tournament. Colleagues, clients and even other bank market makers start to get involved! 1000s of dollars exchanging hands and live updated markets being sent around every 15min... 2/n
Tournament kicks off, and the action gets bigger and bigger. We are getting up to the minute intra-game updates with betting lines. The entire market is frozen and this is the only run trading in all of EM.
3/n