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2017 ATM LQD vol is around 7.5% so a 100% Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ag
Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/levera
2017 ATM LQD vol is around 7.5% so a 100% Put costs —12% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ag
Put costs —12% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/levera
2017 ATM LQD vol is around 7.5% so a 100% Put costs —12% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ag
Put costs —12% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/levera
017 ATM LQD vol is around 7.5% s= a 100% Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month a
ut costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month ago to zero now. This means the volatil=ty/levera
017 ATM LQD vol is around 7.5% s= a 100% Put costs —3.2% which given the long term chart below and all time=high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month a
ut costs —3.2% which given the long term chart below and all time=high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month ago to zero now. This means the volatility/levera
017 ATM LQD vol is around 7.5% s= a 100% Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80%a month ag
ut costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80%a month ago to zero now. This means the volatil=ty/leverag
017 ATM LQD vol is around 7.5% so a 100% Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month a
ut costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/lever
017 ATM LQD vol is around 7.5% so a 100% Put costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month a
ut costs —3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7.10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/levera
17 ATM LQD vol is around 7.5% so a 100% Put costs - 3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month a
t costs - 3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-10y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, correlation has moved from around -80% a month ago to zero now. This means the volatility/levera
017 ATM LQD vol is around 7.5% s= a 100% Put costs -3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month a
ut costs -3.2% which given the long term chart below and all time high in shares outstanding looks cheap. Chart One shows hourly data of IEF (7-1=y US Treasury ETF) and SPY (S&P500 ETF). Using 60 hourly data points, =orrelation has moved from around -80% a month ago to zero now. This means the volatil=ty/levera
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