@jeffalvinson ...just curious, since I swing trade ATM options. When you say "deep discounts on the option entry price ". What are you referring to ?We appear to possibly be going into a pattern of higher VIX and larger whipsaw days where the Dow can open sharply Down and be positive by the AM Reversal Period
(10:15am to 10:45am) and then continue up until the PM Reversal Period (2:15pm to 2:45pm) and finish the day down.
The other side of the coin to higher VIX whipsaw days is to open sharply Up, head lower in the AM Reversal and recover in the PM Reversal period.
Higher Volatility, Whipsaws and Big Reversals is the only way my trading system works, using
deep discounts on the option entry prices in short term mico-trends.
Unless the market goes at least modestly positive tomorrow, my puts will not fill.
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



