ACE Corn - August 26, 2019

Below is an illustration trading futures options on corn.  Our post shows bullish and bearish positions using a combination of call and put options.


Trade Options on Futures

Corn * Directional & Neutral Positions

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Term Structure

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Volatility

Options fall into the category of being slightly undervalued in non-volatile markets in the weekly options report. 
Ask about the Weekly Option's Report for more information or watch our video

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Notes:

Contract Size - 5,000 bushels (~127 MT)

Tick Size:  Cents per bushel. 1/4 of one cent per bushel ($12.50 per contract)

Trading Hours: Sunday – Friday, 7:00 p.m. – 7:45 a.m. CT and Monday – Friday, 8:30 a.m. – 1:20 p.m. CT.

* Tip: Understanding what the numbers mean when looking at Corn prices. The quotation you see is U.S. dollars and cents per 1/4 tick. Each contract you are buying or selling is cents per bushel.  A 1/4 cent tick move is $12.50 USD.  Options move in 1/8 cent tick or 0.125 cents which is $6.25 USD.

?ml=1" class="modal_link" data-modal-class-name="no_title">* Tip: Click here to read a helpful tip about Corn futures and options


Corn

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Strategies

Below is an illustration of a calendar spread. It has positive time decay and Vega if implied volatility were to pick up moving into September.

The % yield shown in the diagrams below represent an estimated return on margin from projected dates shown below. The structure has positive time decay which is an advantage over holding outright options.

Bearish Calendar supposing the demand side of the equation doesn't pick up.

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Bullish calendar if the trade deal with Japan materializes from the G7.

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Bullish vertical spread.

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Modified combo per 1 LOT.  This combines both a vertical and calendar giving a positive Vega since implied volatility is below historic levels at around a 30 IV percentile. The spread has positive time decay. If corn prices spike down to $3.56 / bu. into Oct., the impact on the position is small where the bias is towards the upside if deals from the G7 come into fruition for the demand side of the equation.

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