In the past trading week, I traded these contracts:
![](data:image/png;base64,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)
I shorted on soybean because I read articles about Soybean futures trading levels going down as well as cash market deliveries decreasing. By the positive profits I’ve made, I made the right prediction last week. In addition, on this Friday, a new release has shown that the actual harvest level is much more than estimated, which decreased soybean price further more: “For soybeans, the yield estimate was raised, but by a 0.8 bushels per acre to 37.8 bushels per acre, adding an extra 65m bushels to the crop.” However, the fact that March soybean price decreased while December soybean price raised confused me.
I went long on Corn to reduce the risk of shorting on Soybean, for we learned from Jim’s class that these two commodities’ prices are of 60% possibility positively related. And it turned out a release came out that corn harvest level were smaller that estimated. However, as timing matters, the two contracts I made has opposite signs of profits.
References:
1.http://futures.tradingcharts.com/news/futures/DJ_U_S__SOY__Beans_Ease_on_Profit_Taking__Export_Sales_Disappoint_187726008.html
2.http://www.agrimoney.com/news/grain-soybean-prices-dip-despite-informa-data–5172.html