Add training workflow, datasets, and runbook

training_data/curated/text/f92149b1413c801426dfde37b6e53a64925fb6b17cf088adb38785f5ef0951c0.txt

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+Buying Options 
+and Treasury Bills 
+Numerous strategies have been described, ranging from the simple to the complex. 
+Each one has advantages, but there are disadvantages as well. In fact, some of them 
+may be too complex for the average investor to seriously consider implementing. The 
+reader may feel that there should be an easier answer. Isn't there a strategy that 
+might not require such a large investment or so much time spent in monitoring the 
+position, but would still have a chance of returning a reasonable profit? In fact, there 
+is a strategy that has not yet been described, a strategy considered by some experts 
+in the field of mathematical analysis to be the best of them all. Simply stated, the 
+strategy consists of putting 90% of one's money in risk-free investments (such as 
+short-term Treasury bills) and buying options with the remaining 10% of one's funds. 
+It has previously been pointed out that some of the more attractive strategies 
+are those that involve small levels of risk with the potential for large profits. Usually, 
+these types of strategies inherently have a rather large frequency of small losses, and 
+a small probability of realizing large gains. Their advantage lies in the fact that one or 
+two large profits can conceivably more than make up for numerous small losses. This 
+Treasury bill/option strategy is another strategy of this type. 
+HOW THE TREASURY BILL/OPTION STRATEGY OPERATES 
+Although there are certain details involved in operating this strategy, it is basically a 
+simple one to approach. First, the most that one can lose is 10%, less the interest 
+earned on the fixed-income portion of his portfolio (the remaining 90% of his assets), 
+during the life of the purchased options. It is a simple matter to space out one's com-
+413