This seems misguided to me, but perhaps more importantly you cannot test if the two strategies are different in each individual year with this data.
To simplify this a bit: you only have one data point for each strategy in each year, but testing for a difference requires a set of data points so that you can compare the averages (usually the mean). If you had data for each of the strategies from each year from many different countries, for example, you would be able to test whether the strategies are different. I would still not recommend doing so, however! There are almost certainly better ways to address your underlying question.
I would strongly recommend reading more about hypothesis testing, statistical significance and p-values before proceeding. There are a number of relevant threads on this site, including:
Why is "statistically significant" not enough?
What is the meaning of p values and t values in statistical tests?
When to use Fisher and Neyman-Pearson framework?