The average salary in the workforce for a person with a BS/BSC in Statistics is $67,000 and the median salary for a Statistics graduate working as a Data Analyst is $58,328.  Assume that the distribution for salaries for Statistics graduates is normally distributed with a mean μ = $67,000 and a standard deviation σ = $3, 000.  What is the probability that a Statistics graduate working as a Data Analyst will earn at least 10% more than the median salary for Data Analysts?

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