I have a restaurant, but I don't know what demand will be next year. I need to decide whether to expand or not. Regardless of whether I expand or not, there's a $16\%$ chance that l$\text{'}$ll have high demand and a $(100-16)\%$ chance I'll have low demand. If I expand and I have high demand, I'll profit in the amount of $$1,502,385.$ If I expand and get low demand, I'll break even. If I don't expand and get high demand, I'll profit in the amount of $$75,071.$ If I don't expand and get low demand, I'll profit in the amount of $$50,000.$ If I choose the decision that maximizes my expected value, what is the expected value of choosing the right option? Answer rounded to the nearest whole dollar, so if your answer is $434,300\mathrm{.}25,$ answer $434300$ without dollar sign.