Biologists studying bacteria growth observe an exponential relationship: $\text{Count}(t) = 100 \cdot e^{0.3t}$ where $t$ is time in hours. They fit a linear regression to the log-transformed data and obtain: $\ln(\text{Count}) = 4.605 + 0.3t$. Using this regression equation, what is the predicted bacteria count at $t = 2$ hours?