A city has decided to build a softball$$ complex, and the city council has already voted to fund the project at the level of

$$$$770$ comma $000770,000$

$($initial capital$$ investment$).$ The city engineer has collected the following financial information for the complex$$ project:

bullet$$

Annual upkeep$$ costs:

$$$$130$ comma $000130,000$

bullet$$

Annual utility$$ costs:

$$$$15$ comma $00015,000$

bullet$$

Renovation$$ costs:

$$$$46$ comma $00046,000$

for every

sevenseven

years

bullet$$

Annual team user fees$($revenues$)$:

$$$$33$ comma $00033,000$

bullet$$

Useful$$ life: Infinite

bullet$$

Interest$$ rate:

$1010\%$

If the city can expect

$41$ comma $00041,000$

visitors to the complex each$$ year, what should be the minimum ticket price per person so that the city can break$$ even?