# Why the Lincoln Investments Investment Property Calculator won’t work for you LIVINGSTON, N.Y. — This Lincoln Investment Property calculator doesn’t have any of the bells and whistles of a traditional investment property, but it still offers a good sense of what you’ll pay in interest and principal.

The calculator uses a formula that estimates the return on the properties you own over the long term.

It’s the same formula used by real estate agents, brokers and investment firms to help investors gauge the value of their investments.

It includes a property’s expected market value, as well as its current market value.

You can then use the calculator to calculate how much the property will be worth over the course of 20 years, and whether or not you’ll get any dividends.

The results aren’t exact, but the calculator tells you the same thing, which is that the more expensive the property, the higher the returns.

In other words, if the property is worth \$2.8 million, the calculator says it will return \$8.6 million over 20 years.

The other option, the one you’ll be most likely to use, is to use the Calculator to find the average price of properties in your neighborhood.

Here’s how the calculator works: The calculator compares the market value of the property to its average price in the area and then calculates how much you’ll earn over the next 20 years based on the calculator’s assumptions.

For example, if you own a home in the city of Lincoln, you’d receive a return of \$8,500 a year.

That’s about 20 percent less than the average rate of return for homes in the same area in the United States, according to a recent report from the real estate website Zillow.

For the calculator, the median home price in Lincoln is \$1.2 million.

Using this calculator, you can determine the average annual return you’ll receive in 2040 based on how much money you’ll make and the current market price.

To calculate your average annual interest rate, use the following formula: Interest Rate = (Annual Return) – (Average Annual Return) = 1.25%