What do these field notations mean in Data Entry of my return? There are red equal signs and blue plus/minus signs, and when I enter data, the font changes color.
From the Drake Software User's Manual page 138:
"By default, fields that allow overrides are preceded by a red equal sign (=) and display red text. Data entered in these fields replaces, or overrides, program calculations.
Fields that allow adjustments are preceded by a blue plus/minus sign (+/-) and display blue text by default. Data in these fields adjust program calculations by the amount entered. A positive number increases the calculated amount; a negative number decreases it.
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)
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