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Given any third number, it is easy to find a quadratic equation such it generates the two given numbers and the selected third.

For example,

Un = -100,036.5n2 + 398,783.5n - 296,021 gives U3 = 1

Un = -100,032n2 + 398,770n - 296,012 gives U3 = 10

Un = -99,987n2 + 398,635n - 295,922 gives U3 = 100

Un = -99,537n2 + 397,285n - 295,022 gives U3 = 1000

Un = -95,037n2 + 383,785n - 286,022 gives U3 = 10000

Un = -50,037n2 + 248,785n - 196,922 gives U3 = 100000

and so on.

The question provides no reason to choose one of these rather than another.

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