Use the University of Twente’s published rounding schedule (17 June 2020) as the specification, meaning the required rules, for this exercise. It converts an unrounded course result to the final grade registered in Osiris. The schedule uses n to represent the whole-number part of the unrounded result. For example, when the result is 4.62, n = 4 and n.25 means 4.25. “At least” includes the first value, while “below” excludes the second value. Registered grades are written with one decimal place.

The table is the specification. Use it to obtain the expected grade, then trace the proposed algorithm to obtain the actual grade.

Input: Unrounded Result
Output: Osiris Grade
Start
   Set n to the whole-number part of Unrounded Result
   Set Decimal Part to Unrounded Result - n
   If Decimal Part < 0.25
      Set Osiris Grade to n
   Else If Decimal Part < 0.75
      Set Osiris Grade to n + 0.5
   Else
      Set Osiris Grade to n + 1
   End If
   Output Osiris Grade
End

Each input -> expected output below describes one test. All listed expected outputs follow the schedule. A test fails when the actual and expected grades differ. Which option contains two failing tests?