public void InValid_PerfectSquare_Test()
{
var numtocheck = 50;
var fbsquare = new FBPerfectSquareItem(1);
var result = fbsquare.GetResult(numtocheck);
Assert.IsTrue(result.Text != "Perfect Square!" && result.FBValue == numtocheck);
}
public void All_Palindrome_PerfectSqaure_FizzBuzz_Test()
{
var sq = new int[] { 1, 4, 9, 16 };
//Single digits are counted as pailndromes, but the perfect squares are left out.
//So 1,4 & 9 are not included.
var p = new int[] { 2, 3, 5, 6, 7, 8, 11 };
var m15 = GetMultiplesByDivisor(15, numbers20).Where(n => !p.Contains(n) && !sq.Contains(n)).ToArray();
var m3 = GetMultiplesByDivisor(3, numbers20).Where(n => !m15.Contains(n) && !p.Contains(n) && !sq.Contains(n)).ToArray();
var m5 = GetMultiplesByDivisor(5, numbers20).Where(n => !m15.Contains(n) && !p.Contains(n) && !sq.Contains(n)).ToArray();
var other = numbers20.Where(n => !m3.Contains(n) && !m5.Contains(n) && !m15.Contains(n) && !p.Contains(n) && !sq.Contains(n)).ToArray();
var fb15 = new FBDivisorItem(15, "FizzBuzz");
var fb5 = new FBDivisorItem(5, "Buzz");
var fb3 = new FBDivisorItem(3, "Fizz");
var fbp = new FBPalindromeItem(20);
var fbsq = new FBPerfectSquareItem(25);
var fbproc = new FBProcessor(numbers20, new List <IFBItem> {
fb15, fb5, fb3, fbp, fbsq
});
var procresults = fbproc.GetResults();
var m3count = procresults.Where(n => n.Text == "Fizz").Count();
var m5count = procresults.Where(n => n.Text == "Buzz").Count();
var m15count = procresults.Where(n => n.Text == "FizzBuzz").Count();
var pcount = procresults.Where(n => n.Text == "Palindrome!").Count();
var sqcount = procresults.Where(n => n.Text == "Perfect Square!").Count();
var othercount = procresults.Where(n => n.Text == null).Count();
Assert.IsTrue(
m3count == m3.Count() &&
m5count == m5.Count() &&
m15count == m15.Count() &&
othercount == other.Count() &&
pcount == p.Count() &&
sqcount == sq.Count()
);
}
