private void popFigNums()
{
foreach (FigEnum k in Enum.GetValues(typeof(FigEnum)))
{
int n = 1;
// skip to 1001.
while (getFigurateNum(k, ++n) < 1000)
{
;
}
// now start saving them.
int p = getFigurateNum(k, n);
//Console.WriteLine("{0}, {1} -> {2}", k, n, p);
while (p < 10000)
{
var fn = myFigNums.FirstOrDefault(x => x.Num == p);
if (fn == null)
{
fn = new FigurateNum(p);
myFigNums.Add(fn);
}
fn.setIsFig(k, true);
n++;
p = getFigurateNum(k, n);
}
}
}
private long processSubset(List <FigurateNum> candidateSet)
{
if (candidateSet.Count < 6)
{
long rv = 0;
FigurateNum c1 = candidateSet.Last();
var q2 =
from x in myFigNums
where x.getFirstTwoDigits() == c1.getLastTwoDigits() &&
!candidateSet.Any(c => c.Num == x.Num)
select x;
foreach (var c2 in q2)
{
List <FigurateNum> nextCandidateSet = new List <FigurateNum>(candidateSet);
nextCandidateSet.Add(c2);
long n = processSubset(nextCandidateSet);
if (n > 0)
{
rv = n;
}
}
return(rv);
}
else
{
// we have all 6 numbers. check and see if we've got what we need...
// check wrap from #6 to #1...
FigurateNum c1 = candidateSet.First();
FigurateNum c6 = candidateSet.Last();
if (c6.getLastTwoDigits() != c1.getFirstTwoDigits())
{
return(0);
}
// do we have one of each?
bool gotIt = true;
foreach (FigEnum k in Enum.GetValues(typeof(FigEnum)))
{
if (!candidateSet.Any(c => c.getHighestFig() == k))
{
gotIt = false;
}
}
if (gotIt)
{
foreach (var c in candidateSet)
{
Console.WriteLine(c);
}
Console.WriteLine("-----");
return(candidateSet.Sum(c => c.Num));
}
return(0); // nope.
}
}
