private void RefreshSelectedTreeLevels()
{
try
{
int lastGoodItem = 0;
TreeNode selectedChildNode = SelectedTreeLevels[0].SelectedChildNode;
for (int i = 1; i < SelectedTreeLevels.Count; i++)
{
if ((selectedChildNode == null) || (SelectedTreeLevels[i].TreeNode != selectedChildNode))
{
break; // This selection, and all those below is no longer consistent with the selections above
}
lastGoodItem = i;
selectedChildNode = SelectedTreeLevels[i].SelectedChildNode;
}
int j = SelectedTreeLevels.Count - 1;
while (j > lastGoodItem)
{
SelectedTreeLevels.RemoveAt(j);
j--;
}
// Add the selection point at the end
SelectedTreeLevel lastSelectedTreeLevel = SelectedTreeLevels[SelectedTreeLevels.Count - 1];
SelectedTreeLevels.Add(new SelectedTreeLevel(lastSelectedTreeLevel, lastSelectedTreeLevel.SelectedChildNode));
}
catch (Exception ex)
{
Logging.LogException(ex);
throw;
}
}
private void RefreshSelectedTreeLevels(TreeNode1 lastTnToKeep)
{
try
{
int lastGoodItem = 0;
for (int i = 0; i < SelectedTreeLevels.Count; i++)
{
if (SelectedTreeLevels[i]?.SelectedChildNode == lastTnToKeep)
{
lastGoodItem = i;
break;
}
}
int j = SelectedTreeLevels.Count - 1;
while (j > lastGoodItem)
{
SelectedTreeLevels.RemoveAt(j);
j--;
}
// Add the selection point at the end
SelectedTreeLevel1 lastSelectedTreeLevel = SelectedTreeLevels[SelectedTreeLevels.Count - 1];
if (lastSelectedTreeLevel?.SelectedChildNode?.ChildTreeNodes?.Count > 0)
{
SelectedTreeLevel1 newSelectedTreeLevel = new SelectedTreeLevel1(lastSelectedTreeLevel, lastSelectedTreeLevel.SelectedChildNode, lastSelectedTreeLevel.Indent + " ");
SelectedTreeLevels.Add(newSelectedTreeLevel);
}
else
{
SelectEquation.Execute(null);
}
}
catch (Exception ex)
{
Logging.LogException(ex);
throw;
}
}