Fixed missing initial value for Kodaira dimension
Layout changes

And I decided to drop Euler numbers and or Euler characteristics. There will be two ways of determining the input data: via h^{i,j}'s, or the Chern numbers.
Various ideas for input

Or rather, I realised that this approach is suboptimal. See next commit.
First draft of a D3 input

So now we'll input things using c_1^2 and c_2, which is then displayed on a graph similar to the graph found on Wikipedia.
Auto generate surfaces general type

We are getting somewhere: generate all data points for surfaces of general type by checking the 4 types of conditions.
Inputting all minimal data points

The problem is that the pair (c_1^2, c_2) doesn't determine the Hodge diamond uniquely... So the idea would be as follows:

1) selecting a data point (based on the possible values, given the Kodaira dimension) corresponds to choosing a minimal model

2) for each minimal model we keep track of which examples there exist (e.g. if the Kodaira dimension is 0, and c_1^2 = c_2 = 0 we have both hyperelliptic and abelian surfaces), which are then listed in a "list of known surfaces" for this pair of Chern numbers

3) one can then select an example from the list (if there are any), in which case we give the Hodge diamond and all other numerical values (because only then this becomes possible!)

4) if an example has been selected, it becomes possible to blow it up, which will change h^{1,1}, and therefore c_2 moves up and c_1^2 moves to the left, we draw a "special" dot indicating that we are looking at a non-minimal surface