Obviously, even if I ask a lot of question I am, obviously, still a dummy!!!!
I want to program the fiver game. It's a very simple game played solitary on a $5 \times 5$ the rule is elementary : if you click with the mouse on a cell it changes color along with its von-Neuman neighbours --- north, south, east and west. The solution is far from trivial and can be obtain by integer programming. You win if you manage to change all the cells to the alternative color.
So according to my analysis
Initialization
$\forall (i,j) \in \{1, 5\}^2$ color c[i,j] = LightBlue
This I can do
cell[i_, j_] := Graphics[{LightBlue, EdgeForm[Directive[Thick, Blue]],
Scale[Rectangle[{i, j}], .5]}]
GraphicsGrid[Table[cell[i, j], {i, 1, 5}, {j, 1, 5}],
Background -> LightYellow, Spacings -> Scaled[-.03]]
Here I have a two problems secondary problems :
1) The Spacings seems to have nearly no effects --- I want the minimum spacing
2) If I click with the mouse on a square, I can displace it which, in this case, must be forbiden.
Then follows the analysis of the cases ---~I hope not to have make a mistake.
A) If I click on $cell[i,j]$ for ${i,j} \in \{2, 3, 4\}^2$ then the cells $cell[i-1, j]$, $cell[i, j]$, $cell[i+1, j]$, $cell[i, j+1]$ and $cell[i, j-1]$ must have a change in color --- say from LightBlue to LightRed or from LightRed to LightBlue.
B) If I click on $cell[i,j]$ for $\{i,j\} \in \{1\}\times\{2,3,4\}$ then cells $cell[1, j-1]$, $cell[1, j]$, $cell[1, j+1]$ and $cell[2, j]$ must have a change in color.
C) If I click on $cell[i,j]$ for $\{i,j\} \in \{5\}\times\{2,3,4\}$ then cells $cell[5, j-1]$, $cell[5, j]$, $cell[5, j+1]$ and $cell[4, j]$ must have a change in color.
D) If I click on $cell[i,j]$ for $\{i,j\} \in \{2,3,4\}\times \{1\}$ then cells $cell[i-1, 1]$, $cell[i, 1]$, $cell[i+1, 1]$ and $cell[i, 2]$ must have a change in color.
E) If I click on $cell[i,j]$ for $\{i,j\} \in \{2,3,4\}\times \{5\}$ then cells $cell[i-1, 5]$, $cell[i, 5]$, $cell[i+1, 5]$ and $cell[i, 4]$ must have a change in color.
F) If I click on $cell[1,1]$ then $cell[1,1]$, $cell[2,1]$ and $cell[1,2]$ must have a change in color.
G) If I click on $cell[1,5]$ then $cell[1,5]$, $cell[1,4]$ and $cell[2,5]$ must have a change in color.
H) If I click on $cell[5,5]$ then $cell[5,5]$, $cell[4,5]$ and $cell[5,4]$ must have a change in color.
I) If I click on $cell[5,1]$ then $cell[5,1]$, $cell[4,1]$ and $cell[5,2]$ must have a change in color.
If I understand correctly the Mma commands, I need EventHandler and DynamicModule. Unfortunatelly, I have made some trials which gives nothing because, I think, I do not know how to program the fact that any click inside a square must trigger the change.
I do not ask the work be done for me completelly but I need some help. Thanks
Graphicsin each cell introducesImageMargins,PlotRangePaddingetc etc. So a better way is to just have oneGraphicsand a grid of rectangles inside. – Kuba Jul 18 '16 at 07:17