So without further ado here is the product of a few quite hours at work, maths, and my mighty MSpaint skill!
This is a plain 6x4 table set up in Vassal with all 3 Deployment type templates set down on the board.
"Ok John but how does a load of lines and squares help us?"
Well we all normally play on 6 feet by 4 feet tables, so thus we know the outer size of the board. Secondary the deployment variants in the rulebook give us their size and shape too. So a bit a reading and some quick maths can give you a lot of information that applies in every battle.
Lets start with the basics - 6x4 table and what the rulebook gives us:
So the Blue line is 6 feet - or 72 inches
The Red line is 4 feet - 48 inches
The Green line is 3 feet - 36 inches
The White line is 2 feet - 24 inches
The Yellow line is 1 foot - 12 inches
The Brown line is 2 feet - 24 inches
These are all the basic ranges we get from deployment in the rulebook.
But do these numbers look familiar? (12, 24, 36, 48, 72)
They should do as they are all the staple ranges of every main weapon type in the game (except Tau Fire Warrior Pulse Rifles which are 30 inches but they are silly cow people).
Now this may seem like pretty simple stuff to older or veteran players but this kind of information is always good for new players or those looking to step up to the next level or for revision.
Now let use the power of maths - or more specifically the power of the triangle - Pythagorean Theorem!
First off lets look at its possible to pull of a 1st turn assault in Spearhead deployment for beasts, cavalry, open topped transports, assault vehicles or a lucky 6 inch fleet roll:
So we have here is the direct gap between two opposite table quarters labelled C in red.
Now we know from spearhead deployment that each side must be at least 12 inches away from the middle and with the set up shown we know we have a triangle with these two table quarter edges and now we have the third side of the triangle which is our C line in red.
We know now that A and B are both 12 inches so we can find out that distance of C:
a2 + b2 = c2
122 + 122 = c2
144 + 144 = c2
288 = c2
c2 =288
c = √288
c = 16.97 inches
........ this is how a first turn charge is possible for some units, as nipping down the 16.97 inch 'side' of the middle circle is quicker than going straight though the middle of it which is 24 inches!
But it doesn't end there! Using Pythagorean therome again we can get the opposite corner ranges of the table and corner to middle of table range too:
So first corner to corner (red line):
black2 + white2 = red2
722 + 482 = c2
5184 + 2304 = 74882
7488 = red2
red2 = 7488
red2= √7488
red2 = 86.53 inches
green2 + yellow2 = blue2
362 + 242 = blue2
1296 + 576 = blue2
1872 = blue2
blue2 =1872
blue2 = √1872
blue2 = 43.27 inches
So bring all this maths and MS paint skills together and we get this:
.... pretty much every possible range you could need.
On a side note I have been told by those in the know" that GW want to move towards having every gaming table in all their stores and battle bunkers to be made from the Citadel Realm of Battle Gameboard which is in 2 feet / 24 inch square sections, and these pretty much give you a ruler on the table (without the numbers)!
They say "knowledge if power - guard it well" - so er you didn't read this ok ;p
Till next time!
Useful read MC, cheers for directing me over... :)
ReplyDeleteTYVM you got yourself a new follower after this, keep up the great content!!!
ReplyDeleteHeh, you are the first one who has noted aloud how the new Gameboard helps out, especially when you can get spot measurements from deploying for distances from terrain point to terrain point.
ReplyDeleteOne suggestion I have is an old one, always measure distances. Even if you know you are in range.