Either in this lecture, we see a more disguised mating pattern which does exist potentially in this
position, if you play the first crushing move, you expose to potential mating patterns for the price
of one, actually.
So what would be an amazing move in this position, you think if I give you five seconds for the video?
OK, it's actually Route ESX now imagine that they take his hair.
I hope you can spot we can take care.
Now, if King Efate there's a support mate, the Knights supported by the Knights supports the queen.
The queen is supported by the Knights, rather.
So here is a basic support mate.
And then the events of King age eight.
Then the night of seven Chac Kingsgate and I hope you can spot this final bit of the combination in
this path.
What would you play here?
OK, it's the amazing double check makes the entrance the king has to move.
And if the king goes hand, then that is checkmate, supported by the night of the King goes into the
corner, then what do we play?
You know, we exposed the smoke with my partner here with Coingate Achak, so if rotates, there's a
seven checkmates and if night takes, there's a seven, eight, eight miles.
Hold on a sec.
Let's go on your back.
Didn't they have any options off the road?
Tanks.
Funny enough.
What if they played rock takes be free for bonus points.
What would you play here?
Is the bankroll make pattern of interest here.
Big clue.
Well, wait.
This is the last move.
Another backload.
The rook has neglected that back row, hasn't it?
Kind of weakness philosophy as well.
So I hope you want we could play here if I give you five seconds to pause the video.
OK.
When our pieces are doubled like this, almost, it creates killer common squares along the so-called
battery.
This is a battery, what's called a battery.
You might heard here that when you have batteries like two rooks doubles or queena like doubled like
this, it gives you immediate access to a range of common squares here, the range of common squares,
this one on this one, batteries are worth looking out for.
You can have a battery of, say, a bishop here and a queen here.
And it would create, you know, common squares across that diagonal because the queen would support
the bishop.
So that's another form of battery.
But here we have this battery and en route to be free, it gives us a killer common square eight by
default.
When you think about batteries.
Think about that.
So here we have a common square eight, so is actually supported by the queen, there's only one move
nightlights and then we have Queen takes night and that is actually checkmate.
Queen takes eight.
Hash in algebraic notation.
So if you're voting on scoresheet, so, yeah, that is checkmates and you put one, that's zero if
you're notating it in real game, indicating that one.
OK, so yes, in the initial possession, we're getting a little bit more advanced and sophisticated
here.
We're setting up these conditions where we're exposing to different type of mating patterns potentially
here.
And there are some of them that if they say like that or a back chromate, if they take like that great
stuff is that like are the ones losing this position.
OK.
Anselmo's.