Obviously, I can checkmate K vs K+R on an 8x8 board lol, I was talking about in this position.
...unless this is just a troll, in which case, touché.
NCP: Octagon
Sort:
Sep 19, 2021
0
#23
imo grable it seems like you're just saying this should be for high-level players
Sep 19, 2021
0
#25
Why are you showing a 2pc board in this 4pc club?? 2pc is not related to the club.
Sep 20, 2021
0
#27
It's a joke and grable doesn't even mind, I don't understand you all either
After some analysis, I concluded that a rook checkmate is definitely possible, but in some extreme positions cannot be forced within 50 moves.
Sep 20, 2021
0
#29
bsrti wrote:
After some analysis, I concluded that a rook checkmate is definitely possible, but in some extreme positions cannot be forced within 50 moves.
I think I found it for just 2 players. 2 or 3 lone kings vs. K+R is almost certainly unsolvable, and isn't forced within 50 moves. Here's what I have:
You want this position with R to move. It's easy to force, even if you mess up move order, triangulate in position until it's your move.
The move is to check the B king. Two lines from there:
or:
Am I wrong?
Because you are grable, probably yes XD
Sep 21, 2021
0
#33
bsrti wrote:
is definitely possible, but in some extreme positions cannot be forced within 50 moves.
Could someone give examples?
stupnik_2_0 wrote:
playnmake je napisao/la:
CGA wrote:
e(3log12*pi(432)^89)*6.941e-235 < 70 ? ..yes!
Hooray! You've met all the requirements!
Hooray! You've met all the requirements!
It would be easier if you did 1+1+1+1+1+1+1+1+1+1+1+1=12
What is derivative of x+sqrt(x)tg(x)/arsh(x)?
1+{[tan(x)+2x*sec^2(x)]/2sqrt(x)arcsinh(x)}-[sqrt(x)tan(x)]/sqrt(1+x^2)[arcsinh(x)]^2.
Now integrate it and tell me if I’m wrong.
MrXX2018 wrote:
playnmake написал:
CGA wrote:
e(3log12*pi(432)^89)*6.941e-235 < 70 ? ..yes!
Hooray! You've met all the requirements!
Hooray! You've met all the requirements!
It depends on the log base
samuelysfung je napisao/la:
stupnik_2_0 wrote:
playnmake je napisao/la:
CGA wrote:
e(3log12*pi(432)^89)*6.941e-235 < 70 ? ..yes!
Hooray! You've met all the requirements!
Hooray! You've met all the requirements!
It would be easier if you did 1+1+1+1+1+1+1+1+1+1+1+1=12
What is derivative of x+sqrt(x)tg(x)/arsh(x)?
1+{[tan(x)+2x*sec^2(x)]/2sqrt(x)arcsinh(x)}-[sqrt(x)tan(x)]/sqrt(1+x^2)[arcsinh(x)]^2.
Now integrate it and tell me if I’m wrong.
No, thanks 
. I believe your answer is correct
samuelysfung je napisao/la:
MrXX2018 wrote:
playnmake написал:
CGA wrote:
e(3log12*pi(432)^89)*6.941e-235 < 70 ? ..yes!
Hooray! You've met all the requirements!
Hooray! You've met all the requirements!
It depends on the log base
Because it just says log, base is probably 10
stupnik_2_0 wrote:
samuelysfung je napisao/la:
stupnik_2_0 wrote:
playnmake je napisao/la:
CGA wrote:
e(3log12*pi(432)^89)*6.941e-235 < 70 ? ..yes!
Hooray! You've met all the requirements!
Hooray! You've met all the requirements!
It would be easier if you did 1+1+1+1+1+1+1+1+1+1+1+1=12
What is derivative of x+sqrt(x)tg(x)/arsh(x)?
1+{[tan(x)+2x*sec^2(x)]/2sqrt(x)arcsinh(x)}-[sqrt(x)tan(x)]/sqrt(1+x^2)[arcsinh(x)]^2.
Now integrate it and tell me if I’m wrong.
No, thanks . I believe your answer is correct
lol
Lots of fun. I'm not sure if everyone commenting "bUT tHeRE's TEaMiNG," above knows that it's Ox2, but that definitely goes a long way to mitigating any potential double-attacks. Maybe it's not perfectly balanced, but it's closer to being an NCP than a WoF. We like it!
Now, can anyone show me how to give a checkmate with R+K vs K?
Finally I got accepted, and this was my 1st NPC game
I think I will create NPCs from now on
And plz stop playing colosseum for the love of god…