Equations of Regular Chess Pieces to Equal 4PC Fairy Pieces

Amazon= Q+N

Elephant= R+N

Hawk= B+N

General= K+N

Camel= N+P

Camel-Rider= (N+P)x(N+P)

Wildebeest= N+(N+P)

Grasshopper=Absolutely No Idea

Ferz= Q/B OR B/P (/=➗)

Wazir= R/R

Alfil= B/B+P

Dabbaba= R/R+P

Alibbaba= (B/B+P)+(R/R+P)

Knight-Rider+ NxN

Alfil-Rider= (B/B+P)x(B/B+P)

Dabbaba-Rider= (R/R+P)x(R/R+P)

Alibbaba-Rider= (B/B+P+R/R+P)x(B/B+P+R/R+P)

Soldier= R/P

Stone General= B/P

Sergeant= R/P+B/P

Berolina= Turn a regular pawn inside-out. (I know that isn't an equation, but whatevs)

call the hawk by its real name, the Archbishop. There is a different piece that is the hawk, jumps 2 or 3 squares diagonally or orthogonally forward. Also the chancellor, R+N

At least that is what i call them, but you may also be right.

I think he's using the chess.com names.

Oh yeah

that is true.

also wdym when you divide?

q/b is taking the queen and dividing it into bishops question mark?

🤣 thats kind of funny

dividing then adding is confusing as well like b/b is 1 diagonal move then +p is adding 1 diagonal?

Well, (thank you @PunchboxNET for your feedback) Ferz could also be B/P

Keep in mind, these were hard to think of.

I'm editing the Berolina.

1/p could be the berolina

if alfil is r/r ferz is b/b

ferz is not stone general theyre not the same

Here are my interpretations-

Amazon= Q+N

Elephant= R+N

Hawk= B+N

General= K+N

Camel= N+P

Camel-Rider= (N+P)x(N+P)

Wildebeest= N+(N+P)

Grasshopper=Absolutely No Idea

Ferz= B/B (/=➗)

Wazir= R/R

Alfil= B/B+B/B

Dabbaba= R/R+R/R

Alibbaba= (B/B+B/B)+(R/R+R/R)

Knight-Rider= NxN

Alfil-Rider= (B/B+B/B)x(B/B+B/B)

Dabbaba-Rider= (R/R+R/R)x(R/R+R/R)

Alibbaba-Rider= (B/B+B/B+R/R+R/R)x(B/B+B/B+R/R+R/R)

Soldier= R/P

Stone General= B/P

Sergeant= R/P+B/P

Berolina=1/P

All this is adding regrettable confusion. For cv pieces we have already Betza notation which is broadly used and, if not sufficient, there is Parlett notation in addition. Both are used in the "fairy chess piece" of Wikipedia to which it will be wise to report.