tip: pawns promote at rank 6 and 10(stronger pieces) (i think)
NEISG (Multiplayer Infinite Chess game, currently down)

---=======--- Move #142 —=======---
Naviary- +Pi(-16,4) Health -1
htp no move
Fischer- P(598,7)
James- P(-162,4)
Tehanu- no move
Samuel- +Obstacle(1000,6)
Tony- +Pi(99997,0)
Polito +K(-800, 800)
1. James 👑 (Fuchsia/Crimson): 222,5--- ❤️ 20,3
2. Naviary (White/Cyan): 201.0 --- ❤️ 100.7
3. Fischer (Ocean): 157.0 --- ❤️ 59.5
4. hitthepin (White/Green): 142.5 --- ❤️ 46.4
5. Tehanu (White/Crimson): 45.0 --- ❤️ 4.4
6. Tony (White): 6.0 --- ❤️ 11.4 +1.2 regen until update #154
7. Samuel (Ocean/Purple): 18.0 --- ❤️ 11.4+1.2 regen until update #154
8.Polito(Orange):5 5.0 --- ❤️ 4 +1.2 regen until update #162
Total points on board: 790.0 (may not be up to date)
+0,4 per turn if not a beginner.
Current Event: "Obstacles" Each player, absorbing their move that round, may place an obstacle anywhere on the board, obstacles look like a solid black circle, it belongs to nobody's army so it cannot move, it can be taken just like any other piece, but it can block movement! Obstacles will not immediately despawn upon event end, but instead will start receiving a 25% of de-spawning on every update. Their capture does not give you energy points. Ends move #147
"Universe Bubbles" can't be activated again until #161
“Obstacles” can’t be activated again until #175
---=======--- STATISTICS ---=======---
@JamesAgadir days been king: 43
@Naviary days been king: 70
@hitthepin days been king: 5
Record for Greatest army size: James with a 222.5-Point Army.
Record Health Amount: Naviary with 114.3 🔥

---=======--- Move #143 —=======---
Naviary- +Pi(-16,5) Health -1
htp no move
Fischer no move
James- P(-162,5)
Tehanu- no move
Samuel- P(1001,6)=Q
Tony- Pi(99997,-1)
Polito no move
I’ve had to correct a bunch of errors related to not updating health (seemed I.
1. James 👑 (Fuchsia/Crimson): 222,5--- ❤️ 21,1
2. Naviary (White/Cyan): 201.0 --- ❤️ 100.5
3. Fischer (Ocean): 157.0 --- ❤️ 60.3
4. hitthepin (White/Green): 142.5 --- ❤️ 47.2
5. Tehanu (White/Crimson): 45.0 --- ❤️ 5.2
6. Tony (White):19.0 --- ❤️ 12.8 +1.2 regen until update #154
7. Samuel (Ocean/Purple): 18.0 --- ❤️ 13.8+1.2 regen until update #154
8.Polito(Orange): 5.0 --- ❤️ 5.2 +1.2 regen until update #162
+0,4 per turn if not a beginner.
Current Event: "Obstacles" Each player, absorbing their move that round, may place an obstacle anywhere on the board, obstacles look like a solid black circle, it belongs to nobody's army so it cannot move, it can be taken just like any other piece, but it can block movement! Obstacles will not immediately despawn upon event end, but instead will start receiving a 25% of de-spawning on every update. Their capture does not give you energy points. Ends move #147
"Universe Bubbles" can't be activated again until #161
“Obstacles” can’t be activated again until #175
---=======--- STATISTICS ---=======---
@JamesAgadir days been king: 44
@Naviary days been king: 70
@hitthepin days been king: 5
Record for Greatest army size: James with a 222.5-Point Army.
Record Health Amount: Naviary with 114.3 🔥

where is my king and and i just take nav's queen is possible I literally cannot see the coords its too long else Pi(99997,-2)

where is my king and and i just take nav's queen is possible I literally cannot see the coords its too long else Pi(99997,-2)
Your king is visible on a separate board. Because of the gap with your queen. To capture the queen you have to type the coordinates in. If you it I could check if you typed it in right. If you go through the move history you should also be able to find it.

Just testing the waters here. What do people think of a rule simplification which would be. If your pieces was under attack the previous update, wasn't marked as capturable the previous update and is still under attack it gets marked as capturable. The change would mean it's not just the first attack that counts.
I'm struggling to find a good way to notice when a first threat happens. But if that rule change seems bad and risks damaging the game I'll try to think another solution.
P(598,7)