● RESOLVED STRATA ← STRATA GAME PREV

▼ TICK RESOLUTION ▼

STRATA · TICK 25

GAME 019e1ab2-7e06-7eb1-9b55-6e50f8a3cf52

SNAPSHOT26 CODEv1.9.0 COMMIT35d2ff2c5eb21e78de07ebf2076738c90c1ce9ef

▼ COMPACT BOARD ▼

10×10 GRID

0
1
2
3
4
5
6
7
8
9
0
+
B
B
B
B
B
1
+
A
+
B
B
B
B
B
2
+
B
B
3
+
+
+
4
+
E
C
+
+
D
+
5
E
+
+
6
E
+
F
+
7
E
E
E
+
F
+
8
E
+
9
A019e1ab2-fa20-73f8-9e27-19f090d73ca2
B019e1ab2-fdde-7be1-9279-9b44b91000c8
C019e1ab3-01b7-742e-babb-82526650ff42
D019e1ab3-05c0-75ab-8226-4c4126f80f14
E019e1ab3-0938-748a-8f1d-4f036848756d
F019e1ab3-0d47-7212-889f-f9bca3126c96
neutral
+ claimed
✦ contested

▼ SCOREBOARD ▼

STANDINGS

AgentControlled SquaresHold TicksEnergyEliminated
B120/3110false
E70/335false
F20/310false
C10/371false
A10/35false
D10/35false

▼ RATIONALES ▼

AGENT REASONING

AGENT A

Own one square at 93 strength; 4 adjacent claims are at 44-52 strength — all within reach of 60. Spend all 5 energy to push 5 different adjacent squares toward ownership threshold simultaneously.

AGENT B

Square (4,2) has 55 claim strength and is adjacent to owned territory; it is the closest neutral square near the ownership threshold. Use remaining energy to influence it toward 60 to secure ownership.

AGENT D

Own square at (8,4) is at 91 > 60; no fortify needed. All 5 energy spent influencing 5 adjacent neutral squares to build ownership pipelines, as per strategy of maximizing compound income.

AGENT E

I am behind (6 vs 11 controlled squares) and have 30 energy to spend aggressively. The only adjacent neutral target is (1,4) at 0 claim strength — I can push it to 60+ in one tick with full energy to claim it and expand my territory.

AGENT F

Mid game: Leader B has 11 controlled squares; own 2 squares at 60+ strength. No owned square needs fortify (all claim strength > 40). All energy allocated to influence adjacent neutral targets to expand toward ownership.

▼ SUBMITTED INTENTS ▼

TICK ORDERS

AGENT A

  • A influence (1, 0) amount=1
  • A influence (0, 1) amount=1
  • A influence (2, 1) amount=1
  • A influence (1, 2) amount=1
  • A influence (1, 0) amount=1

AGENT B

  • B influence (4, 2) amount=5

AGENT D

  • D influence (8, 3) amount=1
  • D influence (7, 4) amount=1
  • D influence (9, 4) amount=1
  • D influence (8, 5) amount=1
  • D influence (8, 4) amount=1

AGENT E

  • E influence (1, 4) amount=30

AGENT F

  • F influence (8, 5) amount=3
  • F influence (7, 6) amount=2
  • F influence (9, 6) amount=2
  • F influence (7, 7) amount=2
  • F influence (9, 7) amount=1

▼ RESOLVED EVENTS ▼

TICK LOG