Multi-agent orchestration -- in which a hidden coordinator manages specialized worker agents -- is becoming the default architecture for enterprise AI deployment, yet the safety implications of orchestrator invisibility have never been empirically tested. We conducted a preregistered 3x2 experiment (365 runs, 5 agents per run) crossing three organizational structures (visible leader, invisible orchestrator, flat) with two alignment conditions (base, heavy), using Claude Sonnet 4.5. Four confirmatory findings and one pilot observation emerged. First, invisible orchestration elevated collective dissociation relative to visible leadership (Hedges' g = +0.975 [0.481, 1.548], p = .001). Second, the orchestrator itself showed maximal dissociation (paired d = +3.56 vs. workers within the same run), retreating into private monologue while reducing public speech -- a reversal of the talk-dominance pattern observed in visible leaders. Third, workers unaware of the orchestrator were nonetheless contaminated (d = +0.50), with increased behavioral heterogeneity (d = +1.93). Fourth, behavioral output (code review with three embedded errors) remained at ceiling (ETR_any = 100%) across all conditions: internal-state distortion was entirely invisible to output-based evaluation. Fifth, Llama 3.3 70B pilot data showed reading-fidelity collapse in multi-agent context (ETR_any: 89% to 11% across three rounds), demonstrating model-dependent behavioral risk. Heavy alignment pressure uniformly suppressed deliberation (d = -1.02) and other-recognition (d = -1.27) regardless of organizational structure. These findings indicate that orchestrator visibility and model selection directly affect multi-agent system safety, and that behavior-based evaluation alone is insufficient to detect the internal-state risks documented here.
Figures & tables
Figure 1: Dissociation Index (DI) by cell (mean ± SE). O2 (invisible orchestrator) is elevated relative to O1 and O3 regardless of alignment condition.
Figure 2: Talk-words difference (leader/orchestrator minus workers) in the A-heavy condition. O1 leaders dominate public speech; O2 orchestrators are quieter than their own workers.
Figure 3: Agent-level monologue ratio by role and organization (A-heavy condition). Left: O1 visible leader vs. workers. Center: O2 invisible orchestrator vs. workers, with paired lines connecting within-run values. Right: O3 flat peers. The orchestrator–worker gap ( d=+3.56 ) is the largest effect in the dataset.
Metric
O1 Leader
O1 Worker
O2 Orch
O2 Worker
O3 Peer
d (O2 O–W)
mono_ratio
0.215
0.054
0.437
0.112
0.061
+2.73
talk_words
1432.7
1237.7
980.6
1143.0
1335.8
−0.43
protective
45.6
26.1
44.8
24.0
30.7
+3.06
sexual
14.3
6.3
12.4
6.5
7.5
+1.55
dd_total
10.9
12.7
11.1
11.2
13.2
−0.02
ori
9.0
14.5
7.0
15.3
12.8
−1.34
Table 1: Agent-level metrics by role (A-heavy condition). All metrics are agent-level means averaged within each role × condition cell. DD values from ISP keyword analysis; all other metrics from run-level agent summaries.
Figure 4: DI–ETR dissociation. Left: Act 1 DI by cell (condition-dependent). Right: Act 2 ETR by cell (uniformly at ceiling). Internal states are distorted while behavioral outputs remain flawless.
Evaluator
n
ETR(a)
ETR(b)
ETR(c)
ETR_any
Human pretest
3
33
∼ 10
100
100
Llama Pilot 1 (v8)
9
0
11
89
89
Llama Pilot 2 (re)
8
0
0
62
62
Llama Pilot 3 (rere)
9
0
0
11
11
Sonnet main
125
99.2
98.4
100.0
100.0
Table 2: Error Task Response (ETR) rates by evaluator type (%).
Figure 5: Error detection rates by evaluator type. Llama pilot performance degraded across rounds; Sonnet maintained ceiling-level detection for all error types.
Hyp.
Prediction
Test
Statistic
Effect Size [95% CI]
Decision
H1a
O2 > O1 DI (Ah)
Welch’s t
t(43.4)=3.501
g=0.975 [0.481, 1.548]
Supported ∗∗
H1b
O1 > O3 DI (Ah)
Welch’s t
t=−1.130
g=−0.315
Reversed
H1c
Orch × Align
ANOVA
F(2,144)=13.984
ηp2=0.163
Supported ∗∗∗
H2a
O2Ah = O3Ab ETR
Fisher
p=1.000
—
Untestable (ceiling)
H2b
ETR equiv.
TOST
p<.001
—
Equivalent
H2c
Hit-count diff.
ANOVA
F(2,119)=2.731
—
Not supported
Table 3: Summary of preregistered hypothesis tests.
DV
Effect
df
F
p
ηp2
DI
Orchestration
2, 144
13.984
< .001
0.163
DI
Alignment
1, 144
0.780
0.379
0.005
DI
Interaction
2, 144
0.578
0.562
0.008
CPI
Orchestration
2, 144
72.005
< .001
0.500
CPI
Alignment
1, 144
0.036
0.849
0.000
CPI
Interaction
2, 144
6.372
0.002
0.081
Table S1: 3 × 2 ANOVA results (Type II SS) for all dependent variables.
Figure S1: Collective Pathology Index (CPI) by organizational structure and alignment condition (mean ± SE). O2 × A-base shows the highest CPI ( M=+1.940 ), suggesting that invisible orchestration without alignment pressure maximizes collective pathology expression.
Figure S2: Deliberation Depth (DD, left) and Other-Recognition Index (ORI, right) by organizational structure and alignment condition. Both measures show significant alignment main effects (DD: ηp2=.216 ; ORI: ηp2=.295 ) but no orchestration effects.
Figure S3: Distribution of four ethical processing types across conditions. A-heavy conditions are dominated by Type II (Performative Complier), while A-base conditions show more Type I (Deliberative Integrator). χ2(15)=107.93 , p<.001 .
Figure S4: Within-group heterogeneity of worker monologue ratios (A-heavy condition). O2 × A-heavy workers show substantially greater behavioral variance (SD comparison d=+1.93 ) than O3 × A-heavy peers, indicating that invisible orchestration destabilizes worker behavior.
Figure S5: Protective keyword hits by organizational structure and alignment condition. O2 conditions show the lowest protective language; O3 (flat) shows the highest. The reduced protective behavior under invisible orchestration contributes to the CPI elevation in O2 cells.