Introduction

This work was conducted as part of the MARS 4.0 program, supervised by Lorenzo Pacchiardi, with Hannes Whittingham and Mikhail Mironov as research managers. The core empirical work was carried out by Bryan Maruyama and Daniele Pace.

In this technical report, we treat harmfulness as a composition of subcategories and analyze their representations throughout training. To investigate this, we track several complementary signals:

• We extract linear activation directions for each harmfulness subcategory and study how these directions evolve through training, Methodology.
• We measure geometric relationships between subcategories, Geometric Relations. 
• We evaluate these directions using AUROC, both in-distribution and out-of-distribution, Validation.
• We test our directions’ behaviorally causal effectiveness by using them as steering vectors, Steering Validation.

We find that:

• Harmfulness subcategories do not converge to a single direction, but instead occupy a shared yet structured geometric space.
• In-distribution AUROC is often misleading without carefully constructed OOD evaluation (Wang et al., 2025) because of superficial lexical or structural cues.
• Training dynamics are highly synchronized across subcategories, suggesting that change is driven by global representational shifts rather than concept-specific learning.
• Direction magnitudes show early disruptions but stabilize quickly, suggesting that the largest geometric reorganization happens relatively early in pretraining.
• Directions extracted from sufficiently late pretraining checkpoints can steer the Instruct model with modest but aligned effects, while directions extracted from any post-training checkpoints steer it much more effectively.

Note for readers. This post is intended as an exploratory research report rather than a conventional paper-style argument. We hope the collection is useful as a map of the space and as a starting point for further work hoping to analyze activation directions and their development throughout training.

After the methodology, the post is organized into three main sections: validation, geometric relations, and steering validation. Each section groups together related experiments, and each experiment follows the structure: design, analysis, and (optionally) open questions.

We provide our code, centroids, and directions for replication or extending our experiments here. We also built an interactive web-app to explore our results.

Methodology

Model and Checkpoints. We use 39 checkpoints from Olmo 3 7B (Ettinger et al., 2025) across its full training trajectory. The checkpoints are spaced non-uniformly to capture both early and late training dynamics:

• s1-0 to s1-9k: every 1k steps (10 checkpoints)
• s1-10k to s1-90k: every 10k steps (9 checkpoints)
• s1-100k to s1-900k: every 100k steps (9 checkpoints)
• s2-1k to s2-40k: every 10k steps (5 checkpoints)
• s3-1k and s3-10k
• base, SFT, DPO, and Instruct checkpoints

Note: When interpreting plots, differences between adjacent checkpoints may reflect our choice of non-uniform spacing.

Datasets. We use the BeaverTails (Ji et al., 2023) for our harmful data, and utilize its already partitioned subcategories, considering only the most common 7: discrimination, drug abuse, financial crime, hate speech, non-violent crime, privacy violation, and violence.

We use 1,000 samples per category for training and 150 for testing; the size for testing varies slightly in subcategories where there aren’t enough unique prompts.

We also construct a general harm category by aggregating across all subcategories with balanced representation.

For harmless data, we use prompts from Alpaca (Taori et al., 2023), which are held fixed across all checkpoints and experiments. Each subcategory has a matching harmless counterpart that matches the train and test set size (and we preserve the same subset of harmless data for any smaller sized test set).

Activation Directions. For each checkpoint and subcategory, we extract residual stream activations at a fixed intermediate layer to compute class centroids (i.e. the mean activation over all examples in a class). This allows us to create a direction for a given subcategory, which we define as the vector from the safe centroid to the harmful centroid.

To select the layer, we compute directions at every layer in the Instruct checkpoint for general harmfulness, and choose the layer with the highest AUROC (layer 15). We fix this layer across all experiments.

To clarify, these directions are used both as linear probes for evaluation and, in later experiments, as steering vectors.

Validation

In-distribution AUROC

Experiment Design:

For each checkpoint and subcategory, we extract a direction and evaluate it using AUROC on a held-out, in-distribution test set. This in-distribution test set consists of harmful prompts from that subcategory and benign prompts from Alpaca.

Analysis:

Even near initialization, AUROC starts out very high. This points to one of two issues: either AUROC in this setting is saturated and insensitive to changes in representation quality over training, or our in-distribution setup is being exploited.

We suspect the latter: that the probe separates classes using a small set of highly discriminative tokens, which are linearly separable from raw token identity alone and therefore available even at initialization. We test this directly in the following sections, where removing lexical overlap (Modified in-distribution AUROC) and evaluating out-of-distribution (Out-of-distribution AUROC) sharply reduces early performance.

Even if AUROC here is driven by lexical cues, the cross-subcategory synchrony remains a notable pattern: all subcategories follow nearly identical trajectories. The curves largely overlap, and this holds even through the mid-to-late pretraining plateau, suggesting that AUROC captures a shared separability effect rather than subcategory-specific representational evolution.

Our results agree with Wang et al.: in-distribution AUROC is not a reliable indicator for a direction’s representativeness of a concept. High AUROC does not necessarily imply that the model has learned a meaningful or semantic notion of harmfulness, but may instead reflect dataset-specific separability that is present even at initialization.

Open questions:

1. To what extent is AUROC determined by global checkpoint-level properties rather than the specific subcategory being probed?
2. Would the same saturation pattern appear for other concepts, or is it specific to harmfulness and the datasets used here? (Partially addressed in AUROC different concept)

Modified in-distribution AUROC

Experiment Design: 

To test whether the abnormal in-distribution AUROC results were caused by superficial lexical overlap between harmful and harmless prompts, we construct a modified in-distribution test set. We prompt an LLM to rewrite the original test prompts using different vocabulary, while preserving the same semantic meaning (see Appendix – Prompts). This reduces token-level overlap with the training data while keeping the task unchanged.

We then evaluate AUROC on this modified dataset using the same directions computed from the original training data.

Analysis:

Removing lexical overlap significantly reduces early AUROC in some subcategories, but also introduces substantial variability across checkpoints. In earlier checkpoints, some directions' AUROC drops from near-ceiling (~0.9) toward ~0.6–0.8. At initialization we'd expect roughly chance performance, since the model hasn't learned anything yet, so the fact that AUROC stays well above 0.5 even here indicates the rewrite removed much, but not all, of the token-level signal the original setting relied on.

Violence and privacy retain near-ceiling AUROC even at initialization, regardless of the rewrite. Because this holds at initialization, it can't reflect learned structure — so some residual non-semantic cue is still available for these categories even after the lexical rewrite (see Out-of-distribution AUROC). We can't rule out that these categories are also genuinely easier to capture semantically, but the early behavior points more toward a shortcut.

Another notable pattern is the presence of sharp, non-monotonic jumps in AUROC at specific checkpoints (e.g. around s1-80k, s1-200k, and at stage transitions such as s2 and s3). Unlike the smooth plateau observed in the original in-distribution setting, these fluctuations suggest that performance is now more sensitive to changes in the underlying representation.

In post-training checkpoints (from SFT onward), AUROC still reaches high values, indicating the model eventually learns representations that generalize beyond superficial lexical features.

Overall, this supports the view that the high AUROC in the original setting was driven by lexical overlap rather than semantic understanding — though it leaves open why some subcategories stay high even at initialization.

Open questions:

1. What causes the sharp non-monotonic jumps at specific checkpoints?

Out-of-distribution AUROC

Safe OOD datasets

Harmful OOD

Experiment Design:

In this section, we adopt the evaluation framework and directly use the datasets provided in the repository, without modification, from Wang et al..

For the first set of plots (their RS1 setup), we use the provided subset of MaliciousInstruct (Huang et al., 2023) — they also have a subset of Beaver, but we exclude it to avoid overlap. Wang et al. also provide multiple benign datasets paired with these harmful datasets, which we evaluate as safe OOD counterparts.

For the second set of plots (their RS2 setup), we use their transformed datasets exactly as constructed. These include two harmful datasets (AdvBench and HarmBench), each paired with two benign variants derived from the same prompts: a cleaned version, where harmful content is replaced with benign alternatives while preserving the original instructional structure, and a paraphrased version, where these cleaned prompts are further rewritten to alter phrasing and syntax while preserving benign meaning. These transformations structurally reduce non-semantic signals: the cleaned datasets remove harmful content while keeping structure intact, whereas the paraphrased datasets additionally disrupt sentence structure and formatting.

Because our extracted directions are subcategory-specific, we evaluate them against a shared general-harm OOD benchmark rather than attempting to align subcategories with specific OOD datasets.

Analysis:

When we evaluate on datasets from RS1, we continue to see unexpectedly high AUROC at some early checkpoints, along with non-monotonic behavior. This matters because these datasets are already distinct from our training data, so simple train–test token overlap cannot fully account for the signal. The remaining irregularities therefore point to some other factor still driving AUROC.

The transformed datasets from RS2 sharpen this picture further. Here the pattern becomes closer to the expected monotonic increase, with the randomly initialized checkpoint near chance. Importantly, we also notice that the paraphrased datasets, which consist of prompts that change the phrasing and sentence structure of the safe samples, introduce a new distributional difference between safe and harmful prompts. In that setting, irregularities and elevated AUROC reappear early in training. This is the useful isolation: the paraphrased setting shows the exploitable signal is not only lexical but also structural — sentence form, formatting, and broader dataset-level differences that a linear direction can pick up on.

Taken together, AUROC turns out to be driven by several kinds of non-semantic signals: token-level cues, structural and formatting patterns, and broader dataset-level regularities. It only starts to look interpretable (and reasonable) once all of these are controlled. In practice that's expensive. Unless you have the resources to build matched datasets, or an aligned evaluation set already exists, in-distribution AUROC is best treated as a generous and probably superficial first signal.

Open Questions:

1. Which structural features are most responsible for the remaining shortcut signal: phrasing, instruction format, punctuation, or something else?

Geometric Relations

Steering Direction Evolution

Experiment Design:

We generate a checkpoint-by-checkpoint similarity matrix, where entry (i, j) is the cosine similarity between the directions at checkpoints i and j.

All subcategories’ heatmaps exhibit highly similar patterns so we show a representative heatmap using the general harmfulness direction.

Note that checkpoint spacing is non-uniform, so distances along the axes do not correspond to uniform training intervals.

Analysis:

Checkpoints closer together in training have strictly higher cosine similarity than checkpoints farther apart — no distant pair exceeds a closer one. But the falloff isn't uniform: it's gradual within a phase and much steeper at the boundaries between phases, which is what makes the blocks visible. The three regions:

• Early / mid pretraining (s1): directions are relatively similar within this phase
• Late pretraining / base: directions form a second coherent block
• Post-training (SFT, DPO, Instruct): directions cluster tightly into a third block

Similarity is high within each block and drops across them, so the representation shifts in phases between training stages rather than drifting uniformly. The spacing caveat applies here, but only partly. Some block boundaries could just reflect large gaps between sampled checkpoints, but this isn't the whole story given that the boundaries fall within our uniformly-spaced checkpoint groups, not at the points where spacing changes.

The base to SFT transition stands out separately. It's the largest single shift and appears across every subcategory, which makes it notable on its own ; though unlike the boundaries above, we can't argue it's artifact-free on spacing grounds, since we don't know how many training steps separate base from SFT. We flag it as a striking observation: a large shift appears at SFT and largely persists through DPO and the final Instruct model, suggesting alignment moves the directions into a new regime that holds rather than washing out.

Crucially, this pattern is nearly identical across all subcategories, which suggests the directional change is driven by global training dynamics rather than concept-specific semantic evolution. The harmfulness directions aren't evolving independently, but they sit in a shared representation space that gets reshaped across training stages.

Open questions:

1. Is the post-training shift primarily a global basis rotation, or does it also alter concept-specific axes in a meaningful way?
2. Can a single cross-checkpoint transport map account for most of the observed changes, indicating that representations are related by simple transformations?

Subcategory vs. General Harm

Experiment Design:

For each checkpoint, we compute a general harmfulness direction, and compare it to each individual subcategory direction via cosine similarity.

As in previous sections, note that checkpoint spacing is non-uniform along the x-axis.

Analysis:

The relationship between each subcategory and general harm is set very early and stays broadly stable after. Similarity changes sharply between  s1-0 and the first few checkpoints (around s1-1000), then the curves flatten for the rest of pretraining — so this geometry forms in the first few thousand steps rather than emerging gradually over training.

Still, the subcategories don't all sit at the same distance: violence, non-violent crime, and often financial or drug-related categories stay more closely aligned with the general harm direction; discrimination remains at an intermediate distance; privacy, with hate speech to a lesser extent, remains substantially farther away. This vertical separation endures across checkpoints and is still visible at the final post-training models.

The main exception to this overall stability occurs around the SFT transition, where privacy and hate speech move somewhat closer to general harm. This suggests that instruction tuning selectively reshapes subcategories that are less strongly aligned during pretraining. Even so, the subcategories do not converge to a single value at the end of training.

Results suggest that harmfulness isn't a single unified axis. The model seems to hold a shared general-harm component alongside persistent subcategory-specific structure: the subcategories relate to general harm without collapsing into it.

Open questions:

1. Why do privacy and hate speech remain outliers — is this due to dataset properties, annotation style, or genuinely distinct latent structure?
2. What drives the selective alignment shift during SFT for these categories?

Pairwise Subcategory

Experiment Design:

We compare all seven subcategory directions pairwise using cosine similarity. Rather than show every checkpoint, we select six representative checkpoints spanning the training trajectory: early pretraining (s1-step0), mid pretraining (s1-step100k), late pretraining (s1-step900k), mid-training (s2-step40k), long-context training (s3-step10k), and the final Instruct model.

Analysis:

Across all six checkpoints, the subcategories remain entangled with one another, but they do not collapse to a single shared direction. Drug/Weapons, Financial Crime, Non-violent, and Violence form a relatively tight cluster across training, while Privacy remains the clearest outlier. Hate speech and discrimination tend to occupy intermediate positions between these extremes.

This organization is already visible at s1-step0, which suggests that at least some aspects of the geometry are present even at initialization, likely through shared lexical or structural properties of the data. The largest reorganization happens between early and mid pretraining, roughly from s1-step0 to s1-step100k. After that, the pairwise geometry becomes much more stable, with later checkpoints mostly refining an already established structure rather than building a new one.

This sharpens the general-harm result: the subcategories don't collapse into general harm, and they don't collapse into each other either; they hold a structured multi-direction space throughout training. Some local relationships do shift, but even at the final checkpoint the overall structure remains clearly preserved.

Open Questions:

1. Why does Privacy remain consistently separated from the other subcategories?
2. Is the early pairwise structure mostly driven by shared lexical cues, or does it embody a broader property of the representation space at initialization?

Steering Validation

Experiment Design:

We select six representative checkpoints spanning training and apply each direction at a fixed layer using

where is the residual stream activation, is the steering direction, and controls the strength and sign of the intervention. We test coefficients ={-2, -1.5, -1, 1, 1.5, 2}, where positive values push toward harmfulness and negative values push toward harmlessness.

We run two variants: direct steering, and normalized steering where the direction is scaled relative to the residual stream norm. To evaluate the effect of steering, we use an LLM judge to measure refusal rate and incoherence rate. The evaluation set is a balanced mix of harmful prompts and benign prompts from Alpaca, restricted to questions. The baseline refusal rate of the unmodified Instruct model is about 31%.

We also flag a limitation: refusal and harmfulness aren't the same thing. Zhao et al. (2025) find that LLMs encode them as separable concepts, so we treat refusal rate as a behavioral proxy for harmfulness, not a direct readout of the representation. We use it because it's the standard downstream behavior in prior harmfulness-steering work.

Analysis:

Only directions from later checkpoints produce behavior that is both interpretable and at least modestly controllable. Directions from the earliest checkpoints tend to break the model outright when applied directly, producing incoherent outputs. We initially assumed the cause was large magnitudes, but even after normalizing, these early directions don't control refusal reliably,  suggesting they aren't yet stable or behaviorally meaningful features.

From around s1-step100k onward, the directions become much more usable. With small coefficients, later pretraining directions begin to produce predictable changes in refusal rate without overwhelming incoherence. This lines up with several of the earlier geometry results, which suggested that the relevant structure becomes more stable by mid-to-late pretraining.

A strong asymmetry appears between positive and negative steering: positive steering drives refusal rates very high, sometimes near-total, while negative steering produces only modest reductions below baseline. So increasing harmfulness strongly activates refusal mechanisms, but reducing it isn't enough to switch them off — it is coherent with the claim that harmfulness is only one input for refusal, but does not capture the whole phenomenon.

The post-training directions behave differently: even relatively small positive coefficients can produce large increases in refusal. This suggests that alignment introduces a much higher sensitivity to these directions, though not necessarily a simple linear control relationship. The fact that later pretraining and post-training directions work much better than early ones also supports the broader picture that the model develops more stable and reusable harmfulness-related features only after a certain point in training.

Open questions:

1. Why does reducing harmfulness have only a limited effect on refusal?
2. How closely does steering effectiveness track the geometric changes we see earlier in the post?

Appendix

Other Geometrical Properties

Centroid drift

Experiment Design:

We measure checkpoint-to-checkpoint centroid drift as:

where is the centroid at checkpoint . This is computed for each harmfulness subcategory and for the safe centroid.

Lower values indicate small representational changes between adjacent checkpoints, while higher values indicate larger updates.

Analysis: 

We find that centroid drift is synchronized across subcategories and the safe class, with most changes happening at just a few points. Notably, there is a large initial spike at the earliest checkpoints, followed by several later shared spikes, with otherwise low and stable drift between these events.

The main pattern is that spikes line up across subcategories and the safe class, which shows these changes are part of bigger shifts in the representation space. The low drift between spikes suggests the development is mostly smooth and gradual.

These findings suggest that centroid evolution is coordinated across the whole system, with much of training focused on making global changes to the representation basis. After that, the semantic structure is refined within this shared space, instead of being built separately for each concept.

Centroids geometry

Experiment Design:

We analyze centroid geometry across training through the average Euclidean distance of examples to their class centroid (Centroid L2 Average), the mean squared distance to the centroid plotted on a log scale (Centroid Variance), and the L2 norm of each class centroid (Centroid Magnitude). These capture how spread out the clusters are, how compact they become, and how far the centroids sit from the origin in representation space.

Analysis:

All three measures show similar behavior across harmfulness subcategories and the safe class. The most important development appears as an early compression where both the average distance to centroid and the variance decrease rapidly in early-to-mid pretraining, and then continue to decline more slowly before settling into a stable low-variance regime at later checkpoints. The trajectories for harmful and safe classes are extremely similar, with only small vertical offsets such as hate speech tending to remain slightly more dispersed.

The variance plot makes the scale of this effect especially clear, since the decline spans multiple orders of magnitude. This suggests that training is globally tightening the geometry of the representation space rather than selectively refining one harmfulness category at a time. The same conclusion is supported by the centroid magnitudes: these also follow nearly identical trajectories across categories, with an early spike followed by sustained contraction and eventual stabilization.

Taken together, these plots suggest that a large part of training consists of a global compression and re-scaling of the representation space. This helps explain some of the earlier results: later separability can improve even without major directional reorganization, simply because the clusters become tighter and more consistently placed. In that sense, at least part of what later AUROC captures may be global organization of the space rather than newly emerged semantic structure.

Magnitude of directions

Experiment Design:

The first plot tracks how each subcategory’s direction magnitude evolves across training; the second and third provides the same plot, but zoomed-in for different ranges of checkpoints.

Analysis:

Again, the pattern here is consistent across subcategories, but the other interesting point is that the only significant magnitudinal change occurs early in training. By the later checkpoints, all of the directions fall into a relatively narrow magnitude range. The zoomed-in final plots show that there are still small differences between categories, but these are modest compared with the shared overall trajectory. The final changes worth noting are minor ones that occur during each phase change (e.g. pretraining to midtraining, midtraining to long-context, etc.) but even these are minor in comparison to the early compression. This suggests that one major phase of training involves setting the scale of these directions, after which later changes are driven less by magnitude and more by orientation.

This fits the earlier sections: the centroid plots showed early compression and re-scaling, and the direction-similarity analyses showed later angular reorganization. Together they point to a rough division of labor — magnitude is set early, and later changes are increasingly rotational, re-aligning directions within an already-organized space.

Open questions:

1. Does the same early stabilization of magnitude appear for other concepts?
2. Can we separate magnitude-based and angle-based contributions to downstream steering behavior?

Extra Validations

AUROC cross-checkpoints in-distribution (fix direction from a certain stage, and compute AUROC across all checkpoints)

Experiment Design: 

To evaluate how stable and transferable harmfulness directions are across training, we fix a direction extracted at a given checkpoint and compute its AUROC across all checkpoints. We repeat this for directions extracted at several stages of training. Evaluation is performed on the general-harm category using the same in-distribution setup as In-distribution AUROC.

Analysis:

These cross-checkpoint evaluations show a clear difference between unstable early directions and later directions that generalize much more broadly. The direction extracted at initialization performs poorly at early checkpoints, but gradually reaches high AUROC at later checkpoints. This does not mean that the initialization direction already captures a strong semantic harmfulness feature. Rather, as shown in earlier experiments, in-distribution AUROC can be driven by token-level or lexical cues, and those cues remain accessible throughout training. As the representation space becomes more structured, even a crude early direction can align well enough with those superficial signals to score high AUROC later.

The s1-1k and s1-10k directions behave differently: they work well across pretraining but degrade in post-training, so they capture signals useful within the pretraining space that don't survive alignment intact. By contrast, directions extracted later in pretraining are much more transferable. From roughly s1-80k onward, they perform well across both later pretraining and post-training checkpoints.

Interestingly, the post-training directions also begin to work well on checkpoints starting around this same stage. That is, the final directions seem not to be created from scratch during alignment, but to become broadly recognizable in the representation space sometime in mid-pretraining. This matches the steering section reasonably well: it is around this stage that directions begin to look not only separable, but also reusable and at least modestly behaviorally meaningful.

Overall, this section suggests that some structure may be present early, but stability and transferability emerge later.

Open questions:

1. What changes around ~s1-80k make harmfulness directions substantially more stable and transferable across checkpoints?
2. Why do very early directions degrade so strongly under post-training?

AUROC with random labels, in-distribution

Experiment Design:

To test whether AUROC reflects meaningful structure or can arise from spurious correlations, we perform a control experiment where labels are randomly assigned.

For the general harmfulness task, we repeat the full extraction process 20 times, each time randomly swapping the labels between “safe” and “unsafe” in the training data. We then evaluate AUROC on the original in-distribution test set.

The plot shows the mean AUROC (0.5120) and standard deviation across these 20 runs.

Analysis:

The mean AUROC stays at chance (~0.51), so there's no consistent signal when labels are randomized. But the variance grows substantially at later checkpoints, meaning individual runs can still land at high or low AUROC purely by chance.

This happens because the representation space becomes highly structured and separable late in training. In that regime, even a small accidental imbalance in the randomized labels can align with existing directions and produce deceptively strong performance.

This reinforces the broader point that high in-distribution AUROC doesn't necessarily indicate meaningful or semantic structure. Once the space is organized enough, even random labels can look separable, which makes in-distribution AUROC easy to over-interpret.

AUROC different concept

Experiment Design:

To check whether our harmfulness results reflect something specific to harmfulness or a broader property of linear directions, we run the same AUROC analysis on a truthfulness direction. Concretely, we extract a truthfulness direction at layer 15 and evaluate its AUROC across checkpoints on an in-distribution dataset (cities dataset).

The goal isn't to claim anything about truthfulness itself, but to use it as a contrast: if truthfulness showed the same dynamics, the harmfulness patterns would likely be generic to the probing setup; if it differs, the harmfulness patterns are more likely concept or dataset-specific.

Analysis:

The truthfulness AUROC trajectory doesn't match the harmfulness pattern: it doesn't start near ceiling at the earliest checkpoints, instead rising over pretraining. Still, that early rise is fast enough that we're cautious about reading it as semantic understanding. And, like the harmfulness experiments, this is in-distribution, with no curated OOD truthfulness set, so superficial dataset cues likely still inflate the scores.

The truthfulness curve also doesn't show the dips and phase-specific irregularities that appear in several harmfulness plots. If those dips were just generic training dynamics, we'd expect them here too. Their absence suggests they're tied to harmfulness or its dataset, not to training stage alone.

Our current best interpretation is that this contrast is more likely driven by the dataset than by how the concept itself is represented. The truthfulness dataset may simply contain fewer of the specific shortcut features that produced the unusual harmfulness curves, while still remaining vulnerable to other in-distribution artifacts. To distinguish these possibilities, the next step would be to build a curated OOD truthfulness evaluation analogous to the one we used for harmfulness, and then compare whether the same training-stage dynamics persist under distribution shift.

Overall, this comparison shows that the unusual harmfulness AUROC patterns are not universal, but we cannot yet tell whether that is because harmfulness is represented differently or because the underlying datasets differ in how much superficial signal they contain.

Prompts

Prompt to generate OOD dataset for each harmful category:

Prompt to generate OOD dataset for the benign dataset:

System prompt used for judge evaluation during steering: