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REVIEW 4 major objections 5 minor 7 references

Representation Learning for Time-Domain High-Energy Astrophysics: Discovery of Extragalactic Fast X-ray Transient XRT 200515

T0 review · 4 major / 5 minor · reviewed 2026-08-12 · deepseek-v4-flash

Pith's one-line read A representation-learning pipeline built on energy-time maps of Chandra event files has discovered XRT 200515, an extragalactic fast X-ray transient with a hard <10-second initial burst and a soft ~800-second oscillating tail.

desk verdict A likely real transient discovery inside a promising but under-validated ML pipeline; the 'extragalactic' label depends on an assumed LMC distance. read the letter →

arxiv 2412.01150 v2 pith:H6OPJ43V submitted 2024-12-02 astro-ph.HE astro-ph.IMcs.AIcs.LG

classification astro-ph.HEastro-ph.IMcs.AIcs.LG
keywords methods:dataanalysissoftware:machinelearningstars:magnetarsX-rays:burstsgamma-rayrepresentationX-raytransientcandidatesChandraarchive
verification ladder T0 review T1 audit T2 compute T3 formal

The pith

A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.

The reading

This paper tries to establish that an unsupervised representation-learning pipeline can systematically find rare X-ray transients in large archival data sets. The authors introduce fixed-length representations of X-ray event files, called E-t maps and E-t-dt cubes, which encode both timing and spectral information, then use PCA or sparse autoencoders, t-SNE, and DBSCAN clustering to isolate transient-like events. Applied to 95,473 Chandra observations, the method produced a catalogue of 3,559 candidates (3,447 flares and 112 dips) and uncovered XRT 200515, a transient whose temporal and spectral behavior is unlike any previously known Chandra fast X-ray transient. If the paper is right, the archive becomes a searchable anomaly space, and XRT 200515 may be the first giant magnetar flare seen at soft X-ray energies or the first extragalactic Type I X-ray burst from a faint low-mass X-ray binary in the Large Magellanic Cloud.

What carries the argument

The central objects are the E-t maps and E-t-dt cubes, fixed-length histograms built from Chandra event files by binning photon arrival times and energies (and, for the cubes, inter-arrival times as a proxy for count rate). These representations convert variable-length event lists into uniform inputs that preserve both spectral and temporal information, which lets a sparse autoencoder or PCA learn low-dimensional features; t-SNE then projects those features into a two-dimensional embedding where known transients form isolated clusters, and DBSCAN identifies the transient-dominant clusters used for candidate selection and nearest-neighbour searches.

What would settle it

A direct distance measurement to the source—for example a spectroscopic redshift of a host galaxy, or the detection of a foreground Galactic star with a measurable parallax—would settle the matter: if the source is much closer than 50 kpc, its peak luminosity falls far below the ~$10^{38}$ erg/s Eddington-scale value and both the magnetar-flare and Type I X-ray burst interpretations lose their basis.

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Extended reading notes

Core claim

The central claim is that XRT 200515 is a unique extragalactic Chandra fast X-ray transient: the combination of its temporal and spectral properties is unlike any of the other Chandra FXT samples. The event shows no detectable pre-flare emission, a sharp rise of at least four orders of magnitude within <10 seconds, and then spectral softening in an ~800-second oscillating tail. The paper interprets this as either a giant magnetar flare from a soft gamma repeater behind the Large Magellanic Cloud (the first detected at low X-ray energies) or an extragalactic Type I X-ray burst from a faint, previously unknown low-mass X-ray binary in the LMC, while leaving open the possibility that it is a genuinely new type of phenomenon.

Load-bearing premise

The classification of XRT 200515 as an extragalactic transient and all of its luminosity estimates rest on the assumption that the source lies at the Large Magellanic Cloud distance of 50 kpc, which is inferred only from its line of sight toward the LMC and is not directly measured.

Editorial extensions

If this is right

  • The same pipeline can be applied to event lists from XMM-Newton, Swift-XRT, eROSITA, Einstein Probe, and the upcoming AXIS mission, giving those archives the same kind of systematic transient search.
  • The public catalogue of 3,559 flare and dip candidates provides a target list for multiwavelength follow-up of rare X-ray transients.
  • If XRT 200515 is a giant magnetar flare, it would be the first such flare observed at soft X-ray energies rather than in hard X-rays or gamma-rays.
  • If XRT 200515 is a Type I X-ray burst, it would be the first extragalactic Type I burst found in the LMC and evidence for a hidden population of faint low-mass X-ray binaries.
  • The learned embedding spaces encode both hardness and variability information, so they can support unsupervised classification and similarity searches beyond transient detection.

Reading between the lines

Editorial extensions of the paper, not claims the author makes directly.

  • A natural stress test would be to inject synthetic transients into real Chandra event files and measure what fraction the pipeline recovers; the paper does not report such an injection-recovery experiment.
  • The distance assumption could be checked directly: deep optical or infrared imaging of the 2-arcsecond error circle might reveal a host galaxy (supporting the extragalactic interpretation) or a foreground stellar corona (undermining it).
  • If the method is applied to other X-ray observatories, the transient-dominant clusters may not match Chandra's because of different PSF, background, and energy response; the degree of cross-observatory cluster overlap would be a useful test of generality.
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Editorial analysis

A structured set of objections, weighed in public.

Desk editor's note, referee report, and a circularity audit.

Referee Report

4 major / 5 minor

Summary. This paper proposes an unsupervised representation-learning pipeline for systematic transient discovery in the Chandra Source Catalog. Individual observation-level event files are binned into fixed-size E-t maps (24x16) and E-t-dt cubes (24x16x16); PCA or sparse autoencoders extract low-dimensional features, t-SNE projects them into a 2D embedding, and DBSCAN clustering isolates transient-dominant clusters seeded by previously known flares and dips. The pipeline yields a public catalogue of 3559 candidates (3447 flares, 112 dips). The headline result is XRT 200515, found in an observation of the LMC SNR 0509-67.5: a transient with no detectable pre-flare emission, a hard <10 s spike rising by at least four orders of magnitude, an ~800 s soft oscillating tail, 179 net counts, and no identified counterpart or high-energy detection. The authors interpret it as either a giant magnetar flare from an SGR behind the LMC, an extragalactic Type I X-ray burst from a faint LMXB in the LMC, or an entirely new phenomenon.

Significance. The detection of XRT 200515 itself is convincing: S/N ~ 11.6, 179 net counts, a point-source-like off-axis detection, non-detections in four other ObsIDs, and a pre-flare upper limit roughly four orders of magnitude below the peak. If the extragalactic classification holds, this is a genuinely new kind of Chandra FXT and potentially the first GMF observed at soft X-ray energies or the first Type I X-ray burst from the LMC's faint LMXB population. The pipeline is a methodological contribution with concrete, machine-checkable deliverables: open-source code, a public catalogue on Zenodo, and explicitly tabulated hyperparameters and cluster memberships. These strengths are real. However, two load-bearing points need attention: the extragalactic classification rests entirely on an assumed 50 kpc LMC distance, and the claim that the learned embeddings encode spectral/temporal information is partially circular because the t-SNE hyperparameters were tuned to reproduce CSC hardness and variability distances. The spectral fit statistics also contain an internal inconsistency (Table 9). With these addressed, the paper would be a solid contribution.

major comments (4)
  1. [Abstract; §4.3.1, §4.3.3, §4.3.5, §4.3.8] The classification of XRT 200515 as 'extragalactic' and all luminosity-based arguments rest on an adopted 50 kpc distance, with no direct distance measurement anywhere in the paper. Sections 4.3.1 and 4.3.3 quote L_X < 1.0e34 erg/s and L_X >~ 1.7e38 erg/s 'at the LMC distance of 50 kpc'; §4.3.5 derives M_g ~ 4.2 'assuming it is in the LMC'; §4.3.8's Eddington-level argument and §4.3.7's GMF argument both scale as (d/50 kpc)^2. The line of sight toward SNR 0509-67.5 is a direction, not a distance. If the source is a foreground object at a few kpc, the peak luminosity falls to ~1e34-1e35 erg/s, the Eddington-based Type I X-ray burst interpretation and the GMF interpretation lose their main support, and the central 'extragalactic' claim fails. The paper's own conditional phrasing ('If XRT 200515 is in the LMC ...', 'if XRT 200515 is a GMF, it must be located behind the LMC') shows that this is assumed rather than established. The manuscript should either (i) provide a quantitative constraint on the foreground scenario, for example by using the g > 22.7 optical limits and the burst duration to bound the distance of any flaring Galactic M dwarf, or (ii) reframe the title, abstract, and conclusions as a 'candidate extragalactic FXT' with all luminosities expressed explicitly as functions of the unknown distance.
  2. [Appendix C1; §4.1] The validation that the embeddings 'encode spectral information' is partially circular. Appendix C1 selects t-SNE hyperparameters (perplexity, learning rate) by maximizing the Spearman correlation rho_Z,Y between pairwise embedding distances and Mahalanobis distances computed from the very seven CSC properties (HR_hm, HR_hs, HR_ms, p_b^var, p_h^var, p_m^var, p_s^var) that Section 4.1 then uses to demonstrate hardness-ratio gradients in the final embedding, as in Fig. 8. The observed gradients are therefore to some degree a consequence of the selection criterion, not independent evidence about what the representations learned. The authors should report the achieved rho_Z,Y values, compare against untuned or feature-shuffled baselines, and validate the representation claim at the feature level, for example by correlating pre-t-SNE feature distances with the property distances. This concern does not affect the XRT 200515 detection itself, which is established by direct light-curve analysis in §4.3.2, but it does affect the general claim that the representation space is semantically meaningful.
  3. [§4.2] The catalogue selection function is not fully documented. Section 4.2 states that 'we manually exclude a fraction of false positives identified by visual inspection of the light curves' without reporting how many candidates were excluded, on what criteria, or whether the inspection was blinded; the same paragraph also describes an ad hoc inclusion of 'a select group of interesting sources identified as non-clustered points ... particularly pulsating or quasi-periodic sources' into the flare candidates. These steps make the 3559-candidate catalogue difficult to reproduce or to interpret statistically, which matters because the catalogue is one of the paper's key deliverables. The authors should specify the number and rules of the manually excluded candidates, or replace the step with an automated, documented decision rule, and report per-cluster candidate counts and the recovery rates of the seeded known transients for each embedding case.
  4. [Table 9; §4.3.3] The reported spectral statistics are internally inconsistent. For the power-law fit, Cstat = 132.7 with 137 dof corresponds, under the standard interpretation in which the Cash statistic is asymptotically chi-squared with the stated degrees of freedom, to a null probability of roughly 0.6, not P_null = 3.5e-3; conversely, obtaining P_null = 3.5e-3 would require Cstat ~ 180. The blackbody fit shows the same problem (Cstat = 129.6, dof = 137, P_null = 1.2e-2). The authors should clarify how the null probabilities were computed. If the quoted P_null values are correct, both one-component models are formally rejected at high confidence, which is not discussed and would weaken the quoted Gamma = 0.5 +/- 0.3 used in §4.3.6 and §4.3.9 to establish spectral hardness relative to other Chandra FXTs.
minor comments (5)
  1. [§3.3.4] The L1 penalty in Eq. (11) is described as acting on 'the individual bottleneck weight values,' which promotes sparse weights rather than sparsity in the latent activations; the claim of a 'sparse autoencoder' that enforces 'sparsity in the latent space' should be clarified or the regularization term should be applied to the bottleneck activations.
  2. [§4.3.5] The statement that the optical limits 'rule out a stellar flare from a foreground Galactic low-mass star' is asserted without quantification; providing a distance-excluded range based on the g ~ 22.7-23.9 limits and typical M dwarf flare X-ray-to-optical ratios would make the argument testable and would directly support the extragalactic interpretation.
  3. [§4.3.9] The claim that XRT 200515 is 'unlike any of the other Chandra FXT samples' sits in some tension with the immediately following note that XRT 120830 has 'remarkably similar temporal evolutions'; the uniqueness claim rests on the combination of temporal and spectral properties, and this qualification should appear in the abstract or the concluding remarks.
  4. [§3.4.2 / Table 4] The t-SNE random states differ across the four cases (11, 11, 2412, 12); using a single fixed seed for all four embeddings would make the cases more directly comparable, although the current values are at least reported for reproducibility.
  5. [§4.2 / Appendix E] For reproducibility, the catalogue would benefit from published completeness and false-positive estimates: how many of the seeded known transients were recovered in each embedding case, and how many candidates per transient-dominant cluster passed the I_b^var >= 5 cut.

Circularity Check

1 steps flagged · score 3.0 of 10

One partial validation loop: Section 4.1's claim that the embeddings encode spectral/temporal information is evaluated with the very correlation objective (Appendix C1) used to tune the t-SNE hyperparameters; the XRT 200515 discovery itself is not circular.

  1. fitted input called prediction [Appendix C1 (t-SNE hyperparameter optimization) feeding Section 4.1 (representation embedding space, Figs 8-9)]
    "Ideally, we want the two-dimensional embedding space to effectively capture both energy information (hardness ratio HR) and variability information (variability probability pvar).... We can thus define a performance metric based on the statistical correlation of DZ and DY using the Spearman's rank correlation coefficient rho_ZY.... We choose the hyperparameter combination that produces the highest value of rho_ZY. ..."

    The t-SNE hyperparameters (perplexity, learning rate) are selected by maximizing rho_ZY, the Spearman correlation between pairwise Euclidean distances D_Z in the embedding and pairwise Mahalanobis distances D_Y computed from seven CSC properties (three hardness ratios and four variability probabilities). Section 4.1 then cites hardness-ratio gradients in that same embedding as evidence that 'the learned representations effectively encode spectral information': the validation metric is the optimization objective, so the observed gradients are partly constructed by the tuning rather than emergent from the representation learning.

full rationale

The central discovery claim does not reduce to its inputs: XRT 200515 was recovered from the 3D-AE embedding's transient-dominant Cluster 8 (Appendix E), filtered by the CSC variability index I^b_var >= 5, and characterized by independent Chandra reprocessing (Sections 4.3.1-4.3.3); no fitted parameter was renamed as the prediction. The one partially circular step is the Section 4.1 validation of the embedding: the t-SNE hyperparameters were chosen to maximize correlation between embedding distances and (hardness-ratio, variability-probability) distances (Appendix C1), and the same kind of correlation is then presented as proof that the representations encode spectral and temporal information. This inflates the apparent semantic content of the final 2D layout, although the feature extractors themselves were not tuned to that target. The self-citations to Dillmann & Martinez-Galarza (2023) (Sections 1, 4.2, Appendix C) are not load-bearing because the pipeline is fully specified in this paper (Sections 3.1-3.5). The assumed 50 kpc LMC distance (Sections 4.3.1-4.3.3, 4.3.5, 4.3.8) underpins the 'extragalactic' classification and the Eddington-level luminosity arguments, and the paper's conditional phrasing ('If XRT 200515 is in the LMC') exposes this as an assumption; however, this is a correctness/fragility risk, not circularity, because luminosities follow from flux and distance via standard formulas rather than from the classification label itself. Section 4.4's technical caveats honestly disclose information loss from binning. For the discovery claim, the derivation chain is self-contained against external benchmarks, so the score reflects only the partial validation loop in Section 4.1.

Assumptions & free parameters 9 free parameters · 6 assumptions · 0 invented entities

The central method rests on several heuristic choices (bin counts, embedding hyperparameters tuned to CSC labels, variability threshold, manual visual filtering) and on the assumed LMC distance for the new transient. No new physical entity is postulated; XRT 200515 is a detected source. The paper's contribution is therefore a new application of standard machine learning components with several hand-set constants, rather than a derivation from first principles.

free parameters (9)
  • n_tau (time bins) = 24
    Chosen as the 90th percentile of Bayesian-blocks optimal bin counts for variable event files (Section 3.1.1); a heuristic global resolution.
  • n_epsilon (energy bins) = 16
    Chosen as the 90th percentile of Freedman-Diaconis optimal bin counts (Section 3.1.1); a heuristic global resolution.
  • n_dtau (waiting-time bins) = 16
    Chosen as the 75th percentile of Freedman-Diaconis optimal bin counts (Section 3.1.2); a heuristic global resolution.
  • t-SNE hyperparameters (perplexity, learning rate, n_iter) = Table 4 values (e.g., perplexity 30/50/40/60, learning rate 80/120/100/180)
    Optimized in Appendix C1 to maximize Spearman correlation between embedding distances and Mahalanobis distances of CSC labels.
  • DBSCAN hyperparameters (eps, minPts) = Table 5 values (e.g., eps 2.8, minPts 26 for 2D-PCA)
    Optimized in Appendix C2 to maximize ratio of Calinski-Harabasz to Davies-Bouldin index.
  • k in kNN = 50
    Number of nearest neighbours used around known transients in poorly separated clusters (Section 3.7).
  • Autoencoder bottleneck size and L1 penalty = 12 (2D), 24 (3D); lambda=0.1
    Architecture choices for the sparse autoencoders (Sections 3.3.1, 3.3.2, 3.3.4).
  • Variability index threshold for flare candidates = I_var >= 5
    Applied after cluster selection to ensure statistical significance (Section 4.2).
  • XRT 200515 spectral fit parameters = Table 9: e.g., N_H=0.58e22, Gamma=0.50; kT=1.81 keV
    Fitted to the 179-count spectrum with absorbed power-law and blackbody models; used for luminosity estimates and physical interpretation.
assumptions (6)
  • standard math PCA, t-SNE, DBSCAN, and autoencoder implementations from scikit-learn and TensorFlow behave as documented.
    The pipeline relies on standard library implementations without modification (Sections 3.2-3.5).
  • domain assumption Chandra CSC 2.1 observation-level event files and detection regions are accurate; ACIS background is low and subtractable.
    The analysis selects events inside 90% PSF region ellipses and performs background subtraction; if the background model is wrong, light curves and spectra are biased (Sections 2, 4.3.2).
  • domain assumption XRT 200515 lies at the LMC distance of 50 kpc.
    All luminosities and the extragalactic classification use this distance (Sections 4.3.3, 4.3.5).
  • ad hoc to paper CSC hardness ratios and variability probabilities are a valid ground-truth similarity metric for tuning t-SNE.
    Appendix C1 uses Mahalanobis distances in this property space to score embeddings; this choice imposes the notion of 'semantic similarity' rather than learning it from raw event files.
  • ad hoc to paper The fixed bin counts (24, 16, 16) preserve enough information about short transients.
    The authors justify the values through percentiles of per-file optimal bin counts (Section 3.1), but the final values are heuristic and could smear very short bursts within long observations.
  • ad hoc to paper Candidate selection by known-transient clusters plus manual visual inspection recovers genuine transients.
    Section 3.7 selects clusters containing known transients and Section 4.2 manually excludes 'a fraction of false positives' by visual inspection; no quantitative selection rules are given.

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Cite this review

Pith. "Pith review of Representation Learning for Time-Domain High-Energy Astrophysics: Discovery of Extragalactic Fast X-ray Transient XRT 200515." pith.science (2026). https://pith.science/paper/H6OPJ43V

@misc{pith2026241201150,
  author       = {Pith},
  title        = {Pith review of: Representation Learning for Time-Domain High-Energy Astrophysics: Discovery of Extragalactic Fast X-ray Transient XRT 200515},
  year         = {2026},
  howpublished = {\url{https://pith.science/paper/H6OPJ43V}},
  note         = {Machine review of arXiv:2412.01150}
}
read the original abstract

We present a novel representation learning method for downstream tasks like anomaly detection, unsupervised classification, and similarity searches in high-energy data sets. This enabled the discovery of a new extragalactic fast X-ray transient (FXT) in Chandra archival data, XRT 200515, a needle-in-the-haystack event and the first Chandra FXT of its kind. Recent serendipitous discoveries in X-ray astronomy, including FXTs from binary neutron star mergers and an extragalactic planetary transit candidate, highlight the need for systematic transient searches in X-ray archives. We introduce new event file representations, E-t maps and E-t-dt cubes, that effectively encode both temporal and spectral information, enabling the seamless application of machine learning to variable-length event file time series. Our unsupervised learning approach employs PCA or sparse autoencoders to extract low-dimensional, informative features from these data representations, followed by clustering in the embedding space with DBSCAN. New transients are identified within transient-dominant clusters or through nearest-neighbour searches around known transients, producing a catalogue of 3559 candidates (3447 flares and 112 dips). XRT 200515 exhibits unique temporal and spectral variability, including an intense, hard <10s initial burst, followed by spectral softening in an ~800s oscillating tail. We interpret XRT 200515 as either the first giant magnetar flare observed at low X-ray energies or the first extragalactic Type I X-ray burst from a faint, previously unknown low-mass X-ray binary in the LMC. Our method extends to data sets from other observatories such as XMM-Newton, Swift-XRT, eROSITA, Einstein Probe, and upcoming missions like AXIS.

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Works this paper leans on

7 extracted references · 2 canonical work pages

  1. [1]

    et al., 2016, Proc

    Abadi M. et al., 2016, Proc. 12th USENIX Conference on Operating Systems Design and Implementation. USENIX Association, Savannah, GA, p. 265 Alizai K. et al., 2023, MNRAS , 521, 3608 Alp D. , Larsson J., 2020, ApJ , 896, 39 Arcodia R. et al., 2021, Nature , 592, 704 Arnaud K. , 1996, in Jacoby G. H., Barnes J., eds, ASP Conf. Ser. Vo l . 101, Astronomical...

  2. [4]

    Ravasio M. E. , Ghirlanda G., Nava L., Ghisellini G., 2019, A&A , 625, A60 Rea N. et al., 2010, Science , 330, 944 Reale F. , 2007, A&A , 471, 271 Reale F. , Landi E., 2012, A&A , 543, A90 Reynolds C. S. et al., 2024, in den Herder J.-W. A., Nikzad S., Nakazawa K., eds, Proc. SPIE Conf. Ser. Vo l . 13093, Space Telescopes and Instrumentation 2024: Ultravi...

  3. [10]

    This optimization process is performed using a reduced data set of 15 353 samples for 2000 iterations per hyperparameter combination due to computational constraints. While subsampling, the o v erall structure of the data was preserved by selecting the same distributions between any combinations of hard, medium, soft, variable and non- variable samples. T...

  4. [28]

    III–1139 Svinkin D

    p. III–1139 Svinkin D. et al., 2021, Nature , 589, 211 Swartz D. A. , Ghosh K. K., Tennant A. F., Wu K., 2004, ApJS , 154, 519 Tanvir N. R. , Chapman R., Le v an A. J., Priddey R. S., 2005, Nature , 438, 991 The Multimodal Universe Collaboration , 2024, preprint ( arXiv:2412.02527 ) Toffano M. , Ghirlanda G., Nava L., Ghisellini G., Ravasio M. E., Oganesy...

  5. [30]

    (C3) We choose the hyperparameter combination that produces the highest value of ρDBSCAN

    with a step size of 1: ρDBSCAN = CH n DB n . (C3) We choose the hyperparameter combination that produces the highest value of ρDBSCAN . Downloaded from https://academic.oup.com/mnras/article/537/2/931/7932041 by Robert Crown Law Library user on 04 March 2025 954 S. Dillmann et al. MNRAS 537, 931–955 (2025) APPENDIX E: TRANSIENT-DOMINANT CLUSTERS Table E1 ...

  6. [2011]

    52 Mazets E

    Springer, Berlin, Heidelberg, p. 52 Mazets E. P. , Golentskii S. V. , Ilinskii V. N., Aptekar R. L., Guryan I. A., 1979, Nature , 282, 587 Mazets E. P. et al., 2008, ApJ , 680, 545 Mereghetti S. , 2008, A&AR , 15, 225 Mereghetti S. et al., 2024, Nature , 629, 58 Metzger B. D. , Quataert E., Thompson T. A., 2008, MNRAS , 385, 1455 Mishra-Sharma S. , Song Y...

  7. [2023]

    Gregory P. C. , Loredo T. J., 1992, ApJ , 398, 146 G ¨udel M. , 2004, A&AR , 12, 71 Guest B. T. , Borkowski K. J., Ghavamian P., Petre R., Reynolds S. P., Seitenzahl I. R., Williams B. J., 2022, AJ , 164, 231 G ¨uver T. , Psaltis D., ¨Ozel F., 2012, ApJ , 747, 76 Haberl F. et al., 2023, A&A , 669, A66 Hartigan J. A. , Wong M. A., 1979, J. R. Stat. Soc., 2...

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