Merge pull request 'Qwen3.5-2B 参数相似度结果与免训练功能复用方案' (#1) from codex/2b-parameter-pilot into main

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# Scientific artifacts must retain the bytes recorded in checksums.json.
results/** -text
# Generated CSV uses RFC 4180 line endings; Matplotlib SVG paths contain spaces.
results/**/*.csv -whitespace
results/**/*.svg -whitespace
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__pycache__/
.venv/
weights/
*.partial
*.log
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# Model parameter similarity experiments
Bounded, inference-free analysis of official unquantized model weights. The first experiment
is **Qwen3.5-2B**. Model weights are downloaded and analyzed on the authorized remote host,
then deleted after archived results pass validation. No model weights are committed here.
- [Training-free functional reuse plan (proposed; not executed)](docs/TRAINING_FREE_FUNCTIONAL_PLAN.md)
- [Primary-source literature and applicability](docs/FUNCTIONAL_REUSE_LITERATURE.md)
- [Procedure and limits](docs/SOP.md)
- [2B pilot findings and limitations](docs/PILOT_FINDINGS.md)
- [Raw result report, data and figures](results/qwen35-2b/REPORT.md)
- `pilot/download.py`: revision-pinned official checkpoint download and verification.
- `pilot/tensors.py`: memory-mapped safetensors/BF16 reader and metrics.
- `pilot/analyze.py`: bounded tensor/block search, exact verification, representative groups.
- `pilot/plot.py`: scientific PNG/PDF/SVG figures and report from saved data.
- `pilot/validate.py`: result/group validation, checksums and guarded weight cleanup.
- `pilot/audit.py`: finite-metric checks, test evidence and archive provenance.
- `pilot/run.py`: one-model supervisor with bounded download wait and analysis timeouts.
- `tests/test_pilot.py`: synthetic numerical and 3D correctness tests.
The primary result is **verified net byte savings versus direct relative weight error**.
This does not demonstrate preserved task capability or faster inference. Different block
scales are alternative partitions and their savings must not be summed.
Dependencies are pinned in `requirements.txt`; install only prebuilt wheels on the remote host.
Full resolved versions and run provenance accompany each result. See the SOP for commands.
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# 功能复用文献核对
核对日期:2026-11-09。以下为原始论文摘要及相关章节核对,不是复现实验。
本项目约束:不训练任何参数;已有静态试验没有执行模型前向。下面的方法不自动获得执行授权。
| 原始来源 | 研究的共享对象 / 证据 | 训练条件与适用限制 | 对本项目的用途 |
|---|---|---|---|
| [LISA, 2408.01890v2](https://arxiv.org/html/2408.01890v2), §3–5 | 跨层 token 注意力分布;考察头对齐、浅层敏感性;基准能力和吞吐验证 | 学习头对齐网络及低秩差异修正;不能归类为免训练替换。论文的 attention weights 在此主要指注意力分布,不是 W_Q/W_K 权重 | 借鉴逐头比较、首 token 对照和替换敏感性验证;不采用训练模块 |
| [CLA, 2405.12981](https://arxiv.org/abs/2405.12981) | 相邻层共享 K/V heads,降低 KV cache;语言模型能力验证 | 摘要明确实验为从头训练 1B/3B 模型;不是现成 Qwen 的直接合并证据 | 区分 KV 缓存收益和参数/计算收益;作为架构可行性依据 |
| [Systematic Study, NAACL 2025](https://aclanthology.org/2025.naacl-short.34/) | 系统比较跨层 KV 共享配置;语言建模、下游任务及生成吞吐 | 摘要报告激进配置涉及额外训练及 prefill 代价;不能由摘要推断零训练可迁移性 | 复用方向、共享拓扑及 prefill/decode 成本须分别记录 |
| [MiniLM, 2002.10957v2](https://arxiv.org/abs/2002.10957) | 注意力分布及 value-value 关系蒸馏 | 明确训练学生模型;本项目不进行蒸馏 | 提醒检索分布和 value 内容需要分开考察 |
| [CKA, ICML 2019](https://proceedings.mlr.press/v97/kornblith19a.html) | 表征之间的关系相似性,不是模块替换实验 | 论文讨论表征比较及可逆变换不变性的局限;高 CKA 不是可替换保证 | 可作为候选诊断,不能取代输出误差、干预和成本评测 |
| [ALBERT, 1909.11942v6](https://arxiv.org/html/1909.11942v6), §3.1/4.5 | 跨层参数共享及训练后能力验证 | 共享架构参与训练;不能直接外推为已训练 checkpoint 可无损合并 | 参数存储减少与前向运算减少分别记账 |
## 对当前试验的推论
以上文献给出研究动机,没有证明 Qwen3.5-2B 已存在免训练的有效复用组。
静态权重试验也没有否定该可能性。应使用同输入功能探测筛选,再对实际计算图实施单处干预。
Qwen 的 full attention 与线性注意力需分别定义探测量;不能把 softmax attention 的结论照搬到状态递推模块。
数学工具参考:[SciPy orthogonal_procrustes](https://docs.scipy.org/doc/scipy/reference/generated/scipy.linalg.orthogonal_procrustes.html)。
纯正交最小二乘有直接的矩阵分解解法,无须枚举旋转矩阵;但求解一个对齐并不自动带来可省略的计算。
本项目下一阶段默认不求 R,直接测目标函数和干预效果。
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# Qwen3.5-2B 有界试验结果
本轮已完成约定时间预算内的试验。整 tensor 精确比较 2,000 对;子块在内部截止时
完成 14,778 / 20,000 对(73.89%),其余 5,222 对未计算。不能把本轮写成全量搜索。
结论:在本次候选、坐标对齐及误差阈值范围内,没有获得显著的直接权重共享收益。
这不等于证明该模型不能通过其他方法压缩,也不代表 MoE 模型具有同样结果。
## 已确认的试验范围
- 模型:官方 `Qwen/Qwen3.5-2B`,revision `15852e8c16360a2fea060d615a32b45270f8a8fc`。
- 原始 safetensors 文件为 4,548,221,488 字节,已核对官方 LFS SHA256。
- 共 632 个存储 tensor;权重数据本身为 4,548,144,832 字节。
- 实际存储参数 2,274,069,824 个,包含官方 checkpoint 中的视觉部分。
- 维数分布:319 个一维、294 个二维、18 个三维、1 个五维。
- 三维权重是 `[6144, 1, 4]` 的卷积核,包含长度为 1 的轴;不能把它解释为一般三维体积。
- 五维视觉权重纳入完整清单和全模型字节分母,本轮不扩展五维子块搜索。
- 不执行前向计算、能力评测、训练或蒸馏。
## 整 tensor 的结果
已完成 2,000 对同角色、同形状候选的精确比较。它们是经过近邻筛选的候选,
不是所有可能 tensor 对的穷举。
| 最大直接替换相对误差 | 非单成员共享组 | 最大组大小 | 净节省字节 | 占模型权重 |
|---|---:|---:|---:|---:|
| 1% | 0 | 1 | 0 | 0% |
| 2% | 0 | 1 | 0 | 0% |
| 5% | 1 | 2 | 0 | 0% |
| 10% | 11 | 6 | 32,704 | 0.000719% |
| 20% | 16 | 15 | 119,424 | 0.002626% |
20% 阈值下找到的共享组均为一维权重。组数增加不代表显著的字节收益。
这里的百分比是权重误差,绝不是任务能力损失百分比。
净节省按本轮声明的理论布局计算:保留组代表,每个分析对象 16 字节映射,
每个共享组 64 字节描述;若大于原存储,则保持原表示。
这部分结果不支持在本次搜索范围内通过直接共享整 tensor 显著压缩该 checkpoint。
它不排除其他未比较组合、子块共享、重参数化或带残差的压缩方法。
## 子块结果
共筛选 13,328 个抽样子块。20% 直接替换误差阈值下:
这里的 tensor 指完整命名权重数组,block 指其局部子张量,不是 Transformer block。
三维原始权重为 6144×1×4,本轮切片实际是 1×1×4(4 个数),局部块是
4×1×4(16 个数);小块的高余弦不能推广为整份三维权重相似。
| 表示 | 非单成员共享组 | 最大组 | 映射开销前节省 | 当前布局净节省 |
|---|---:|---:|---:|---:|
| 64×64 二维块 | 3 | 3 | 40,960 字节 | 0 |
| 128×128 二维块 | 1 | 2 | 32,768 字节 | 0 |
| 三维 axis-0 切片 | 45 | 12 | 872 字节 | 0 |
| 三维局部块 | 2 | 2 | 64 字节 | 0 |
二维共享候选均来自 `model.visual.pos_embed.weight`,未在已复核候选中形成大规模
投影矩阵共享。不同块尺度是替代方案,不能相加。
净收益为零与声明的映射成本有关,不应解读为完全没有相似子块。更稀疏或更紧凑的
索引格式可能降低开销,但本轮找到的二维毛节省也仅为几十 KB,尚不足以支持大幅
减容。三维切片组数量较多,但整组三维权重合计只占模型字节的约 0.01945%。
模型字节占比:一维 0.01972%、二维 99.89167%、三维 0.01945%、五维 0.06917%。
因此,应按字节贡献评估价值,不能按 tensor 数量或共享组数量推断收益。
全部分组是满足代表半径约束的可行方案,不保证达到最少组数或最优压缩率。
## 运行经验
1. 实际服务器内存约 1.7 GiB,新增的 60 GB 是磁盘扩容,不是内存。
使用分块 BF16 解码和 mmap 页面释放完成了完整权重扫描与整 tensor 比较。
2. 只看进程 RSS 不足以解释运行成本。`vmstat` 快照观察到 75%~85% 的 I/O 等待,
同时存在交换活动;这些是共享主机的快照,不能全部归因于本进程。
3. 与权重读取并行的绘图合成测试触发过 300 秒超时;观察到测试处于磁盘等待。
后续验证应在权重读取结束后串行执行,避免把资源争用误判为数值算法失败。
4. Matplotlib 图例改为固定位置,避免自动定位引入额外布局开销。
5. 公平地选择各角色的候选,与高效地安排读取顺序,是两个不同问题。
下一轮应评估“先固定公平候选集合,再按文件/源 tensor 分批执行”的效果,
比较是否得到相同指标及更低 I/O 开销;本轮不在中途改变候选集合。
6. 从已保存元数据计算,13,328 个抽样子块的原始数据合计 256,387,072 字节
(约 244.5 MiB),对应指纹约 100.1 MiB。这是下一轮原始子块缓存的容量估计,
不是本轮已经实现的缓存或实测加速。应先用小样本验证数值一致性、峰值内存和
I/O 改善,再决定是否作为默认方案;不能仅凭容量估计保证运行效率。
参数分析及分组汇总耗时 6,661.13 秒(约 111.0 分钟),分析进程峰值 RSS 约
201.3 MiB;这不包含系统文件缓存和同机服务内存。内部比较截止后保存覆盖率与
分组,整个参数分析未触及 7,200 秒进程硬上限。块比较阶段将本进程 IO 优先级
调整为 best-effort 7,未改变服务器全局设置。
最终修图版 6 项串行合成测试通过(约 77.2 秒),六类图表的 PNG/PDF/SVG 已生成,
并对全部六类 PNG 做视觉检查;程序还核验了分组成员与代表之间的精确误差边。
## 三张诊断图的修订与解读
- 热力图只展示 `linear_attn.in_proj_a.weight`(16×2048),不是整个层。18 个相关层
的 153 种配对中核验了 74 对;已测非对角余弦约 0.011~0.298。
对角线 1 是身份比较,不是跨层发现。未测格子改用斜线,避免与接近零的底色混淆。
- 原混合层距曲线受维数组成影响:层距 1 含 183 对一维、19 对二维;层距 8
含 52 对一维、75 对二维。一维余弦中位数约从 0.941 变为 0.883,
不能将混合曲线的陡降全部归因于层距。修订版按维数/块尺度分开,模块和筛选偏差仍存在。
- 随机对照分为保留分布的元素打乱、匹配范数的零均值高斯向量、真实同角色随机配对。
元素打乱后仍高余弦的情况主要出现在一维归一化、偏置和 A_log,提示均值/分布影响。
修订版按维数分面、按密度归一化,并显示样本数,避免将不同样本量的峰高当概率比较。
它们是诊断对照,不是显著性检验,也没有完全匹配每个模块的采样构成。
三维对照分层仅有约 3~6 个样本,尤其不能据其峰形作总体推断。
这次只从已有 CSV/JSON 重绘并导出诊断表,模型权重已删除,没有增加参数比较或重新运行模型。
## 限制及后续决策
- 只研究一个 checkpoint;近邻筛选、同角色分组和子块抽样均可能漏掉其他共享机会。
- 直方图和层距曲线存在候选筛选与模块混合偏差,不能用作总体分布或独立样本推断。
- 光谱/子空间分析仅使用有界子体积;分布或子空间相似不等于可直接替换。
- 本轮没有测量能力损失、困惑度、运行内存或推理速度,也没有产出可运行的压缩模型。
- 大幅减少推理计算量需要进一步的计算图和路由分析,单纯共享存储不能保证加速。
下一轮先讨论候选选择与执行局部性、原始子块缓存、映射格式和阶段预算,
再修订 SOP;不自动下载第二个模型。只有获得额外授权后,才进行校准前向及
留出任务测试,以验证替换造成的能力损失。
数据与标准化报告见 `../results/qwen35-2b/`;具体阈值、分组、覆盖率、来源和校验记录
随原始图表数据归档。权重在交付副本校验后按授权删除,重现实验需要按固定 revision
重新下载。
## 功能复用假设仍待验证
本轮坐标对齐权重结果不能排除 Q/K 的联合功能接近或 MLP 分支可复用。
下一阶段采用同一隐藏输入下的函数比较,不训练参数、不默认求正交 R;
注意力分布、完整分支输出、真实网络单处替换和运行收益分别验证。
详见 [免训练有界方案](TRAINING_FREE_FUNCTIONAL_PLAN.md) 与
[文献核对](FUNCTIONAL_REUSE_LITERATURE.md)。这些是方案,尚未执行。
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# Parameter similarity SOP — 2B pilot draft
Status: v0.1, executed for the bounded Qwen3.5-2B pilot. See [findings](PILOT_FINDINGS.md).
Changes proposed from this experience require a small equivalence/performance check before
the next model; no second model is started automatically.
## Scope and decision
Analyze official, unquantized safetensors without instantiating a model, running inference,
training, or executing repository-supplied code. Start with Qwen/Qwen3.5-2B only.
The question is the number of representative-centered sharing groups under direct weight
replacement error limits, and the net byte savings of a theoretical shared representation.
Weight error is not task-accuracy loss, and parameter sharing does not imply fewer FLOPs.
## Prerequisites
1. Confirm authorized remote host, free disk, memory, CPU, existing work, and access.
2. Install prebuilt wheels only. Never compile locally or silently use another runner.
3. Freeze the official repository revision and download file manifest including SHA256.
4. Allocate checkpoint size plus 3 GB disk margin. Use an experiment-owned directory,
not a shared Hugging Face cache. Never delete pre-existing weights.
## Bounded procedure
1. Run synthetic correctness tests on the remote host: BF16, 3D indexing, directional
replacement error, and non-transitive groups.
2. Download one checkpoint sequentially and verify upstream sizes and LFS SHA256.
3. Scan each tensor in 262,144-element chunks. Record shape, dtype, axis role,
layer, bytes, moments, max magnitude, and finite-value checks. Memory-map weights;
evict scanned pages. Do not search for exactly equal weight tensors.
4. Whole-tensor screening: same role, same shape, same dtype. Sample 2,048 aligned,
evenly spaced elements. Select up to 10 neighbors by each of cosine and relative
error. Fairly distribute the 2,000-pair exact-verification cap across role groups.
5. Block screening: non-overlapping 64x64 and 128x128 2D partitions. For 3D tensors,
use axis-0 slices and bounded volumes adapted to actual dimensions. Keep up to
256 uniformly reservoir-sampled blocks per role/shape/scale for the 1.7 GiB pilot host
(below the planned maximum of 512). Record edge bytes
and sampling coverage. Verify at most 20,000 block pairs. Never extrapolate sampled
discoveries to unseen blocks or add savings across alternative scales.
6. Exact metrics: full-element cosine, Pearson, directional replacement errors,
symmetric error, optimal-scalar residual. Tail diagnostics use samples and say so.
Controls include random actual comparable pairs, shuffled sampled elements,
and norm-matched Gaussian vectors. Save sampled versus exact error discrepancies.
Bounded mode-unfolding SVD probes are diagnostic only, not a replacement test.
7. Form deterministic star groups at 1%, 2%, 5%, 10%, 20% relative weight error.
Every member requires an exact verified edge to its representative. Unknown
pairs remain independent; never use graph connected components as sharing groups.
8. Compute original bytes minus representatives, 16-byte mapping per analyzed object,
and 64-byte descriptor per shared group. Fall back to unchanged storage if larger.
Count savings against the entire model, preserving unsampled blocks and edge regions.
9. Save raw data, groups, thresholds, coverage, timings, resource usage, figures
(PNG/PDF/SVG), model metadata and report. Validate every group against exact edges.
10. Copy results to the deliverable workspace and verify checksums before deleting
the experiment-owned checkpoint. Save a cleanup record. Do not delete the venv,
result data or any unrelated cache.
11. Review full diff, commit and push a work branch with Codex Bot identity, then
create a PR for manual merge. Never silently initialize/push main or auto-merge.
## Budget and stop conditions
- Real 2B analysis computation: hard wall-time limit 7,200 seconds. Reserve final time
for summaries; download and report-generation time are recorded separately.
- Use one BLAS thread to avoid interference with existing services.
- Save exact-pair tables every 100 pairs; stage deadlines prevent whole-tensor work
from consuming the complete block budget.
- On timeout or failure, retain source weights until partial results are recoverable
and report coverage/failure truthfully. An internal planned cutoff may produce a complete
bounded report with partial candidate coverage; always state verified/selected counts.
An external kill or missing required report is an incomplete run, not a completed experiment.
- Empty or negligible low-error sharing is a valid negative result. Do not add scales,
increase error thresholds, align permutations, train or expand to other models automatically.
- No runtime capability/performance claim without separately authorized evaluation.
## Commands (remote, from project root)
```sh
OPENBLAS_NUM_THREADS=1 OMP_NUM_THREADS=1 timeout 300 venv/bin/python -B -m unittest discover -s tests -v
venv/bin/python -B -m pilot.download --root runs/qwen35-2b
OPENBLAS_NUM_THREADS=1 OMP_NUM_THREADS=1 timeout 7200 venv/bin/python -B -m pilot.analyze --root runs/qwen35-2b --seconds 6600
OPENBLAS_NUM_THREADS=1 OMP_NUM_THREADS=1 venv/bin/python -B -m pilot.plot --root runs/qwen35-2b
OPENBLAS_NUM_THREADS=1 OMP_NUM_THREADS=1 timeout 300 venv/bin/python -B -m unittest discover -s tests -v > runs/qwen35-2b/tests.log 2>&1
venv/bin/python -B -m pilot.audit --root runs/qwen35-2b --analysis-code-commit 6121016
venv/bin/python -B -m pilot.validate --root runs/qwen35-2b
# Copy archived results, verify checksums at the destination, then:
venv/bin/python -B -m pilot.validate --root runs/qwen35-2b --cleanup-weights
```
## Follow-up decisions after the pilot
- The pilot verified 2,000 tensor pairs and 14,778/20,000 selected block pairs before cutoff.
It took about 111 minutes; the final six-test suite including revised figure checks passed in about 77 seconds.
- Hatch missing heatmap cells and label identity values as constructed. Separate layer-distance
curves by dimension/scale; retain warnings about within-stratum module/selection bias.
Normalize control histograms, display sample counts, and verify their areas equal one.
Keep these diagnostics distinct from task-equivalence or statistical-significance claims.
- Avoid concurrent plotting tests and heavy weight IO on the shared host. Record IO wait,
swap, CPU and RSS; a low process RSS is not proof of low total resource cost.
- Distinguish tensor/group counts from byte contributions: 1D tensors were about half the
inventory count but only 0.0197% of weight bytes in this checkpoint.
- Keep fair candidate selection separate from IO-local execution order. Benchmark batching
by source file/tensor without changing the selected pairs or metrics.
- The sampled raw blocks total about 244.5 MiB. Test an explicitly bounded raw BF16/F32
cache against the uncached implementation before adopting it; include fingerprint and
temporary conversion memory in the budget. This was not enabled in the current run.
- Report both pre-metadata and net savings. Tiny blocks can have groups yet lose all savings
to mapping overhead. Any alternative sparse encoding needs its own explicit accounting.
- Separate low-byte normalization groups from matrix/expert compression opportunities.
- Decide whether approximate-neighbor recall and block coverage justify another bounded pass.
- If meaningful candidates exist, request a small calibration-forward experiment to measure
output distortion, then held-out loss/tasks, then implementation-specific memory and latency.
- For MoE, analyze router behavior and joint gate/up/down expert consistency before treating
independently similar matrix blocks as interchangeable experts.
- Use these observations to revise this SOP before downloading a second model.
## Training-free functional follow-up (design only)
Direct coordinate-aligned parameter similarity is a baseline, not a test of Q/K/V or MLP
functional interchangeability. The follow-up uses same-input module probes without solving
rotations or training any parameters, then single-site intervention and held-out quality/cost
validation. See the [bounded plan](TRAINING_FREE_FUNCTIONAL_PLAN.md) and
[primary-source literature](FUNCTIONAL_REUSE_LITERATURE.md). No forward pass, new download,
or new model is started by adopting this document. The original static pilot remains
inference-free; the proposed follow-up requires a separately confirmed execution environment.
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# 免训练功能复用:下一阶段有界方案
状态:研究设计,尚未执行。原始参数试验已完成;没有新增前向、下载或训练。
目标:寻找并验证至少一个在留出数据上保持约定质量、同时降低明确运行成本的复用实例;
若没有通过者,报告有界搜索的阴性结果,不保证一定能找到。
## 1. 硬约束与研究对象
- 冻结所有模型参数。不进行优化器更新、微调、蒸馏、LoRA、学习投影或低秩修正。
- 默认不求正交 R。校准集只用于选择有限候选和阈值,留出集不参与选择。
- 同类型模块配对;Q/K/V 联合作为功能系统,MLP 独立验证。保留归一化、位置处理、门控及头结构。
- 已存配置为 24 个文本层,其中 6 个 full attention、18 个线性注意力;执行前按固定 revision 的实际实现复核。
full attention 的 15 个无序层对可穷举;线性注意力首轮只检查 6 个预先固定的相邻同类型层对。
MLP 首轮检查 6 个预先固定、覆盖浅中深层的相邻层对。具体名单在运行前写入 manifest。
- 之前热力图的 in_proj_a 是线性注意力控制投影示例,不是 Q/K/V 功能相似性的测量。
## 2. 为什么不用先找 R
给定相同隐藏输入 H,且位置、mask 和缓存/递推状态一致,比较两套模块的实际检索函数:
S_i(H) = Q_i(H) K_i(H)^T / sqrt(d),P_i(H) = softmax(S_i(H) + mask)。
这里 Q/K 指完成该架构实际归一化和位置处理后的量。直接比较 P 可避开内部坐标差异;
logit 每行加常数不改变 softmax,因此同时报告去行均值的分数误差。
这不是“存在共同正交 R”的数学证明。反例 Q_2=2Q_1、K_2=K_1/2 保持所有点积,
但非零 Q 的范数改变,不能由正交变换产生。功能等价允许比共同正交旋转更广的关系。
相反,在单套 Q/K 上共同右乘 R 保持点积,只说明坐标不唯一,并未说明两个已训练层可复用。
实际 RoPE、GQA、归一化、门控也必须包含在函数边界内。
有限探针只能提供相应输入分布上的经验证据,不是对所有 H 的形式证明。
在无位置处理/归一化的纯线性特例中,可研究 W_Q W_K^T 的代数相等性;
一般模块不据此简化,首轮不物化所有大算子。
## 3. 同输入与真实输入分开
对候选 i/j,分别从原模型 i 和 j 的入口收集 H_i、H_j;分别比较 f_i(H_i) 与 f_j(H_i),
以及 f_i(H_j) 与 f_j(H_j)。避免只选有利于某一层的输入。模块前归一化如位于边界外,
必须明确分别测“归一化后核心”和“包含归一化的完整分支”。
这检验模块函数接近程度。实际网络的 f_i(H_i) 与 f_j(H_j) 使用不同输入,是另一项量。
权重共享仍需对每个输入计算;缓存上游输出用于下游则改变了输入,必须实际干预后检验。
MLP 测残差相加前的分支输出,防止共同输入 H 掩盖分支差异。
## 4. 指标和对照
| 对象 | 首轮指标 | 不能据此宣称的结论 |
|---|---|---|
| full attention 逐头 P | 平均及 P95 行 JS(自然对数,范围 0–ln2)、top-5 重合率;去行均值 S 相对误差 | P 相似不保证 V/O 输出相似 |
| 完整 attention 分支 | 相对 L2、逐 token 误差 P50/P95、余弦;包含 V/O/门控 | 平均低误差不保证长尾任务能力 |
| 线性注意力 | 同输入、同合法初始状态的分支输出及最终状态误差;后续状态继续使用测试 | 不构造不存在的 softmax 图;状态数值相似不等于长期稳定 |
| MLP | 同输入分支输出相对 L2、逐 token P95、余弦 | 不以各矩阵单独相似代替 gate/up/down 联合验证 |
相对误差统一为 ||candidate-reference|| / max(||reference||, epsilon),并记录低范数样本数量。
首轮筛选门槛预设:P 平均 JS ≤0.01 且 top-5 重合 ≥0.8;完整分支相对 L2 ≤0.05、
逐 token 相对误差 P95 ≤0.1。它们是筛选约定,不是文献保证或能力损失界。
线性模块和 MLP 使用输出门槛;只通过 P 的候选不能自动通过完整模块门槛。
对照:同模块重复测量、随机同类型层对;首 token 保留/移除并重新归一化两个版本;
排除自注意与局部窗口主导后再测;按序列/位置/浅中深层分层。零分母与无效行单独标记。
逐头记录,不先平均头。默认只用原头序;可选的离散头排列仅在校准集选定后冻结,
须满足 GQA 分组和 V/O 一致性,不允许把最优头匹配分数当作可执行替换结果。
CKA 仅作辅助筛选;共享位置模板、attention sink 和共同残差都可能制造高相似。
## 5. 资源与阶段预算
当前服务器实际约 1.7 GiB RAM,不按“60 GB 内存”安排前向;60 GB 是磁盘扩容。
后续需要用户确认可执行前向的远程环境;建议先评估至少 16 GiB RAM/显存的单模型环境,
这不是已验证最低配置。先做内存估算及一次短样本容量探测,不足即停止,不自动换机器。
不在本机编译、不自动重下已删除权重。本轮只交付设计。
后续若获执行授权,首轮固定模型/revision/dtype、batch=1、长度最多 256,
校准和留出各 16 条固定且去重的文本序列(中文/英文各半),只处理文本路径。
数据来源、许可、tokenizer revision、截断、样本 hash 和抽样 seed 必须先入 manifest。
每序列至多 32 个固定 query 位置,保留这些行的全部合法 key,避免采样 key 改变 softmax。
流式聚合,不保存全部层的 N×N attention,不调用生成式聊天作替代评测。
| 阶段 | 上限 | 完成条件 / 停止条件 |
|---|---|---|
| 容量探测及基线 | 15 分钟 | 无 OOM,固定输出重复测量可复现;否则停止 |
| 同输入探测与筛选 | 45 分钟 | 固定 27 对候选;每类别最多保留 1 对,总计最多 3 对;无通过者即停止后续干预 |
| 单处干预与质量 | 45 分钟 | 逐个候选,不叠加;留出集测 token NLL 和逐序列变化;失败不追加搜索 |
| 成本测量和归档 | 15 分钟 | 保存基线/干预的质量、内存和计时,超时则输出已完成覆盖率 |
总计算上限 120 分钟;下载单独记录,不触发无限重试。16 条留出序列只是先导证据,
不能据此宣布广泛能力保持。首轮通过后才另立更大留出任务验证计划。
## 6. 干预必须对应可节省的对象
| 干预 | 可以争取的收益 | 必须额外确认 |
|---|---|---|
| 跨层绑定权重 | 权重存储/加载内存 | 各层输入仍不同,通常不减少投影 FLOPs |
| 重用上游 attention 分布,保留下游 V/O | 部分 Q/K 投影与 QK/softmax 计算 | 保留分布的内存及实现开销;decode 未必值得缓存完整图 |
| 跨层共享 K/V cache | KV 内存,可能减少 K/V 投影 | GQA、位置、缓存布局与层依赖合法性 |
| 重用完整 attention/MLP 输出 | 对应分支计算 | 下游输入不同,必须测试整个原模型中的替换效应 |
选择的每个候选首先给出一种具体可实现干预;只有同输入指标通过却无实际可省操作,
标记“功能相似但暂无复用实现”。不把整模块可替换和其中 Q/K 可替换混为一谈。
首轮探索性质量门槛:留出平均 token NLL 增量 ≤0.01 nat/token,逐序列增量 P95 ≤0.05,
输出有限;同时保存全部逐序列差值,不将该小样本阈值称为统计显著性或普适能力保证。
候选只在校准集筛选;留出失败不回调阈值、不反复选择。
性能分别测 prefill 和固定 32-token decode;固定 batch/长度/dtype/backend,预热 3 次、
交错运行基线与干预各 10 次,报告原始时延和中位数/P95、峰值内存、KV/权重字节及理论运算变化。
插桩诊断时延不作为优化实现时延。若速度差落在运行波动内,不宣称加速;
若只减内存,则结论限定为内存收益。计入缓存、索引与数据移动开销。
## 7. 分组与最终证据
单处通过后,才讨论多成员组:每个成员必须通过对同一代表的定向替换检查;
不能用 A≈B、B≈C 推出 A 可代表 C。多处同时替换须再测累积误差和性能,
单处收益不能相加为最终模型收益。首轮不自动执行多处替换。
输出每对候选/每序列/每头指标 CSV、覆盖率和失败原因、质量—成本散点图、逐层热图、
基线与干预原始计时、环境及代码版本。结论分为:功能接近、单处干预通过、测得实际收益三档。
“存在一个免训练复用点”的操作性证据必须同时具有后两项;当前静态试验尚未提供这类证据。
相关依据与训练限制见 [文献核对](FUNCTIONAL_REUSE_LITERATURE.md)。
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"""Bounded, inference-free weight similarity pilot."""
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"""Bounded CPU-only screening, exact verification and conservative sharing groups."""
import argparse
import collections
import csv
import hashlib
import itertools
import json
import math
import pathlib
import platform
import resource
import time
import numpy as np
from .tensors import decode, finish, load_tensors, metrics
THRESHOLDS = [.01, .02, .05, .10, .20]
def write_json(path, obj):
path.write_text(json.dumps(obj, indent=2, allow_nan=False))
def write_csv(path, rows):
if not rows:
path.write_text('')
return
with path.open('w', newline='') as f:
writer = csv.DictWriter(f, fieldnames=list(rows[0]))
writer.writeheader()
writer.writerows(rows)
def stable_seed(key, seed):
return int.from_bytes(hashlib.sha256((str(seed) + str(key)).encode()).digest()[:8], 'little')
def read_object(obj, tensors):
t = tensors[obj['tensor']]
if obj['kind'] == 'tensor':
return t.read()
slices = tuple(slice(s, s + b) for s, b in zip(obj['start'], obj['shape']))
return decode(t.raw.reshape(t.shape)[slices], t.dtype).ravel()
def sample_object(obj, tensors, sample_size=2048):
t = tensors[obj['tensor']]
n = math.prod(obj['shape'])
indices = np.linspace(0, n - 1, min(n, sample_size), dtype=np.int64)
if obj['kind'] == 'tensor':
return t.read(indices)
coords = np.unravel_index(indices, obj['shape'])
global_coords = tuple(c + s for c, s in zip(coords, obj['start']))
flat = np.ravel_multi_index(global_coords, t.shape)
return t.read(flat)
def exact_pair(a, b, tensors, deadline):
if a['kind'] != 'tensor':
result = metrics(read_object(a, tensors), read_object(b, tensors))
tensors[a['tensor']].evict()
tensors[b['tensor']].evict()
return result
ta, tb = tensors[a['tensor']], tensors[b['tensor']]
xx = yy = xy = delta = sx = sy = 0.
for start in range(0, ta.numel, 262144):
if time.monotonic() > deadline:
raise TimeoutError('Analysis deadline reached')
sl = slice(start, min(start + 262144, ta.numel))
x, y = ta.read(sl).astype(np.float64), tb.read(sl).astype(np.float64)
xx += float(x @ x)
yy += float(y @ y)
xy += float(x @ y)
d = x - y
delta += float(d @ d)
sx += float(x.sum())
sy += float(y.sum())
ta.evict()
tb.evict()
ta.evict()
tb.evict()
return finish(xx, yy, xy, delta, sx, sy, ta.numel)
def sharing_groups(objects, pairs, threshold):
"""Star groups; every member must have an exact verified edge to its representative."""
adjacent = collections.defaultdict(dict)
for pair in pairs:
a, b = pair['a'], pair['b']
if pair['error_member_to_rep'] <= threshold:
adjacent[b][a] = pair['error_member_to_rep']
if pair['error_rep_to_member'] <= threshold:
adjacent[a][b] = pair['error_rep_to_member']
unassigned = set(range(len(objects)))
order = sorted(unassigned, key=lambda i: (-len(adjacent[i]), objects[i]['id']))
groups = []
for rep in order:
if rep not in unassigned:
continue
members = sorted(set(adjacent[rep]) & unassigned)
members.append(rep)
unassigned.difference_update(members)
groups.append({'representative': rep, 'members': members,
'max_error': max([adjacent[rep][i] for i in members if i != rep] or [0.])})
return groups
def nearest_candidates(objects, features, cap, neighbors=10):
buckets = collections.defaultdict(list)
for i, obj in enumerate(objects):
buckets[(obj['role'], tuple(obj['shape']), obj['scale'], obj['dtype'])].append(i)
candidates = []
eligible_pairs = 0
for key, ids in sorted(buckets.items(), key=lambda item: str(item[0])):
eligible_pairs += len(ids) * (len(ids) - 1) // 2
if len(ids) < 2:
continue
x = np.stack([features[i] for i in ids]).astype(np.float64)
norm = np.linalg.norm(x, axis=1)
u = x / np.maximum(norm[:, None], 1e-30)
# Cap each bucket's reservoir to bound the screening matrix.
cos = u @ u.T
sq = np.maximum(0., norm[:, None] ** 2 + norm[None, :] ** 2 - 2 * (x @ x.T))
err = np.sqrt(sq / np.maximum(norm[:, None] ** 2, 1e-30))
np.fill_diagonal(cos, -np.inf)
np.fill_diagonal(err, np.inf)
seen = set()
for row, i in enumerate(ids):
near = set(np.argsort(err[row])[:neighbors]) | set(np.argsort(-cos[row])[:neighbors])
for col in near:
j = ids[col]
edge = (min(i, j), max(i, j))
if i == j or edge in seen:
continue
seen.add(edge)
candidates.append({'a': edge[0], 'b': edge[1], 'screen_error': float(min(err[row, col], err[col, row])),
'screen_cosine': float(cos[row, col])})
# Low-error candidates first, then guarantee role/scale diversity round-robin.
queues = collections.defaultdict(list)
for c in sorted(candidates, key=lambda c: (c['screen_error'], c['a'], c['b'])):
o = objects[c['a']]
queues[(o['role'], tuple(o['shape']), o['scale'])].append(c)
queues = [collections.deque(q) for _, q in sorted(queues.items(), key=lambda x: str(x[0]))]
chosen = []
while queues and len(chosen) < cap:
for q in queues:
if q and len(chosen) < cap:
chosen.append(q.popleft())
queues = [q for q in queues if q]
return chosen, {'eligible_pairs_in_screened_objects': eligible_pairs,
'candidate_pairs_before_cap': len(candidates), 'selected_pairs': len(chosen)}
def object_record(t, kind='tensor', shape=None, start=None, scale='whole'):
shape = tuple(shape or t.shape)
return {'id': t.name if kind == 'tensor' else f'{t.name}|{scale}|{start}',
'tensor': t.name, 'role': t.role, 'layer': t.layer, 'kind': kind, 'dtype': t.dtype,
'shape': shape, 'start': start, 'scale': scale,
'bytes': math.prod(shape) * (t.bytes // t.numel)}
def build_blocks(tensors, seed, deadline, reservoir_limit=256):
reservoirs, counts, rngs = {}, collections.Counter(), {}
totals = collections.defaultdict(lambda: {'blocks': 0, 'bytes': 0, 'edge_bytes': 0})
for t in tensors.values():
if len(t.shape) == 2:
specs = [(f'2d-{s}', (s, s)) for s in (64, 128) if min(t.shape) >= s]
elif len(t.shape) == 3:
specs = [('3d-axis0-slice', (1, min(64, t.shape[1]), min(64, t.shape[2]))),
('3d-volume', (min(4, t.shape[0]), min(32, t.shape[1]), min(32, t.shape[2])))]
else:
continue
for scale, shape in specs:
nblocks = math.prod(d // b for d, b in zip(t.shape, shape))
totals[scale]['blocks'] += nblocks
block_bytes = math.prod(shape) * (t.bytes // t.numel)
totals[scale]['bytes'] += nblocks * block_bytes
totals[scale]['edge_bytes'] += t.bytes - nblocks * block_bytes
for grid in itertools.product(*(range(d // b) for d, b in zip(t.shape, shape))):
if time.monotonic() > deadline:
raise TimeoutError('Deadline during block enumeration')
start = tuple(i * b for i, b in zip(grid, shape))
obj = object_record(t, 'block', shape, start, scale)
key = (t.role, shape, scale)
if key not in reservoirs:
reservoirs[key], rngs[key] = [], np.random.default_rng(stable_seed(key, seed))
counts[key] += 1
reservoir = reservoirs[key]
if len(reservoir) < reservoir_limit:
reservoir.append(obj)
else:
j = int(rngs[key].integers(counts[key]))
if j < reservoir_limit:
reservoir[j] = obj
objects = [obj for key in sorted(reservoirs, key=str) for obj in reservoirs[key]]
coverage = [{'role': key[0], 'shape': str(key[1]), 'scale': key[2],
'total_blocks': counts[key], 'sampled_blocks': len(reservoirs[key])}
for key in sorted(reservoirs, key=str)]
return objects, coverage, dict(totals)
def structural_probe(a, b, tensors):
"""Bounded mode unfoldings of aligned subvolumes; exploratory, never a grouping criterion."""
def small(obj):
t = tensors[obj['tensor']]
shape = obj['shape']
starts = obj['start'] or [0] * len(shape)
slices = tuple(slice(s, s + min(d, 32)) for s, d in zip(starts, shape))
return decode(t.raw.reshape(t.shape)[slices], t.dtype)
x, y = small(a), small(b)
result = []
if x.ndim < 2:
return result
for axis in range(x.ndim):
mx = np.moveaxis(x, axis, 0).reshape(x.shape[axis], -1)
my = np.moveaxis(y, axis, 0).reshape(y.shape[axis], -1)
if min(mx.shape) < 2:
result.append({'axis': axis, 'probe_shape': list(x.shape), 'trivial_mode_skipped': True})
continue
ux, sx, _ = np.linalg.svd(mx, full_matrices=False)
uy, sy, _ = np.linalg.svd(my, full_matrices=False)
k = min(4, max(1, min(len(sx), len(sy)) // 2))
result.append({'axis': axis, 'probe_shape': list(x.shape),
'k': k,
'normalized_spectrum_distance': float(np.linalg.norm(sx / max(np.linalg.norm(sx), 1e-30) - sy / max(np.linalg.norm(sy), 1e-30))),
'left_subspace_overlap': float(np.linalg.norm(ux[:, :k].T @ uy[:, :k]) ** 2 / k)})
return result
def analyze_mode(mode, objects, tensors, root, deadline, cap, seed, baseline_cap=100):
print(f'{mode}: sampling {len(objects)} objects', flush=True)
features = []
for obj in objects:
features.append(sample_object(obj, tensors))
tensors[obj['tensor']].evict()
candidates, coverage = nearest_candidates(objects, features, cap)
write_json(root / f'{mode}_objects.json', objects)
pairs, nulls, structures = [], [], []
rng = np.random.default_rng(seed)
random_pairs = []
comparable = collections.defaultdict(list)
for j, obj in enumerate(objects):
comparable[(obj['role'], tuple(obj['shape']), obj['scale'], obj['dtype'])].append(j)
for key, ids in sorted(comparable.items(), key=lambda item: str(item[0])):
if len(ids) < 2:
continue
for _ in range(3):
a, b = rng.choice(ids, size=2, replace=False).tolist()
random_pairs.append({'a': a, 'b': b, 'role': key[0], 'sampled': True,
**metrics(features[a], features[b])})
write_json(root / f'{mode}_random_pairs.json', random_pairs)
timeout = False
structural_counts = collections.Counter()
for i, candidate in enumerate(candidates):
if time.monotonic() > deadline:
timeout = True
break
a, b = candidate['a'], candidate['b']
try:
measured = exact_pair(objects[a], objects[b], tensors, deadline)
except TimeoutError:
timeout = True
break
row = {**candidate, **measured,
'a_id': objects[a]['id'], 'b_id': objects[b]['id'],
'role': objects[a]['role'], 'scale_name': objects[a]['scale'],
'layer_distance': abs(objects[a]['layer'] - objects[b]['layer'])}
row['screen_vs_exact_min_error_absolute_difference'] = abs(candidate['screen_error'] - min(measured['error_member_to_rep'], measured['error_rep_to_member']))
# Tail diagnostics are sampled, explicitly labelled, not claimed exact.
fx, fy = features[a].astype(np.float64), features[b].astype(np.float64)
row['sampled_error_q99_over_member_rms'] = float(np.quantile(np.abs(fx - fy), .99) / max(np.sqrt(np.mean(fx * fx)), 1e-30))
pairs.append(row)
if i < baseline_cap:
for method, y in [('shuffled', rng.permutation(fy)), ('gaussian_norm_matched', rng.normal(size=fy.size))]:
if method == 'gaussian_norm_matched':
y *= np.linalg.norm(fy) / max(np.linalg.norm(y), 1e-30)
nulls.append({'a': a, 'b': b, 'method': method, 'sampled': True, **metrics(fx, y)})
ndim = len(objects[a]['shape'])
if ndim >= 2 and structural_counts[ndim] < 20:
structures.append({'a': a, 'b': b, 'modes': structural_probe(objects[a], objects[b], tensors)})
tensors[objects[a]['tensor']].evict()
tensors[objects[b]['tensor']].evict()
structural_counts[ndim] += 1
if (i + 1) % 100 == 0:
write_csv(root / f'{mode}_pairs.csv', pairs)
print(f'{mode}: verified {i + 1}/{len(candidates)}', flush=True)
write_csv(root / f'{mode}_pairs.csv', pairs)
write_json(root / f'{mode}_nulls.json', nulls)
write_json(root / f'{mode}_structure.json', structures)
coverage.update({'objects_screened': len(objects), 'pairs_verified': len(pairs), 'timed_out': timeout,
'screen_sample_elements': 2048, 'candidate_neighbors_per_metric': 10})
write_json(root / f'{mode}_coverage.json', coverage)
return pairs
def summarize(mode, objects, pairs, model_bytes, root, partition_totals=None):
rows = []
scales = sorted({o['scale'] for o in objects})
for scale in scales:
ids = [i for i, o in enumerate(objects) if o['scale'] == scale]
selected = set(ids)
for threshold in THRESHOLDS:
groups = sharing_groups(objects, [p for p in pairs if p['a'] in selected], threshold)
groups = [g for g in groups if g['representative'] in selected]
original = sum(objects[i]['bytes'] for i in ids)
rep_bytes = sum(objects[g['representative']]['bytes'] for g in groups)
# Concrete theoretical layout: 16 bytes per object mapping, plus 64 bytes per shared group.
# Identity case falls back to original checkpoint at zero additional cost.
mapping_bytes = 16 * len(ids) + 64 * sum(len(g['members']) > 1 for g in groups)
proposed = rep_bytes + mapping_bytes
saved = max(0, original - proposed)
partition_count = partition_totals[scale]['blocks'] if partition_totals else len(ids)
rows.append({'mode': mode, 'scale': scale, 'threshold': threshold,
'objects': len(ids), 'groups': len(groups),
'total_partition_objects': partition_count,
'unexamined_partition_objects': partition_count - len(ids),
'conservative_partition_groups': partition_count - len(ids) + len(groups),
'shared_groups': sum(len(g['members']) > 1 for g in groups),
'max_group_size': max([len(g['members']) for g in groups] or [0]),
'verified_shared_bytes': sum(sum(objects[i]['bytes'] for i in g['members']) for g in groups if len(g['members']) > 1),
'examined_object_bytes': original, 'representative_bytes': rep_bytes,
'mapping_bytes_if_encoded': mapping_bytes, 'net_saved_bytes': saved,
'net_saved_model_fraction': saved / model_bytes,
'max_replacement_error': max([g['max_error'] for g in groups] or [0.])})
write_json(root / f'groups_{mode}_{scale}_{threshold:.2f}.json', groups)
return rows
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', type=pathlib.Path, required=True)
p.add_argument('--seconds', type=int, default=7200)
p.add_argument('--seed', type=int, default=20261109)
args = p.parse_args()
started = time.monotonic()
deadline = started + args.seconds
root = args.root
output = root / 'analysis'
output.mkdir(exist_ok=True)
tensors = load_tensors(root / 'weights')
inventory = []
for t in tensors.values():
if time.monotonic() > deadline:
raise TimeoutError('Deadline during inventory')
n = 0
total = squared = 0.
max_abs = 0.
for x in t.chunked():
if not np.isfinite(x).all():
raise ValueError(f'Nonfinite weights: {t.name}')
z = x.astype(np.float64)
n += z.size
total += float(z.sum())
squared += float(z @ z)
max_abs = max(max_abs, float(np.abs(z).max()))
t.evict()
inventory.append({'name': t.name, 'shape': str(t.shape), 'ndim': len(t.shape), 'dtype': t.dtype,
'numel': t.numel, 'bytes': t.bytes, 'role': t.role, 'layer': t.layer,
'mean': total / n, 'rms': math.sqrt(squared / n), 'max_abs': max_abs})
t.evict()
write_csv(output / 'inventory.csv', inventory)
print(f'Inventory: {len(tensors)} tensors, {sum(t.bytes for t in tensors.values())} bytes', flush=True)
whole = [object_record(t) for t in tensors.values()]
# Stage budgets prevent the whole-tensor stage from consuming block-analysis time.
whole_deadline = min(deadline, started + args.seconds * .50)
whole_pairs = analyze_mode('tensor', whole, tensors, output, whole_deadline, 2000, args.seed)
blocks, block_coverage, block_totals = build_blocks(tensors, args.seed, deadline)
write_csv(output / 'block_sampling.csv', block_coverage)
write_json(output / 'block_partitions.json', block_totals)
block_pairs = analyze_mode('block', blocks, tensors, output, deadline, 20000, args.seed)
model_bytes = sum(t.bytes for t in tensors.values())
rows = summarize('tensor', whole, whole_pairs, model_bytes, output)
rows += summarize('block', blocks, block_pairs, model_bytes, output, block_totals)
write_csv(output / 'compression_curve.csv', rows)
summary = {'model': json.loads((root / 'manifest.json').read_text())['repo'],
'revision': json.loads((root / 'manifest.json').read_text())['revision'],
'tensor_count': len(tensors), 'parameter_count': sum(t.numel for t in tensors.values()),
'model_weight_bytes': model_bytes, 'ndim_counts': dict(collections.Counter(len(t.shape) for t in tensors.values())),
'elapsed_seconds': time.monotonic() - started, 'analysis_budget_seconds': args.seconds,
'peak_rss_kib': resource.getrusage(resource.RUSAGE_SELF).ru_maxrss,
'python': platform.python_version(), 'numpy': np.__version__, 'seed': args.seed,
'limitations': ['No inference or functional equivalence measured', 'No exhaustive pair search',
'Block search uses per-role/shape/scale reservoirs of 256',
'Different block scales overlap; savings must not be added',
'Block savings count only verified disjoint sampled blocks, no extrapolation',
'Spectral probes use aligned bounded subvolumes, not whole tensors',
'Shared encoding is theoretical, not a runnable compressed checkpoint',
'No cross-role grouping, neuron permutation alignment, or training'],
'completed': True}
write_json(output / 'summary.json', summary)
print(json.dumps(summary), flush=True)
if __name__ == '__main__':
main()
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"""Audit saved numerical data and freeze provenance before archive/cleanup."""
import argparse
import csv
import hashlib
import json
import math
import os
import pathlib
import platform
import re
import shutil
import time
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', required=True, type=pathlib.Path)
p.add_argument('--analysis-code-commit', help='Commit actually used for the weight analysis; omit if unknown')
args = p.parse_args()
root = args.root.resolve()
if not __debug__:
raise RuntimeError('Validation requires Python assertions enabled')
checked = {}
for mode in ('tensor', 'block'):
with (root / 'analysis' / f'{mode}_pairs.csv').open() as f:
rows = list(csv.DictReader(f))
coverage = json.loads((root / 'analysis' / f'{mode}_coverage.json').read_text())
if len(rows) != coverage['pairs_verified']:
raise ValueError('Coverage count mismatch')
for row in rows:
for key in ('cosine', 'pearson'):
if row[key] and (not math.isfinite(float(row[key])) or abs(float(row[key])) > 1 + 1e-7):
raise ValueError(f'Invalid correlation: {mode}/{key}')
for key in ('error_member_to_rep', 'error_rep_to_member', 'symmetric_error', 'scaled_error',
'sampled_error_q99_over_member_rms', 'screen_vs_exact_min_error_absolute_difference'):
value = float(row[key])
if not math.isfinite(value) or value < 0:
raise ValueError(f'Invalid error: {mode}/{key}')
if not math.isfinite(float(row['scale'])):
raise ValueError('Invalid scaling diagnostic')
checked[mode] = {'rows': len(rows), 'finite_metrics': True, 'coverage_matches': True}
test_log = (root / 'tests.log').read_text()
match = re.search(r'Ran (\d+) tests in ([\d.]+)s', test_log)
if not match or '\nOK\n' not in test_log:
raise ValueError('Final tests did not pass')
qc = {'passed': True, 'checked_unix': time.time(), 'numerical_tables': checked,
'final_tests': int(match[1]), 'final_test_seconds': float(match[2]),
'earlier_parallel_test_timeout_seconds': 300 if (root / 'tests-during-io-timeout.txt').exists() else None}
(root / 'numerical-qc.json').write_text(json.dumps(qc, indent=2))
for src, dest in [('tests.log', 'test-results.txt'), ('analysis.log', 'analysis-run.txt'),
('plot.log', 'plot-run.txt'), ('download-ranged.log', 'download-progress.txt'),
('supervisor.log', 'supervisor-run.txt')]:
shutil.copy2(root / src, root / dest)
mem = {}
for line in pathlib.Path('/proc/meminfo').read_text().splitlines():
key, value = line.split(':', 1)
if key in ('MemTotal', 'MemAvailable', 'SwapTotal', 'SwapFree'):
mem[key + '_KiB'] = int(value.split()[0])
environment = {'recorded_unix': time.time(), 'python': platform.python_version(),
'platform': platform.platform(), 'machine': platform.machine(),
'logical_cpus': os.cpu_count(), 'memory_snapshot': mem,
'blas_threads': 1, 'assertions_enabled': __debug__,
'analysis_io_priority': 'best-effort 7, applied during block verification',
'analysis_code_commit': args.analysis_code_commit,
'note': 'Shared host; see resource-observation.txt. Memory snapshot is post-analysis.'}
(root / 'execution-environment.json').write_text(json.dumps(environment, indent=2))
project = pathlib.Path(__file__).resolve().parents[1]
files = sorted((project / 'pilot').glob('*.py')) + [project / 'requirements.txt', project / 'tests/test_pilot.py']
hashes = [f'{hashlib.sha256(file.read_bytes()).hexdigest()} {file.relative_to(project)}' for file in files]
(root / 'code_checksums.txt').write_text('\n'.join(hashes) + '\n')
print(json.dumps(qc))
if __name__ == '__main__':
main()
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"""Download pinned official safetensors, no framework or shared cache."""
import argparse
import concurrent.futures
import hashlib
import json
import pathlib
import os
import shutil
import time
import threading
import urllib.parse
import urllib.request
def fetch_json(url):
with urllib.request.urlopen(url, timeout=90) as response:
return json.load(response)
def ranged_download(url, part, total, workers=8):
"""Resume a sequential prefix; journal completed byte ranges before final hashing."""
journal = part.with_suffix(part.suffix + '.ranges.json')
if journal.exists():
state = json.loads(journal.read_text())
if state['total'] != total:
raise RuntimeError('Range journal size mismatch')
else:
state = {'total': total, 'prefix': part.stat().st_size if part.exists() else 0, 'done': []}
journal.write_text(json.dumps(state))
lock = threading.Lock()
fd = os.open(part, os.O_CREAT | os.O_RDWR, 0o600)
chunk_size = 64 * 1024 * 1024
ranges = [(start, min(start + chunk_size, total) - 1)
for start in range(state['prefix'], total, chunk_size)]
def one(bounds):
start, end = bounds
if start in state['done']:
return
for attempt in range(3):
try:
req = urllib.request.Request(url, headers={'Range': f'bytes={start}-{end}'})
with urllib.request.urlopen(req, timeout=180) as response:
expected = f'bytes {start}-{end}/{total}'
if response.status != 206 or response.headers.get('Content-Range') != expected:
raise RuntimeError('Server did not honor exact requested range')
offset = start
while chunk := response.read(min(4 * 1024 * 1024, end - offset + 1)):
written = os.pwrite(fd, chunk, offset)
if written != len(chunk):
raise RuntimeError('Short positional write')
offset += written
if offset > end:
break
if offset != end + 1:
raise RuntimeError('Incomplete range')
with lock:
os.fsync(fd)
state['done'].append(start)
tmp = journal.with_suffix('.tmp')
tmp.write_text(json.dumps(state))
tmp.replace(journal)
done = state['prefix'] + sum(b - a + 1 for a, b in ranges if a in state['done'])
print(f'Weight download {done}/{total} bytes ({100 * done / total:.1f}%)', flush=True)
return
except Exception:
if attempt == 2:
raise
time.sleep(2 ** attempt)
try:
with concurrent.futures.ThreadPoolExecutor(max_workers=workers) as pool:
list(pool.map(one, ranges))
finally:
os.close(fd)
journal.unlink()
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', type=pathlib.Path, required=True)
p.add_argument('--repo', default='Qwen/Qwen3.5-2B')
args = p.parse_args()
root = args.root.resolve()
root.mkdir(parents=True, exist_ok=True)
weights = root / 'weights'
weights.mkdir(exist_ok=True)
marker = weights / '.pilot-owned'
marker.write_text(args.repo)
old_manifest = root / 'manifest.json'
pinned = json.loads(old_manifest.read_text())['revision'] if old_manifest.exists() else None
endpoint = f'https://huggingface.co/api/models/{args.repo}'
if pinned:
endpoint += f'/revision/{pinned}'
info = fetch_json(endpoint + '?blobs=true')
revision = info['sha']
files = [f for f in info['siblings'] if f['rfilename'].endswith('.safetensors')
or f['rfilename'] in ('config.json', 'model.safetensors.index.json', 'README.md')]
total = sum(f.get('size', 0) for f in files)
if shutil.disk_usage(root).free < total + 3_000_000_000:
raise RuntimeError('Insufficient space for checkpoint plus 3 GB margin')
manifest = {'repo': args.repo, 'revision': revision, 'expected_bytes': total,
'started_unix': time.time(), 'files': [], 'license': info.get('cardData', {}).get('license')}
(root / 'source_metadata.json').write_text(json.dumps(info, indent=2))
for entry in files:
name = entry['rfilename']
if pathlib.PurePosixPath(name).name != name:
raise RuntimeError(f'Unexpected nested path: {name}')
dest = weights / name
part = dest.with_suffix(dest.suffix + '.partial')
digest = hashlib.sha256()
url = f'https://huggingface.co/{args.repo}/resolve/{revision}/{urllib.parse.quote(name)}?download=true'
print(f'Downloading {name}, expected {entry.get("size")} bytes', flush=True)
if entry.get('size', 0) > 128 * 1024 * 1024:
ranged_download(url, part, entry['size'])
with part.open('rb') as stream:
while chunk := stream.read(4 * 1024 * 1024):
digest.update(chunk)
else:
with urllib.request.urlopen(url, timeout=180) as response, part.open('wb') as out:
while chunk := response.read(4 * 1024 * 1024):
out.write(chunk)
digest.update(chunk)
sha = digest.hexdigest()
if entry.get('size') and part.stat().st_size != entry['size']:
raise RuntimeError(f'Size mismatch: {name}')
expected_sha = entry.get('lfs', {}).get('sha256')
if expected_sha and sha != expected_sha:
raise RuntimeError(f'SHA256 mismatch: {name}')
part.rename(dest)
manifest['files'].append({'name': name, 'bytes': dest.stat().st_size,
'sha256': sha, 'upstream_sha256': expected_sha})
(root / 'manifest.json').write_text(json.dumps(manifest, indent=2))
manifest['completed_unix'] = time.time()
(root / 'manifest.json').write_text(json.dumps(manifest, indent=2))
shutil.copy2(weights / 'config.json', root / 'model_config.json')
print(json.dumps({'revision': revision, 'bytes': sum(f['bytes'] for f in manifest['files'])}), flush=True)
if __name__ == '__main__':
main()
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"""Scientific figures and a compact result report from saved data only."""
import argparse
import csv
import json
import pathlib
import matplotlib
matplotlib.use('Agg')
import matplotlib.pyplot as plt
from matplotlib.patches import Patch, Rectangle
import numpy as np
def read_csv(path):
with path.open() as f:
return list(csv.DictReader(f))
def write_csv(path, rows):
with path.open('w', newline='') as f:
if rows:
writer = csv.DictWriter(f, fieldnames=list(rows[0]))
writer.writeheader()
writer.writerows(rows)
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', type=pathlib.Path, required=True)
args = p.parse_args()
root = args.root
out = root / 'analysis'
figures = root / 'figures'
figures.mkdir(exist_ok=True)
plt.rcParams.update({'font.size': 10, 'axes.spines.top': False, 'axes.spines.right': False,
'pdf.fonttype': 42, 'svg.fonttype': 'none', 'figure.dpi': 120})
def save(fig, name):
fig.tight_layout()
for ext in ('png', 'pdf', 'svg'):
fig.savefig(figures / f'{name}.{ext}', dpi=200, bbox_inches='tight')
plt.close(fig)
curves = read_csv(out / 'compression_curve.csv')
summary = json.loads((out / 'summary.json').read_text())
dimensional = {}
for row in read_csv(out / 'inventory.csv'):
ndim = int(row['ndim'])
item = dimensional.setdefault(ndim, {'ndim': ndim, 'tensor_count': 0, 'weight_bytes': 0})
item['tensor_count'] += 1
item['weight_bytes'] += int(row['bytes'])
dimensional_rows = [dimensional[key] for key in sorted(dimensional)]
for item in dimensional_rows:
item['model_byte_fraction'] = item['weight_bytes'] / summary['model_weight_bytes']
with (out / 'dimensional_bytes.csv').open('w', newline='') as f:
writer = csv.DictWriter(f, fieldnames=list(dimensional_rows[0]))
writer.writeheader()
writer.writerows(dimensional_rows)
fig, axes = plt.subplots(1, 2, figsize=(11, 4))
for scale in sorted({r['scale'] for r in curves}):
rows = [r for r in curves if r['scale'] == scale]
x = [100 * float(r['threshold']) for r in rows]
axes[0].plot(x, [100 * float(r['net_saved_model_fraction']) for r in rows], 'o-', label=scale)
axes[1].plot(x, [int(r['shared_groups']) for r in rows], 'o-', label=scale)
axes[0].set(xlabel='Maximum relative weight error (%)', ylabel='Verified net savings / model bytes (%)')
axes[1].set(xlabel='Maximum relative weight error (%)', ylabel='Non-singleton sharing groups')
axes[0].legend(fontsize=8, loc='upper left')
fig.suptitle('Conservative verified sharing; block scales are separate alternatives')
save(fig, 'compression_frontier')
pair_sets = {mode: read_csv(out / f'{mode}_pairs.csv') for mode in ('tensor', 'block')}
role_rows = []
for mode, pairs in pair_sets.items():
mode_objects = json.loads((out / f'{mode}_objects.json').read_text())
buckets = {}
for row in pairs:
obj = mode_objects[int(row['a'])]
key = (obj['role'], obj['scale'], tuple(obj['shape']), obj['dtype'])
buckets.setdefault(key, []).append(row)
for (role_name, scale_name, shape, dtype), rows in sorted(buckets.items(), key=lambda item: str(item[0])):
errors = [float(r['error_member_to_rep']) for r in rows]
cosines = [float(r['cosine']) for r in rows if r['cosine']]
role_rows.append({'mode': mode, 'role': role_name, 'scale': scale_name,
'shape': str(shape), 'ndim': len(shape), 'dtype': dtype,
'verified_pairs': len(rows), 'minimum_direct_error': min(errors),
'median_direct_error': float(np.median(errors)),
'maximum_cosine': max(cosines) if cosines else '',
'minimum_scaled_error': min(float(r['scaled_error']) for r in rows),
'pairs_under_5pct_direct_error': sum(e <= .05 for e in errors),
'pairs_under_20pct_direct_error': sum(e <= .20 for e in errors)})
with (out / 'role_summary.csv').open('w', newline='') as f:
if role_rows:
writer = csv.DictWriter(f, fieldnames=list(role_rows[0]))
writer.writeheader()
writer.writerows(role_rows)
fig, axes = plt.subplots(2, 2, figsize=(11, 7))
for row, (mode, pairs) in enumerate(pair_sets.items()):
for scale in sorted({r['scale_name'] for r in pairs}):
group = [r for r in pairs if r['scale_name'] == scale]
axes[row, 0].hist([float(r['cosine']) for r in group if r['cosine']], bins=np.linspace(-1, 1, 46), histtype='step', label=scale)
errors = [float(r['error_member_to_rep']) for r in group]
axes[row, 1].hist(errors, bins=np.linspace(0, max(1e-6, max(errors, default=0.) * 1.01), 46), histtype='step', label=scale)
axes[row, 0].set(title=f'{mode}: exact cosine of screened candidates', xlabel='Cosine', ylabel='Candidate pairs')
axes[row, 1].set(title=f'{mode}: exact direct replacement error', xlabel='Relative Frobenius error', ylabel='Candidate pairs')
axes[row, 0].legend(fontsize=7, loc='upper right')
save(fig, 'candidate_distributions')
pairs = pair_sets['tensor']
roles = sorted({r['role'] for r in pairs})
# Illustrate one repeated 2D projection; this is not a byte-weighted model summary.
objects = json.loads((out / 'tensor_objects.json').read_text())
candidates = [role for role in roles if any(o['role'] == role and len(o['shape']) == 2 for o in objects)]
role = max(candidates or roles, key=lambda k: sum(r['role'] == k for r in pairs))
chosen = [(i, o) for i, o in enumerate(objects) if o['role'] == role]
chosen.sort(key=lambda item: item[1]['layer'])
indices = {i: j for j, (i, _) in enumerate(chosen)}
matrix = np.full((len(chosen), len(chosen)), np.nan)
np.fill_diagonal(matrix, 1.)
for r in pairs:
a, b = int(r['a']), int(r['b'])
if a in indices and b in indices and r['cosine']:
matrix[indices[a], indices[b]] = matrix[indices[b], indices[a]] = float(r['cosine'])
fig, ax = plt.subplots(figsize=(7, 6))
cmap = plt.get_cmap('coolwarm').with_extremes(bad='white')
im = ax.imshow(matrix, cmap=cmap, vmin=-1, vmax=1)
for y, x in zip(*np.where(np.isnan(matrix))):
ax.add_patch(Rectangle((x - .5, y - .5), 1, 1, facecolor='none',
edgecolor='#999999', hatch='///', linewidth=0))
labels = [o['layer'] for _, o in chosen]
ticks = np.arange(0, len(labels), max(1, len(labels) // 10))
ax.set_xticks(ticks, [labels[i] for i in ticks])
ax.set_yticks(ticks, [labels[i] for i in ticks])
ax.set(xlabel='Layer', ylabel='Layer', title=role.removeprefix('model.') + '\nHatching = unverified; diagonal is identity')
ax.legend(handles=[Patch(facecolor='white', edgecolor='#999999', hatch='///', label='Unverified pair')],
loc='upper center', bbox_to_anchor=(.5, -.12), fontsize=8, frameon=False)
fig.colorbar(im, ax=ax, label='Exact cosine')
save(fig, 'layer_heatmap')
heatmap_rows = [{'a_layer': oa['layer'], 'b_layer': ob['layer'], 'role': role,
'cosine': float(matrix[i, j]) if not np.isnan(matrix[i, j]) else '',
'verified': bool(i != j and not np.isnan(matrix[i, j])), 'identity': i == j}
for i, (_, oa) in enumerate(chosen) for j, (_, ob) in enumerate(chosen)]
write_csv(out / 'heatmap_pairs.csv', heatmap_rows)
distance_rows = []
fig, axes = plt.subplots(1, 2, figsize=(12, 4), sharey=True)
for ax, mode in zip(axes, ('tensor', 'block')):
mode_objects = json.loads((out / f'{mode}_objects.json').read_text())
buckets = {}
for row in pair_sets[mode]:
if not row['cosine']:
continue
obj = mode_objects[int(row['a'])]
stratum = f"{len(obj['shape'])}D" if mode == 'tensor' else obj['scale']
buckets.setdefault(stratum, {}).setdefault(int(row['layer_distance']), []).append(float(row['cosine']))
for stratum, by_distance in sorted(buckets.items()):
distances = sorted(by_distance)
medians = []
for distance in distances:
values = by_distance[distance]
median = float(np.median(values))
medians.append(median)
distance_rows.append({'mode': mode, 'stratum': stratum, 'layer_distance': distance,
'pairs': len(values), 'median_cosine': median,
'q25': float(np.quantile(values, .25)), 'q75': float(np.quantile(values, .75))})
ax.plot(distances, medians, 'o-', markersize=3, label=stratum)
ax.set(xlabel='Absolute layer distance', ylabel='Median exact cosine',
title=f'{mode}: dimension / scale strata', ylim=(-.1, 1.05))
ax.legend(fontsize=8, loc='upper center', bbox_to_anchor=(.5, -.23), ncol=2, frameon=False)
fig.suptitle('Screened candidates: module mixture and selection bias still apply')
write_csv(out / 'layer_distance_stratified.csv', distance_rows)
save(fig, 'layer_distance')
null_rows = []
fig, axes = plt.subplots(3, 2, figsize=(12, 10))
bins = np.linspace(-1, 1, 26)
for col, mode in enumerate(('tensor', 'block')):
mode_objects = json.loads((out / f'{mode}_objects.json').read_text())
nulls = json.loads((out / f'{mode}_nulls.json').read_text())
real_random = json.loads((out / f'{mode}_random_pairs.json').read_text())
cohorts = [('shuffled', [r for r in nulls if r['method'] == 'shuffled']),
('gaussian_norm_matched', [r for r in nulls if r['method'] == 'gaussian_norm_matched']),
('random_actual_same_role', real_random)]
for row, ndim in enumerate((1, 2, 3)):
ax = axes[row, col]
any_values = False
for method, records in cohorts:
values = np.asarray([r['cosine'] for r in records if r['cosine'] is not None
and len(mode_objects[r['a']]['shape']) == ndim])
if not len(values):
continue
any_values = True
values = np.clip(values, -1, 1)
ax.hist(values, bins=bins, density=True, histtype='step', label=f'{method} (n={len(values)})')
counts, _ = np.histogram(values, bins=bins)
for i, count in enumerate(counts):
null_rows.append({'mode': mode, 'ndim': ndim, 'method': method, 'samples': len(values),
'bin_left': float(bins[i]), 'bin_right': float(bins[i + 1]),
'count': int(count), 'density': float(count / (len(values) * (bins[i + 1] - bins[i])))})
ax.set(title=f'{mode}: {ndim}D sampled controls', xlabel='Sampled cosine', ylabel='Density')
if any_values:
ax.legend(fontsize=7, loc='upper right')
else:
ax.text(.5, .5, 'No eligible samples', transform=ax.transAxes, ha='center')
fig.suptitle('Dimension-stratified controls: density normalized; role mixtures may differ')
write_csv(out / 'null_histograms.csv', null_rows)
save(fig, 'null_controls')
fig, axes = plt.subplots(1, 2, figsize=(11, 4))
structure = json.loads((out / 'block_structure.json').read_text())
for ax, ndim in zip(axes, (2, 3)):
probes = [m for pair in structure for m in pair['modes'] if len(m['probe_shape']) == ndim and not m.get('trivial_mode_skipped')]
for axis in sorted({m['axis'] for m in probes}):
selected = [m for m in probes if m['axis'] == axis]
ax.scatter([m['normalized_spectrum_distance'] for m in selected],
[m['left_subspace_overlap'] for m in selected], s=18, alpha=.65, label=f'mode {axis}')
ax.set(title=f'{ndim}D blocks: bounded mode-unfolding probes', xlabel='Normalized spectrum distance', ylabel='Leading left subspace overlap (k <= 4)')
if probes:
ax.legend(fontsize=8, loc='upper right')
else:
ax.text(.5, .5, 'No eligible probes', transform=ax.transAxes, ha='center')
save(fig, 'block_structure')
parts = json.loads((out / 'block_partitions.json').read_text())
lines = ['# Qwen3.5-2B parameter similarity pilot', '',
f"- Revision: `{summary['revision']}`", f"- Stored parameters: {summary['parameter_count']:,}",
f"- Weight bytes: {summary['model_weight_bytes']:,}",
f"- Tensor dimensionalities: {summary['ndim_counts']}",
f"- Analysis and grouping/export wall time: {summary['elapsed_seconds']:.1f} seconds",
f"- Pair-comparison cutoff: {summary['analysis_budget_seconds']} seconds; final grouping/export is additional and remains under the supervisor hard limit.",
f"- Peak analysis RSS: {summary['peak_rss_kib'] / 1024:.1f} MiB", '',
'## Verified sharing estimates', '',
'| Representation | Weight-error limit | Verified sharing groups | Conservative total groups* | Largest group | Net model savings |',
'|---|---:|---:|---:|---:|---:|---:|']
for r in curves:
lines.append(f"| {r['scale']} | {float(r['threshold']):.0%} | {r['shared_groups']} | {r['conservative_partition_groups']} | {r['max_group_size']} | {float(r['net_saved_model_fraction']):.6%} |")
lines += ['', '*Conservative total groups counts unexamined full blocks as singletons; boundary regions and ineligible tensors stay unchanged and are outside that block count.',
'Savings count only verified replacement edges. Unsampled blocks remain unchanged. Different block scales must not be summed.',
'Theoretical encoding: one stored representative per group, 16 bytes per object mapping and 64 bytes per shared-group descriptor; identity fallback if larger.',
'Exact grouping uses direct replacement only. Scaled and spectral results are diagnostic.', '',
'## Stratified diagnostics', '',
'See `analysis/role_summary.csv` for same-role, same-shape statistics, separated by tensor dimensionality and block scale.',
'See `analysis/dimensional_bytes.csv` for tensor counts versus weight-byte contributions by dimensionality.',
'Heatmap missing pairs are hatched (`heatmap_pairs.csv`); identity entries are not empirical matches.',
'Layer-distance medians are split by dimension/scale (`layer_distance_stratified.csv`); role and selection bias remain.',
'Controls are split by dimension and density-normalized, with sample counts (`null_histograms.csv`); these are not significance tests.',
'These are screened-candidate statistics, not estimates of all possible pairs. Small normalization vectors must not be conflated with large matrices.', '',
'## Coverage', '']
for mode in ('tensor', 'block'):
coverage = json.loads((out / f'{mode}_coverage.json').read_text())
lines.append(f'- {mode}: `{json.dumps(coverage)}`')
lines += [f'- Complete-block partition totals (per alternative): `{json.dumps(parts)}`', '',
'## Interpretation limits', '', *['- ' + s for s in summary['limitations']],
'- Candidate histograms are selection-biased and do not represent the distribution of all tensor pairs.',
'- 1D normalization weights may cluster strongly but carry few bytes; do not infer material compression from group counts.',
'- No task accuracy, perplexity, inference speed or runtime-memory improvement has been measured.',
'- Stored parameter counts may omit tied aliases; no duplicate-weight equality search is performed.', '',
'## Figures', '', *[f'![{name}](figures/{name}.png)' for name in ['compression_frontier', 'candidate_distributions', 'layer_heatmap', 'layer_distance', 'null_controls', 'block_structure']]]
(root / 'REPORT.md').write_text('\n'.join(lines) + '\n')
if __name__ == '__main__':
main()
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"""Supervise the one-model job; no automatic download of subsequent models."""
import argparse
import json
import os
import pathlib
import subprocess
import sys
import time
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', type=pathlib.Path, required=True)
args = p.parse_args()
root = args.root.resolve()
root.mkdir(exist_ok=True, parents=True)
status_file = root / 'status.json'
start = time.time()
env = dict(os.environ, OPENBLAS_NUM_THREADS='1', OMP_NUM_THREADS='1')
def status(phase, **extra):
status_file.write_text(json.dumps({'phase': phase, 'updated_unix': time.time(),
'supervisor_started_unix': start, **extra}, indent=2))
print(phase, flush=True)
def command(module, log, timeout, extra=()):
with (root / log).open('w') as stream:
subprocess.run([sys.executable, '-B', '-m', module, '--root', str(root), *extra],
check=True, timeout=timeout, env=env, stdout=stream, stderr=subprocess.STDOUT)
try:
status('waiting_for_download')
download_wait_start = time.monotonic()
while True:
manifest_path = root / 'manifest.json'
if manifest_path.exists():
manifest = json.loads(manifest_path.read_text())
if manifest.get('completed_unix') and all((root / 'weights' / f['name']).exists() for f in manifest['files']):
break
if time.monotonic() - download_wait_start > 7200:
raise TimeoutError('Download wait exceeded 2 hours; no analysis started')
time.sleep(10)
status('analyzing', analysis_hard_limit_seconds=7200)
command('pilot.analyze', 'analysis.log', 7200, ('--seconds', '6600'))
status('plotting')
command('pilot.plot', 'plot.log', 300)
status('validating')
command('pilot.validate', 'validate.log', 120)
with (root / 'environment.txt').open('w') as f:
subprocess.run([sys.executable, '-B', '-m', 'pip', 'freeze'], check=True, stdout=f, env=env)
status('results_ready_weights_retained_until_archive_copy')
except Exception as e:
status('failed', error_type=type(e).__name__, error=str(e))
raise
if __name__ == '__main__':
main()
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"""Read safetensors BF16 directly; never instantiate a model or use pickle."""
import json
import math
import mmap
import re
import struct
import numpy as np
DTYPES = {'BF16': ('<u2', 2), 'F16': ('<f2', 2), 'F32': ('<f4', 4), 'F64': ('<f8', 8)}
def decode(raw, dtype):
if dtype == 'BF16':
return (np.asarray(raw).astype(np.uint32) << 16).view(np.float32)
return np.asarray(raw, dtype=np.float32)
class Tensor:
def __init__(self, file, base, name, meta):
self.name, self.shape, self.dtype = name, tuple(meta['shape']), meta['dtype']
self.numel = math.prod(self.shape)
self.bytes = meta['data_offsets'][1] - meta['data_offsets'][0]
code, itemsize = DTYPES[self.dtype]
if self.bytes != self.numel * itemsize:
raise ValueError(f'Invalid byte length: {name}')
self.raw = np.memmap(file, mode='r', dtype=code,
offset=base + meta['data_offsets'][0], shape=(self.numel,))
self.role = re.sub(r'\.(?:layers|blocks)\.\d+', '.layers.*', name)
self.role = re.sub(r'\.experts\.\d+', '.experts.*', self.role)
m = re.search(r'\.(?:layers|blocks)\.(\d+)', name)
self.layer = int(m[1]) if m else -1
def read(self, selector=slice(None)):
return decode(self.raw[selector], self.dtype)
def chunked(self, size=262144):
for start in range(0, self.numel, size):
yield self.read(slice(start, min(start + size, self.numel)))
def evict(self):
if hasattr(self.raw._mmap, 'madvise'):
self.raw._mmap.madvise(mmap.MADV_DONTNEED)
def load_tensors(directory):
tensors = {}
for file in sorted(directory.glob('*.safetensors')):
with file.open('rb') as f:
size = struct.unpack('<Q', f.read(8))[0]
if size > 100_000_000:
raise ValueError('Oversized safetensors header')
header = json.loads(f.read(size))
for name, meta in header.items():
if name == '__metadata__':
continue
if name in tensors:
raise ValueError(f'Duplicate tensor name: {name}')
tensors[name] = Tensor(file, 8 + size, name, meta)
if not tensors:
raise ValueError('No safetensors found')
return tensors
def metrics(x, y):
"""x is member; y is representative. Float64 accumulation."""
x, y = x.astype(np.float64), y.astype(np.float64)
xx, yy, xy = float(x @ x), float(y @ y), float(x @ y)
delta = float((x - y) @ (x - y))
return finish(xx, yy, xy, delta, float(x.sum()), float(y.sum()), x.size)
def finish(xx, yy, xy, delta, sx, sy, n):
tiny = 1e-30
vx, vy = max(0., xx - sx * sx / n), max(0., yy - sy * sy / n)
return {'cosine': xy / np.sqrt(xx * yy) if xx * yy > tiny else None,
'pearson': (xy - sx * sy / n) / np.sqrt(vx * vy) if vx * vy > tiny else None,
'error_member_to_rep': np.sqrt(delta / max(xx, tiny)),
'error_rep_to_member': np.sqrt(delta / max(yy, tiny)),
'symmetric_error': np.sqrt(2 * delta / max(xx + yy, tiny)),
'scaled_error': np.sqrt(max(0., xx - xy * xy / max(yy, tiny)) / max(xx, tiny)),
'scale': xy / max(yy, tiny)}
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"""Validate archived analysis before allowing deletion of downloaded weights."""
import argparse
import csv
import hashlib
import json
import pathlib
import shutil
import time
def validate(root):
analysis = root / 'analysis'
summary = json.loads((analysis / 'summary.json').read_text())
assert summary['completed']
manifest = json.loads((root / 'manifest.json').read_text())
assert summary['revision'] == manifest['revision']
for mode in ('tensor', 'block'):
objects = json.loads((analysis / f'{mode}_objects.json').read_text())
with (analysis / f'{mode}_pairs.csv').open() as f:
pairs = list(csv.DictReader(f))
coverage = json.loads((analysis / f'{mode}_coverage.json').read_text())
assert len(pairs) == coverage['pairs_verified']
edges = {}
for p in pairs:
a, b = int(p['a']), int(p['b'])
assert objects[a]['shape'] == objects[b]['shape']
assert objects[a]['role'] == objects[b]['role']
edges[(b, a)] = float(p['error_member_to_rep'])
edges[(a, b)] = float(p['error_rep_to_member'])
for file in analysis.glob(f'groups_{mode}_*.json'):
threshold = float(file.stem.rsplit('_', 1)[1])
groups = json.loads(file.read_text())
members = [i for g in groups for i in g['members']]
assert len(set(members)) == len(members), file
for g in groups:
assert g['representative'] in g['members']
for member in g['members']:
if member != g['representative']:
assert edges[(g['representative'], member)] <= threshold + 1e-12
assert g['max_error'] <= threshold + 1e-12
assert (root / 'REPORT.md').is_file()
images = list((root / 'figures').glob('*.png'))
assert len(images) >= 5
for file in images:
assert file.read_bytes()[:8] == b'\x89PNG\r\n\x1a\n'
checksums = {}
for file in sorted(root.rglob('*')):
if (file.is_file() and 'weights' not in file.relative_to(root).parts
and file.name not in ('checksums.json', 'validation.json', 'cleanup.json', 'status.json')
and not file.name.endswith('.log')):
checksums[str(file.relative_to(root))] = hashlib.sha256(file.read_bytes()).hexdigest()
(root / 'checksums.json').write_text(json.dumps(checksums, indent=2))
result = {'validated_unix': time.time(), 'files_checksummed': len(checksums),
'group_edges_checked': True, 'passed': True}
(root / 'validation.json').write_text(json.dumps(result, indent=2))
return result
def main():
p = argparse.ArgumentParser()
p.add_argument('--root', required=True, type=pathlib.Path)
p.add_argument('--cleanup-weights', action='store_true')
args = p.parse_args()
root = args.root.resolve()
result = validate(root)
if args.cleanup_weights:
weights = root / 'weights'
manifest = json.loads((root / 'manifest.json').read_text())
assert not weights.is_symlink()
assert (weights / '.pilot-owned').read_text() == manifest['repo']
expected_names = {entry['name'] for entry in manifest['files']} | {'.pilot-owned'}
assert {file.name for file in weights.iterdir()} == expected_names
assert all(file.is_file() and not file.is_symlink() for file in weights.iterdir())
deleted_bytes = sum(file.stat().st_size for file in weights.iterdir())
shutil.rmtree(weights)
(root / 'cleanup.json').write_text(json.dumps({'deleted_unix': time.time(),
'deleted_bytes': deleted_bytes,
'deleted_directory': 'weights',
'reason': 'User-authorized delete-after-analysis; archived results validated'}, indent=2))
result['weights_removed'] = not weights.exists()
print(json.dumps(result))
if __name__ == '__main__':
main()
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numpy==2.5.4
matplotlib==3.11.2
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# Qwen3.5-2B parameter similarity pilot
- Revision: `15852e8c16360a2fea060d615a32b45270f8a8fc`
- Stored parameters: 2,274,069,824
- Weight bytes: 4,548,144,832
- Tensor dimensionalities: {'1': 319, '2': 294, '3': 18, '5': 1}
- Analysis and grouping/export wall time: 6661.1 seconds
- Pair-comparison cutoff: 6600 seconds; final grouping/export is additional and remains under the supervisor hard limit.
- Peak analysis RSS: 201.3 MiB
## Verified sharing estimates
| Representation | Weight-error limit | Verified sharing groups | Conservative total groups* | Largest group | Net model savings |
|---|---:|---:|---:|---:|---:|---:|
| whole | 1% | 0 | 632 | 1 | 0.000000% |
| whole | 2% | 0 | 632 | 1 | 0.000000% |
| whole | 5% | 1 | 631 | 2 | 0.000000% |
| whole | 10% | 11 | 613 | 6 | 0.000719% |
| whole | 20% | 16 | 572 | 15 | 0.002626% |
| 2d-128 | 1% | 0 | 138576 | 1 | 0.000000% |
| 2d-128 | 2% | 0 | 138576 | 1 | 0.000000% |
| 2d-128 | 5% | 0 | 138576 | 1 | 0.000000% |
| 2d-128 | 10% | 0 | 138576 | 1 | 0.000000% |
| 2d-128 | 20% | 1 | 138575 | 2 | 0.000000% |
| 2d-64 | 1% | 0 | 554304 | 1 | 0.000000% |
| 2d-64 | 2% | 0 | 554304 | 1 | 0.000000% |
| 2d-64 | 5% | 0 | 554304 | 1 | 0.000000% |
| 2d-64 | 10% | 1 | 554303 | 2 | 0.000000% |
| 2d-64 | 20% | 3 | 554299 | 3 | 0.000000% |
| 3d-axis0-slice | 1% | 0 | 110592 | 1 | 0.000000% |
| 3d-axis0-slice | 2% | 0 | 110592 | 1 | 0.000000% |
| 3d-axis0-slice | 5% | 9 | 110581 | 3 | 0.000000% |
| 3d-axis0-slice | 10% | 33 | 110542 | 7 | 0.000000% |
| 3d-axis0-slice | 20% | 45 | 110483 | 12 | 0.000000% |
| 3d-volume | 1% | 0 | 27648 | 1 | 0.000000% |
| 3d-volume | 2% | 0 | 27648 | 1 | 0.000000% |
| 3d-volume | 5% | 0 | 27648 | 1 | 0.000000% |
| 3d-volume | 10% | 0 | 27648 | 1 | 0.000000% |
| 3d-volume | 20% | 2 | 27646 | 2 | 0.000000% |
*Conservative total groups counts unexamined full blocks as singletons; boundary regions and ineligible tensors stay unchanged and are outside that block count.
Savings count only verified replacement edges. Unsampled blocks remain unchanged. Different block scales must not be summed.
Theoretical encoding: one stored representative per group, 16 bytes per object mapping and 64 bytes per shared-group descriptor; identity fallback if larger.
Exact grouping uses direct replacement only. Scaled and spectral results are diagnostic.
## Stratified diagnostics
See `analysis/role_summary.csv` for same-role, same-shape statistics, separated by tensor dimensionality and block scale.
See `analysis/dimensional_bytes.csv` for tensor counts versus weight-byte contributions by dimensionality.
Heatmap missing pairs are hatched (`heatmap_pairs.csv`); identity entries are not empirical matches.
Layer-distance medians are split by dimension/scale (`layer_distance_stratified.csv`); role and selection bias remain.
Controls are split by dimension and density-normalized, with sample counts (`null_histograms.csv`); these are not significance tests.
These are screened-candidate statistics, not estimates of all possible pairs. Small normalization vectors must not be conflated with large matrices.
## Coverage
- tensor: `{"eligible_pairs_in_screened_objects": 6159, "candidate_pairs_before_cap": 4724, "selected_pairs": 2000, "objects_screened": 632, "pairs_verified": 2000, "timed_out": false, "screen_sample_elements": 2048, "candidate_neighbors_per_metric": 10}`
- block: `{"eligible_pairs_in_screened_objects": 1678968, "candidate_pairs_before_cap": 175036, "selected_pairs": 20000, "objects_screened": 13328, "pairs_verified": 14778, "timed_out": true, "screen_sample_elements": 2048, "candidate_neighbors_per_metric": 10}`
- Complete-block partition totals (per alternative): `{"2d-64": {"blocks": 554304, "bytes": 4540858368, "edge_bytes": 0}, "2d-128": {"blocks": 138576, "bytes": 4540858368, "edge_bytes": 0}, "3d-axis0-slice": {"blocks": 110592, "bytes": 884736, "edge_bytes": 0}, "3d-volume": {"blocks": 27648, "bytes": 884736, "edge_bytes": 0}}`
## Interpretation limits
- No inference or functional equivalence measured
- No exhaustive pair search
- Block search uses per-role/shape/scale reservoirs of 256
- Different block scales overlap; savings must not be added
- Block savings count only verified disjoint sampled blocks, no extrapolation
- Spectral probes use aligned bounded subvolumes, not whole tensors
- Shared encoding is theoretical, not a runnable compressed checkpoint
- No cross-role grouping, neuron permutation alignment, or training
- Candidate histograms are selection-biased and do not represent the distribution of all tensor pairs.
- 1D normalization weights may cluster strongly but carry few bytes; do not infer material compression from group counts.
- No task accuracy, perplexity, inference speed or runtime-memory improvement has been measured.
- Stored parameter counts may omit tied aliases; no duplicate-weight equality search is performed.
## Figures
![compression_frontier](figures/compression_frontier.png)
![candidate_distributions](figures/candidate_distributions.png)
![layer_heatmap](figures/layer_heatmap.png)
![layer_distance](figures/layer_distance.png)
![null_controls](figures/null_controls.png)
![block_structure](figures/block_structure.png)
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Inventory: 632 tensors, 4548144832 bytes
tensor: sampling 632 objects
tensor: verified 100/2000
tensor: verified 200/2000
tensor: verified 300/2000
tensor: verified 400/2000
tensor: verified 500/2000
tensor: verified 600/2000
tensor: verified 700/2000
tensor: verified 800/2000
tensor: verified 900/2000
tensor: verified 1000/2000
tensor: verified 1100/2000
tensor: verified 1200/2000
tensor: verified 1300/2000
tensor: verified 1400/2000
tensor: verified 1500/2000
tensor: verified 1600/2000
tensor: verified 1700/2000
tensor: verified 1800/2000
tensor: verified 1900/2000
tensor: verified 2000/2000
block: sampling 13328 objects
block: verified 100/20000
block: verified 200/20000
block: verified 300/20000
block: verified 400/20000
block: verified 500/20000
block: verified 600/20000
block: verified 700/20000
block: verified 800/20000
block: verified 900/20000
block: verified 1000/20000
block: verified 1100/20000
block: verified 1200/20000
block: verified 1300/20000
block: verified 1400/20000
block: verified 1500/20000
block: verified 1600/20000
block: verified 1700/20000
block: verified 1800/20000
block: verified 1900/20000
block: verified 2000/20000
block: verified 2100/20000
block: verified 2200/20000
block: verified 2300/20000
block: verified 2400/20000
block: verified 2500/20000
block: verified 2600/20000
block: verified 2700/20000
block: verified 2800/20000
block: verified 2900/20000
block: verified 3000/20000
block: verified 3100/20000
block: verified 3200/20000
block: verified 3300/20000
block: verified 3400/20000
block: verified 3500/20000
block: verified 3600/20000
block: verified 3700/20000
block: verified 3800/20000
block: verified 3900/20000
block: verified 4000/20000
block: verified 4100/20000
block: verified 4200/20000
block: verified 4300/20000
block: verified 4400/20000
block: verified 4500/20000
block: verified 4600/20000
block: verified 4700/20000
block: verified 4800/20000
block: verified 4900/20000
block: verified 5000/20000
block: verified 5100/20000
block: verified 5200/20000
block: verified 5300/20000
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{"model": "Qwen/Qwen3.5-2B", "revision": "15852e8c16360a2fea060d615a32b45270f8a8fc", "tensor_count": 632, "parameter_count": 2274069824, "model_weight_bytes": 4548144832, "ndim_counts": {"1": 319, "2": 294, "3": 18, "5": 1}, "elapsed_seconds": 6661.129063449334, "analysis_budget_seconds": 6600, "peak_rss_kib": 206180, "python": "3.14.4", "numpy": "2.5.4", "seed": 20261109, "limitations": ["No inference or functional equivalence measured", "No exhaustive pair search", "Block search uses per-role/shape/scale reservoirs of 256", "Different block scales overlap; savings must not be added", "Block savings count only verified disjoint sampled blocks, no extrapolation", "Spectral probes use aligned bounded subvolumes, not whole tensors", "Shared encoding is theoretical, not a runnable compressed checkpoint", "No cross-role grouping, neuron permutation alignment, or training"], "completed": true}
@@ -0,0 +1,10 @@
{
"eligible_pairs_in_screened_objects": 1678968,
"candidate_pairs_before_cap": 175036,
"selected_pairs": 20000,
"objects_screened": 13328,
"pairs_verified": 14778,
"timed_out": true,
"screen_sample_elements": 2048,
"candidate_neighbors_per_metric": 10
}
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{
"2d-64": {
"blocks": 554304,
"bytes": 4540858368,
"edge_bytes": 0
},
"2d-128": {
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"bytes": 4540858368,
"edge_bytes": 0
},
"3d-axis0-slice": {
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"bytes": 884736,
"edge_bytes": 0
},
"3d-volume": {
"blocks": 27648,
"bytes": 884736,
"edge_bytes": 0
}
}
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role,shape,scale,total_blocks,sampled_blocks
model.language_model.embed_tokens.weight,"(128, 128)",2d-128,31040,256
model.language_model.embed_tokens.weight,"(64, 64)",2d-64,124160,256
model.language_model.layers.*.linear_attn.conv1d.weight,"(1, 1, 4)",3d-axis0-slice,110592,256
model.language_model.layers.*.linear_attn.conv1d.weight,"(4, 1, 4)",3d-volume,27648,256
model.language_model.layers.*.linear_attn.in_proj_qkv.weight,"(128, 128)",2d-128,13824,256
model.language_model.layers.*.linear_attn.in_proj_qkv.weight,"(64, 64)",2d-64,55296,256
model.language_model.layers.*.linear_attn.in_proj_z.weight,"(128, 128)",2d-128,4608,256
model.language_model.layers.*.linear_attn.in_proj_z.weight,"(64, 64)",2d-64,18432,256
model.language_model.layers.*.linear_attn.out_proj.weight,"(128, 128)",2d-128,4608,256
model.language_model.layers.*.linear_attn.out_proj.weight,"(64, 64)",2d-64,18432,256
model.language_model.layers.*.mlp.down_proj.weight,"(128, 128)",2d-128,18432,256
model.language_model.layers.*.mlp.down_proj.weight,"(64, 64)",2d-64,73728,256
model.language_model.layers.*.mlp.gate_proj.weight,"(128, 128)",2d-128,18432,256
model.language_model.layers.*.mlp.gate_proj.weight,"(64, 64)",2d-64,73728,256
model.language_model.layers.*.mlp.up_proj.weight,"(128, 128)",2d-128,18432,256
model.language_model.layers.*.mlp.up_proj.weight,"(64, 64)",2d-64,73728,256
model.language_model.layers.*.self_attn.k_proj.weight,"(128, 128)",2d-128,384,256
model.language_model.layers.*.self_attn.k_proj.weight,"(64, 64)",2d-64,1536,256
model.language_model.layers.*.self_attn.o_proj.weight,"(128, 128)",2d-128,1536,256
model.language_model.layers.*.self_attn.o_proj.weight,"(64, 64)",2d-64,6144,256
model.language_model.layers.*.self_attn.q_proj.weight,"(128, 128)",2d-128,3072,256
model.language_model.layers.*.self_attn.q_proj.weight,"(64, 64)",2d-64,12288,256
model.language_model.layers.*.self_attn.v_proj.weight,"(128, 128)",2d-128,384,256
model.language_model.layers.*.self_attn.v_proj.weight,"(64, 64)",2d-64,1536,256
model.visual.layers.*.attn.proj.weight,"(128, 128)",2d-128,1536,256
model.visual.layers.*.attn.proj.weight,"(64, 64)",2d-64,6144,256
model.visual.layers.*.attn.qkv.weight,"(128, 128)",2d-128,4608,256
model.visual.layers.*.attn.qkv.weight,"(64, 64)",2d-64,18432,256
model.visual.layers.*.mlp.linear_fc1.weight,"(128, 128)",2d-128,6144,256
model.visual.layers.*.mlp.linear_fc1.weight,"(64, 64)",2d-64,24576,256
model.visual.layers.*.mlp.linear_fc2.weight,"(128, 128)",2d-128,6144,256
model.visual.layers.*.mlp.linear_fc2.weight,"(64, 64)",2d-64,24576,256
model.visual.merger.linear_fc1.weight,"(128, 128)",2d-128,1024,256
model.visual.merger.linear_fc1.weight,"(64, 64)",2d-64,4096,256
model.visual.merger.linear_fc2.weight,"(128, 128)",2d-128,512,256
model.visual.merger.linear_fc2.weight,"(64, 64)",2d-64,2048,256
model.visual.pos_embed.weight,"(128, 128)",2d-128,144,144
model.visual.pos_embed.weight,"(64, 64)",2d-64,576,256
mtp.fc.weight,"(128, 128)",2d-128,512,256
mtp.fc.weight,"(64, 64)",2d-64,2048,256
mtp.layers.*.mlp.down_proj.weight,"(128, 128)",2d-128,768,256
mtp.layers.*.mlp.down_proj.weight,"(64, 64)",2d-64,3072,256
mtp.layers.*.mlp.gate_proj.weight,"(128, 128)",2d-128,768,256
mtp.layers.*.mlp.gate_proj.weight,"(64, 64)",2d-64,3072,256
mtp.layers.*.mlp.up_proj.weight,"(128, 128)",2d-128,768,256
mtp.layers.*.mlp.up_proj.weight,"(64, 64)",2d-64,3072,256
mtp.layers.*.self_attn.k_proj.weight,"(128, 128)",2d-128,64,64
mtp.layers.*.self_attn.k_proj.weight,"(64, 64)",2d-64,256,256
mtp.layers.*.self_attn.o_proj.weight,"(128, 128)",2d-128,256,256
mtp.layers.*.self_attn.o_proj.weight,"(64, 64)",2d-64,1024,256
mtp.layers.*.self_attn.q_proj.weight,"(128, 128)",2d-128,512,256
mtp.layers.*.self_attn.q_proj.weight,"(64, 64)",2d-64,2048,256
mtp.layers.*.self_attn.v_proj.weight,"(128, 128)",2d-128,64,64
mtp.layers.*.self_attn.v_proj.weight,"(64, 64)",2d-64,256,256
1 role shape scale total_blocks sampled_blocks
2 model.language_model.embed_tokens.weight (128, 128) 2d-128 31040 256
3 model.language_model.embed_tokens.weight (64, 64) 2d-64 124160 256
4 model.language_model.layers.*.linear_attn.conv1d.weight (1, 1, 4) 3d-axis0-slice 110592 256
5 model.language_model.layers.*.linear_attn.conv1d.weight (4, 1, 4) 3d-volume 27648 256
6 model.language_model.layers.*.linear_attn.in_proj_qkv.weight (128, 128) 2d-128 13824 256
7 model.language_model.layers.*.linear_attn.in_proj_qkv.weight (64, 64) 2d-64 55296 256
8 model.language_model.layers.*.linear_attn.in_proj_z.weight (128, 128) 2d-128 4608 256
9 model.language_model.layers.*.linear_attn.in_proj_z.weight (64, 64) 2d-64 18432 256
10 model.language_model.layers.*.linear_attn.out_proj.weight (128, 128) 2d-128 4608 256
11 model.language_model.layers.*.linear_attn.out_proj.weight (64, 64) 2d-64 18432 256
12 model.language_model.layers.*.mlp.down_proj.weight (128, 128) 2d-128 18432 256
13 model.language_model.layers.*.mlp.down_proj.weight (64, 64) 2d-64 73728 256
14 model.language_model.layers.*.mlp.gate_proj.weight (128, 128) 2d-128 18432 256
15 model.language_model.layers.*.mlp.gate_proj.weight (64, 64) 2d-64 73728 256
16 model.language_model.layers.*.mlp.up_proj.weight (128, 128) 2d-128 18432 256
17 model.language_model.layers.*.mlp.up_proj.weight (64, 64) 2d-64 73728 256
18 model.language_model.layers.*.self_attn.k_proj.weight (128, 128) 2d-128 384 256
19 model.language_model.layers.*.self_attn.k_proj.weight (64, 64) 2d-64 1536 256
20 model.language_model.layers.*.self_attn.o_proj.weight (128, 128) 2d-128 1536 256
21 model.language_model.layers.*.self_attn.o_proj.weight (64, 64) 2d-64 6144 256
22 model.language_model.layers.*.self_attn.q_proj.weight (128, 128) 2d-128 3072 256
23 model.language_model.layers.*.self_attn.q_proj.weight (64, 64) 2d-64 12288 256
24 model.language_model.layers.*.self_attn.v_proj.weight (128, 128) 2d-128 384 256
25 model.language_model.layers.*.self_attn.v_proj.weight (64, 64) 2d-64 1536 256
26 model.visual.layers.*.attn.proj.weight (128, 128) 2d-128 1536 256
27 model.visual.layers.*.attn.proj.weight (64, 64) 2d-64 6144 256
28 model.visual.layers.*.attn.qkv.weight (128, 128) 2d-128 4608 256
29 model.visual.layers.*.attn.qkv.weight (64, 64) 2d-64 18432 256
30 model.visual.layers.*.mlp.linear_fc1.weight (128, 128) 2d-128 6144 256
31 model.visual.layers.*.mlp.linear_fc1.weight (64, 64) 2d-64 24576 256
32 model.visual.layers.*.mlp.linear_fc2.weight (128, 128) 2d-128 6144 256
33 model.visual.layers.*.mlp.linear_fc2.weight (64, 64) 2d-64 24576 256
34 model.visual.merger.linear_fc1.weight (128, 128) 2d-128 1024 256
35 model.visual.merger.linear_fc1.weight (64, 64) 2d-64 4096 256
36 model.visual.merger.linear_fc2.weight (128, 128) 2d-128 512 256
37 model.visual.merger.linear_fc2.weight (64, 64) 2d-64 2048 256
38 model.visual.pos_embed.weight (128, 128) 2d-128 144 144
39 model.visual.pos_embed.weight (64, 64) 2d-64 576 256
40 mtp.fc.weight (128, 128) 2d-128 512 256
41 mtp.fc.weight (64, 64) 2d-64 2048 256
42 mtp.layers.*.mlp.down_proj.weight (128, 128) 2d-128 768 256
43 mtp.layers.*.mlp.down_proj.weight (64, 64) 2d-64 3072 256
44 mtp.layers.*.mlp.gate_proj.weight (128, 128) 2d-128 768 256
45 mtp.layers.*.mlp.gate_proj.weight (64, 64) 2d-64 3072 256
46 mtp.layers.*.mlp.up_proj.weight (128, 128) 2d-128 768 256
47 mtp.layers.*.mlp.up_proj.weight (64, 64) 2d-64 3072 256
48 mtp.layers.*.self_attn.k_proj.weight (128, 128) 2d-128 64 64
49 mtp.layers.*.self_attn.k_proj.weight (64, 64) 2d-64 256 256
50 mtp.layers.*.self_attn.o_proj.weight (128, 128) 2d-128 256 256
51 mtp.layers.*.self_attn.o_proj.weight (64, 64) 2d-64 1024 256
52 mtp.layers.*.self_attn.q_proj.weight (128, 128) 2d-128 512 256
53 mtp.layers.*.self_attn.q_proj.weight (64, 64) 2d-64 2048 256
54 mtp.layers.*.self_attn.v_proj.weight (128, 128) 2d-128 64 64
55 mtp.layers.*.self_attn.v_proj.weight (64, 64) 2d-64 256 256
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mode,scale,threshold,objects,groups,total_partition_objects,unexamined_partition_objects,conservative_partition_groups,shared_groups,max_group_size,verified_shared_bytes,examined_object_bytes,representative_bytes,mapping_bytes_if_encoded,net_saved_bytes,net_saved_model_fraction,max_replacement_error
tensor,whole,0.01,632,632,632,0,632,0,1,0,4548144832,4548144832,10112,0,0.0,0.0
tensor,whole,0.02,632,632,632,0,632,0,1,0,4548144832,4548144832,10112,0,0.0,0.0
tensor,whole,0.05,632,631,632,0,631,1,2,4096,4548144832,4548142784,10176,0,0.0,0.04982565601433354
tensor,whole,0.1,632,613,632,0,613,11,6,66560,4548144832,4548101312,10816,32704,7.19062413533976e-06,0.0996284846101826
tensor,whole,0.2,632,572,632,0,572,16,15,174592,4548144832,4548014272,11136,119424,2.6257739014763196e-05,0.1992427130434979
block,2d-128,0.01,6160,6160,138576,132416,138576,0,1,0,201850880,201850880,98560,0,0.0,0.0
block,2d-128,0.02,6160,6160,138576,132416,138576,0,1,0,201850880,201850880,98560,0,0.0,0.0
block,2d-128,0.05,6160,6160,138576,132416,138576,0,1,0,201850880,201850880,98560,0,0.0,0.0
block,2d-128,0.1,6160,6160,138576,132416,138576,0,1,0,201850880,201850880,98560,0,0.0,0.0
block,2d-128,0.2,6160,6159,138576,132416,138575,1,2,65536,201850880,201818112,98624,0,0.0,0.1894907479098447
block,2d-64,0.01,6656,6656,554304,547648,554304,0,1,0,54525952,54525952,106496,0,0.0,0.0
block,2d-64,0.02,6656,6656,554304,547648,554304,0,1,0,54525952,54525952,106496,0,0.0,0.0
block,2d-64,0.05,6656,6656,554304,547648,554304,0,1,0,54525952,54525952,106496,0,0.0,0.0
block,2d-64,0.1,6656,6655,554304,547648,554303,1,2,16384,54525952,54517760,106560,0,0.0,0.09362662282834061
block,2d-64,0.2,6656,6651,554304,547648,554299,3,3,65536,54525952,54484992,106688,0,0.0,0.18661711940726244
block,3d-axis0-slice,0.01,256,256,110592,110336,110592,0,1,0,2048,2048,4096,0,0.0,0.0
block,3d-axis0-slice,0.02,256,256,110592,110336,110592,0,1,0,2048,2048,4096,0,0.0,0.0
block,3d-axis0-slice,0.05,256,245,110592,110336,110581,9,3,160,2048,1960,4672,0,0.0,0.04716472920859973
block,3d-axis0-slice,0.1,256,206,110592,110336,110542,33,7,664,2048,1648,6208,0,0.0,0.09947536518147226
block,3d-axis0-slice,0.2,256,147,110592,110336,110483,45,12,1232,2048,1176,6976,0,0.0,0.19719308219928766
block,3d-volume,0.01,256,256,27648,27392,27648,0,1,0,8192,8192,4096,0,0.0,0.0
block,3d-volume,0.02,256,256,27648,27392,27648,0,1,0,8192,8192,4096,0,0.0,0.0
block,3d-volume,0.05,256,256,27648,27392,27648,0,1,0,8192,8192,4096,0,0.0,0.0
block,3d-volume,0.1,256,256,27648,27392,27648,0,1,0,8192,8192,4096,0,0.0,0.0
block,3d-volume,0.2,256,254,27648,27392,27646,2,2,128,8192,8128,4224,0,0.0,0.19802419391338302
1 mode scale threshold objects groups total_partition_objects unexamined_partition_objects conservative_partition_groups shared_groups max_group_size verified_shared_bytes examined_object_bytes representative_bytes mapping_bytes_if_encoded net_saved_bytes net_saved_model_fraction max_replacement_error
2 tensor whole 0.01 632 632 632 0 632 0 1 0 4548144832 4548144832 10112 0 0.0 0.0
3 tensor whole 0.02 632 632 632 0 632 0 1 0 4548144832 4548144832 10112 0 0.0 0.0
4 tensor whole 0.05 632 631 632 0 631 1 2 4096 4548144832 4548142784 10176 0 0.0 0.04982565601433354
5 tensor whole 0.1 632 613 632 0 613 11 6 66560 4548144832 4548101312 10816 32704 7.19062413533976e-06 0.0996284846101826
6 tensor whole 0.2 632 572 632 0 572 16 15 174592 4548144832 4548014272 11136 119424 2.6257739014763196e-05 0.1992427130434979
7 block 2d-128 0.01 6160 6160 138576 132416 138576 0 1 0 201850880 201850880 98560 0 0.0 0.0
8 block 2d-128 0.02 6160 6160 138576 132416 138576 0 1 0 201850880 201850880 98560 0 0.0 0.0
9 block 2d-128 0.05 6160 6160 138576 132416 138576 0 1 0 201850880 201850880 98560 0 0.0 0.0
10 block 2d-128 0.1 6160 6160 138576 132416 138576 0 1 0 201850880 201850880 98560 0 0.0 0.0
11 block 2d-128 0.2 6160 6159 138576 132416 138575 1 2 65536 201850880 201818112 98624 0 0.0 0.1894907479098447
12 block 2d-64 0.01 6656 6656 554304 547648 554304 0 1 0 54525952 54525952 106496 0 0.0 0.0
13 block 2d-64 0.02 6656 6656 554304 547648 554304 0 1 0 54525952 54525952 106496 0 0.0 0.0
14 block 2d-64 0.05 6656 6656 554304 547648 554304 0 1 0 54525952 54525952 106496 0 0.0 0.0
15 block 2d-64 0.1 6656 6655 554304 547648 554303 1 2 16384 54525952 54517760 106560 0 0.0 0.09362662282834061
16 block 2d-64 0.2 6656 6651 554304 547648 554299 3 3 65536 54525952 54484992 106688 0 0.0 0.18661711940726244
17 block 3d-axis0-slice 0.01 256 256 110592 110336 110592 0 1 0 2048 2048 4096 0 0.0 0.0
18 block 3d-axis0-slice 0.02 256 256 110592 110336 110592 0 1 0 2048 2048 4096 0 0.0 0.0
19 block 3d-axis0-slice 0.05 256 245 110592 110336 110581 9 3 160 2048 1960 4672 0 0.0 0.04716472920859973
20 block 3d-axis0-slice 0.1 256 206 110592 110336 110542 33 7 664 2048 1648 6208 0 0.0 0.09947536518147226
21 block 3d-axis0-slice 0.2 256 147 110592 110336 110483 45 12 1232 2048 1176 6976 0 0.0 0.19719308219928766
22 block 3d-volume 0.01 256 256 27648 27392 27648 0 1 0 8192 8192 4096 0 0.0 0.0
23 block 3d-volume 0.02 256 256 27648 27392 27648 0 1 0 8192 8192 4096 0 0.0 0.0
24 block 3d-volume 0.05 256 256 27648 27392 27648 0 1 0 8192 8192 4096 0 0.0 0.0
25 block 3d-volume 0.1 256 256 27648 27392 27648 0 1 0 8192 8192 4096 0 0.0 0.0
26 block 3d-volume 0.2 256 254 27648 27392 27646 2 2 128 8192 8128 4224 0 0.0 0.19802419391338302
@@ -0,0 +1,5 @@
ndim,tensor_count,weight_bytes,model_byte_fraction
1,319,896704,0.00019715818935468765
2,294,4543217664,0.9989166642264043
3,18,884736,0.00019452678678461222
5,1,3145728,0.000691650797456399
1 ndim tensor_count weight_bytes model_byte_fraction
2 1 319 896704 0.00019715818935468765
3 2 294 4543217664 0.9989166642264043
4 3 18 884736 0.00019452678678461222
5 5 1 3145728 0.000691650797456399
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a_layer,b_layer,role,cosine,verified,identity
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4 model.language_model.layers.1.linear_attn.A_log (16,) 1 F32 16 64 model.language_model.layers.*.linear_attn.A_log 1 -0.766021728515625 1.562546486163045 2.75
5 model.language_model.layers.1.linear_attn.norm.weight (128,) 1 F32 128 512 model.language_model.layers.*.linear_attn.norm.weight 1 0.8760199546813965 0.882772150804847 1.024658203125
6 model.language_model.layers.10.linear_attn.A_log (16,) 1 F32 16 64 model.language_model.layers.*.linear_attn.A_log 10 -1.208251953125 1.4532067060572578 2.046875
7 model.language_model.layers.10.linear_attn.norm.weight (128,) 1 F32 128 512 model.language_model.layers.*.linear_attn.norm.weight 10 1.0112952142953873 1.0144369416249537 1.16796875
8 model.language_model.layers.12.linear_attn.A_log (16,) 1 F32 16 64 model.language_model.layers.*.linear_attn.A_log 12 -1.6552734375 1.8625297390400493 3.015625
9 model.language_model.layers.12.linear_attn.norm.weight (128,) 1 F32 128 512 model.language_model.layers.*.linear_attn.norm.weight 12 0.9601620733737946 0.9634251107082851 1.130859375
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17 model.language_model.layers.17.linear_attn.norm.weight (128,) 1 F32 128 512 model.language_model.layers.*.linear_attn.norm.weight 17 0.7928063869476318 0.7980471928645709 0.993194580078125
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20 model.language_model.layers.2.linear_attn.A_log (16,) 1 F32 16 64 model.language_model.layers.*.linear_attn.A_log 2 -1.2023239135742188 1.5029171827885457 3.25
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23 model.language_model.layers.20.linear_attn.norm.weight (128,) 1 F32 128 512 model.language_model.layers.*.linear_attn.norm.weight 20 0.8415859341621399 0.8442340143169718 1.0244140625
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28 model.language_model.layers.4.linear_attn.A_log (16,) 1 F32 16 64 model.language_model.layers.*.linear_attn.A_log 4 -1.1160888671875 1.573153454807781 3.078125
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mode,stratum,layer_distance,pairs,median_cosine,q25,q75
tensor,1D,1,183,0.9406331265725202,0.7235207005037987,0.9931629316616981
tensor,1D,2,145,0.9122918066446817,0.5723343348709384,0.9897324183654799
tensor,1D,3,121,0.901223383994159,0.4828586539344226,0.9863693486780729
tensor,1D,4,111,0.9003575650487153,0.5367023333809763,0.9804638617660654
tensor,1D,5,72,0.8953776736324203,0.3538804544441773,0.9680854066934634
tensor,1D,6,57,0.8879212864097908,0.36305448910479954,0.9558740974722054
tensor,1D,7,47,0.8776805321645917,0.4535526800238403,0.9433999957988433
tensor,1D,8,52,0.8825518190229764,0.4824499801571124,0.9176637782905971
tensor,1D,9,31,0.8958045595384818,0.4305895667884128,0.9193278445717825
tensor,1D,10,17,0.8827035753940228,0.2092648777131711,0.9150312769507561
tensor,1D,11,16,0.8221685308473708,0.4800308710016442,0.9274441239891063
tensor,1D,12,24,0.8415123611721862,0.3169780147322381,0.9009036671689896
tensor,1D,13,14,0.8516287869780905,0.1243725256398088,0.9508162094932566
tensor,1D,14,14,0.6469216553724613,0.12853366420837778,0.9574883079605649
tensor,1D,15,12,0.5833474451569504,0.046843864053728236,0.9769132059565613
tensor,1D,16,16,0.7953515120653798,0.16121722307705078,0.8372406530303363
tensor,1D,17,9,0.19251868016561066,0.03853257212466431,0.47599207111348585
tensor,1D,18,9,0.04608358701275898,-0.006661812445004314,0.7982991506705737
tensor,1D,19,10,0.09441293378335211,0.025237536550509452,0.49922331710553325
tensor,1D,20,14,0.5022983141733379,0.05512087268438936,0.8423207884676235
tensor,1D,21,5,0.8934819071719368,0.24010298911027775,0.9021497732991838
tensor,1D,22,3,0.003892505911476348,0.0008970125263505391,0.4356982824466657
tensor,1D,23,1,0.024749331545084748,0.024749331545084748,0.024749331545084748
tensor,2D,1,19,0.1976207505481654,0.0006525511235171834,0.2716061024781503
tensor,2D,2,31,0.1319696165434511,0.0004437785635444379,0.243080676179633
tensor,2D,3,31,0.11611374254300347,0.0002621828568059063,0.20816418030431522
tensor,2D,4,69,0.0019111009657841638,8.141249860595188e-05,0.022487085707574864
tensor,2D,5,45,0.000506090620166805,-8.291910146519681e-05,0.00599106215370278
tensor,2D,6,44,0.00041039555013748237,-0.0006400509766726694,0.006286639984231686
tensor,2D,7,50,0.00025574624849179794,-0.00033235836165827667,0.004524560602680037
tensor,2D,8,75,0.0002696699762064535,-0.0003334243181754402,0.0043499444214343055
tensor,2D,9,57,0.00028671564523554733,-0.00015013298858171262,0.0022893779585961825
tensor,2D,10,54,7.181569169932083e-05,-0.00029630089314203645,0.001144667363346839
tensor,2D,11,48,0.00021728323517404915,-0.00018317637500131213,0.0010438034931358998
tensor,2D,12,74,5.5818951912901686e-05,-0.0003723509751072158,0.0006649377509370046
tensor,2D,13,56,0.00023809228660712564,-0.00020331365964920253,0.000892605117750516
tensor,2D,14,51,0.00023447788066002293,-9.917778299137728e-05,0.000713026509065598
tensor,2D,15,37,9.091975960188207e-05,-0.00021742221041551871,0.00033608530344073333
tensor,2D,16,55,0.00012381177776811685,-0.00020495997834418578,0.0006928152055894044
tensor,2D,17,40,0.00020240660120543027,-0.00026382525874345676,0.000542300816362679
tensor,2D,18,25,5.7811223671745594e-05,-0.00022620903865658743,0.0005118670799619454
tensor,2D,19,23,0.00039112184326041497,-0.00010049174294494889,0.0010346739140039576
tensor,2D,20,24,0.000265491219726623,-0.0001958276840250541,0.0007077565884118048
tensor,2D,21,16,6.914175780974358e-06,-0.00028062530736593067,0.0008637952736474721
tensor,2D,22,13,-0.00025490323864760033,-0.0004976782457785606,0.0001580595880243879
tensor,2D,23,6,-0.00034347924301872656,-0.0007262675393089821,-0.00011141867617238705
tensor,3D,1,1,-0.00680822959446004,-0.00680822959446004,-0.00680822959446004
tensor,3D,2,2,-0.012075220938999093,-0.012980137400828292,-0.011170304477169895
tensor,3D,3,1,-0.0010720687851472769,-0.0010720687851472769,-0.0010720687851472769
tensor,3D,4,3,-0.0054659741398542325,-0.009296679734407527,-0.004429821782672542
tensor,3D,5,2,0.010378648653957328,0.00870465890772889,0.012052638400185764
tensor,3D,6,4,-0.001207609704539777,-0.003950241011882311,0.004702402921592683
tensor,3D,7,3,0.0007654251132529078,-0.011486421146842795,0.0038046823169703373
tensor,3D,8,6,-0.0008439355677116029,-0.0037378805904456115,0.0031215275083032084
tensor,3D,9,4,-0.0026239820437580167,-0.0036245316783073207,0.0013061750169709205
tensor,3D,10,4,-0.001271951809912471,-0.0060886723799495855,0.0034686674864937684
tensor,3D,11,5,-0.004550474178988823,-0.004781306789044417,0.0050607377208408836
tensor,3D,12,6,-0.0026088290601245533,-0.007923664560857482,0.006914391737556268
tensor,3D,13,5,0.0013332822970221264,-0.0026091070128858385,0.0020424739613098585
tensor,3D,14,4,0.0008607282396081882,-0.002961687969598026,0.008582534185585031
tensor,3D,15,4,0.000536649649268034,-0.006516127851339201,0.007806962616522985
tensor,3D,16,6,0.005405527088084872,-0.008270095286873539,0.007503111340192185
tensor,3D,17,3,0.003652404097247392,-0.003705339105968001,0.00510019946539501
tensor,3D,18,3,-0.011706507766527128,-0.013407487905083771,-0.009676616224298069
tensor,3D,19,2,-0.001913393756159387,-0.0052948070490088945,0.0014680195366901208
tensor,3D,20,3,0.011951381051850295,0.008569075846974247,0.013104140256261814
tensor,3D,21,2,-0.008922546499844752,-0.018991073095849714,0.0011459800961602113
tensor,3D,22,1,3.711960334307905e-05,3.711960334307905e-05,3.711960334307905e-05
block,2d-128,0,3390,0.007793596035932384,0.0008041244980700559,0.022869426809521965
block,2d-128,1,69,0.004283737242705982,-0.0013359793502242799,0.009291223245626997
block,2d-128,2,101,0.002140727979805649,-0.004216128113395974,0.006727795921497354
block,2d-128,3,69,0.0012800926790249956,-0.003000592803802066,0.007263477599848168
block,2d-128,4,263,0.001583838161828825,-0.004179970579220923,0.007362195589800033
block,2d-128,5,78,0.0029623031901291697,-0.002068802338494363,0.007715193824410069
block,2d-128,6,174,0.002047977773085714,-0.0025244999191454693,0.007750911362254816
block,2d-128,7,100,0.0020361314382989775,-0.003062414263868483,0.0076813599806539925
block,2d-128,8,321,0.0034170788377522656,-0.001459503917936015,0.008568902349863619
block,2d-128,9,108,0.004622566491664202,-0.00030913283627803743,0.009786372572060848
block,2d-128,10,203,0.004454188722342168,-0.0006831975509908592,0.008540574305915417
block,2d-128,11,134,0.0039352085175531504,-0.0017064287867521906,0.008925241561231641
block,2d-128,12,532,0.003251781487081145,-0.0012796507741402387,0.0088326642641113
block,2d-128,13,130,0.003723166442033233,-0.0008399249287298995,0.008038314156931613
block,2d-128,14,137,0.002342468861900797,-0.0027744015612124846,0.007983134522471498
block,2d-128,15,122,0.0038527925678218857,-0.00014374713757119012,0.008013752754379396
block,2d-128,16,390,0.0034266076308263316,-0.0022279939354585164,0.009309021336800772
block,2d-128,17,150,0.0036599721357675244,-0.003146422112013574,0.009006579887796635
block,2d-128,18,139,0.0035243681663050756,-0.0016097963567532094,0.008863143808684481
block,2d-128,19,142,0.003298317396498646,-0.00216909646960855,0.009489362110928035
block,2d-128,20,198,0.0023368275261753642,-0.0025869835152945437,0.0067517550852595545
block,2d-128,21,101,0.0011502151156738772,-0.005492110246231151,0.007882221778894924
block,2d-128,22,40,0.003846590896373531,-0.0020196368366427325,0.009238380039353778
block,2d-128,23,24,0.0015900279251504135,-0.0034150014260014377,0.0065953378604191246
block,2d-64,0,3407,0.020411292155791013,0.008566729110530762,0.03569139114296313
block,2d-64,1,88,0.008415934314043649,-0.003203824302970467,0.01889094345097298
block,2d-64,2,164,0.009675813300819843,-0.004711837470762339,0.020945070937976786
block,2d-64,3,73,0.009454457835350863,-0.0006829409261957054,0.02170490311449347
block,2d-64,4,338,0.006813719398160595,-0.004772048080579105,0.018045621570531245
block,2d-64,5,75,0.011231706607558869,-0.0006943540283602765,0.022172646210020717
block,2d-64,6,118,0.008006055417925154,-0.0003843199497181453,0.018406001412445316
block,2d-64,7,85,0.013831026305481255,0.004535720514774543,0.023925556311973416
block,2d-64,8,264,0.013879360999226419,0.003533830484789825,0.024982882867886597
block,2d-64,9,93,0.01468007218218553,0.006762887964066403,0.024410504891315212
block,2d-64,10,176,0.012299105745675366,0.0019620226161680167,0.02498214610621178
block,2d-64,11,114,0.013304371636863828,0.003517815772814807,0.02161109096095775
block,2d-64,12,447,0.010440781560487453,0.0002481645111614831,0.020212544190424727
block,2d-64,13,126,0.013956002337464685,0.0028689345210515405,0.022436635938580824
block,2d-64,14,138,0.012482215702635066,-0.0017681288556580551,0.022861117559496998
block,2d-64,15,108,0.011999026405420592,0.0026512574736944133,0.022669337612718547
block,2d-64,16,434,0.01204641193967287,-4.675386640052482e-05,0.021641739064571487
block,2d-64,17,145,0.014295415151533953,0.002994286738522399,0.026167283872632573
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block,2d-64,22,58,0.018115860023517876,0.006176186637218011,0.02813714013589269
block,2d-64,23,36,0.011484288868861606,0.0009840500965715385,0.025732391656693
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block,3d-axis0-slice,1,30,0.9964777342885875,0.9930253717757319,0.9986384781445289
block,3d-axis0-slice,2,19,0.9944159697777617,0.9918918379626837,0.9984051014947126
block,3d-axis0-slice,3,25,0.9952442911267027,0.9901901449619488,0.9969886550034407
block,3d-axis0-slice,4,25,0.9974318963005511,0.9943409923291456,0.9986038889492098
block,3d-axis0-slice,5,18,0.998267157357618,0.9952774441912474,0.9991537904234183
block,3d-axis0-slice,6,13,0.9961877275009366,0.9923370760320499,0.9974347454424667
block,3d-axis0-slice,7,16,0.9949061047476491,0.9910801621582696,0.9962644181928078
block,3d-axis0-slice,8,20,0.9964421107245474,0.9897394461959558,0.9981449317504201
block,3d-axis0-slice,9,18,0.997667747065203,0.9953788750600205,0.9993726748769715
block,3d-axis0-slice,10,8,0.9962070328625536,0.9881559034236903,0.9987132222644496
block,3d-axis0-slice,11,8,0.9942417984106242,0.990425139830641,0.997612429002756
block,3d-axis0-slice,12,21,0.9972829832575825,0.9953609819889534,0.9989504871466931
block,3d-axis0-slice,13,8,0.9990981742596038,0.9972523909618378,0.999415167966053
block,3d-axis0-slice,14,3,0.9992770560381737,0.9946946839786991,0.9993095988827703
block,3d-axis0-slice,15,5,0.9976076675869366,0.997220089080847,0.9982798840475241
block,3d-axis0-slice,16,5,0.9938412885348621,0.9904227326475673,0.9975516447539853
block,3d-axis0-slice,17,4,0.9976380431427594,0.99681231970145,0.9980051631791542
block,3d-axis0-slice,18,3,0.990204033484286,0.9897726565262364,0.9907733664461621
block,3d-axis0-slice,20,3,0.9978354987542325,0.9969266728454125,0.9984509007507711
block,3d-axis0-slice,21,1,0.9903946099595192,0.9903946099595192,0.9903946099595192
block,3d-volume,0,11,0.8808719619367277,0.8022160073788235,0.9290339633281453
block,3d-volume,1,30,0.860270360468439,0.7843981969261361,0.9080938775304134
block,3d-volume,2,32,0.8560786678157898,0.7873096209196705,0.9172702050933522
block,3d-volume,3,20,0.8635443286938794,0.7739478595366118,0.9352764032739678
block,3d-volume,4,29,0.839065051747565,0.7756163554455586,0.892317257603093
block,3d-volume,5,20,0.802039122632485,0.7698342438427777,0.8892367804699988
block,3d-volume,6,19,0.8649610706130815,0.8068751614830983,0.9147549633399301
block,3d-volume,7,13,0.8338788272523221,0.8111808153950231,0.8961788833920625
block,3d-volume,8,25,0.8210691749524753,0.7869135461084978,0.8984399780703005
block,3d-volume,9,7,0.7921202796541179,0.7829800826876393,0.8383111208949781
block,3d-volume,10,14,0.8712767579792928,0.808286835207875,0.9311130535641426
block,3d-volume,11,15,0.8567301881799948,0.8420882491714214,0.8723359157908674
block,3d-volume,12,13,0.878820052327295,0.8005055367654049,0.9003593656208086
block,3d-volume,13,5,0.8413887031483342,0.8269826043982158,0.8663564744427157
block,3d-volume,14,5,0.8482732480061685,0.8037558138103084,0.8543993886099361
block,3d-volume,15,4,0.9044995313662272,0.8779254085355535,0.9110599729107347
block,3d-volume,16,4,0.843600741507026,0.7971940369401024,0.8823409979846442
block,3d-volume,17,5,0.7775241450511589,0.7623044324936186,0.8205122958709042
block,3d-volume,18,1,0.7536817290838455,0.7536817290838455,0.7536817290838455
block,3d-volume,19,1,0.8474271739113811,0.8474271739113811,0.8474271739113811
block,3d-volume,21,1,0.8644054697085172,0.8644054697085172,0.8644054697085172
1 mode stratum layer_distance pairs median_cosine q25 q75
2 tensor 1D 1 183 0.9406331265725202 0.7235207005037987 0.9931629316616981
3 tensor 1D 2 145 0.9122918066446817 0.5723343348709384 0.9897324183654799
4 tensor 1D 3 121 0.901223383994159 0.4828586539344226 0.9863693486780729
5 tensor 1D 4 111 0.9003575650487153 0.5367023333809763 0.9804638617660654
6 tensor 1D 5 72 0.8953776736324203 0.3538804544441773 0.9680854066934634
7 tensor 1D 6 57 0.8879212864097908 0.36305448910479954 0.9558740974722054
8 tensor 1D 7 47 0.8776805321645917 0.4535526800238403 0.9433999957988433
9 tensor 1D 8 52 0.8825518190229764 0.4824499801571124 0.9176637782905971
10 tensor 1D 9 31 0.8958045595384818 0.4305895667884128 0.9193278445717825
11 tensor 1D 10 17 0.8827035753940228 0.2092648777131711 0.9150312769507561
12 tensor 1D 11 16 0.8221685308473708 0.4800308710016442 0.9274441239891063
13 tensor 1D 12 24 0.8415123611721862 0.3169780147322381 0.9009036671689896
14 tensor 1D 13 14 0.8516287869780905 0.1243725256398088 0.9508162094932566
15 tensor 1D 14 14 0.6469216553724613 0.12853366420837778 0.9574883079605649
16 tensor 1D 15 12 0.5833474451569504 0.046843864053728236 0.9769132059565613
17 tensor 1D 16 16 0.7953515120653798 0.16121722307705078 0.8372406530303363
18 tensor 1D 17 9 0.19251868016561066 0.03853257212466431 0.47599207111348585
19 tensor 1D 18 9 0.04608358701275898 -0.006661812445004314 0.7982991506705737
20 tensor 1D 19 10 0.09441293378335211 0.025237536550509452 0.49922331710553325
21 tensor 1D 20 14 0.5022983141733379 0.05512087268438936 0.8423207884676235
22 tensor 1D 21 5 0.8934819071719368 0.24010298911027775 0.9021497732991838
23 tensor 1D 22 3 0.003892505911476348 0.0008970125263505391 0.4356982824466657
24 tensor 1D 23 1 0.024749331545084748 0.024749331545084748 0.024749331545084748
25 tensor 2D 1 19 0.1976207505481654 0.0006525511235171834 0.2716061024781503
26 tensor 2D 2 31 0.1319696165434511 0.0004437785635444379 0.243080676179633
27 tensor 2D 3 31 0.11611374254300347 0.0002621828568059063 0.20816418030431522
28 tensor 2D 4 69 0.0019111009657841638 8.141249860595188e-05 0.022487085707574864
29 tensor 2D 5 45 0.000506090620166805 -8.291910146519681e-05 0.00599106215370278
30 tensor 2D 6 44 0.00041039555013748237 -0.0006400509766726694 0.006286639984231686
31 tensor 2D 7 50 0.00025574624849179794 -0.00033235836165827667 0.004524560602680037
32 tensor 2D 8 75 0.0002696699762064535 -0.0003334243181754402 0.0043499444214343055
33 tensor 2D 9 57 0.00028671564523554733 -0.00015013298858171262 0.0022893779585961825
34 tensor 2D 10 54 7.181569169932083e-05 -0.00029630089314203645 0.001144667363346839
35 tensor 2D 11 48 0.00021728323517404915 -0.00018317637500131213 0.0010438034931358998
36 tensor 2D 12 74 5.5818951912901686e-05 -0.0003723509751072158 0.0006649377509370046
37 tensor 2D 13 56 0.00023809228660712564 -0.00020331365964920253 0.000892605117750516
38 tensor 2D 14 51 0.00023447788066002293 -9.917778299137728e-05 0.000713026509065598
39 tensor 2D 15 37 9.091975960188207e-05 -0.00021742221041551871 0.00033608530344073333
40 tensor 2D 16 55 0.00012381177776811685 -0.00020495997834418578 0.0006928152055894044
41 tensor 2D 17 40 0.00020240660120543027 -0.00026382525874345676 0.000542300816362679
42 tensor 2D 18 25 5.7811223671745594e-05 -0.00022620903865658743 0.0005118670799619454
43 tensor 2D 19 23 0.00039112184326041497 -0.00010049174294494889 0.0010346739140039576
44 tensor 2D 20 24 0.000265491219726623 -0.0001958276840250541 0.0007077565884118048
45 tensor 2D 21 16 6.914175780974358e-06 -0.00028062530736593067 0.0008637952736474721
46 tensor 2D 22 13 -0.00025490323864760033 -0.0004976782457785606 0.0001580595880243879
47 tensor 2D 23 6 -0.00034347924301872656 -0.0007262675393089821 -0.00011141867617238705
48 tensor 3D 1 1 -0.00680822959446004 -0.00680822959446004 -0.00680822959446004
49 tensor 3D 2 2 -0.012075220938999093 -0.012980137400828292 -0.011170304477169895
50 tensor 3D 3 1 -0.0010720687851472769 -0.0010720687851472769 -0.0010720687851472769
51 tensor 3D 4 3 -0.0054659741398542325 -0.009296679734407527 -0.004429821782672542
52 tensor 3D 5 2 0.010378648653957328 0.00870465890772889 0.012052638400185764
53 tensor 3D 6 4 -0.001207609704539777 -0.003950241011882311 0.004702402921592683
54 tensor 3D 7 3 0.0007654251132529078 -0.011486421146842795 0.0038046823169703373
55 tensor 3D 8 6 -0.0008439355677116029 -0.0037378805904456115 0.0031215275083032084
56 tensor 3D 9 4 -0.0026239820437580167 -0.0036245316783073207 0.0013061750169709205
57 tensor 3D 10 4 -0.001271951809912471 -0.0060886723799495855 0.0034686674864937684
58 tensor 3D 11 5 -0.004550474178988823 -0.004781306789044417 0.0050607377208408836
59 tensor 3D 12 6 -0.0026088290601245533 -0.007923664560857482 0.006914391737556268
60 tensor 3D 13 5 0.0013332822970221264 -0.0026091070128858385 0.0020424739613098585
61 tensor 3D 14 4 0.0008607282396081882 -0.002961687969598026 0.008582534185585031
62 tensor 3D 15 4 0.000536649649268034 -0.006516127851339201 0.007806962616522985
63 tensor 3D 16 6 0.005405527088084872 -0.008270095286873539 0.007503111340192185
64 tensor 3D 17 3 0.003652404097247392 -0.003705339105968001 0.00510019946539501
65 tensor 3D 18 3 -0.011706507766527128 -0.013407487905083771 -0.009676616224298069
66 tensor 3D 19 2 -0.001913393756159387 -0.0052948070490088945 0.0014680195366901208
67 tensor 3D 20 3 0.011951381051850295 0.008569075846974247 0.013104140256261814
68 tensor 3D 21 2 -0.008922546499844752 -0.018991073095849714 0.0011459800961602113
69 tensor 3D 22 1 3.711960334307905e-05 3.711960334307905e-05 3.711960334307905e-05
70 block 2d-128 0 3390 0.007793596035932384 0.0008041244980700559 0.022869426809521965
71 block 2d-128 1 69 0.004283737242705982 -0.0013359793502242799 0.009291223245626997
72 block 2d-128 2 101 0.002140727979805649 -0.004216128113395974 0.006727795921497354
73 block 2d-128 3 69 0.0012800926790249956 -0.003000592803802066 0.007263477599848168
74 block 2d-128 4 263 0.001583838161828825 -0.004179970579220923 0.007362195589800033
75 block 2d-128 5 78 0.0029623031901291697 -0.002068802338494363 0.007715193824410069
76 block 2d-128 6 174 0.002047977773085714 -0.0025244999191454693 0.007750911362254816
77 block 2d-128 7 100 0.0020361314382989775 -0.003062414263868483 0.0076813599806539925
78 block 2d-128 8 321 0.0034170788377522656 -0.001459503917936015 0.008568902349863619
79 block 2d-128 9 108 0.004622566491664202 -0.00030913283627803743 0.009786372572060848
80 block 2d-128 10 203 0.004454188722342168 -0.0006831975509908592 0.008540574305915417
81 block 2d-128 11 134 0.0039352085175531504 -0.0017064287867521906 0.008925241561231641
82 block 2d-128 12 532 0.003251781487081145 -0.0012796507741402387 0.0088326642641113
83 block 2d-128 13 130 0.003723166442033233 -0.0008399249287298995 0.008038314156931613
84 block 2d-128 14 137 0.002342468861900797 -0.0027744015612124846 0.007983134522471498
85 block 2d-128 15 122 0.0038527925678218857 -0.00014374713757119012 0.008013752754379396
86 block 2d-128 16 390 0.0034266076308263316 -0.0022279939354585164 0.009309021336800772
87 block 2d-128 17 150 0.0036599721357675244 -0.003146422112013574 0.009006579887796635
88 block 2d-128 18 139 0.0035243681663050756 -0.0016097963567532094 0.008863143808684481
89 block 2d-128 19 142 0.003298317396498646 -0.00216909646960855 0.009489362110928035
90 block 2d-128 20 198 0.0023368275261753642 -0.0025869835152945437 0.0067517550852595545
91 block 2d-128 21 101 0.0011502151156738772 -0.005492110246231151 0.007882221778894924
92 block 2d-128 22 40 0.003846590896373531 -0.0020196368366427325 0.009238380039353778
93 block 2d-128 23 24 0.0015900279251504135 -0.0034150014260014377 0.0065953378604191246
94 block 2d-64 0 3407 0.020411292155791013 0.008566729110530762 0.03569139114296313
95 block 2d-64 1 88 0.008415934314043649 -0.003203824302970467 0.01889094345097298
96 block 2d-64 2 164 0.009675813300819843 -0.004711837470762339 0.020945070937976786
97 block 2d-64 3 73 0.009454457835350863 -0.0006829409261957054 0.02170490311449347
98 block 2d-64 4 338 0.006813719398160595 -0.004772048080579105 0.018045621570531245
99 block 2d-64 5 75 0.011231706607558869 -0.0006943540283602765 0.022172646210020717
100 block 2d-64 6 118 0.008006055417925154 -0.0003843199497181453 0.018406001412445316
101 block 2d-64 7 85 0.013831026305481255 0.004535720514774543 0.023925556311973416
102 block 2d-64 8 264 0.013879360999226419 0.003533830484789825 0.024982882867886597
103 block 2d-64 9 93 0.01468007218218553 0.006762887964066403 0.024410504891315212
104 block 2d-64 10 176 0.012299105745675366 0.0019620226161680167 0.02498214610621178
105 block 2d-64 11 114 0.013304371636863828 0.003517815772814807 0.02161109096095775
106 block 2d-64 12 447 0.010440781560487453 0.0002481645111614831 0.020212544190424727
107 block 2d-64 13 126 0.013956002337464685 0.0028689345210515405 0.022436635938580824
108 block 2d-64 14 138 0.012482215702635066 -0.0017681288556580551 0.022861117559496998
109 block 2d-64 15 108 0.011999026405420592 0.0026512574736944133 0.022669337612718547
110 block 2d-64 16 434 0.01204641193967287 -4.675386640052482e-05 0.021641739064571487
111 block 2d-64 17 145 0.014295415151533953 0.002994286738522399 0.026167283872632573
112 block 2d-64 18 142 0.012052517201990746 0.003250968375752944 0.024226648842664292
113 block 2d-64 19 118 0.016783769527618606 0.006470002050503073 0.027477607514195174
114 block 2d-64 20 261 0.010187027433596979 -0.0016399905463545146 0.021019963982582265
115 block 2d-64 21 107 0.01346166883130134 -0.0006729272182597161 0.02168460705584324
116 block 2d-64 22 58 0.018115860023517876 0.006176186637218011 0.02813714013589269
117 block 2d-64 23 36 0.011484288868861606 0.0009840500965715385 0.025732391656693
118 block 3d-axis0-slice 0 21 0.9979974213550225 0.9919132082454284 0.9991074607826514
119 block 3d-axis0-slice 1 30 0.9964777342885875 0.9930253717757319 0.9986384781445289
120 block 3d-axis0-slice 2 19 0.9944159697777617 0.9918918379626837 0.9984051014947126
121 block 3d-axis0-slice 3 25 0.9952442911267027 0.9901901449619488 0.9969886550034407
122 block 3d-axis0-slice 4 25 0.9974318963005511 0.9943409923291456 0.9986038889492098
123 block 3d-axis0-slice 5 18 0.998267157357618 0.9952774441912474 0.9991537904234183
124 block 3d-axis0-slice 6 13 0.9961877275009366 0.9923370760320499 0.9974347454424667
125 block 3d-axis0-slice 7 16 0.9949061047476491 0.9910801621582696 0.9962644181928078
126 block 3d-axis0-slice 8 20 0.9964421107245474 0.9897394461959558 0.9981449317504201
127 block 3d-axis0-slice 9 18 0.997667747065203 0.9953788750600205 0.9993726748769715
128 block 3d-axis0-slice 10 8 0.9962070328625536 0.9881559034236903 0.9987132222644496
129 block 3d-axis0-slice 11 8 0.9942417984106242 0.990425139830641 0.997612429002756
130 block 3d-axis0-slice 12 21 0.9972829832575825 0.9953609819889534 0.9989504871466931
131 block 3d-axis0-slice 13 8 0.9990981742596038 0.9972523909618378 0.999415167966053
132 block 3d-axis0-slice 14 3 0.9992770560381737 0.9946946839786991 0.9993095988827703
133 block 3d-axis0-slice 15 5 0.9976076675869366 0.997220089080847 0.9982798840475241
134 block 3d-axis0-slice 16 5 0.9938412885348621 0.9904227326475673 0.9975516447539853
135 block 3d-axis0-slice 17 4 0.9976380431427594 0.99681231970145 0.9980051631791542
136 block 3d-axis0-slice 18 3 0.990204033484286 0.9897726565262364 0.9907733664461621
137 block 3d-axis0-slice 20 3 0.9978354987542325 0.9969266728454125 0.9984509007507711
138 block 3d-axis0-slice 21 1 0.9903946099595192 0.9903946099595192 0.9903946099595192
139 block 3d-volume 0 11 0.8808719619367277 0.8022160073788235 0.9290339633281453
140 block 3d-volume 1 30 0.860270360468439 0.7843981969261361 0.9080938775304134
141 block 3d-volume 2 32 0.8560786678157898 0.7873096209196705 0.9172702050933522
142 block 3d-volume 3 20 0.8635443286938794 0.7739478595366118 0.9352764032739678
143 block 3d-volume 4 29 0.839065051747565 0.7756163554455586 0.892317257603093
144 block 3d-volume 5 20 0.802039122632485 0.7698342438427777 0.8892367804699988
145 block 3d-volume 6 19 0.8649610706130815 0.8068751614830983 0.9147549633399301
146 block 3d-volume 7 13 0.8338788272523221 0.8111808153950231 0.8961788833920625
147 block 3d-volume 8 25 0.8210691749524753 0.7869135461084978 0.8984399780703005
148 block 3d-volume 9 7 0.7921202796541179 0.7829800826876393 0.8383111208949781
149 block 3d-volume 10 14 0.8712767579792928 0.808286835207875 0.9311130535641426
150 block 3d-volume 11 15 0.8567301881799948 0.8420882491714214 0.8723359157908674
151 block 3d-volume 12 13 0.878820052327295 0.8005055367654049 0.9003593656208086
152 block 3d-volume 13 5 0.8413887031483342 0.8269826043982158 0.8663564744427157
153 block 3d-volume 14 5 0.8482732480061685 0.8037558138103084 0.8543993886099361
154 block 3d-volume 15 4 0.9044995313662272 0.8779254085355535 0.9110599729107347
155 block 3d-volume 16 4 0.843600741507026 0.7971940369401024 0.8823409979846442
156 block 3d-volume 17 5 0.7775241450511589 0.7623044324936186 0.8205122958709042
157 block 3d-volume 18 1 0.7536817290838455 0.7536817290838455 0.7536817290838455
158 block 3d-volume 19 1 0.8474271739113811 0.8474271739113811 0.8474271739113811
159 block 3d-volume 21 1 0.8644054697085172 0.8644054697085172 0.8644054697085172
@@ -0,0 +1,376 @@
mode,ndim,method,samples,bin_left,bin_right,count,density
tensor,1,shuffled,48,-1.0,-0.92,0,0.0
tensor,1,shuffled,48,-0.92,-0.84,0,0.0
tensor,1,shuffled,48,-0.84,-0.76,0,0.0
tensor,1,shuffled,48,-0.76,-0.6799999999999999,0,0.0
tensor,1,shuffled,48,-0.6799999999999999,-0.6,0,0.0
tensor,1,shuffled,48,-0.6,-0.52,0,0.0
tensor,1,shuffled,48,-0.52,-0.43999999999999995,0,0.0
tensor,1,shuffled,48,-0.43999999999999995,-0.36,0,0.0
tensor,1,shuffled,48,-0.36,-0.28,0,0.0
tensor,1,shuffled,48,-0.28,-0.19999999999999996,0,0.0
tensor,1,shuffled,48,-0.19999999999999996,-0.12,0,0.0
tensor,1,shuffled,48,-0.12,-0.040000000000000036,1,0.2604166666666668
tensor,1,shuffled,48,-0.040000000000000036,0.040000000000000036,12,3.1249999999999973
tensor,1,shuffled,48,0.040000000000000036,0.1200000000000001,2,0.5208333333333329
tensor,1,shuffled,48,0.1200000000000001,0.19999999999999996,0,0.0
tensor,1,shuffled,48,0.19999999999999996,0.28,0,0.0
tensor,1,shuffled,48,0.28,0.3600000000000001,1,0.26041666666666646
tensor,1,shuffled,48,0.3600000000000001,0.43999999999999995,0,0.0
tensor,1,shuffled,48,0.43999999999999995,0.52,2,0.5208333333333329
tensor,1,shuffled,48,0.52,0.6000000000000001,2,0.5208333333333329
tensor,1,shuffled,48,0.6000000000000001,0.6799999999999999,2,0.5208333333333344
tensor,1,shuffled,48,0.6799999999999999,0.76,0,0.0
tensor,1,shuffled,48,0.76,0.8400000000000001,0,0.0
tensor,1,shuffled,48,0.8400000000000001,0.9199999999999999,6,1.5625000000000029
tensor,1,shuffled,48,0.9199999999999999,1.0,20,5.208333333333329
tensor,1,gaussian_norm_matched,48,-1.0,-0.92,0,0.0
tensor,1,gaussian_norm_matched,48,-0.92,-0.84,0,0.0
tensor,1,gaussian_norm_matched,48,-0.84,-0.76,0,0.0
tensor,1,gaussian_norm_matched,48,-0.76,-0.6799999999999999,0,0.0
tensor,1,gaussian_norm_matched,48,-0.6799999999999999,-0.6,0,0.0
tensor,1,gaussian_norm_matched,48,-0.6,-0.52,0,0.0
tensor,1,gaussian_norm_matched,48,-0.52,-0.43999999999999995,0,0.0
tensor,1,gaussian_norm_matched,48,-0.43999999999999995,-0.36,0,0.0
tensor,1,gaussian_norm_matched,48,-0.36,-0.28,0,0.0
tensor,1,gaussian_norm_matched,48,-0.28,-0.19999999999999996,0,0.0
tensor,1,gaussian_norm_matched,48,-0.19999999999999996,-0.12,0,0.0
tensor,1,gaussian_norm_matched,48,-0.12,-0.040000000000000036,8,2.0833333333333344
tensor,1,gaussian_norm_matched,48,-0.040000000000000036,0.040000000000000036,31,8.072916666666659
tensor,1,gaussian_norm_matched,48,0.040000000000000036,0.1200000000000001,5,1.3020833333333321
tensor,1,gaussian_norm_matched,48,0.1200000000000001,0.19999999999999996,1,0.2604166666666672
tensor,1,gaussian_norm_matched,48,0.19999999999999996,0.28,0,0.0
tensor,1,gaussian_norm_matched,48,0.28,0.3600000000000001,2,0.5208333333333329
tensor,1,gaussian_norm_matched,48,0.3600000000000001,0.43999999999999995,1,0.2604166666666672
tensor,1,gaussian_norm_matched,48,0.43999999999999995,0.52,0,0.0
tensor,1,gaussian_norm_matched,48,0.52,0.6000000000000001,0,0.0
tensor,1,gaussian_norm_matched,48,0.6000000000000001,0.6799999999999999,0,0.0
tensor,1,gaussian_norm_matched,48,0.6799999999999999,0.76,0,0.0
tensor,1,gaussian_norm_matched,48,0.76,0.8400000000000001,0,0.0
tensor,1,gaussian_norm_matched,48,0.8400000000000001,0.9199999999999999,0,0.0
tensor,1,gaussian_norm_matched,48,0.9199999999999999,1.0,0,0.0
tensor,1,random_actual_same_role,45,-1.0,-0.92,0,0.0
tensor,1,random_actual_same_role,45,-0.92,-0.84,0,0.0
tensor,1,random_actual_same_role,45,-0.84,-0.76,0,0.0
tensor,1,random_actual_same_role,45,-0.76,-0.6799999999999999,0,0.0
tensor,1,random_actual_same_role,45,-0.6799999999999999,-0.6,0,0.0
tensor,1,random_actual_same_role,45,-0.6,-0.52,0,0.0
tensor,1,random_actual_same_role,45,-0.52,-0.43999999999999995,0,0.0
tensor,1,random_actual_same_role,45,-0.43999999999999995,-0.36,0,0.0
tensor,1,random_actual_same_role,45,-0.36,-0.28,1,0.2777777777777779
tensor,1,random_actual_same_role,45,-0.28,-0.19999999999999996,0,0.0
tensor,1,random_actual_same_role,45,-0.19999999999999996,-0.12,0,0.0
tensor,1,random_actual_same_role,45,-0.12,-0.040000000000000036,2,0.5555555555555558
tensor,1,random_actual_same_role,45,-0.040000000000000036,0.040000000000000036,5,1.3888888888888877
tensor,1,random_actual_same_role,45,0.040000000000000036,0.1200000000000001,3,0.8333333333333326
tensor,1,random_actual_same_role,45,0.1200000000000001,0.19999999999999996,1,0.2777777777777783
tensor,1,random_actual_same_role,45,0.19999999999999996,0.28,1,0.2777777777777775
tensor,1,random_actual_same_role,45,0.28,0.3600000000000001,1,0.2777777777777775
tensor,1,random_actual_same_role,45,0.3600000000000001,0.43999999999999995,2,0.5555555555555566
tensor,1,random_actual_same_role,45,0.43999999999999995,0.52,1,0.2777777777777775
tensor,1,random_actual_same_role,45,0.52,0.6000000000000001,2,0.555555555555555
tensor,1,random_actual_same_role,45,0.6000000000000001,0.6799999999999999,1,0.2777777777777783
tensor,1,random_actual_same_role,45,0.6799999999999999,0.76,2,0.555555555555555
tensor,1,random_actual_same_role,45,0.76,0.8400000000000001,2,0.555555555555555
tensor,1,random_actual_same_role,45,0.8400000000000001,0.9199999999999999,8,2.2222222222222263
tensor,1,random_actual_same_role,45,0.9199999999999999,1.0,13,3.611111111111108
tensor,2,shuffled,48,-1.0,-0.92,0,0.0
tensor,2,shuffled,48,-0.92,-0.84,0,0.0
tensor,2,shuffled,48,-0.84,-0.76,0,0.0
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block,3,gaussian_norm_matched,4,0.76,0.8400000000000001,0,0.0
block,3,gaussian_norm_matched,4,0.8400000000000001,0.9199999999999999,0,0.0
block,3,gaussian_norm_matched,4,0.9199999999999999,1.0,0,0.0
block,3,random_actual_same_role,6,-1.0,-0.92,0,0.0
block,3,random_actual_same_role,6,-0.92,-0.84,1,2.0833333333333317
block,3,random_actual_same_role,6,-0.84,-0.76,0,0.0
block,3,random_actual_same_role,6,-0.76,-0.6799999999999999,0,0.0
block,3,random_actual_same_role,6,-0.6799999999999999,-0.6,0,0.0
block,3,random_actual_same_role,6,-0.6,-0.52,0,0.0
block,3,random_actual_same_role,6,-0.52,-0.43999999999999995,1,2.0833333333333317
block,3,random_actual_same_role,6,-0.43999999999999995,-0.36,1,2.0833333333333344
block,3,random_actual_same_role,6,-0.36,-0.28,1,2.0833333333333344
block,3,random_actual_same_role,6,-0.28,-0.19999999999999996,0,0.0
block,3,random_actual_same_role,6,-0.19999999999999996,-0.12,1,2.0833333333333344
block,3,random_actual_same_role,6,-0.12,-0.040000000000000036,0,0.0
block,3,random_actual_same_role,6,-0.040000000000000036,0.040000000000000036,1,2.0833333333333317
block,3,random_actual_same_role,6,0.040000000000000036,0.1200000000000001,0,0.0
block,3,random_actual_same_role,6,0.1200000000000001,0.19999999999999996,0,0.0
block,3,random_actual_same_role,6,0.19999999999999996,0.28,0,0.0
block,3,random_actual_same_role,6,0.28,0.3600000000000001,0,0.0
block,3,random_actual_same_role,6,0.3600000000000001,0.43999999999999995,0,0.0
block,3,random_actual_same_role,6,0.43999999999999995,0.52,0,0.0
block,3,random_actual_same_role,6,0.52,0.6000000000000001,0,0.0
block,3,random_actual_same_role,6,0.6000000000000001,0.6799999999999999,0,0.0
block,3,random_actual_same_role,6,0.6799999999999999,0.76,0,0.0
block,3,random_actual_same_role,6,0.76,0.8400000000000001,0,0.0
block,3,random_actual_same_role,6,0.8400000000000001,0.9199999999999999,0,0.0
block,3,random_actual_same_role,6,0.9199999999999999,1.0,0,0.0
1 mode ndim method samples bin_left bin_right count density
2 tensor 1 shuffled 48 -1.0 -0.92 0 0.0
3 tensor 1 shuffled 48 -0.92 -0.84 0 0.0
4 tensor 1 shuffled 48 -0.84 -0.76 0 0.0
5 tensor 1 shuffled 48 -0.76 -0.6799999999999999 0 0.0
6 tensor 1 shuffled 48 -0.6799999999999999 -0.6 0 0.0
7 tensor 1 shuffled 48 -0.6 -0.52 0 0.0
8 tensor 1 shuffled 48 -0.52 -0.43999999999999995 0 0.0
9 tensor 1 shuffled 48 -0.43999999999999995 -0.36 0 0.0
10 tensor 1 shuffled 48 -0.36 -0.28 0 0.0
11 tensor 1 shuffled 48 -0.28 -0.19999999999999996 0 0.0
12 tensor 1 shuffled 48 -0.19999999999999996 -0.12 0 0.0
13 tensor 1 shuffled 48 -0.12 -0.040000000000000036 1 0.2604166666666668
14 tensor 1 shuffled 48 -0.040000000000000036 0.040000000000000036 12 3.1249999999999973
15 tensor 1 shuffled 48 0.040000000000000036 0.1200000000000001 2 0.5208333333333329
16 tensor 1 shuffled 48 0.1200000000000001 0.19999999999999996 0 0.0
17 tensor 1 shuffled 48 0.19999999999999996 0.28 0 0.0
18 tensor 1 shuffled 48 0.28 0.3600000000000001 1 0.26041666666666646
19 tensor 1 shuffled 48 0.3600000000000001 0.43999999999999995 0 0.0
20 tensor 1 shuffled 48 0.43999999999999995 0.52 2 0.5208333333333329
21 tensor 1 shuffled 48 0.52 0.6000000000000001 2 0.5208333333333329
22 tensor 1 shuffled 48 0.6000000000000001 0.6799999999999999 2 0.5208333333333344
23 tensor 1 shuffled 48 0.6799999999999999 0.76 0 0.0
24 tensor 1 shuffled 48 0.76 0.8400000000000001 0 0.0
25 tensor 1 shuffled 48 0.8400000000000001 0.9199999999999999 6 1.5625000000000029
26 tensor 1 shuffled 48 0.9199999999999999 1.0 20 5.208333333333329
27 tensor 1 gaussian_norm_matched 48 -1.0 -0.92 0 0.0
28 tensor 1 gaussian_norm_matched 48 -0.92 -0.84 0 0.0
29 tensor 1 gaussian_norm_matched 48 -0.84 -0.76 0 0.0
30 tensor 1 gaussian_norm_matched 48 -0.76 -0.6799999999999999 0 0.0
31 tensor 1 gaussian_norm_matched 48 -0.6799999999999999 -0.6 0 0.0
32 tensor 1 gaussian_norm_matched 48 -0.6 -0.52 0 0.0
33 tensor 1 gaussian_norm_matched 48 -0.52 -0.43999999999999995 0 0.0
34 tensor 1 gaussian_norm_matched 48 -0.43999999999999995 -0.36 0 0.0
35 tensor 1 gaussian_norm_matched 48 -0.36 -0.28 0 0.0
36 tensor 1 gaussian_norm_matched 48 -0.28 -0.19999999999999996 0 0.0
37 tensor 1 gaussian_norm_matched 48 -0.19999999999999996 -0.12 0 0.0
38 tensor 1 gaussian_norm_matched 48 -0.12 -0.040000000000000036 8 2.0833333333333344
39 tensor 1 gaussian_norm_matched 48 -0.040000000000000036 0.040000000000000036 31 8.072916666666659
40 tensor 1 gaussian_norm_matched 48 0.040000000000000036 0.1200000000000001 5 1.3020833333333321
41 tensor 1 gaussian_norm_matched 48 0.1200000000000001 0.19999999999999996 1 0.2604166666666672
42 tensor 1 gaussian_norm_matched 48 0.19999999999999996 0.28 0 0.0
43 tensor 1 gaussian_norm_matched 48 0.28 0.3600000000000001 2 0.5208333333333329
44 tensor 1 gaussian_norm_matched 48 0.3600000000000001 0.43999999999999995 1 0.2604166666666672
45 tensor 1 gaussian_norm_matched 48 0.43999999999999995 0.52 0 0.0
46 tensor 1 gaussian_norm_matched 48 0.52 0.6000000000000001 0 0.0
47 tensor 1 gaussian_norm_matched 48 0.6000000000000001 0.6799999999999999 0 0.0
48 tensor 1 gaussian_norm_matched 48 0.6799999999999999 0.76 0 0.0
49 tensor 1 gaussian_norm_matched 48 0.76 0.8400000000000001 0 0.0
50 tensor 1 gaussian_norm_matched 48 0.8400000000000001 0.9199999999999999 0 0.0
51 tensor 1 gaussian_norm_matched 48 0.9199999999999999 1.0 0 0.0
52 tensor 1 random_actual_same_role 45 -1.0 -0.92 0 0.0
53 tensor 1 random_actual_same_role 45 -0.92 -0.84 0 0.0
54 tensor 1 random_actual_same_role 45 -0.84 -0.76 0 0.0
55 tensor 1 random_actual_same_role 45 -0.76 -0.6799999999999999 0 0.0
56 tensor 1 random_actual_same_role 45 -0.6799999999999999 -0.6 0 0.0
57 tensor 1 random_actual_same_role 45 -0.6 -0.52 0 0.0
58 tensor 1 random_actual_same_role 45 -0.52 -0.43999999999999995 0 0.0
59 tensor 1 random_actual_same_role 45 -0.43999999999999995 -0.36 0 0.0
60 tensor 1 random_actual_same_role 45 -0.36 -0.28 1 0.2777777777777779
61 tensor 1 random_actual_same_role 45 -0.28 -0.19999999999999996 0 0.0
62 tensor 1 random_actual_same_role 45 -0.19999999999999996 -0.12 0 0.0
63 tensor 1 random_actual_same_role 45 -0.12 -0.040000000000000036 2 0.5555555555555558
64 tensor 1 random_actual_same_role 45 -0.040000000000000036 0.040000000000000036 5 1.3888888888888877
65 tensor 1 random_actual_same_role 45 0.040000000000000036 0.1200000000000001 3 0.8333333333333326
66 tensor 1 random_actual_same_role 45 0.1200000000000001 0.19999999999999996 1 0.2777777777777783
67 tensor 1 random_actual_same_role 45 0.19999999999999996 0.28 1 0.2777777777777775
68 tensor 1 random_actual_same_role 45 0.28 0.3600000000000001 1 0.2777777777777775
69 tensor 1 random_actual_same_role 45 0.3600000000000001 0.43999999999999995 2 0.5555555555555566
70 tensor 1 random_actual_same_role 45 0.43999999999999995 0.52 1 0.2777777777777775
71 tensor 1 random_actual_same_role 45 0.52 0.6000000000000001 2 0.555555555555555
72 tensor 1 random_actual_same_role 45 0.6000000000000001 0.6799999999999999 1 0.2777777777777783
73 tensor 1 random_actual_same_role 45 0.6799999999999999 0.76 2 0.555555555555555
74 tensor 1 random_actual_same_role 45 0.76 0.8400000000000001 2 0.555555555555555
75 tensor 1 random_actual_same_role 45 0.8400000000000001 0.9199999999999999 8 2.2222222222222263
76 tensor 1 random_actual_same_role 45 0.9199999999999999 1.0 13 3.611111111111108
77 tensor 2 shuffled 48 -1.0 -0.92 0 0.0
78 tensor 2 shuffled 48 -0.92 -0.84 0 0.0
79 tensor 2 shuffled 48 -0.84 -0.76 0 0.0
80 tensor 2 shuffled 48 -0.76 -0.6799999999999999 0 0.0
81 tensor 2 shuffled 48 -0.6799999999999999 -0.6 0 0.0
82 tensor 2 shuffled 48 -0.6 -0.52 0 0.0
83 tensor 2 shuffled 48 -0.52 -0.43999999999999995 0 0.0
84 tensor 2 shuffled 48 -0.43999999999999995 -0.36 0 0.0
85 tensor 2 shuffled 48 -0.36 -0.28 0 0.0
86 tensor 2 shuffled 48 -0.28 -0.19999999999999996 0 0.0
87 tensor 2 shuffled 48 -0.19999999999999996 -0.12 0 0.0
88 tensor 2 shuffled 48 -0.12 -0.040000000000000036 1 0.2604166666666668
89 tensor 2 shuffled 48 -0.040000000000000036 0.040000000000000036 42 10.937499999999991
90 tensor 2 shuffled 48 0.040000000000000036 0.1200000000000001 5 1.3020833333333321
91 tensor 2 shuffled 48 0.1200000000000001 0.19999999999999996 0 0.0
92 tensor 2 shuffled 48 0.19999999999999996 0.28 0 0.0
93 tensor 2 shuffled 48 0.28 0.3600000000000001 0 0.0
94 tensor 2 shuffled 48 0.3600000000000001 0.43999999999999995 0 0.0
95 tensor 2 shuffled 48 0.43999999999999995 0.52 0 0.0
96 tensor 2 shuffled 48 0.52 0.6000000000000001 0 0.0
97 tensor 2 shuffled 48 0.6000000000000001 0.6799999999999999 0 0.0
98 tensor 2 shuffled 48 0.6799999999999999 0.76 0 0.0
99 tensor 2 shuffled 48 0.76 0.8400000000000001 0 0.0
100 tensor 2 shuffled 48 0.8400000000000001 0.9199999999999999 0 0.0
101 tensor 2 shuffled 48 0.9199999999999999 1.0 0 0.0
102 tensor 2 gaussian_norm_matched 48 -1.0 -0.92 0 0.0
103 tensor 2 gaussian_norm_matched 48 -0.92 -0.84 0 0.0
104 tensor 2 gaussian_norm_matched 48 -0.84 -0.76 0 0.0
105 tensor 2 gaussian_norm_matched 48 -0.76 -0.6799999999999999 0 0.0
106 tensor 2 gaussian_norm_matched 48 -0.6799999999999999 -0.6 0 0.0
107 tensor 2 gaussian_norm_matched 48 -0.6 -0.52 0 0.0
108 tensor 2 gaussian_norm_matched 48 -0.52 -0.43999999999999995 0 0.0
109 tensor 2 gaussian_norm_matched 48 -0.43999999999999995 -0.36 0 0.0
110 tensor 2 gaussian_norm_matched 48 -0.36 -0.28 0 0.0
111 tensor 2 gaussian_norm_matched 48 -0.28 -0.19999999999999996 0 0.0
112 tensor 2 gaussian_norm_matched 48 -0.19999999999999996 -0.12 0 0.0
113 tensor 2 gaussian_norm_matched 48 -0.12 -0.040000000000000036 1 0.2604166666666668
114 tensor 2 gaussian_norm_matched 48 -0.040000000000000036 0.040000000000000036 47 12.239583333333323
115 tensor 2 gaussian_norm_matched 48 0.040000000000000036 0.1200000000000001 0 0.0
116 tensor 2 gaussian_norm_matched 48 0.1200000000000001 0.19999999999999996 0 0.0
117 tensor 2 gaussian_norm_matched 48 0.19999999999999996 0.28 0 0.0
118 tensor 2 gaussian_norm_matched 48 0.28 0.3600000000000001 0 0.0
119 tensor 2 gaussian_norm_matched 48 0.3600000000000001 0.43999999999999995 0 0.0
120 tensor 2 gaussian_norm_matched 48 0.43999999999999995 0.52 0 0.0
121 tensor 2 gaussian_norm_matched 48 0.52 0.6000000000000001 0 0.0
122 tensor 2 gaussian_norm_matched 48 0.6000000000000001 0.6799999999999999 0 0.0
123 tensor 2 gaussian_norm_matched 48 0.6799999999999999 0.76 0 0.0
124 tensor 2 gaussian_norm_matched 48 0.76 0.8400000000000001 0 0.0
125 tensor 2 gaussian_norm_matched 48 0.8400000000000001 0.9199999999999999 0 0.0
126 tensor 2 gaussian_norm_matched 48 0.9199999999999999 1.0 0 0.0
127 tensor 2 random_actual_same_role 48 -1.0 -0.92 0 0.0
128 tensor 2 random_actual_same_role 48 -0.92 -0.84 0 0.0
129 tensor 2 random_actual_same_role 48 -0.84 -0.76 0 0.0
130 tensor 2 random_actual_same_role 48 -0.76 -0.6799999999999999 0 0.0
131 tensor 2 random_actual_same_role 48 -0.6799999999999999 -0.6 0 0.0
132 tensor 2 random_actual_same_role 48 -0.6 -0.52 0 0.0
133 tensor 2 random_actual_same_role 48 -0.52 -0.43999999999999995 0 0.0
134 tensor 2 random_actual_same_role 48 -0.43999999999999995 -0.36 0 0.0
135 tensor 2 random_actual_same_role 48 -0.36 -0.28 0 0.0
136 tensor 2 random_actual_same_role 48 -0.28 -0.19999999999999996 0 0.0
137 tensor 2 random_actual_same_role 48 -0.19999999999999996 -0.12 0 0.0
138 tensor 2 random_actual_same_role 48 -0.12 -0.040000000000000036 2 0.5208333333333336
139 tensor 2 random_actual_same_role 48 -0.040000000000000036 0.040000000000000036 39 10.156249999999991
140 tensor 2 random_actual_same_role 48 0.040000000000000036 0.1200000000000001 5 1.3020833333333321
141 tensor 2 random_actual_same_role 48 0.1200000000000001 0.19999999999999996 1 0.2604166666666672
142 tensor 2 random_actual_same_role 48 0.19999999999999996 0.28 0 0.0
143 tensor 2 random_actual_same_role 48 0.28 0.3600000000000001 1 0.26041666666666646
144 tensor 2 random_actual_same_role 48 0.3600000000000001 0.43999999999999995 0 0.0
145 tensor 2 random_actual_same_role 48 0.43999999999999995 0.52 0 0.0
146 tensor 2 random_actual_same_role 48 0.52 0.6000000000000001 0 0.0
147 tensor 2 random_actual_same_role 48 0.6000000000000001 0.6799999999999999 0 0.0
148 tensor 2 random_actual_same_role 48 0.6799999999999999 0.76 0 0.0
149 tensor 2 random_actual_same_role 48 0.76 0.8400000000000001 0 0.0
150 tensor 2 random_actual_same_role 48 0.8400000000000001 0.9199999999999999 0 0.0
151 tensor 2 random_actual_same_role 48 0.9199999999999999 1.0 0 0.0
152 tensor 3 shuffled 4 -1.0 -0.92 0 0.0
153 tensor 3 shuffled 4 -0.92 -0.84 0 0.0
154 tensor 3 shuffled 4 -0.84 -0.76 0 0.0
155 tensor 3 shuffled 4 -0.76 -0.6799999999999999 0 0.0
156 tensor 3 shuffled 4 -0.6799999999999999 -0.6 0 0.0
157 tensor 3 shuffled 4 -0.6 -0.52 0 0.0
158 tensor 3 shuffled 4 -0.52 -0.43999999999999995 0 0.0
159 tensor 3 shuffled 4 -0.43999999999999995 -0.36 0 0.0
160 tensor 3 shuffled 4 -0.36 -0.28 0 0.0
161 tensor 3 shuffled 4 -0.28 -0.19999999999999996 0 0.0
162 tensor 3 shuffled 4 -0.19999999999999996 -0.12 0 0.0
163 tensor 3 shuffled 4 -0.12 -0.040000000000000036 0 0.0
164 tensor 3 shuffled 4 -0.040000000000000036 0.040000000000000036 3 9.374999999999991
165 tensor 3 shuffled 4 0.040000000000000036 0.1200000000000001 1 3.1249999999999973
166 tensor 3 shuffled 4 0.1200000000000001 0.19999999999999996 0 0.0
167 tensor 3 shuffled 4 0.19999999999999996 0.28 0 0.0
168 tensor 3 shuffled 4 0.28 0.3600000000000001 0 0.0
169 tensor 3 shuffled 4 0.3600000000000001 0.43999999999999995 0 0.0
170 tensor 3 shuffled 4 0.43999999999999995 0.52 0 0.0
171 tensor 3 shuffled 4 0.52 0.6000000000000001 0 0.0
172 tensor 3 shuffled 4 0.6000000000000001 0.6799999999999999 0 0.0
173 tensor 3 shuffled 4 0.6799999999999999 0.76 0 0.0
174 tensor 3 shuffled 4 0.76 0.8400000000000001 0 0.0
175 tensor 3 shuffled 4 0.8400000000000001 0.9199999999999999 0 0.0
176 tensor 3 shuffled 4 0.9199999999999999 1.0 0 0.0
177 tensor 3 gaussian_norm_matched 4 -1.0 -0.92 0 0.0
178 tensor 3 gaussian_norm_matched 4 -0.92 -0.84 0 0.0
179 tensor 3 gaussian_norm_matched 4 -0.84 -0.76 0 0.0
180 tensor 3 gaussian_norm_matched 4 -0.76 -0.6799999999999999 0 0.0
181 tensor 3 gaussian_norm_matched 4 -0.6799999999999999 -0.6 0 0.0
182 tensor 3 gaussian_norm_matched 4 -0.6 -0.52 0 0.0
183 tensor 3 gaussian_norm_matched 4 -0.52 -0.43999999999999995 0 0.0
184 tensor 3 gaussian_norm_matched 4 -0.43999999999999995 -0.36 0 0.0
185 tensor 3 gaussian_norm_matched 4 -0.36 -0.28 0 0.0
186 tensor 3 gaussian_norm_matched 4 -0.28 -0.19999999999999996 0 0.0
187 tensor 3 gaussian_norm_matched 4 -0.19999999999999996 -0.12 0 0.0
188 tensor 3 gaussian_norm_matched 4 -0.12 -0.040000000000000036 0 0.0
189 tensor 3 gaussian_norm_matched 4 -0.040000000000000036 0.040000000000000036 4 12.49999999999999
190 tensor 3 gaussian_norm_matched 4 0.040000000000000036 0.1200000000000001 0 0.0
191 tensor 3 gaussian_norm_matched 4 0.1200000000000001 0.19999999999999996 0 0.0
192 tensor 3 gaussian_norm_matched 4 0.19999999999999996 0.28 0 0.0
193 tensor 3 gaussian_norm_matched 4 0.28 0.3600000000000001 0 0.0
194 tensor 3 gaussian_norm_matched 4 0.3600000000000001 0.43999999999999995 0 0.0
195 tensor 3 gaussian_norm_matched 4 0.43999999999999995 0.52 0 0.0
196 tensor 3 gaussian_norm_matched 4 0.52 0.6000000000000001 0 0.0
197 tensor 3 gaussian_norm_matched 4 0.6000000000000001 0.6799999999999999 0 0.0
198 tensor 3 gaussian_norm_matched 4 0.6799999999999999 0.76 0 0.0
199 tensor 3 gaussian_norm_matched 4 0.76 0.8400000000000001 0 0.0
200 tensor 3 gaussian_norm_matched 4 0.8400000000000001 0.9199999999999999 0 0.0
201 tensor 3 gaussian_norm_matched 4 0.9199999999999999 1.0 0 0.0
202 tensor 3 random_actual_same_role 3 -1.0 -0.92 0 0.0
203 tensor 3 random_actual_same_role 3 -0.92 -0.84 0 0.0
204 tensor 3 random_actual_same_role 3 -0.84 -0.76 0 0.0
205 tensor 3 random_actual_same_role 3 -0.76 -0.6799999999999999 0 0.0
206 tensor 3 random_actual_same_role 3 -0.6799999999999999 -0.6 0 0.0
207 tensor 3 random_actual_same_role 3 -0.6 -0.52 0 0.0
208 tensor 3 random_actual_same_role 3 -0.52 -0.43999999999999995 0 0.0
209 tensor 3 random_actual_same_role 3 -0.43999999999999995 -0.36 0 0.0
210 tensor 3 random_actual_same_role 3 -0.36 -0.28 0 0.0
211 tensor 3 random_actual_same_role 3 -0.28 -0.19999999999999996 0 0.0
212 tensor 3 random_actual_same_role 3 -0.19999999999999996 -0.12 0 0.0
213 tensor 3 random_actual_same_role 3 -0.12 -0.040000000000000036 1 4.166666666666669
214 tensor 3 random_actual_same_role 3 -0.040000000000000036 0.040000000000000036 1 4.166666666666663
215 tensor 3 random_actual_same_role 3 0.040000000000000036 0.1200000000000001 1 4.166666666666663
216 tensor 3 random_actual_same_role 3 0.1200000000000001 0.19999999999999996 0 0.0
217 tensor 3 random_actual_same_role 3 0.19999999999999996 0.28 0 0.0
218 tensor 3 random_actual_same_role 3 0.28 0.3600000000000001 0 0.0
219 tensor 3 random_actual_same_role 3 0.3600000000000001 0.43999999999999995 0 0.0
220 tensor 3 random_actual_same_role 3 0.43999999999999995 0.52 0 0.0
221 tensor 3 random_actual_same_role 3 0.52 0.6000000000000001 0 0.0
222 tensor 3 random_actual_same_role 3 0.6000000000000001 0.6799999999999999 0 0.0
223 tensor 3 random_actual_same_role 3 0.6799999999999999 0.76 0 0.0
224 tensor 3 random_actual_same_role 3 0.76 0.8400000000000001 0 0.0
225 tensor 3 random_actual_same_role 3 0.8400000000000001 0.9199999999999999 0 0.0
226 tensor 3 random_actual_same_role 3 0.9199999999999999 1.0 0 0.0
227 block 2 shuffled 96 -1.0 -0.92 0 0.0
228 block 2 shuffled 96 -0.92 -0.84 0 0.0
229 block 2 shuffled 96 -0.84 -0.76 0 0.0
230 block 2 shuffled 96 -0.76 -0.6799999999999999 0 0.0
231 block 2 shuffled 96 -0.6799999999999999 -0.6 0 0.0
232 block 2 shuffled 96 -0.6 -0.52 0 0.0
233 block 2 shuffled 96 -0.52 -0.43999999999999995 0 0.0
234 block 2 shuffled 96 -0.43999999999999995 -0.36 0 0.0
235 block 2 shuffled 96 -0.36 -0.28 0 0.0
236 block 2 shuffled 96 -0.28 -0.19999999999999996 0 0.0
237 block 2 shuffled 96 -0.19999999999999996 -0.12 0 0.0
238 block 2 shuffled 96 -0.12 -0.040000000000000036 2 0.2604166666666668
239 block 2 shuffled 96 -0.040000000000000036 0.040000000000000036 89 11.588541666666657
240 block 2 shuffled 96 0.040000000000000036 0.1200000000000001 5 0.6510416666666661
241 block 2 shuffled 96 0.1200000000000001 0.19999999999999996 0 0.0
242 block 2 shuffled 96 0.19999999999999996 0.28 0 0.0
243 block 2 shuffled 96 0.28 0.3600000000000001 0 0.0
244 block 2 shuffled 96 0.3600000000000001 0.43999999999999995 0 0.0
245 block 2 shuffled 96 0.43999999999999995 0.52 0 0.0
246 block 2 shuffled 96 0.52 0.6000000000000001 0 0.0
247 block 2 shuffled 96 0.6000000000000001 0.6799999999999999 0 0.0
248 block 2 shuffled 96 0.6799999999999999 0.76 0 0.0
249 block 2 shuffled 96 0.76 0.8400000000000001 0 0.0
250 block 2 shuffled 96 0.8400000000000001 0.9199999999999999 0 0.0
251 block 2 shuffled 96 0.9199999999999999 1.0 0 0.0
252 block 2 gaussian_norm_matched 96 -1.0 -0.92 0 0.0
253 block 2 gaussian_norm_matched 96 -0.92 -0.84 0 0.0
254 block 2 gaussian_norm_matched 96 -0.84 -0.76 0 0.0
255 block 2 gaussian_norm_matched 96 -0.76 -0.6799999999999999 0 0.0
256 block 2 gaussian_norm_matched 96 -0.6799999999999999 -0.6 0 0.0
257 block 2 gaussian_norm_matched 96 -0.6 -0.52 0 0.0
258 block 2 gaussian_norm_matched 96 -0.52 -0.43999999999999995 0 0.0
259 block 2 gaussian_norm_matched 96 -0.43999999999999995 -0.36 0 0.0
260 block 2 gaussian_norm_matched 96 -0.36 -0.28 0 0.0
261 block 2 gaussian_norm_matched 96 -0.28 -0.19999999999999996 0 0.0
262 block 2 gaussian_norm_matched 96 -0.19999999999999996 -0.12 0 0.0
263 block 2 gaussian_norm_matched 96 -0.12 -0.040000000000000036 3 0.3906250000000002
264 block 2 gaussian_norm_matched 96 -0.040000000000000036 0.040000000000000036 91 11.848958333333323
265 block 2 gaussian_norm_matched 96 0.040000000000000036 0.1200000000000001 2 0.26041666666666646
266 block 2 gaussian_norm_matched 96 0.1200000000000001 0.19999999999999996 0 0.0
267 block 2 gaussian_norm_matched 96 0.19999999999999996 0.28 0 0.0
268 block 2 gaussian_norm_matched 96 0.28 0.3600000000000001 0 0.0
269 block 2 gaussian_norm_matched 96 0.3600000000000001 0.43999999999999995 0 0.0
270 block 2 gaussian_norm_matched 96 0.43999999999999995 0.52 0 0.0
271 block 2 gaussian_norm_matched 96 0.52 0.6000000000000001 0 0.0
272 block 2 gaussian_norm_matched 96 0.6000000000000001 0.6799999999999999 0 0.0
273 block 2 gaussian_norm_matched 96 0.6799999999999999 0.76 0 0.0
274 block 2 gaussian_norm_matched 96 0.76 0.8400000000000001 0 0.0
275 block 2 gaussian_norm_matched 96 0.8400000000000001 0.9199999999999999 0 0.0
276 block 2 gaussian_norm_matched 96 0.9199999999999999 1.0 0 0.0
277 block 2 random_actual_same_role 156 -1.0 -0.92 0 0.0
278 block 2 random_actual_same_role 156 -0.92 -0.84 0 0.0
279 block 2 random_actual_same_role 156 -0.84 -0.76 0 0.0
280 block 2 random_actual_same_role 156 -0.76 -0.6799999999999999 0 0.0
281 block 2 random_actual_same_role 156 -0.6799999999999999 -0.6 0 0.0
282 block 2 random_actual_same_role 156 -0.6 -0.52 0 0.0
283 block 2 random_actual_same_role 156 -0.52 -0.43999999999999995 0 0.0
284 block 2 random_actual_same_role 156 -0.43999999999999995 -0.36 0 0.0
285 block 2 random_actual_same_role 156 -0.36 -0.28 0 0.0
286 block 2 random_actual_same_role 156 -0.28 -0.19999999999999996 0 0.0
287 block 2 random_actual_same_role 156 -0.19999999999999996 -0.12 0 0.0
288 block 2 random_actual_same_role 156 -0.12 -0.040000000000000036 3 0.2403846153846155
289 block 2 random_actual_same_role 156 -0.040000000000000036 0.040000000000000036 144 11.538461538461528
290 block 2 random_actual_same_role 156 0.040000000000000036 0.1200000000000001 9 0.7211538461538455
291 block 2 random_actual_same_role 156 0.1200000000000001 0.19999999999999996 0 0.0
292 block 2 random_actual_same_role 156 0.19999999999999996 0.28 0 0.0
293 block 2 random_actual_same_role 156 0.28 0.3600000000000001 0 0.0
294 block 2 random_actual_same_role 156 0.3600000000000001 0.43999999999999995 0 0.0
295 block 2 random_actual_same_role 156 0.43999999999999995 0.52 0 0.0
296 block 2 random_actual_same_role 156 0.52 0.6000000000000001 0 0.0
297 block 2 random_actual_same_role 156 0.6000000000000001 0.6799999999999999 0 0.0
298 block 2 random_actual_same_role 156 0.6799999999999999 0.76 0 0.0
299 block 2 random_actual_same_role 156 0.76 0.8400000000000001 0 0.0
300 block 2 random_actual_same_role 156 0.8400000000000001 0.9199999999999999 0 0.0
301 block 2 random_actual_same_role 156 0.9199999999999999 1.0 0 0.0
302 block 3 shuffled 4 -1.0 -0.92 0 0.0
303 block 3 shuffled 4 -0.92 -0.84 0 0.0
304 block 3 shuffled 4 -0.84 -0.76 0 0.0
305 block 3 shuffled 4 -0.76 -0.6799999999999999 0 0.0
306 block 3 shuffled 4 -0.6799999999999999 -0.6 0 0.0
307 block 3 shuffled 4 -0.6 -0.52 0 0.0
308 block 3 shuffled 4 -0.52 -0.43999999999999995 0 0.0
309 block 3 shuffled 4 -0.43999999999999995 -0.36 1 3.1250000000000018
310 block 3 shuffled 4 -0.36 -0.28 0 0.0
311 block 3 shuffled 4 -0.28 -0.19999999999999996 0 0.0
312 block 3 shuffled 4 -0.19999999999999996 -0.12 0 0.0
313 block 3 shuffled 4 -0.12 -0.040000000000000036 0 0.0
314 block 3 shuffled 4 -0.040000000000000036 0.040000000000000036 2 6.249999999999995
315 block 3 shuffled 4 0.040000000000000036 0.1200000000000001 0 0.0
316 block 3 shuffled 4 0.1200000000000001 0.19999999999999996 0 0.0
317 block 3 shuffled 4 0.19999999999999996 0.28 1 3.1249999999999973
318 block 3 shuffled 4 0.28 0.3600000000000001 0 0.0
319 block 3 shuffled 4 0.3600000000000001 0.43999999999999995 0 0.0
320 block 3 shuffled 4 0.43999999999999995 0.52 0 0.0
321 block 3 shuffled 4 0.52 0.6000000000000001 0 0.0
322 block 3 shuffled 4 0.6000000000000001 0.6799999999999999 0 0.0
323 block 3 shuffled 4 0.6799999999999999 0.76 0 0.0
324 block 3 shuffled 4 0.76 0.8400000000000001 0 0.0
325 block 3 shuffled 4 0.8400000000000001 0.9199999999999999 0 0.0
326 block 3 shuffled 4 0.9199999999999999 1.0 0 0.0
327 block 3 gaussian_norm_matched 4 -1.0 -0.92 0 0.0
328 block 3 gaussian_norm_matched 4 -0.92 -0.84 0 0.0
329 block 3 gaussian_norm_matched 4 -0.84 -0.76 0 0.0
330 block 3 gaussian_norm_matched 4 -0.76 -0.6799999999999999 0 0.0
331 block 3 gaussian_norm_matched 4 -0.6799999999999999 -0.6 0 0.0
332 block 3 gaussian_norm_matched 4 -0.6 -0.52 0 0.0
333 block 3 gaussian_norm_matched 4 -0.52 -0.43999999999999995 0 0.0
334 block 3 gaussian_norm_matched 4 -0.43999999999999995 -0.36 0 0.0
335 block 3 gaussian_norm_matched 4 -0.36 -0.28 0 0.0
336 block 3 gaussian_norm_matched 4 -0.28 -0.19999999999999996 0 0.0
337 block 3 gaussian_norm_matched 4 -0.19999999999999996 -0.12 1 3.1250000000000018
338 block 3 gaussian_norm_matched 4 -0.12 -0.040000000000000036 0 0.0
339 block 3 gaussian_norm_matched 4 -0.040000000000000036 0.040000000000000036 0 0.0
340 block 3 gaussian_norm_matched 4 0.040000000000000036 0.1200000000000001 1 3.1249999999999973
341 block 3 gaussian_norm_matched 4 0.1200000000000001 0.19999999999999996 0 0.0
342 block 3 gaussian_norm_matched 4 0.19999999999999996 0.28 0 0.0
343 block 3 gaussian_norm_matched 4 0.28 0.3600000000000001 0 0.0
344 block 3 gaussian_norm_matched 4 0.3600000000000001 0.43999999999999995 0 0.0
345 block 3 gaussian_norm_matched 4 0.43999999999999995 0.52 0 0.0
346 block 3 gaussian_norm_matched 4 0.52 0.6000000000000001 0 0.0
347 block 3 gaussian_norm_matched 4 0.6000000000000001 0.6799999999999999 1 3.1250000000000058
348 block 3 gaussian_norm_matched 4 0.6799999999999999 0.76 1 3.1249999999999973
349 block 3 gaussian_norm_matched 4 0.76 0.8400000000000001 0 0.0
350 block 3 gaussian_norm_matched 4 0.8400000000000001 0.9199999999999999 0 0.0
351 block 3 gaussian_norm_matched 4 0.9199999999999999 1.0 0 0.0
352 block 3 random_actual_same_role 6 -1.0 -0.92 0 0.0
353 block 3 random_actual_same_role 6 -0.92 -0.84 1 2.0833333333333317
354 block 3 random_actual_same_role 6 -0.84 -0.76 0 0.0
355 block 3 random_actual_same_role 6 -0.76 -0.6799999999999999 0 0.0
356 block 3 random_actual_same_role 6 -0.6799999999999999 -0.6 0 0.0
357 block 3 random_actual_same_role 6 -0.6 -0.52 0 0.0
358 block 3 random_actual_same_role 6 -0.52 -0.43999999999999995 1 2.0833333333333317
359 block 3 random_actual_same_role 6 -0.43999999999999995 -0.36 1 2.0833333333333344
360 block 3 random_actual_same_role 6 -0.36 -0.28 1 2.0833333333333344
361 block 3 random_actual_same_role 6 -0.28 -0.19999999999999996 0 0.0
362 block 3 random_actual_same_role 6 -0.19999999999999996 -0.12 1 2.0833333333333344
363 block 3 random_actual_same_role 6 -0.12 -0.040000000000000036 0 0.0
364 block 3 random_actual_same_role 6 -0.040000000000000036 0.040000000000000036 1 2.0833333333333317
365 block 3 random_actual_same_role 6 0.040000000000000036 0.1200000000000001 0 0.0
366 block 3 random_actual_same_role 6 0.1200000000000001 0.19999999999999996 0 0.0
367 block 3 random_actual_same_role 6 0.19999999999999996 0.28 0 0.0
368 block 3 random_actual_same_role 6 0.28 0.3600000000000001 0 0.0
369 block 3 random_actual_same_role 6 0.3600000000000001 0.43999999999999995 0 0.0
370 block 3 random_actual_same_role 6 0.43999999999999995 0.52 0 0.0
371 block 3 random_actual_same_role 6 0.52 0.6000000000000001 0 0.0
372 block 3 random_actual_same_role 6 0.6000000000000001 0.6799999999999999 0 0.0
373 block 3 random_actual_same_role 6 0.6799999999999999 0.76 0 0.0
374 block 3 random_actual_same_role 6 0.76 0.8400000000000001 0 0.0
375 block 3 random_actual_same_role 6 0.8400000000000001 0.9199999999999999 0 0.0
376 block 3 random_actual_same_role 6 0.9199999999999999 1.0 0 0.0
@@ -0,0 +1,87 @@
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+30
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{
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"Spectral probes use aligned bounded subvolumes, not whole tensors",
"Shared encoding is theoretical, not a runnable compressed checkpoint",
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],
"completed": true
}
@@ -0,0 +1,10 @@
{
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"pairs_verified": 2000,
"timed_out": false,
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"candidate_neighbors_per_metric": 10
}
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{
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"fingerprint_float32_bytes": 105009152,
"status": "metadata-only estimate for future SOP; no cache allocated in this run"
}
+83
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@@ -0,0 +1,83 @@
{
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{
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+67
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Downloading README.md, expected 62814 bytes
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Downloading model.safetensors.index.json, expected 64460 bytes
{"revision": "15852e8c16360a2fea060d615a32b45270f8a8fc", "bytes": 4548351670}
+11
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contourpy==1.4.0
cycler==0.12.1
fonttools==4.68.0
kiwisolver==1.5.1
matplotlib==3.11.2
numpy==2.5.4
packaging==26.3
pillow==13.0.0
pyparsing==3.3.3
python-dateutil==4.0.0
tzdata==2026.6
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"mrope_section": [
11,
11,
10
],
"rope_type": "default",
"rope_theta": 10000000,
"partial_rotary_factor": 0.25
}
},
"tie_word_embeddings": true,
"transformers_version": "4.57.0.dev0",
"video_token_id": 248057,
"vision_config": {
"deepstack_visual_indexes": [],
"depth": 24,
"hidden_act": "gelu_pytorch_tanh",
"hidden_size": 1024,
"in_channels": 3,
"initializer_range": 0.02,
"intermediate_size": 4096,
"model_type": "qwen3_5",
"num_heads": 16,
"num_position_embeddings": 2304,
"out_hidden_size": 2048,
"patch_size": 16,
"spatial_merge_size": 2,
"temporal_patch_size": 2
},
"vision_end_token_id": 248054,
"vision_start_token_id": 248053
}
+19
View File
@@ -0,0 +1,19 @@
{
"passed": true,
"checked_unix": 1794167980.8863053,
"numerical_tables": {
"tensor": {
"rows": 2000,
"finite_metrics": true,
"coverage_matches": true
},
"block": {
"rows": 14778,
"finite_metrics": true,
"coverage_matches": true
}
},
"final_tests": 6,
"final_test_seconds": 77.193,
"earlier_parallel_test_timeout_seconds": 300
}
View File
@@ -0,0 +1,5 @@
procs -----------memory---------- ---swap-- -----io---- -system-- -------cpu------- -----timestamp-----
r b swpd free buff cache si so bi bo in cs us sy id wa st gu CST
0 18 2802460 145460 6576 1115112 143 162 2885 442 2946 19 7 4 86 2 0 0 2026-11-09 02:21:08
0 18 2799748 101732 6080 1160132 4920 2256 104468 2468 6759 7057 10 15 0 75 0 0 2026-11-09 02:21:09
0 22 2803528 89596 5284 1169020 1768 5308 114616 5364 6557 6835 3 12 0 85 0 0 2026-11-09 02:21:10
File diff suppressed because one or more lines are too long
+6
View File
@@ -0,0 +1,6 @@
{
"phase": "archived_weights_deleted",
"updated_unix": 1794167040.9455411,
"supervisor_started_unix": 1794156953.8715413,
"weights_present": false
}
+5
View File
@@ -0,0 +1,5 @@
waiting_for_download
analyzing
plotting
validating
results_ready_weights_retained_until_archive_copy
+17
View File
@@ -0,0 +1,17 @@
test_3d_reader_and_exact_block (test_pilot.PilotTests.test_3d_reader_and_exact_block) ... ok
test_bfloat16 (test_pilot.PilotTests.test_bfloat16) ... ok
test_directional_replacement_error_and_scaling (test_pilot.PilotTests.test_directional_replacement_error_and_scaling) ... ok
test_end_to_end_synthetic_groups_and_savings (test_pilot.PilotTests.test_end_to_end_synthetic_groups_and_savings) ... Inventory: 4 tensors, 33792 bytes
tensor: sampling 4 objects
block: sampling 22 objects
block: verified 100/109
{"model": "synthetic", "revision": "test", "tensor_count": 4, "parameter_count": 8448, "model_weight_bytes": 33792, "ndim_counts": {"2": 2, "3": 2}, "elapsed_seconds": 0.33063589688390493, "analysis_budget_seconds": 60, "peak_rss_kib": 50188, "python": "3.14.4", "numpy": "2.5.4", "seed": 20261109, "limitations": ["No inference or functional equivalence measured", "No exhaustive pair search", "Block search uses per-role/shape/scale reservoirs of 256", "Different block scales overlap; savings must not be added", "Block savings count only verified disjoint sampled blocks, no extrapolation", "Spectral probes use aligned bounded subvolumes, not whole tensors", "Shared encoding is theoretical, not a runnable compressed checkpoint", "No cross-role grouping, neuron permutation alignment, or training"], "completed": true}
ok
test_no_transitive_chaining (test_pilot.PilotTests.test_no_transitive_chaining) ... ok
test_ranged_download_preserves_prefix (test_pilot.PilotTests.test_ranged_download_preserves_prefix) ... Weight download 36/36 bytes (100.0%)
ok
----------------------------------------------------------------------
Ran 6 tests in 77.193s
OK
@@ -0,0 +1,8 @@
test_3d_reader_and_exact_block (test_pilot.PilotTests.test_3d_reader_and_exact_block) ... ok
test_bfloat16 (test_pilot.PilotTests.test_bfloat16) ... ok
test_directional_replacement_error_and_scaling (test_pilot.PilotTests.test_directional_replacement_error_and_scaling) ... ok
test_end_to_end_synthetic_groups_and_savings (test_pilot.PilotTests.test_end_to_end_synthetic_groups_and_savings) ... Inventory: 4 tensors, 33792 bytes
tensor: sampling 4 objects
block: sampling 22 objects
block: verified 100/109
{"model": "synthetic", "revision": "test", "tensor_count": 4, "parameter_count": 8448, "model_weight_bytes": 33792, "ndim_counts": {"2": 2, "3": 2}, "elapsed_seconds": 0.16227321792393923, "analysis_budget_seconds": 60, "peak_rss_kib": 49700, "python": "3.14.4", "numpy": "2.5.4", "seed": 20261109, "limitations": ["No inference or functional equivalence measured", "No exhaustive pair search", "Block search uses per-role/shape/scale reservoirs of 256", "Different block scales overlap; savings must not be added", "Block savings count only verified disjoint sampled blocks, no extrapolation", "Spectral probes use aligned bounded subvolumes, not whole tensors", "Shared encoding is theoretical, not a runnable compressed checkpoint", "No cross-role grouping, neuron permutation alignment, or training"], "completed": true}

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