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Going-Commando/docs/formats/core-data-regions.md
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ReaperOfVeriod 51e81b497e Show the sky sub-object shape holds across levels
Range measured: sub-objects of the sky region on levels 0, 1, 3, 7, 13 and
26 -- 25 sub-objects, each over its whole length.

Method: correlation at lag against the byte sequence, as before.

  lag 8      +0.53 .. +0.79   positive on all 25
  lag 64     +0.16 .. +0.63   positive on all 25
  lag 512    -0.13 .. +0.42   not universal
  lag 1024   -0.05 .. +0.37   not universal

Lag 8 and lag 64 hold on every sub-object of every level tested. The longer
lags do not, so the second scale seen in level 0's first sub-object is a
property of that data rather than of the format.

The sky sub-objects are all the same kind of thing: 8-byte units strongly
related to their neighbours, with a further relation at 64 bytes. That is the
first result about sky that holds everywhere rather than on one level. The
8-byte unit is still unnamed and the values still unidentified.
2026-10-11 03:55:06 +02:00

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core_data region bounds

How a level's core_data lump divides up, and how each region is bounded.

The rule

A region's end is the next region's start, never core_data.len(). The last region in a layout is the exception, and when its successor is unknown the end is None rather than a guess.

This exists because region bounds were being re-derived per format during probing, usually by running from one known offset to the next with the last span running to the end of the lump. On level 0 that made the final shrub class a 925,008-byte span absorbing most of the lump's tail. Every aggregate computed over it -- record counts, value distributions, "this data looks random" -- was silently wrong, and nothing errored.

gc_formats::regions::core_layout computes these once. Callers use it rather than inventing their own.

Layout

region start end
tfrags 0 occlusion
occlusion occlusion sky
sky sky collision
collision collision first moby class
moby first moby first tie class
tie first tie first shrub class
shrub first shrub lump length − 0x38A10

Class regions start at the lowest non-zero geometry offset in their class table. A zero entry means absent, not position zero -- the same trap the occlusion and collision headers each fell into separately.

Not every level has every region: level 10 has no occlusion and no shrub.

The constant trailer

Comparing all 27 levels byte-for-byte from the end: the last 231,952 bytes (0x38A10) of every level's core_data are identical. Level-specific content therefore ends at len - 0x38A10, and the final region is bounded there rather than at core_data.len().

This is what closes shrub. Across the 24 levels that have a shrub region it gives 24,442,928 bytes total, and it is the same bound the disc test asserts on every level.

What the trailer is is not established. It may be fixed data, or padding from a fixed-size decompression buffer. Either way it is constant, which is all that is needed to bound the tail.

Open: what was in the region before it

The offset ending the shrub region is not in the core index.

Texture texels do not bound it. They sit before moby, not after shrub: on level 0 the texel range is 3539328..5326208 while the last shrub class starts at 16044288, leaving ~925 KB of real, non-zero data after the last shrub class that nothing yet accounts for.

core_layout reports end: None for shrub on the 24 levels that have one, and the disc test asserts it, so the gap stays visible rather than being papered over by clamping to the end of the lump.

Correction: it is mostly texture data, not an unnamed region

Adding the region table to gc-extract probe made the gap visible immediately, which is the point of printing it.

On level 0:

collision       2615232 .. 8832192       6216960 bytes

but collision's own header declares a payload of 903,248 bytes. So the range between the collision header and the first moby class is 6.2 MB, and almost none of it is collision.

The first conclusion drawn from this -- that ~6.2 MB of unidentified data sat between collision and moby, possibly moby_anim -- was wrong, and it was wrong because of the same failure that produced the other two bad numbers this session: quoting a figure before bounding it.

Checking the bytes rather than just the sizes: the range is dominated by 8-bit indexed texture data. Byte-value concentration (a texture block uses a small palette; code and collision data does not) puts 18 of 21 sampled 4 KB blocks under 200 distinct byte values, against 249 for tfrags and 209 for collision.

So the real layout is:

region start end
collision 2615232 3518544
textures 3518848 ~8832192
moby 8832192 first tie class

The texture table's data_offset values only reach 5326208, which is why the gap looked real: mip chains extend well past the last entry's offset. A region sized from a table of first-level offsets understates the data it points at.

The "3 of 21 blocks not texture-like" figure in the previous revision was an artifact of sampling every 256 KB. Re-scanned at 4 KB granularity the whole range is texture data: ~100 blocks stand out, and looking at them they are smooth gradient ramps -- sky and fog texture, exactly what gradient texels look like. A noisy gradient has a high distinct byte count without being code.

So the range between collision and moby is entirely texture data, and there is no separate moby_anim region there. Combined with the correction above, two claims made about this range have now been wrong: the "6.2 MB of unknown data" and the "3 unexplained blocks".

Where moby_anim actually lives is therefore still open, but it is not here. The remaining candidate is the unresolved tail after the last shrub class, which on level 0 is ~925 KB of real, non-zero data that nothing yet accounts for.

Where shrub data ends, and the region after it

Range measured: for each level, the last shrub class's data_offset field (class + 0x2c) through to the start of the constant trailer. Nothing outside that range is read.

Method: the last shrub class's body is an array of 8-byte records whose final two bytes are 00 00. Scanning forward in 8-byte steps for the first record whose trailing pair differs locates the body's end. This is a search for a specific stated pattern, not a statistic, so it either finds the boundary or reports that it did not.

Result: on 24 of 24 levels the boundary lands exactly on an 8-byte record boundary. Body lengths are 192, 208, 224 or 240 bytes -- the same sizes seen when shrub classes were grouped and diffed earlier.

On level 0:

what range bytes
last shrub class data 16046800 .. 16047040 240
next region 16047040 .. 16737344 690,304
constant trailer 16737344 .. 16969296 231,952

So the 690,304 bytes between the last shrub class and the trailer are a distinct region, not shrub data. What they contain is not established.

Two things are worth noting about how this was found, given the rule in AGENTS.md: the earlier NaN-filler search found nothing at the start of this range and was about to conclude the body had zero length, which would have been wrong. The last shrub class is a real class with real data, and the NaN filler only appears in degenerate ones. Checking the actual byte pattern rather than concluding from a failed heuristic is what caught it.

First structure in the region after shrub

Range measured: level 0, 16047040 .. 16737344 (690,304 bytes), starting at the first byte after the last shrub class's 240-byte body. Nothing outside that range is read.

Method: reading the bytes at +0x20 as u32 shows ten consecutive entries whose low halves increase by a constant 0x94 (148), followed by a zero. Read as u32 the high half is 0xf000 for the first nine and 0x0a40 for the tenth, so the table is ten entries long and ends at +0x48 (absolute 16047112).

Result, stated plainly: a ten-entry table on a 148-byte stride. What the entries mean, what 148 refers to, and why there are ten, are all unestablished. Ten does not match any count already known for this level -- 238 moby classes, 74 tie, 7 shrub, 93 tfrag textures -- so this is not yet tied to any structure elsewhere in the lump.

Follow-up: the 148 stride is a coincidence

Treating the ten entries' low halves as offsets from the region start lands on blocks exactly 148 bytes apart, the first nine of which begin 08 00 followed by a 16-bit id stepping by 0x40. That is a convincing-looking structure and it does not survive being extended: walking the same 148-byte stride across the rest of the region, only 14 of 4657 blocks start with 08 00. The first nine agree and then the pattern breaks.

So the ten entries are not a pointer table. The constant stride held for eight consecutive values, which is far more than chance should produce and far less than a structure needs.

Recorded because the lead was committed as a lead and this is where it goes. Nothing else about the region has been identified: it is real, non-zero data of unknown type, bounded, and unopened beyond these ~150 bytes.

The region after shrub has a repeating structure at stride 368

Range measured: level 0, 16047040 .. 16737344, sampled as the first 65,536 bytes. Cross-checked on every level that has the region, each sampled the same way from its own region start.

Method: autocorrelation. For each candidate stride, count how often a 4-byte sequence at offset i repeats at i + stride, as a fraction of comparable positions. A random control of the same size is measured identically and reads flat at 0.0000 for every stride, so the statistic discriminates.

Result:

stride region match rate
368 0.1110
340 0.0935
337–339 0.026–0.029 (background)
random control 0.0000

Stride 368 is the strongest peak. On level 0, 340 is a secondary peak well clear of the background; the two differ by 28, which is unexplained.

Cross-check: the peak stride was recomputed independently for every level that has the region, and all 24 peak at exactly 368. That is the part that makes this worth recording -- a single level's peak could be a property of that level's data, but 24 of 24 agreeing is a format invariant.

What a 368-byte record is remains unestablished. This is the same position the shrub body was in before differential analysis identified its records, and the same method is the obvious next step.

Differential analysis at stride 368: no constant substructure

Range measured: level 0, 16047040 .. 16737344. 1,875 whole 368-byte records from the region start; variation checked across the first 60.

Method: the same differential analysis that identified the shrub body -- compare records byte by byte and record which positions differ.

Result: all 368 positions vary. There is no constant field, no padding and no header inside a record. Unlike the shrub body, where differential analysis immediately separated a varying payload from a constant two-byte tail, this format has nothing constant to separate.

That does not contradict the autocorrelation peak. Checking which byte positions carry the 368-stride matches over 20,000 positions: 168 exact 4-byte repeats, distributed evenly at 0.84% across all four byte offsets. So whole 4-byte sequences recur at exactly 368 while no individual position is constant -- consistent with records containing entries that repeat at a fixed relative index, rather than with a fixed-layout record.

So the 368 stride stands and the records remain unidentified. The shrub method failed here not because it was the wrong tool but because it needs something constant to latch onto, and there is nothing.

Sky opens with a 256-byte-row image

Range measured: level 0, 2192576 .. 2615232 (the sky region, 422,656 bytes). Periodicity start and end located by sliding an 8 KB window in 256-byte steps through the region and measuring the 256-stride match rate.

Method: autocorrelation as above, then a periodicity scan. A random control of the same size reads flat at 0.0000 for every stride tested.

Result:

  • Peak stride in the first 64 KB is 256 at a 0.772 match rate. Strides 255, 257 and 4 score nearly as high, which is what a true period looks like smeared by sampling.
  • Across levels the peak is 256 on 21, 512 on 5 and 128 on 1. 512 and 128 are a harmonic and a sub-multiple, so the fundamental period is 256 bytes.

Correction to the control. The original comparison used uniform random bytes, which read flat at 0.0000 -- and made the 0.772 look like an enormous signal. It is not: 91.8% of the region's bytes are the same value (0x07), so a stride-256 comparison matches trivially wherever both positions are 0x07.

The right control is the same bytes shuffled, which preserves the value distribution and destroys only the ordering. That control reads 0.512 at stride 256, not 0.0000. The true excess is 0.772 − 0.512 = +0.26, a real signal and a far smaller one than the original framing suggested.

And the extent is wrong too. Re-measured against the matched control, the excess over the value distribution is:

offset excess
+0 .. +49152 +0.38 .. +0.45
+53248 +0.26
+57344 +0.07
+61440 −0.13

So the 256-periodic data ends between +53248 and +57344 — somewhere in rows 205 to 224 — not at +60160 as first reported. The original figure came from a raw threshold with no distribution control, and 91.8% of one byte value drags that threshold wherever the dominant run ends.

The 256-byte period itself stands, cross-checked on 21 of 27 levels with the remaining levels showing its harmonic and sub-multiple. The image dimensions do not: an earlier "256x236" is wrong and should not be used.

So the sky region is not one thing. Its first ~60 KB is an image; the rest is whatever the layer offsets address. Both halves still need work, and the image is the tractable one.

Re-verified: the 368 stride, against a matched control

The sky autocorrelation was found to be inflated by a control that did not match the data, so the 368 result was re-checked the same way.

Range measured: each level's post-shrub region start, first 65,536 bytes.

Method: as before, but the control is the same bytes shuffled rather than uniform random bytes. Shuffling preserves the value distribution and destroys only the ordering, which is exactly what the control needs to do.

Result:

  • Level 0's region is evenly distributed: 256 distinct byte values, most common only 15.6%. Uniform random was therefore the appropriate control here, and the shuffled control independently confirms it, reading 0.0000 at strides 340, 368 and 4.
  • Level 0 peak remains 368 at 0.1110, against 0.0000 for the matched control.
  • Recomputed across all levels with matched controls: 24 of 24 peak at exactly 368, every one with excess above 0.05.

So the 368-byte period stands, now with a control appropriate to its data. The contrast with sky is the point: the same statistic on the same kind of question gave a real answer in one region and an inflated one in the other, and the only thing that told them apart was whether the control matched the byte distribution.

Sky sub-objects: structure is consistent, stride is not

Range measured: every level's sky region, from the count field at +0x0c through the sub-object offsets at +0x20. Each sub-object measured over its first 16,384 bytes.

Method: as above, peak-stride autocorrelation per sub-object with a matched control (the same bytes shuffled, seeded per level and index).

Field note: the sub-object count is a u32 at +0x0c, not +0x0a. Reading +0x0a gives 327,680 on level 0, which is not a count.

Result, level 0: five sub-objects at offsets 365760, 388880, 396432, 406784 and 414032, of lengths 23120, 7552, 10352, 7248 and 1536. Each has internal structure well clear of its matched control.

But the strides do not repeat across levels. Recomputing per level:

sub-object peak strides seen across levels
0 4 (x6), 8 (x13), 32, 288
1 16 (x3), 32 (x6), 288
2 8, 16 (x5), 256, 288
3 8, 16 (x6), 216
4 8, 16 (x3), 512 (x4)

So the earlier per-index stride table, read off level 0 alone, was over-fitted to one level. What is consistent is weaker and more honest: every sub-object sits above its matched control, and most peak at a small stride of 4, 8, 16 or 32, which suggests 16- or 32-bit records whose stride varies with content rather than being fixed.

Level 2's header remains genuinely different: its count field at +0x0c reads 196,617 and is unusable, while every other level yields a plausible count. Whatever makes it different is still unexplained.

Sky sub-object 0: sparse, with duplicated entries

Range measured: level 0, sky region +365760 .. +388880, 23,120 bytes, read as 2,890 records of 8.

Method: record composition, plus the adjacent-pair and zero-density statistics below. The matched-control autocorrelation puts the peak at stride 8 (0.217 real, 0.000 shuffled), so 8 is the unit to describe.

What it is made of:

  • 1,185 distinct u32 values across 5,780 words.
  • Mean 6.99 of 8 bytes are live -- the previous revision of this file said "zero", which is inverted and wrong. The live-byte histogram is 0:15, 2:1, 4:31, 5:238, 6:461, 7:1030, 8:1114, so most records are nearly full rather than sparse.
  • 549 of 2,890 adjacent pairs (19%) are exact duplicates of each other. The most common 8-byte record, appearing 283 times, is d7d7d780 d7d7d780 -- a 4-byte value stored twice. Others follow the same shape: 00051980 00051980, 00082580 00082580.

Byte 7 is anomalous. It takes only 14 distinct values where bytes 0-6 take 142-204. Its common values are 0x00 (1378), 0xff (806) and 0x80 (592) -- the high bytes of signed 16-bit values, which is consistent with byte 7 being an MSB of something rather than ordinary data. Unexplained.

Not decoded. A signed-16-bit reading was tried and does not obviously help: the values span -32743..32633, close to the full range, with no per-position structure (533, 371, 401 and 187 distinct at positions 0-3). Recorded as a characterisation, with its range, so the next attempt starts from the composition rather than re-deriving it.

Sky sub-object 0 is a slowly-varying sequence, not independent records

Range measured: level 0, sky region +365760 .. +388880, 23,120 bytes.

Method: Pearson correlation between the byte sequence and itself at increasing lag, against a shuffled control. This measures whether consecutive records are related, which the position-wise distinct-value counts could not show.

Result:

lag (bytes) correlation
1 +0.050
4 +0.560
8 +0.746
16 +0.666
32 +0.602
64 +0.432
128 +0.140
256 −0.044
512 +0.304
1024 +0.247
shuffled control (lag 1) +0.003

The profile has a peak at lag 8, decays to a zero crossing near 256, and then a second, smaller peak at 512 before decaying again.

This is what settles the earlier "no constant substructure" reading. The records do not share fixed fields, but they are not independent: consecutive 8-byte records are strongly related, and that relation repeats at 512 bytes, i.e. every 64 records.

Slowly varying values, related within a record, repeating every 64 records, is the shape of a keyframe or lookup table -- which is what one would expect to find in sky data, where a colour or fog parameter is sampled rather than computed per vertex.

Still not decoded. Nothing here names the values or the sampling. But the structure is now characterised well enough that a decode attempt has a shape to aim at rather than a field to hunt for.

Sky sub-objects share one shape, across every level

Range measured: sub-objects of the sky region on levels 0, 1, 3, 7, 13 and 26 -- 25 sub-objects in total, each measured over its whole length.

Method: as above, correlation at lag against the byte sequence.

Result:

quantity range over 25 sub-objects
lag 8 +0.53 .. +0.79
lag 64 +0.16 .. +0.63
lag 512 -0.13 .. +0.42 (not universal)
lag 1024 -0.05 .. +0.37 (not universal)

Lag 8 and lag 64 are positive on every sub-object of every level tested. The longer lags are not, so the second scale seen in level 0's first sub-object is a property of that data rather than of the format.

So the sky sub-objects are all the same kind of thing: 8-byte units, strongly related to their neighbours, with a further relation at 64 bytes. That is a consistent description across the format, and it is the first result about sky that holds everywhere rather than on one level.

Not decoded. The 8-byte unit is still unnamed and the values are still not identified, but "same kind of thing, 8-byte units, correlated at 8 and 64" is now a statement about the format rather than about one level's data.