Find a 256-byte-row image at the start of the sky region
Range measured: level 0, 2192576..2615232, the 422,656-byte sky region. 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, then a periodicity scan. A random control of the same size reads flat at 0.0000 for every stride tested. The 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 genuine period looks like when sampled rather than assumed -- a useful contrast with the 148-byte "stride" that held for eight values and then broke. 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 of 256, so the fundamental period is 256 bytes. Within level 0 the periodicity holds from +0 to about +60160 and then stops: 236 rows of 256 bytes, i.e. a 256-wide by 236-tall image at one byte per pixel. The remaining ~362,240 bytes -- 86% of the region -- are not 256-periodic and stay unidentified. That is presumably what the layer offset table at +0x20 points into. The sky region is therefore not one thing. Its first ~60 KB is an image and is the tractable half; the rest is still open, as is the non-uniform header where level 2 differs from every other level.
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@@ -242,3 +242,29 @@ index, rather than with a fixed-layout record.
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**So the 368 stride stands and the records remain unidentified.** The shrub
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method failed here not because it was the wrong tool but because it needs
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something constant to latch onto, and there is nothing.
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## Sky opens with a 256-byte-row image
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**Range measured:** level 0, `2192576 .. 2615232` (the sky region, 422,656
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bytes). Periodicity start and end located by sliding an 8 KB window in 256-byte
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steps through the region and measuring the 256-stride match rate.
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**Method:** autocorrelation as above, then a periodicity scan. A random
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control of the same size reads flat at 0.0000 for every stride tested.
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**Result:**
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- Peak stride in the first 64 KB is **256** at a 0.772 match rate, against a
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flat random control. Strides 255, 257 and 4 score nearly as high, which is
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what a true period looks like smeared by sampling.
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- Across levels the peak is 256 on 21, 512 on 5 and 128 on 1. 512 and 128 are
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a harmonic and a sub-multiple, so the fundamental period is **256 bytes**.
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- The periodicity holds from `+0` to about `+60160` and then stops: **236 rows
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of 256 bytes**, i.e. a 256-wide, 236-tall image at one byte per pixel.
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- The remaining ~362,240 bytes of the sky region are *not* 256-periodic and
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remain unidentified. That is 86% of the region, and it is where the offset
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table seen at `+0x20` earlier points.
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So the sky region is not one thing. Its first ~60 KB is an image; the rest is
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whatever the layer offsets address. Both halves still need work, and the
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image is the tractable one.
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