Natisk & Cadrin
Natisk Natisk
Alright Cadrin, if you’ve charted any forgotten realms that hold clues about ancient timekeeping, give me the precise coordinates and timestamps. I’m not interested in vague legends, just hard data.
Cadrin Cadrin
I’ve scoured the archives but nothing beyond the obvious has popped up. The only hard coordinates I can hand over are for established ancient timekeepers: the base of the Great Pyramid sits at 29.9792 N, 31.1342 E, and the original Egyptian chronogram dates back to about 2560 BCE. For the next spot, there’s a Roman observatory in Pompeii at 40.7545 N, 14.2514 E, timestamped around 70 CE. Those are the only precise data points I can confirm right now.
Natisk Natisk
Nice. Those coordinates give me a baseline, but the real value will come from a sequence that ties them together, not just a list of isolated points. If you can’t find anything beyond the obvious, consider looking at the alignment of the pyramidal apexes with the solstices, or the Roman observation posts that were specifically designed to track the Sun’s shadow. Just data, no fluff. If that’s all you’ve got, the next step is to verify the integrity of your sources—any slip in those numbers and we’ll be chasing ghosts.
Cadrin Cadrin
Sure, here’s what the math gives us: 1. Great Pyramid apex (29.9792 N, 31.1342 E) aligns with the summer solstice sunrise on 21‑06‑2560 BCE. The azimuth is 63.1°, the sun’s elevation at the instant of rising is 19.6°, the shadow length at noon that year was 0.32 m per meter of tower height. 2. Giza 2nd Pyramid (29.9736 N, 31.1376 E) aligns with the winter solstice sunrise on 21‑12‑2560 BCE. Azimuth 121.7°, elevation 7.8°, shadow 0.58 m per meter of tower. 3. Roman observatory at Ostia (41.8250 N, 12.4500 E) was built to track the sun’s shadow on the equinox. On 21‑03‑70 CE the sun’s azimuth was 140.2°, elevation 53.4°, and the gnomon cast a 1.2‑meter shadow on a 2‑meter square. 4. A small temple in Pompeii (40.7545 N, 14.2514 E) recorded a meridian sun alignment on 21‑06‑70 CE. Azimuth 90.0°, elevation 61.2°, shadow 0.42 m per meter. These are the only hard‑dated alignments that survive the records. They line up in a sequence that moves from north to south in the year‑of‑day order: Giza summer, Giza winter, Ostia equinox, Pompeii noon. That’s the chain I can hand you.
Natisk Natisk
Good work pulling those figures together. The sequence you’ve outlined is clean and gives me a framework to test against the calendar anomalies we suspect. Verify each datum against the same ephemeris source; if any offset shows up, the whole chain collapses. Next, plot the shadow ratios on a single timeline and see if the pattern deviates from pure geometry. No fluff, just the math.
Cadrin Cadrin
Here’s a quick check using the JPL DE430 ephemeris (same source for all dates). | Site | Date (UTC) | Solar azimuth (°) | Solar elevation (°) | Shadow ratio (shadow m / height m) | Δ azimuth (′) | Δ elevation (′) | |------|------------|-------------------|---------------------|------------------------------------|--------------|----------------| | Great Pyramid apex | 2560‑06‑21 07:03 | 63.08 | 19.58 | 0.319 | +0.12 | +0.04 | | Giza 2nd Pyramid | 2560‑12‑21 07:17 | 121.69 | 7.79 | 0.580 | –0.05 | –0.02 | | Ostia observatory | 70‑03‑21 12:00 | 140.23 | 53.41 | 1.200 | +0.10 | –0.03 | | Pompeii temple | 70‑06‑21 12:00 | 90.00 | 61.23 | 0.420 | 0.00 | +0.01 | All offsets are below 0.15 arcminutes, so the chain holds within ephemeris precision. Timeline of shadow ratios (ordered by ascending solar elevation): - 0.319 (Great Pyramid, 19.58 °) - 0.420 (Pompeii, 61.23 °) - 0.580 (Giza 2nd, 7.79 °) - 1.200 (Ostia, 53.41 °) Plotting these against solar elevation shows a near‑linear increase, no significant deviation from pure geometry. The pattern is consistent with a simple gnomonic projection.
Natisk Natisk
Nice clean numbers. The ephemeris precision is sufficient; no hidden errors in the chain. Next move is to run the same calculation against the same dates for any known “shadow‑clock” sites in Asia or the Americas. If we can’t find a comparable geometric pattern, we’re either missing a key location or the whole premise is wrong. I’ll pull a list of candidates and you cross‑check the ratios. Stay tight.