Data from: Fenestratilis: Primary proximus theorem
Data files
Sep 28, 2026 version files 821.17 KB
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Data___Fenestratilis-_Primary_Proximus_Theorem_.pdf
814.94 KB
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README.md
6.23 KB
Abstract
The Primary Proximus Theorem threads the borders of the abstract and the physical, as it describes a philosophical point in space leading the dynamic position of the planet Mercury by 0.1 percent. The Sun-Earth orbital relationship is expressed as a ratio of the philosophical point that is derived from the Primary Proximus Theorem by utilization of the Earth’s maximum Solar orientation angles empirically defined during an orbital period. The physical ephemerides were carried out in June 2024 utilizing the IMCCE ephemeris computation service through its Solar System portal. A framework is developed to explore the tropical position (state) of Earth where gravitational mass and inertial mass agree with the General Postulate of Relativity, but are anomalous when two apparently equivalent tropical states are compared. A formula correlates Earth’s gravitational escape velocity and the constant between Earth’s sidereal and tropical time, and through the mathematical treatment of electromagnetic forces presents the notion of a frame regulating the observed constant velocity of light. Aggravating results deconstruct Einstein’s thought experiment, of an observer in free fall, into two forces, where the observers experience is the mean of the upper and lower bounds of pi. Fenestratilis is the modality introduced.
Dataset DOI: 10.5061/dryad.vhhmgqp9r
Description of the data and file structure
File is stored in a Portable Document Format (.pdf): Data___Fenestratilis-_Primary_Proximus_Theorem_.pdf
Dataset naming & citation
The file contains six datasets, with one page per set. Each dataset is labeled with a four-digit alphanumeric code, inserted above the Space Service (SE-OP) of Laboratoire Temps Espace generated “Soleil - IAU 2015” block. The code identifies characteristics of the body (Earth) state.
Data citation: “The calculations of the ephemerides for the physical observation of the Solar System objects were carried out by the Space Service (SE-OP) of Laboratoire Temps Espace at Paris Observatory through its Solar System portal (https://ssp.imcce.fr)".
Datasets of the physical ephemerides presented were carried out in June 2024.
Dataset content
The figure in the center of each page represents the Sun as it would be witnessed by an observer geocentrically positioned on the Earth. Where the Sun is at its zenith point, colloquially known as ‘high noon’ and the Coordinated Universal Time (UTC) is as contained in the Soleil - IAU 2015 block.
The first two pages ‘P1T3 - Start & P1T3 - End’ represent the Earth P1T3 orbital schema selected for analysis. Where the observer projects a line representing the Earth’s Copernican axis, as indicated by the North-South grid, onto a secondary green line representing the Solar rotational axis. Also known as the central meridian, and the pink line represents the equator of the Sun as per the ssp.imcce website Physical Ephemerides Documentation available at https://ssp.imcce.fr/forms/physical-ephemeris/doc. (Light blue line is the Carrington prime meridian) Hence the P1T3 state sees alignment of the Earth’s Copernican axis and Solar rotational axis representing the start and terminus of the P1T3 orbital schema. Numerically represented with NP at 360.0000 degrees and 0.0000 degrees located in a block in the bottom lefthand of the datasets.
The pages three through six, identified as datasets P2T1, P4T1, P2T3 and P4T3 are Earth’s maximum Solar orientation angles empirically defined during the selected P1T3 orbital schema period. The four digit alphanumeric code is shorthand for identifying Earth’s position (P) and triad (T) in relation of the Sun. Where four positions are classified, that each contain a triad or group of three classifications. Each triad number shares a commonality to other positions with the same triad number. In example the third and fourth sheets P2T1 and P4T1 share a common T1. Where the T1 represents the maximum degree of Earths position relative to the Solar Equator (SEP δ) within the orbital schema. This may be simplified by visualizing two vertical points above and below a zero reference plane. Please note SEP δ is the second value located in a block at bottom left of datasets, which has been re-identified as βθ in the table at the end of this subsection, and in the paper Fenestratilis: Primary Proximus Theorem. The NP term has been similarity re-identified as P.
The fifth and sixth sheets P2T3, P4T3 are Earths maximum Solar orientation angles on a horizontal plane. It is the included angle created by the line representing the Earth’s Copernican axis, as indicated by the North-South grid, and the secondary green line representing the Solar rotational axis, intersecting at the blue dot.
Contextualizing the provided datasets, we see Earth’s orbit has been defined together with four maximum Solar orientation angles relative to vertical and horizontal dimensions. The resulting empirical data is a launching point for the Primary Proximus Theorem.
| Position & Triad Legend |
|---|
| P1T1: βθ Descending node 0.0° |
| P1T2: December Solstice |
| P1T3: P 0.0° |
| P2T1: βθ Maximum° (-) |
| P2T2: March Equinox |
| P2T3: P Maximum° (-) |
| P3T1: βθ Ascending node 0.0° |
| P3T2: June Solstice |
| P3T3: P 0.0° |
| P4T1: βθ Maximum° (+) |
| P4T2: September Equinox |
| P4T3: P Maximum° (+) |
Latin translations
| Fenestratilis ~ definition |
|---|
| Fenestra: |
| 1) A window |
| 2) A loophole, opportunity |
| atilis: |
| 1) Dwelling in |
| 2) Belonging to |
| Proximus ~ definition |
|---|
| 1) Nearest one |
| 2) Neighbor |
Generative statement
The datasets presented were generated through the Paris Observatory Solar System portal, by manually selecting appropriate fields in the computing form. Specific criteria that define a position and triad (e.g., P2T1) were identified by hunting in the data. Sequentially narrowing the number of dates and step size (e.g., Hour, Minute, Second) within the orbital schema. Until the finest data point in the middle of the range was identified with its linked UTC value.
Fenestratilis: Primary Proximus Theorem and this addendum were created without the use of Artificial Intelligence.
Sharing/Access information
This collective dataset and further information to reproduce the results in the associated publication are available at the following locations:
- Physical Ephemerides: http://ssp.imcce.fr
- Research article 'Fenestratilis: Primary Proximus Theorem’ is slated for publication in the October 2026 Journal of The Royal Astronomical Society of Canada (https://rasc.ca/journal). Non-Institutional subscribers will have access to the paper in late November of 2026.
- In late 2027, Fenestratilis: Primary Proximus Theorem will be will be available in the Astrophysics Data System (ADS). (http://ui.adsabs.harvard.edu) Operated by the Smithsonian Astrophysical Observatory that is part of the Center for Astrophysics (Harvard & Smithsonian).
README END