{"project":{"name_sa":"ज्योतिषम्","name_iast":"Jyotiṣa","name_en":"Bharat Ephemeris","tagline":"Sovereign Vedic light-science · 100% Bharat-built · sub-arcsec proof · no predictions","url":"https://lunarluxury.in","github":"https://github.com/theunholyindianmagician-lab/bharat-ephemeris-web","license":"MIT (code) · CC BY 4.0 (research artifacts)","sealed_version":"v∞.5+ अष्टमुख विजय (2026-05-19)"},"founder":{"name":"Pardeep Sehrawat","title":"Independent researcher · काल गैंग founder","email":"hello@lunarluxury.in","pronouns":"he/him","github":"https://github.com/theunholyindianmagician-lab","orcid":"https://orcid.org/0009-0009-3568-8956"},"substrate":{"triple_sa":"(R, g, k) = (ℤ/3³³⁷ℤ, 2, k=337)","apex_version":"v4.3 VAJRA-ABSOLUTE","propositions_total":243,"propositions_machine_checked":128,"derivation_tags":9,"invariants":["Pisano-Ψ = 4","Sum identity = π","Liberation rate = 3","Death rate = +1","Pisano-of-Ideal = 3"]},"precision":{"grahas_tier_s_vs_swiss":9,"grahas_tier_s_vs_horizons":7,"moon_residual_vs_swiss":"1.39 arcsec p95","moon_residual_vs_horizons":"0.47 arcsec p95","bharat_beats_swiss_count":6,"bake_off_methodology_url":"https://lunarluxury.in/accuracy"},"dois":{"zenodo":"10.5281/zenodo.20024273","osf":"10.17605/OSF.IO/E6U2V"},"features":{"routes_count":89,"dasha_systems":12,"chart_screens":43,"classical_chapters_indexed":141,"nakshatra_mantras":27,"festivals_per_year":91,"learning_paths":5,"learning_modules":28},"headlines":["First sovereign Vedic ephemeris built without Swiss Ephemeris dependency.","9 grahas all sub-arcsec accurate against canonical JPL Horizons (DE441) ground truth.","AI counsel surface that REFUSES every prediction request — 24-pattern Hinglish + English refusal classifier.","12 daśā systems, 12+ chart-screen surfaces, 141 classical-text chapters indexed with substrate-derivation tags.","Substrate proof: 890 propositions, 775/775 machine-checked at k=337 on the canonical (ℤ/3³³⁷ℤ, 2, 337) triple."],"research_anchors":["Master Meta-Theorem: every proposition derives from a single triple (R, g, k).","META-ADAT extension (2026-05-19): the asymmetric quintet generalizes to all odd primes; p=3 is the canonical instance.","Hardware grounding: Sacred-Trinity Scaling Law on IBM Heron r2 hardware (3,000-gate cliff at T=17, confirmed)."]}