Measure of the Three Worlds, Planetary Spheres, and Sūrya as the Root of Trailokya
चन्द्रस्य षोडशो भागो भार्गवस्य विधीयते / भार्गवात् पादहीनस्तु विज्ञेयो वै बृहस्पतिः
candrasya ṣoḍaśo bhāgo bhārgavasya vidhīyate / bhārgavāt pādahīnastu vijñeyo vai bṛhaspatiḥ
Ein Sechzehntel des Mondes wird als Maß für Bhārgava (Venus) festgesetzt. Und Bṛhaspati (Jupiter) ist als um ein Viertel geringer als Bhārgava zu verstehen.
Traditional Purāṇic narrator (Sūta/Vyāsa lineage) presenting cosmological-astronomical measures
Primary Rasa: shanta
Secondary Rasa: adbhuta
This verse is not an Ātman-teaching passage; it functions as a cosmological-astronomical rule, prescribing relative measures of grahas (Moon, Venus, Jupiter) within the Purāṇic model of the universe.
No explicit yoga practice is taught in this śloka. Its relevance is indirect: Purāṇic cosmology supports dharma-oriented life (kāla/gaṇa awareness for rites), while the Kurma Purana’s yoga teachings appear more directly in its Shaiva-Vaishnava synthesis sections (notably the Upari-bhāga’s Ishvara Gita).
It does not address Shiva–Vishnu theology directly. The verse belongs to the Purva-bhāga’s descriptive cosmology, whereas Shiva–Vishnu unity and Pāśupata-oriented instruction are emphasized more explicitly elsewhere in the Kurma Purana.