Shloka 17
Measure of the Three Worlds, Planetary Spheres, and Sūrya as the Root of Trailokya
बृहस्पतेः पादहीनौ वक्रसौरावुभौ स्मृतौ / विस्तारान्मण्डलाच्चैव पादहीनस्तयोर्बुधः
bṛhaspateḥ pādahīnau vakrasaurāvubhau smṛtau / vistārānmaṇḍalāccaiva pādahīnastayorbudhaḥ
Rāhu und Saturn gelten beide als „um ein Viertel vermindert“ im Vergleich zu Bṛhaspati. Und Merkur (Budha) heißt gegenüber jenen beiden ebenfalls „um ein Viertel vermindert“, wegen seiner geringeren Ausdehnung und seines kleineren Umlaufkreises.
Traditional narrator in Purāṇic discourse (Vyāsa/Sūta-style narration within the Kurma Purana’s jyotiḥśāstra section)
Primary Rasa: shanta
Secondary Rasa: adbhuta
FAQs
This verse does not directly teach Ātman-doctrine; it belongs to the Purva-bhāga’s jyotiḥśāstra, describing comparative measures of grahas. Indirectly, such ordered cosmology is used in Purāṇas to support dharma (right timing, ritual order) that later culminates in higher spiritual instruction.
No specific yoga practice is taught in this śloka. Its practical function is cosmological/astronomical classification; in the Kurma Purana’s broader frame, such knowledge supports dharmic discipline that becomes a foundation for higher sādhana (including Pāśupata-oriented teachings found more explicitly in the Upari-bhāga).
It does not explicitly address Śiva–Viṣṇu unity. The verse is technical (graha-measurements), situated in the Purāṇa’s cosmology; the Śaiva–Vaiṣṇava synthesis is articulated more directly in other sections, especially the Upari-bhāga’s theological and yogic teachings.