Book Title: Arhat Vachan 2002 01
Author(s): Anupam Jain
Publisher: Kundkund Gyanpith Indore

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Page 42
________________ (E) वेधं () दर्शयित्वा प्रथमऋणक्षेत्रफलं (2) अधुना स्फेटयते इति हेतो: “मुहदलहीने"त्युक्तं। तत्र मुखदलसमऋणहीनराशौ (142) ऋणाय दत्वा अवशिष्टक्षेत्रफल (4) वेधसमं दर्शयित्वा अधुना संयुज्यत इति कृत्वा "मुहवास अध्दवग्गजुदा" इत्युक्तं। तत्र मुखव्यासार्धवर्गयुक्त राशि: (146) एक मुरजखण्डस्यैतावति (146) द्वयोस्तया खण्डयो: किमित्यागतेन गुणकारद्वयेन गुण्यत इति दृष्ट्वा "बिगुणा" इत्युक्त। एष द्विहतराशि: (292) वेधेन चतुर्भिरपवर्तितेन (73)। (5) हन्यत इति "वेहेण हदा" इत्युक्त। एतच्छंरवावर्तसर्वक्षेत्रफलं (365) भवति। ___ (TLS, under v. 327, pp. 271-272) This above Sanskrit passage needs exposition especially because Madhavacandra himself did not give any accompanying diagram which would have clarified our doubts. 8. EXPOSITION BY VISUDDHAMATI Aryikā Visuddhamati (1975) has written a useful commentary, in Hindi, on the TLS. In it, she exposes Madhavacandra's above passage with many tiny diagrams. The figure taken by her for a conch is the real, vide Fig. 6. Without disturbing the exposition by Visuddhamati (pp. 273-276) the same with more explanation, well labelled diagrams and inevitable remarks which will be begun with "we would like to" is as follows: The dimension of the deeply sunk conch in the Svayambhūramana ocean is 12 yojanas and the diameter of its circular face is 4 yojanas. This conch is not complete (musical) drum (muraja = mrdamga) in shape. Therefore, if the debt (rna) 2 is added to it there, it becomes a complete drum (sampurnamurajākāra) in shape, vide Fig. 7. Here we would like to make clear that a 12 represents a cuboid of 2 which length, breadth and thickness are 2, 2 and 5/4 yojanas respectively. We would like to call this 12 the first debt (FD). 40 Arhat Vacana, 14(1), 2002 Jain Education International For Private & Personal Use Only www.jainelibrary.org

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