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XII 10
and, in conditions the reader can easily deduce for himself, [5] the aggregate simultaneously possesses reality and one cannot say that it possesses or does not possess reality; or [6] it simultaneously does not possess reality and one cannot say etc. The text further discusses the same topic with regard to aggregates occupying 3, 4, 5, 6 up to o space-units. In all these cases, as a result of further division of the aggregates in question and of introducing āyāo (fem. plur.!), still other possibilities arise, esp. [7] siyā āyā ya no āyā ya avattavvam āyā i ya no āyā i ya. **
appaņo āditthe āyā: sva-paryāyāpekṣayā sati, Abhay.--This text is a complete illustration of the sapta-bhangi theory of Syädvāda; cf. Lehre par. 70 and 77.
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