8/12/2019 sotkc3aterms of theory of anumna

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extrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits a

extrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.

This means, couched in technical terms of theory of anumna, i ts target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is the

conclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits a

8/12/2019 sotkc3aterms of theory of anumna

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extrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, its target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target is theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits aextrapolation from otherwise effective regularities to a particular case in point.This means, couched in technical terms of theory of anumna, i ts target i s theconclusion that some particular object functioning as the paka in a pertinentinference must exhibit a particular sdhya-property given (1) that it in fact exhibits a