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相別故,如王與王使。又言實等其體各異,有
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性是同,故與有別。此亦不然。實等真體亦無
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有異,但可功能相等有別。有性亦爾,功用有
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殊,云何定執有異實等?所以者何?俱所知故,
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竝非無故,同有用故,應互相似皆異皆同,是
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故有性非離實等。
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復次今應問彼:法外有性,以何為喻知實有
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耶?若言如一所依實等,其相各別不生數智。
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一數是同能生數智,法與數合名一瓶等。由
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相異故,實等非一,有與法殊,此為同喻。若爾
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瓶等非一智知,體非一故,如二三等。若言瓶
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等體雖非一,而一合故名為一者,是則此一
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雖非瓶等,與瓶等合應名瓶等。為顯此義,故
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次頌曰:
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「若一不名瓶,瓶應不名一。」
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論曰:譬如一數與實等合,不名實等;如是實
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等雖與一合,應不名一。更互相合,義無別故,
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世間不應名一瓶等。或復實等與一合時,為
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成一相?為當不爾?若成一相,應捐實等,一數
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相非實等體故。若捐實等,一數應無,以數必
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依實等成故。若言實等不成一相,應非一智
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一言所了。雖與彼合,體非彼故,如空合人智
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言各別。若如槊等與人合故,雖與人異而得
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人名。其理不然,彼假說故。若言實等名為一
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者,亦是假說;理又不然,無真一故。若言一
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數是真一者,理亦不然,智言同故。若言一數
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遍該實等,實等不爾,故非真一。理亦不然,前
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已破故。謂不應為一智所緣,實等亦應非真
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有異。於實等上起數智言既說為假,於其
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