Mention236335
Download triples| rdf:type | qkg:Mention |
| so:text | he infinite is in capacity. That, however, which is infinite in capacity is not to be assumed as that which is infinite in energy. ...t has its being in capacity, and in division and diminution. ...t is always possible to assume something beyond it. It does not, however, on this account surpass every definite magnitude; as in division it surpasses every definite magnitude, and will be less. (en) |
| so:isPartOf | https://en.wikiquote.org/wiki/Aristotle |
| so:description | Physics (en) |
| qkg:hasContext | qkg:Context116310 |
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Triples where Mention236335 is the object (without rdf:type)
| qkg:Quotation222544 | qkg:hasMention |
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