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Alphabetical    [«  »]
movements 7
movent 98
movent-that 1
movents 12
mover 15
moves 72
moving 34
Frequency    [«  »]
12 lines
12 long
12 making
12 movents
12 physicist
12 results
12 special
Aristotle
Physics

IntraText - Concordances

movents

   Book, Paragraph
1 VII, 1 | each of the other moved movents are simultaneous. Let us 2 VII, 1 | be finite. But since the movents and the things moved are 3 VII, 1 | the things moved and the movents must be continuous or in 4 VIII, 5 | be an infinite series of movents, each of which is itself 5 VIII, 5 | accidental attribute of the movents in question, so that each 6 VIII, 5 | is moved by a series of movents, that which is earlier in 7 VIII, 6 | whereas the sum of these movents is infinite and they do 8 VIII, 6 | the motion of the other movents, while they are the causes 9 VIII, 6 | plurality of such eternal movents. We ought, however, to suppose 10 VIII, 6 | principles operative in movents. Now it is evident that 11 VIII, 6 | to the class of unmoved movents that are also themselves 12 VIII, 10| one movent but a number of movents consecutive with one another:


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