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| Alphabetical [« »] chremetes 1 cinders 1 cinnabar 1 circle 57 circles 4 circular 12 circulates 1 | Frequency [« »] 59 rain 58 any 58 where 57 circle 57 do 57 out 57 point | Aristotle Meteorology IntraText - Concordances circle |
Book, Paragraph
1 I, 2| the bodies that move in a circle, and besides this four bodies 2 I, 6| extent of the whole of its circle before it reappears at the 3 I, 6| because the segment of its circle which is above the horizon 4 I, 6| the planets appear in the circle of the zodiac, whereas many 5 I, 6| have been seen outside that circle. Again more comets than 6 I, 7| days about the equinoctial circle (this one had not risen 7 I, 8| used once to move in this circle and that this region was 8 I, 8| this were the reason the circle of the Zodiac ought to be 9 I, 8| can see the whole of this circle (half of it being visible 10 I, 8| a part of it touches the circle of the milky way.~(2) Anaxagoras, 11 I, 8| it is clearly a greatest circle), whereas, since the sun 12 I, 8| constellations included in the circle of the milky way move; and 13 I, 8| to one another. Now the circle of the zodiac dissolves 14 I, 8| its formation. But this circle in which the milky way appears 15 I, 8| our sight is the greatest circle, and its position is such 16 I, 8| the theory is this: In the circle itself the light is stronger 17 I, 8| For if it is found in the circle in which there are most 18 I, 8| and at that point in the circle at which they are densest 19 I, 8| affection in question. The circle and the constellations in 20 I, 8| point is clear. For in this circle alone are the intervals 21 I, 8| way in relation to a whole circle. So if we are to define 22 I, 8| attaching to the greatest circle, and due to the matter secreted". 23 I, 9| chief and first cause is the circle in which the sun moves. 24 I, 9| flowing up and down in a circle and made up partly of air, 25 I, 9| this river that flows in a circle about the earth.~So the 26 II, 2| them come round again in a circle to the original source of 27 II, 5| the other the ever visible circle, their vertex is at the 28 II, 6| sake we have drawn the circle of the horizon, which is 29 II, 6| coincides with the ever visible circle, but not quite.) These winds 30 III, 1| and so the wind forms a circle and eddy. It is prevented 31 III, 1| becomes one, that is, till a circle is formed: for if a figure 32 III, 1| density, first moves in a circle for the reason given and 33 III, 2| often appears as a complete circle: it is seen round the sun 34 III, 2| rainbow never forms a full circle, nor any segment greater 35 III, 2| At sunset and sunrise the circle is smallest and the segment 36 III, 2| the sun rises higher the circle is larger and the segment 37 III, 3| of the halo; why it is a circle and why it appears round 38 III, 3| result is necessarily a circle or a segment of a circle: 39 III, 3| circle or a segment of a circle: for if the lines start 40 III, 3| angle will always lie on a circle.~Let AGB and AZB and ADB 41 III, 3| draw the line it will be a circle and E its centre. Now B 42 III, 3| sun, which is seen as a circle, appearing successively 43 III, 4| of the lamp appears as a circle which is not white but purple. 44 III, 5| The rainbow can never be a circle nor a segment of a circle 45 III, 5| circle nor a segment of a circle greater than a semicircle. 46 III, 5| hemisphere resting on the circle of the horizon, let its 47 III, 5| on the circumference of a circle. If the reflection takes 48 III, 5| setting the segment of the circle above the earth which is 49 III, 5| the sphere will be a great circle. Let it be A (for it makes 50 III, 5| Then I is the pole of the circle on which the lines from 51 III, 5| finally MH to MK.~If, then, a circle be described with I as pole 52 III, 5| Then O is the centre of the circle, half of which, MN, is cut 53 III, 5| before, but the pole I of the circle will be below the horizon 54 III, 5| pole, and the centre of the circle, and the centre of that 55 III, 5| and the centre of that circle (namely HI) which now determines 56 III, 5| KI below the plane of the circle AG determined the position 57 III, 5| pole and the centre of the circle will be.~In the shorter