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| | + | | + | | + COLD Counting then from _B_, 2. degrees, toward _A_: you finde it to be _Dry_ in the first degree: So is the _Forme resulting_ of the Mixture of _A_, and _B_, in our example. I will geue you an other example. Suppose, you haue two thinges, as _C_, and _D_: and of _C_, the Heate to be in the 4. degree: and of _D_, the Colde, to be remisse, euen vnto the _Temperament_. Now, for _C_, you take 4: and for _D_, you take a Ciphre: which, added vnto 4, yeldeth onely 4. The middle, or halfe, whereof, is 2. Wherefore the _Forme resulting_ of _C_, and _D_, is Hote in the second degree: for, 2. degrees, accounted from _C_, toward _D_, ende iuste in the 2. degree of heate. Of the third maner, I will geue also an example: which let be this: [Note.] I haue a liquid Medicine whose Qualitie of heate is in the 4. degree exalted: as was _C_, in the example foregoing: and an other liquid Medicine I haue: whose Qualitie, is heate, in the first degree. Of eche of these, I mixt a like quantitie: Subtract here, the lesse from the more: and the residue diuide into two equall partes: whereof, the one part, either added to the lesse, or subtracted from the higher degree, doth produce the degree of the Forme resulting, by this mixture of _C_, and _E_. As, if from 4. ye abate 1. there resteth 3. the halfe of 3. is 1-1/2: Adde to 1. this 1-1/2: you haue 2-1/2. Or subtract from 4. this 1-1/2: you haue likewise 2-1/2 remayning. Which declareth, the _Forme resulting_, to be _Heate_, in the middle of the third degree. [The Second Rule.] "But if the Quantities of two thinges Commixt, be diuerse, and the Intensions (of their Formes Miscible) be in diuerse degrees, and heigthes. (Whether those Formes be of one kinde, or of Contrary kindes, or of a Temperate and a Contrary, _What proportion is of the lesse quantitie to the greater, the same shall be of the difference, which is betwene the degree of the Forme resulting, and the degree of the greater quantitie of the thing miscible, to the difference, which is betwene the same degree of the Forme resulting, and the degree of the lesse quantitie_. As for example. Let two pound of
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