That the superfice of no Visible is so exquisitely smooth, polite, or equal,* 1.1 as not to contain various Inaequalities, i. e. Protuberant and Deprest parts, or certain (Monticuli and Valleculae) small Risings and Fallings: which in some bodies being either larger, or more, are discoverable by the naked intuition of the Eye; and in others, either smaller, or fewer, require the detection of the Microscope.
This is neither Praecarious, nor Conjectural: but warranted by Reason, and autoptical Demonstration. For, if the object assumed be polisht Mar∣ble; since that apparent Tersness in the surface thereof is introduced by the detrition of its grosser inaequalities by Sand, and that Sand is nothing but a multitude of Polyedrical solid Grains, by the acuteness and hardness of their Angles cutting and derasing the more friable particles of the Mar∣ble: it must follow, that each of the grains of Sand must leave an impressi∣on of its edge, and so that the whole superfice must become scarified by innumerable small incisions, variously decussating and intersecting each other. If Steel of a speculary smoothness, such as our com∣mon Chalybeat Mirrours; since the Tersness thereof is artificial, caused by the affriction of Files, which cut only by the acuteness of their teeth, or lineal inaequalities: it is not easie to admit, that they leave no scratches, or exarations on the surface thereof; and where are many Incisions, each whereof must in Latitude respond to the thickness of the Tooth in the File, that made it, there also must