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Experiment II.
WE took another Tube, containing in length from the Superficies of the external Quicksil∣ver into which we immers'd it (for so we measure all our Lengths) about 26. inches, containing equal divi∣sions of space, 31. and about an half, represented here by AB, which we fill'd so with Quicksilver, that be∣ing revers'd and stop'd at B, there remain'd 9. divisi∣ons fill'd with Ayr from A to E: then the Quicksil∣ver being left at liberty to fall down into a dish under∣neath, it fell near to the mark 18 to l. So that the Ayr dilated, fill'd the Space A l, containing of these divisions 17/8, and then the Cylinder l B was in per∣pendicular height 13/86. inches.
We brought this Tube, with the same Mountain-Ayr in it, by the help of a long Tube of wood, having a dish fastned to the open end of it, and both full of Quicksilver, into which we put our Tube, AB, (which Instrument you have here represented) and at the bot∣tom of the Hill the Quicksilver rose up unto the mark m, under the 17. division. So that the Ayr dilated, fill'd of the equal parts 17/35, and the Quicksilver in B was in height 14/31. inches.
Then we put out this Mountain-Ayr, and let into the Tube the same quantity of Valley-Ayr, which fill'd the part A E, containing also 9. of the equal divisions aforesaid; and then the end of the Tube B opened the Ayr dilated to the mark n. So that it contain'd 17/58. parts, and the Quicksilver in perpendicular height, 14/2.