Hand, are exprest by a short double Line, and are generally inscrib'd, to such a Place, and sometimes the reputed Distance of the said Place in Miles is likewise signify'd by Figures affixt.
5. Capital Towns are describ'd Ichnographically, according to their Form and Ex∣tent; but the Lesser Towns and Villages, with the Mansion Houses, Castles, Churches, Mills, Beacons, Woods, &c. Scenographically, or in Prospect.
6. Bridges are usually noted with a Circular Line like an Arch, but are general∣ly imply'd where the Rivers or Brooks crost are not drawn through the Road.
7. Rivers are Decypher'd by a treble wav'd Line or more, and the lesser Rills or Brooks by a single or double Line, according to their Eminency.
8. Ascents are noted as the Hills in ordinary Maps, Descents e contra, with their Bases upwards.
9. Whatever is posited upon or within the Scroll, is presum'd to bear the same Scale as the Road it self.
10. The several Inclinations of the Road to the one or th' other Hand, are na∣turally express'd accordingly, and the Points of Bearing are Collected from the pe∣culiar Compass of each Scroll, the Flower-de-luce shewing the North; and when a Compass is repeated in the self same Scroll, a straight transverse Line expresses to what Part of the Scroll either of the said Compasses belong.
In the Illustration or Historical Part, respecting the General and Particular History, the first thing occuring is the Point of Bearing from the Initial to the Terminating Town of the Road; wherein We have advisedly vary'd from the Positions of former Maps; The Original of which Compil'd by Mr. Saxton about an Hundred years a-go, were Projected according to the Meridian of the Magnetick Needle (in England) which then vary'd 12 Degrees from North to East; since which, it has gradually inclin'd to the true Meridian, which in England it respected Anno 1658. but in France Anno 1666. and now varies with Us about 3 Degrees 15 Minutes to the West.
Secondly, the Direct Horizontal Distance, by which We understand the nearest Interval between the two Places, which We have cursorily Collected from the Horizontal Protraction of the said Roads, with convenient Deductions for the several Hills and smaller Deflexures of the Way: And upon these two Points, with the included Difference in the Heavens, depends that necessary Investigation of the Quantity of a Degree upon the Superficies of the Earth, which Ptolomy reckons 500 Stadia; Snellius in his Eratosthenes Batavus, almost 67 Miles; Fernelius by the Revolutions of a Wheel, 68 Italian Miles and 96 Paces; Our Mr. Norwood in his Experiment from YORK, more than 69 Miles and an half; the Learned Mr. Oughtred about 66 Miles and a quarter; the Accurate Mr. Picart above 69 Miles, viz. 57064 Toises of Paris of 6 Foot, equal to 365’184 English Feet, and the Vul∣gar Computation only 60 Miles: This, if accurately adjusted, (and We hope much, even from Our own Dimensurations) would conduce infinitely to the Regulation of Latitudes and Longitudes: In the first of Which, some have deviated more than a whole Degree in the Position of Barwick, and others 3 or 4 Degrees in the later, in Asserting the Distance between the Lands-End and North-Foreland.
Thirdly, The Vulgar Computation, which (though variously accounted) We have thought fit should also accompany the Dimensuration, by the Inequality of which, the Peruser may easily observe the Erroneous and Irregular Consequences necessarily following a Dependance thereon, which, in some Parts near equals, in others, an∣swers only 3 quarters, and sometimes but Two Thirds of the Dimensuration; About LONDON the very Roman Miles seeming to be retain'd, but even after 20 Miles distance, resolving into the former Proportions, and not gradually as they are more remote from the City according to Vulgar Belief: Now whence these Computations arose is altogether uncertain, the nearest Conjecture is, that they seem to exclude the whole Length of the Towns, and to be the Distance from the End of one Town to the Beginning of the Next, not regarding the Fractional Parts of a Mile, but taking the lesser Integer, which in a well inhabited Road will come near the Matter.
Lastly, The Tables of Computation and Dimensuration, having Explain'd them in the Printed Relation, pag. 1. We shall onely Illustrate by this Example out of the Aber∣istwith Road: From LONDON to Acton in the Colums under Computation is 6 Miles, under Dimensuration 8 M. 3 F. From Acton to Uxbridg in the 2d. Line of the first