diapering is employed, care must always be taken that the decorative form employed cannot be mistaken for a field either charged or semé.

PARTITION LINES

If there is one subject which the ordinary text-books of armory treat in the manner of classification adapted to an essay on natural history or grammar, with its attendant rigidity of rule, it is the subject of partition lines; and yet the whole subject is more in the nature of a set of explanations which must each be learned on its own merits. The usual lines of partition are themselves well enough known; and it is hardly necessary to elaborate the different variations at any great length. They may, however, be enumerated as follows: Engrailed, embattled, indented, invecked or invected, wavy or undy, nebuly, dancetté, raguly, potenté, dovetailed, and urdy. These are the lines which are recognised by most modern heraldic text-books and generally recapitulated; but we shall have occasion later to refer to others which are very well known, though apparently they have never been included in the classification of partition lines (Fig. 47). Engrailed, as every one knows, is formed by a continuous and concurrent series of small semicircles conjoined each to each, the sharp points formed by the conjunction of the two arcs being placed outwards. This partition line may be employed for the rectilinear charges known as "ordinaries" or "sub-ordinaries." In the bend, pale, pile, cross, chief, and fess, when these are described as engrailed the enclosing lines of the ordinary, other than the edges of the shield, are all composed of these small semicircles with the points turned outwards, and the word "outwards" must be construed as pointing away from the centre of the ordinary when it is depicted. In the case of a chief the points are turned downwards, but it is rather difficult to describe the use of the term when used as a partition line of the field. The only instance I can call to mind where it is so employed is the case of Baird of Ury, the arms of this family being: Per pale engrailed gules and or, a boar passant counterchanged. In this instance the points are turned towards the sinister side of the shield, which would seem to be correct, as, there being no ordinary, they must be outwards from the most important position affected, which in this case undoubtedly is the dexter side of the shield. In the same way "per fess engrailed" would be presumably depicted with the points outwards from the chief line of the shield, that is, they would point downwards; and I should imagine that in "per bend engrailed" the points of the semicircles would again be placed inclined towards the dexter base of the shield, but I may be wrong in these two latter cases, for they are only supposition. This

point, however, which puzzled me much in depicting the arms of Baird of Ury, I could find explained in no text-book upon the subject.

Fig. 47.—Lines of Partition.

The term invected or invecked is the precise opposite of engrailed. It is similarly composed of small semicircles, but the points are turned inwards instead of outwards, so that it is no more than the exact reverse of engrailed, and all the regulations concerning the one need to be observed concerning the other, with the proviso that they are reversed.

The partition line embattled has certain peculiarities of its own. When dividing the field there can be no difficulty about it, inasmuch as the crenellations are equally inwards and outwards from any point, and it should be noted that the term "crenellé" is almost as often used as "embattled." When, however, the term describes an ordinary, certain points have to be borne in mind. The fess or the bar embattled is drawn with the crenellations on the upper side only, the under edge being plain unless the ordinary is described both as "embattled and counter-embattled." Similarly a chevron is only crenellated on the upper edge unless it is described as both embattled and counter-embattled, but a pale embattled is crenellated on both edges as is the cross or saltire. Strictly speaking, a bend embattled is crenellated upon the upper edge only, though with regard to this ordinary there is much laxity of practice. I have never come across a pile embattled; but it would naturally be embattled on both edges. Some writers make a distinction between embattled and bretessed, giving to the former term the meaning that the embattlements on the one side are opposed to the indentations on the other, and using the term bretessed to signify that embattlements are opposite embattlements and indentations opposite indentations. I am doubtful as to the accuracy of this distinction, because the French term bretessé means only counter-embattled.

The terms indented and dancetté need to be considered together, because they differ very little, and only in the fact that whilst indented may be drawn with any number of teeth, dancetté is drawn with a limited number, which is usually three complete teeth in the width of the field. But it should be observed that this rule is not so hard and fast that the necessity of artistic depicting may not modify it slightly. An ordinary which is indented would follow much the same rules as an ordinary which was engrailed, except that the teeth are made by small straight lines for the indentations instead of by small semicircles, and instances can doubtless be found of all the ordinaries qualified by the term indented. Dancetté, however, does not lend itself so readily to general application, and is usually to be found applied to either a fess or chief, or occasionally a bend. In the case of a fess dancetté the indentations on the top and bottom lines are made to fit into each other, so that instead of having a straight band with the edge merely toothed, one gets an up and down zig-zag band with three complete teeth at the top and three complete teeth at the bottom. Whilst a fess, a bar, a bend, and a chief can be found dancetté, I do not see how it would be possible to draw a saltire or a cross dancetté. At any rate the resulting figure would be most ugly, and would appear ill-balanced. A pile and a chevron seem equally impossible, though there does not