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This is a hand-edited transcription produced from Scans by Bayerische Staatsbibliothek using OCRmyPDF and translated with GPT4 via ChatGPT

CHAPTER TEN

DESCRIPTION OF DIFFERENT FIGURES, through which the straight, circular, and mixed lines that can be considered, both from the movement of the body and the Sword, are shown. Their use is of utmost importance for the true understanding of the Art of Fencing.

First Figure, Plate Four.

Let’s assume that with the length of the Sword A.B., which is four feet, a circle B.C.D.E. is described on the ground, whose center is point A. The circumference that is described with the tip of the Sword, moving around the pommel that is at point A, will be a very mysterious circle in Fencing because it determines the distance that should exist between the two fighters, which is from point D. to point B. being eight geometric feet; and this Circle will be called the Common Circle, because in it the opponent has as much jurisdiction as the Fencer; and if the Fencer is in D. and his opponent in B. having equal or marked Swords, they will have chosen a midpoint of proportion, as is demonstrated by the two figures of this fourth Plate.

Second Figure, Plate Four

This same circle, which has been explained, shows the jurisdiction of each of the two fighters, because if each one places the pommel of the Sword at the end of the Diameter that corresponds to him, and each forms his own particular circle, he will see the jurisdiction he has in this common circle to make his moves, because we will show that they cannot be greater without discomposing the body. This is what is made evident by this second figure with the three circles, one with its common center between the two fighters, and the other two have their center at the end of the common Diameter C.D.

The two particular circles each contain within them three other concentric circles, which are caused by the revolution of the divisions of the Sword. For greater ease (although others imagine it divided into 12 parts), we consider it divided into four parts, each one being a third, or a geometric foot, which is the same, as demonstrated both by the preceding figure and by this one.

In each of these circles, either of the two fighters can make his moves in the way he wishes, because the quantity of its Semidiameter, which is the length of the Sword, determines the size of the move that either of the two fighters can make without discomposing the body. And although the movements that each can make, moving from the center to the circumference, seem infinite (since there are infinite lines that can be drawn to it from the center), given that sailors, despite having such a vast horizon, only consider 32 directions to steer their ship and take it to any part of the world; we will be satisfied with eight, since the circle in which the fencer moves is very limited. Each of these directions serves to make his moves and has its own particular name, as will be verified by the third figure, which we will explain very clearly in this way.

Third Figure, through which the straight movements or steps that the body can make on the lower plane are made evident.

The same circles described in the previous figure are drawn here, with the concentric circles divided into eight semidiameters, as represented by this third figure. Through it, one will understand the straight steps, assuming the fencer is positioned in the center at letter A, taking his steps in this manner.

The step taken along the line A.B., which goes straight to his opponent (whom we also assume is positioned at letter B), will be called ‘straight.’ The step taken along the line A.F., moving backward, will be called ‘alien’ or ‘strange.’ The step taken along the line A.C. will be called ‘transversal to his left hand.’ The step taken along the line A.I. will be ‘transversal to his right hand.’ The step taken along the line A.D. will be ‘trepidation to the right hand.’ The step taken along the line A.H. will be ‘trepidation to the left hand.’ The steps taken along the lines A.E-A.G. will be called ‘trepidation, and strange, to the right or left hand.’ The use of each of these steps will be explained in its place.

Plate four of the second book.