Great Kabbalistic Art — Hartmann Schopper, 1564-1569

twenty, or twenty-one words you see it consists, compose the cells up to the second after the seventh Ten likely 72 cells.

If finally from the twenty-second up to the twenty-eighth, if the quantity of your words is included there, each Area of the Rhomboid will delineate even eighty-eight cells through the Ninth Ten possibly 98 or 88 cells, as clearly appears in the following Demonstrations.

The First Diagram of Rhomboids serving where the query is contained in five or six words.

A diagram shows a rhomboid grid. The upper half of the grid contains six numbered cells arranged in three rows: the first row has cell 1, the second has cells 2 and 3, and the third has cells 4, 5, and 6. The lower half of the diamond remains empty.

The Second Demonstration of Rhomboids, which serves petitions formed of seven, eight, nine, or ten words.

A larger rhomboid grid is depicted. The upper half contains ten numbered cells arranged in four rows: Row 1 contains cell 1; Row 2 contains cells 2 and 3; Row 3 contains cells 4, 5, and 6; and Row 4 contains cells 7, 8, 9, and 10. The lower half of the grid is empty.

The Third Scheme of Rhomboids, when the query consists of eleven, twelve, thirteen, fourteen, or fifteen words.

A rhomboid grid is shown with five rows of numbered cells in the upper half, containing numbers from 1 to 15. The lower half of the grid remains empty.

The fourth is to be delineated thus whenever your query is inscribed with the 16th, 17th, 18th, 19th, 20th, or 21st word.

A rhomboid grid features six rows of numbered cells in its upper half, containing numbers 1 through 21. The lower half of the grid is empty.

The last Delineation of Rhomboids, when your petition is composed of the 22nd, 23rd, 24th, 25th, 26th, 27th, or 28th word.

The largest rhomboid grid is presented, featuring seven rows of numbered cells in the upper half, containing numbers 1 to 28. The lower half of the grid is empty.

Furthermore, it should be known that for any petition, double Rhomboids must be formed, and the distance between them will be as great as the width of one Rhomboid. I say this not because a greater or lesser distance between them changes anything, but so that it may recognize symmetries and sepulchra receptacles or "tombs" for numbers as well. Then it should be known that the Rhomboid placed on the right side is named the Right; that which is drawn from the left you will call the Left.