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The Roundell or Spheare.
The most excellent of all the figures Geometrical is the round for his many perfections. First because he is euen & smooth, with∣out any angle, or interruption, most voluble and apt to turne, and to continue motion, which is the author of life: he conteyneth in him the commodious description of euery other figure, & for his ample capacitie doth resemble the world or vniuers, & for his in∣definitenesse hauing no speciall place of beginning nor end, bea∣reth a similitude with God and eternitie. This figure hath three principall partes in his nature and vse much considerable: the cir∣cle, the beame, and the center. The circle is his largest compasse or circumference: the center is his middle and indiuisible point: the beame is a line stretching directly from the circle to the center, & contrariwise from the center to the circle. By this description our maker may fashion his meetre in Roundel, either with the circum∣ference, and that is circlewise, or from the circūference, that is, like a beame, or by the circumference, and that is ouerthwart and dya∣metrally from one side of the circle to the other.
A generall resemblance of the Roundell to God, the world and the Queene.All and whole, and euer, and one, Single, simple, eche where, alone, These be counted as Clerkes can tell, True properties, of the Roundell. His still turning by consequence And change, doe breede both life and sence. Time, measure of stirre and rest, Is also by his course exprest. How swift the circle stirre aboue, His center point doeth neuer moue: All things that euer were or be, Are closde in his concauitie. And though he be, still turnde and tost, No roome there wants nor none is lost. The Roundell hath no bonch or angle, Which may his course stay or entangle. The furthest part of all his spheare,