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Even on so poor a line of distinction as the "woman's column" offers, if women are to be kept to their four Ks, there should be a "men's column" also; and all the "sporting news" and fish stories be put in that; they are not world interests; they are male interests. Now for the main branch the Love Story.

"Oh poor B ks, oh poor B ks, Still condemned to the ranks, Nor e'en yet from a private promoted; Pitt ne'er will relent, Though he knows you repent, Having once or twice honestly voted, Poor B ks, Having once or twice honestly voted."

And this operates so that all the parts of the wave of light DN, coming to meet the surface KDE, will advance thence along parallels to KS and will arrive at this straight line at the same time; of which the proof is again the same as that which served for the first oval.

Also, he starts in Ionic, but very soon, for no apparent reason, abandons it for every-day Greek, still keeping the Ionic es and ks and ous, but otherwise writing like ordinary people rather too ordinary, indeed. Perhaps I should balance him with a philosophic historian; this gentleman's name I will conceal, and merely indicate his attitude, as revealed in a recent publication at Corinth.

Again, if one supposes the point B to be infinitely distant, in lieu of our first oval we shall find that CDE is a true Hyperbola; which will make those rays become parallel which come from the point A. And in consequence also those which are parallel within the transparent body will be collected outside at the point A. Now it must be remarked that CX and KS become straight lines perpendicular to BA, because they represent arcs of circles the centre of which is infinitely distant.

In order to show further that the surfaces, which these curves will generate by revolution, will direct all the rays which reach them from the point A in such wise that they tend towards B, let there be supposed a point K in the curve, farther from D than C is, but such that the straight line AK falls from outside upon the curve which serves for the refraction; and from the centre B let the arc KS be described, cutting BD at S, and the straight line CB at R; and from the centre A describe the arc DN meeting AK at N.

"Rhoda sent me a postal asking me to write her a po-em full of Ks or Xs or Ws, just so as she could get the Ls out of her head, and " "Perry!" I broke right into his story and seized the lapel of his waistcoat as though he were my dearest friend. "My girl is going by the school-house door this very minute. Now you help me. Take the school for the rest of the afternoon." "Your girl?" cried Perry.

Kimball had arranged to have one whole column of Ks to draw attention to his dried apples, an' he's goin' to give it up for the occasion an' let Elijah write a Extra about the cause of the delay, for that's really all the late news there is.

If then through the point K one now draws KS parallel to Gg, which will be parallel also to QX, the tangent to the Ellipse QGq at Q; and if one conceives a plane passing through KS and touching the spheroid, the point of contact will necessarily be in the Ellipse QMq, because this plane through KS, as well as the plane which touches the spheroid at the point M, are parallel to QX, the tangent of the spheroid: for this consequence will be demonstrated at the end of this Treatise.

Since the sums of the times along AK, KB, and along AC, CB are equal, if from the former sum one deducts the time along KB, and if from the other one deducts the time along RB, there will remain the time along AK as equal to the time along the two parts AC, CR. Consequently in the time that the light has come along AK it will also have come along AC and will in addition have made, in the medium from the centre C, a partial spherical wave, having a semi-diameter equal to CR. And this wave will necessarily touch the circumference KS at R, since CB cuts this circumference at right angles.