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366 For more detailed calculations see a paper by 〜H.M.〝 [? H. Munro], in Q. J. M. S. VI, p. 83, 1858.

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367 Cf. Hartog, The Dual Force of the Dividing Cell, Science Progress (n.s.), I, Oct. 1907, and other papers. Also Baltzer, Ueber mehrpolige Mitosen bei Seeigeleiern, Inaug. Diss. 1908.

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368 Observations sur les Abeilles, Mûˋm. Acad. Sc. Paris, 1712, p. 299.

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369 As explained by Leslie Ellis, in his essay 〜On the Form of Bees〙 Cells,〝 in Mathematical and other Writings, 1853, p. 353; cf. O. Terquem, Nouv. Ann. Math. 1856, p. 178.

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370 Phil. Trans. XLII, 1743, pp. 565〓571.

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371 Mûˋm. de l〙Acad. de Berlin, 1781.

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372 Cf. Gregory, Examples, p. 106, Wood〙s Homes without Hands, 1865, p. 428, Mach, Science of Mechanics, 1902, p. 453, etc., etc.

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373 Origin of Species, ch. VIII (6th ed., p. 221). The cells of various bees, humble-bees and social wasps have been described and mathôÙeôÙmatôÙiôÙcally investigated by K. Mû¥llenhoff, Pflû¥ger〙s Archiv XXXII, p. 589, 1883; but his many interesting results are too complex to epitomise. For figures of various nests and combs see (e.g.) von Bû¥ttel-Reepen, Biol. Centralbl. XXXIII, pp. 4, 89, 129, 183, 1903.

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374 Darwin had a somewhat similar idea, though he allowed more play to the bee〙s instinct or conscious intention. Thus, when he noticed certain half-completed cell-walls to be concave on one side and convex on the other, but to become perfectly flat when restored for a short time to the hive, he says: 〜It was absolutely impossible, from the extreme thinness of the little plate, that they could have effected this by gnawing away the convex side; and I suspect that the bees in such cases stand on opposite sides and push and bend the ductile and warm wax (which as I have tried is easily done) into its proper intermediate plane, and thus flatten it.〝

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