| Fig. | Page | |
|---|---|---|
| 118 . | Another diagram of two conjoined soap-bubbles | 313 |
| 119 . | A froth of bubbles, shewing its outer or ãepidermalã layer | 314 |
| 120 . | A tetrahedron, or tetrahedral system, shewing its centre of symmetry | 317 |
| 121 . | A group of hexagonal cells (Bonanni) | 319 |
| 122 ,ã3. | Artificial cellular tissues (Leduc) | 320 |
| 124 . | Epidermis of Girardia (Goebel) | 321 |
| 125 . | Soap-froth, and the same under compression (Rhumbler) | 322 |
| 126 . | Epidermal cells of Elodea canadensis (Berthold) | 322 |
| 127 . | Lithostrotion Martini (Nicholson) | 325 |
| 128 . | Cyathophyllum hexagonum (Nicholson, after Zittel) | 325 |
| 129 . | Arachnophyllum pentagonum (Nicholson) | 326 |
| 130 . | Heliolites (Woods) | 326 |
| 131 . | Confluent septa in Thamnastraea and Comoseris (Nicholson, after Zittel) | 327 |
| 132 . | Geometrical construction of a beeãs cell | 330 |
| 133 . | Stellate cells in the pith of a rush; diagrammatic | 335 |
| 134 . | Diagram of soap-films formed in a cubical wire skeleton (Plateau) | 337 |
| 135 . | Polar furrows in systems of four soap-bubbles (Robert) | 341 |
| 136 ã8. | Diagrams illustrating the division of a cube by partitions of minimal area | 347ã50 |
| 139 . | Cells from hairs of Sphacelaria (Berthold) | 351 |
| 140 . | The bisection of an isosceles triangle by minimal partitions | 353 |
| 141 . | The similar partitioning of spheroidal and conical cells | 353 |
| 142 . | S-shaped partitions from cells of algae and mosses (Reinke and others) | 355 |
| 143 . | Diagrammatic explanation of the S-shaped partitions | 356 |
| 144 . | Development of Erythrotrichia (Berthold) | 359 |
| 145 . | Periclinal, anticlinal and radial partitioning of a quadrant | 359 |
| 146 . | Construction for the minimal partitioning of a quadrant | 361 |
| 147 . | Another diagram of anticlinal and periclinal partitions | 362 |
| 148 . | Mode of segmentation of an artificially flattened frogãs egg (Roux) | 363 |
| 149 . | The bisection, by minimal partitions, of a prism of small angle | 364 |
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