| Preface |
| THE SEVEN FOLLIES OF SCIENCE |
| PAGE |
| Introductory Note | [1] |
| I | Squaring the Circle | [9] |
| II | The Duplication of the Cube | [30] |
| III | The Trisection of an Angle | [33] |
| IV | Perpetual Motion | [36] |
| V | The Transmutation of Metals—Alchemy | [79] |
| VI | The Fixation of Mercury | [92] |
| VII | The Universal Medicine and the Elixir of Life | [95] |
| ADDITIONAL FOLLIES |
| Perpetual or Ever-burning Lamps | [100] |
| The Alkahest or Universal Solvent | [104] |
| Palingenesy | [106] |
| The Powder of Sympathy | [111] |
| A SMALL BUDGET OF PARADOXES, ILLUSIONS, AND MARVELS (WITH APOLOGIES TO PROFESSOR DE MORGAN) |
| The Fourth Dimension | [117] |
| How a Space may be apparently Enlarged by merely changing its Shape | [126] |
| Can a Man Lift Himself by the Straps of his Boots? | [128] |
| How a Spider Lifted a Snake | [130] |
| How the Shadow may be made to move backward on the Sun-dial | [133] |
| How a Watch may be used as a Compass | [134] |
| Micrography or Minute Writing. Writing so fine that the whole Bible, if written in characters of the same size, might be inscribed twenty-two times on a square inch | [136] |
| Illusions of the Senses | [149] |
| Taste and Smell | [150] |
| Sense of Heat | [150] |
| Sense of Hearing | [150] |
| Sense of Touch—One Thing Appearing as Two | [151] |
| How Objects may be apparently Seen through a Hole in the Hand | [156] |
| How to See (apparently) through a Solid Brick | [158] |
| CURIOUS ARITHMETICAL PROBLEMS |
| The Chess-board Problem | [163] |
| The Nail Problem | [164] |
| A Question of Population | [165] |
| How to Become a Millionaire | [166] |
| The Actual Cost and Present Value of the First Folio Shakespeare | [168] |
| Arithmetical Puzzles | [170] |
| Archimedes and His Fulcrum | [171] |