On Rusthall Common is the famous Toad Rock, which is to Tunbridge Wells what Thorwaldsen's lion is to Lucerne, and the Leaning Tower to Pisa. Lucerne's lion emerged from the stone under the sculptor's mallet and chisel, but the Rusthall monster was evolved by natural processes, and it is a toad only by courtesy. An inland rock is, however, to most English people so rare an object that Rusthall has almost as many pilgrims as Stonehenge. The Toad is free; the High Rocks, however, which are a mile distant, cannot be inspected by the curious for less than sixpence. One must pass through a turnstile before these wonders are accessible. Rocks in themselves having insufficient drawing power, as the dramatic critics say, a maze has been added, together with swings, a seesaw, arbours, a croquet lawn, and all the proper adjuncts of a natural phenomenon. The effect is to make the rocks appear more unreal than any rocks ever seen upon the stage. Freed from their pleasure-garden surroundings they would become beautifully wild and romantic and tropically un-English; but as it is, with their notice boards and bridges, they are disappointing, except of course to children. They are no disappointment to children; indeed, they go far to make Tunbridge Wells a children's wonderland. There is no kind of dramatic game to which the High Rocks would not make the best background. Finer rocks, because more remote and free from labels and tea rooms, are those known as Penn's Rocks, three miles in the south-west, in a beautiful valley.
Eridge, whither all visitors to Tunbridge Wells must at one time or another drive, is the seat of the Marquis of Abergavenny, whose imposing A, tied, like a dressing gown, with heavy tassels, is embossed on every cottage for miles around. In character the park resembles Ashburnham, while in extent it vies with the great parks of the south-west, Arundel, Goodwood and Petworth; but it has none of their spacious coolnesses. Yet Eridge Park has joys that these others know not of—brake fern four feet high, and the conical hill on