
The Oak and the Ram
core novel 1973 The Eternal Champion
Record
| First published | 1973 |
|---|---|
| Original language | |
| Work type | novel |
| Canon status | core |
| Reader rating | 3.85 (1,527 ratings, collected 2026-09-13) |
| Page count | 160 |
| First-edition ISBN | 9780583129855 |
| Internal chronology | 5 |
Synopsis
The Oak and the Ram, the second book of the Silver Hand trilogy, follows a more seasoned and battle-tested Corum after his early successes against the Fhoi Myore have shown the Mabden kingdoms that the giant invaders can indeed be defeated. When the Mabden's High King Amergin is captured, the disunited kingdoms lose the figure needed to rally them into a single resistance, and Corum sets out to rescue him while also seeking two further Sidhi artifacts, the Golden Oak and the Silvern Ram, needed to continue the fight. As the conflict widens from a single kingdom's struggle into a threat facing all Mabden lands, Corum works alongside both allies from the earlier books and new companions, all while troubled by a prophecy vague enough that he cannot act to avoid it, yet specific enough to worry him deeply.
Where it sits
- Universe: The Eternal Champion
- Series: The Silver Hand Trilogy core; position 2 of 3 in the series' recorded order
- Author: Michael Moorcock
Notes
- From the series record (The Silver Hand Trilogy): Corum's second trilogy, set generations after the Swords Trilogy.
Neighbouring works
Publication order and internal chronology are tracked as two separate orderings and are never conflated: a book's place in one says nothing about its place in the other.
- Publication order, within the series The Silver Hand Trilogy: position 2 of 3: previous The Bull and the Spear (1973) · next The Sword and the Stallion (1974)
- Internal chronology, within The Eternal Champion: position 19 of 30: previous The Weird of the White Wolf (1977) · next Count Brass (1973)
Sources
← The Eternal Champion dossier · All universes
Part of the Library. Fields without an identified source are omitted, never guessed.