Dogs in the dead of night, by Mary Pope Osborne
Type
Label
Dogs in the dead of night, by Mary Pope Osborne
Language
eng
Form of composition
not applicable
Format of music
not applicable
Literary text for sound recordings
fiction
Main title
Dogs in the dead of night
Medium
sound recording
Music parts
not applicable
Responsibility statement
by Mary Pope Osborne
Series statement
Merlin mission, 18Magic tree house, #46
Summary
Jack and Annie travel to a monastery in the Swiss Alps where, with the help of St. Bernard dogs and magic, they seek the second of four special objects necessary to break the spell on the wizard Merlin's beloved penguin, Penny
Target audience
primary
Transposition and arrangement
not applicable
Classification
Creator
Subject
- Saint Bernard dog -- Fiction
- Audiobooks on CD
- Time travel -- Juvenile fiction
- Dogs -- Juvenile fiction
- Brothers and sisters -- Fiction
- Dogs -- Fiction
- Switzerland -- History -- 1789-1815 -- Fiction
- Brothers and sisters -- Juvenile fiction
- Magic -- Juvenile fiction
- Magic -- Fiction
- Saint Bernard dog -- Juvenile fiction
- Time travel -- Fiction
- Alps, Swiss (Switzerland) -- History -- 19th century -- Fiction
- Children's audiobooks
- Switzerland -- History -- 1789-1815 -- Juvenile fiction
- Alps, Swiss (Switzerland) -- History -- 19th century -- Juvenile fiction
Incoming Resources
- Has instance1
Outgoing Resources
- Classification1
- Creator1
- Genre2
- Subject16
- Saint Bernard dog -- Fiction
- Audiobooks on CD
- Time travel -- Juvenile fiction
- Dogs -- Juvenile fiction
- Brothers and sisters -- Fiction
- Dogs -- Fiction
- Switzerland -- History -- 1789-1815 -- Fiction
- Brothers and sisters -- Juvenile fiction
- Magic -- Juvenile fiction
- Magic -- Fiction
- Saint Bernard dog -- Juvenile fiction
- Time travel -- Fiction
- Alps, Swiss (Switzerland) -- History -- 19th century -- Fiction
- Children's audiobooks
- Switzerland -- History -- 1789-1815 -- Juvenile fiction
- Alps, Swiss (Switzerland) -- History -- 19th century -- Juvenile fiction
- Is Part Of2