Rising Power
Rising Power was a special release compilation album from Australian heavy metal band Dungeon. It was released in Japan in 2003 by Metal Warriors to promote the band's tour there, and was also given a limited release in Australia. The album featured a remix of the A Rise to Power track "Insanity's Fall" and newly recorded versions of the Resurrection album tracks "Resurrection" and "Paradise" featuring bass tracks by McDonald.
- For the international relations terminology, see Emerging power.
| Rising Power | ||||
|---|---|---|---|---|
 | ||||
| Compilation album by | ||||
| Released | 2003 | |||
| Genre | Heavy metal, Power metal | |||
| Label | Metal Warriors | |||
| Producer | Lord Tim | |||
| Dungeon chronology | ||||
| ||||
Track listing
| No. | Title | Writer(s) | Length |
|---|---|---|---|
| 1. | "Insanity's Fall (video mix)" | Tim Grose/Dale Corney/Steve Moore | |
| 2. | "Lost in the Light" | Tim Grose/Brendan McDonald/Steve Moore | |
| 3. | "Resurrection" | Tim Grose/Steve Moore | |
| 4. | "No Way Out (remix)" | Dale Corney | |
| 5. | "Paradise" | Dale Corney/Tim Grose | |
| 6. | "Call Me" | Debbie Harry/Giorgio Moroder | |
| 7. | "Wild Child" | Blackie Lawless | |
| 8. | "Hold the Line" | David Paich | |
| 9. | "Caught Somewhere in Time" | Steve Harris |
Credits
- Lord Tim - vocals, guitar, keyboards
- Stu Marshall - guitar, vocals
- Steve Moore - drums, vocals
- Brendan McDonald - bass, vocals
- Dale Corney - guitar (track 9)
gollark: I think I'm "working on" a search thing vaguely similar to Recoll but ideally faster, personal wiki software, 4D tic-tac-toe (without multiversal time travel), and inevitably other stuff I forgot.
gollark: Of course, I have no specifications or willingness to pay anyone anything whatsoever to develop these, so basically you would just have to spend vast amounts of time guessing what I wanted.
gollark: I need something like 19712984 custom things made and I can't be bothered to do most of them. Here is an illustrative diagram.
gollark: I could offload my unfinished software projects for you.
gollark: I don't actually know anything about Laplace transforms beyond that you can use them to do certain differential equations easily, and they're vaguely like more generalized Fourier transforms.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.