Fallen (Toyah song)

"Fallen" is the 24th single by the British rock singer Toyah Willcox, released on 18 September 2011. The song is a collaboration with British dance music producer Paul Masterson, also known as Yomanda, and features lyrics written by Toyah.

Recording

The track started life as an instrumental piece by Masterson, who sent the track to Toyah and asked if she would record a vocal for it. In an interview on Gaydar Radio, he said "...we hadn't actually met until the day of recording the vocals. We spoke on email and we recorded the vocals down at Dave Pemberton's studio in Essex. It was a great day. Very, very relaxed. It was a bit nervous at first, obviously meeting Toyah but it was a very good day. It took about three hours and all done, pretty much, in one take. Great day all round really."

Track listing

Personnel

References

Fallen (Fields of the Nephilim album)

Fallen is the fourth studio album by Fields of the Nephilim, released after an eleven-year hiatus. None of the original band-members aside from vocalist Carl McCoy appear on the album, and upon release, the band's website described the disc as an unauthorized cash-in of unreleased demos, "pilfered" by the label.

Track listing

Bonus Live Disc (digi-pack edition) 25:41

recorded live at the Town & Country Club, London, May 1988; taken from the Forever Remain

Bonus Disc (strictly limited edition) 15:48

References

External links

List of Transformers: Cybertron episodes

The following is a list of episodes in the Transformers series, Transformers: Cybertron. It chronicles the adventures of the Autobots, as they battle the Decepticons and attempt to claim the four Cyber Planet Keys.

The series uses four pieces of theme music. For the first twenty-seven episodes of the series "Call You - Kimi to Boku no Mirai [The Future of You and I]" by Shinji Kakijima is used for the opening theme and "Itsumo" by Tomoka Issei is used for the ending theme. The remaining episodes use "Ignition!" by CHINO for the opening theme and "Growing Up" by Shinji Kakijima for the Ending theme. In the English dub of the series, all of the original ending themes are removed, with the song "Transformers: Cybertron Theme" by Paul Oakenfold used for both the opening and ending in all episodes.

First story arc: episodes 1-13

Second story arc: episodes 14-26

Third story arc: episodes 27-39

Fourth story arc: episodes 40-51

Trees (comics)

Trees is a science fiction comic book series by Warren Ellis and Jason Howard, published by American company Image Comics. The first issue was published May 28, 2014. The narrative begins ten years after the arrival of massive and silent alien presences who stand on the surface of the earth like the "Trees" of the title, not moving and seeming to take no account of human life and society.

Plot

The narrative is divided into several points of view, all centered on the landing site of one of the Trees. Such locations include Rio de Janeiro, Mogadishu, New York City, "The City of Shu", (likely named after the ancient State of Shu located in what is now Sichuan, China), and Spitsbergen.

Reception

While ongoing, the series has so far been positively reviewed.

References

Tree (disambiguation)

A tree is a perennial woody plant.

Tree or trees may also refer to:

Information representation

Mathematics

Computing

2–3–4 tree

In computer science, a 2–3–4 tree (also called a 2–4 tree) is a self-balancing data structure that is commonly used to implement dictionaries. The numbers mean a tree where every node with children (internal node) has either two, three, or four child nodes:

2-node

2-node

3-node

3-node

4-node

4-node

2–3–4 trees are B-trees of order 4; like B-trees in general, they can search, insert and delete in O(log n) time. One property of a 2–3–4 tree is that all external nodes are at the same depth.

2–3–4 trees are an isometry of red–black trees, meaning that they are equivalent data structures. In other words, for every 2–3–4 tree, there exists at least one red–black tree with data elements in the same order. Moreover, insertion and deletion operations on 2–3–4 trees that cause node expansions, splits and merges are equivalent to the color-flipping and rotations in red–black trees. Introductions to red–black trees usually introduce 2–3–4 trees first, because they are conceptually simpler. 2–3–4 trees, however, can be difficult to implement in most programming languages because of the large number of special cases involved in operations on the tree. Red–black trees are simpler to implement, so tend to be used instead.