Samantha912/NLP_A2_WTH huggingface dataset:
Once Upon a Time is a 1944 American comedy fantasy film involving a dancing caterpillar who lives in a small box. Cary Grant plays a conniving showman who desperately needs money to save his theater. The film was based on a 1940 radio play called "My Client Curley",  adapted by Norman Corwin from a magazine story by Lucille Fletcher.

Plot
Jerry Flynn has to come up with $100,000 within a week to keep his theater. By chance, youngster Arthur "Pinky" Thompson shows him "Curly" (the original title of the film), a caterpillar that gets up on its tail and dances when Pinky plays "Yes Sir, That's My Baby" on his harmonica. Pinky refuses to let Jerry buy his friend, so they become partners. The boy is an orphan being raised by his showgirl sister Jeannie, so he soon becomes very attached to Jerry, as does his sister.

Jerry is soon publicizing Curly, managing to generate a nationwide sensation. Brandt, a suspicious reporter who has been feuding with Jerry, brings in scientists to examine Curly. To his great disappointment, the caterpillar turns out to be genuine. When the scientists want to keep Curly for further research (and later dissection), it causes a national uproar, with people divided in their opinions.

Meanwhile, behind Pinky's back, Jerry negotiates to sell Curly to Walt Disney, finally getting his price of $100,000. Jerry orders his assistant, the "Moke", to steal Curly while Pinky is asleep, but the boy wakes up and takes Curly home. Jerry confronts a heartbroken Pinky and gets the insect, but is so ashamed of himself that he leaves the apartment without Curly.

Later, Curly goes missing. Meanwhile, knowing that Jerry and Pinky miss each other, the Moke arranges with the boys of the various Curly fan clubs that have sprung up to get them back together. After their happy reconciliation, Jerry discovers that Curly has transformed into a butterfly.

Cast
 Cary Grant as Jerry Flynn
 Janet Blair as Jeannie Thompson
 James Gleason as McGillicuddy aka The Moke
 Ted Donaldson as Arthur "Pinky" Thompson
 William Demarest as Brandt

Production
The film's working titles were Curly, My Friend Curly, My Client Curly and Yes Sir, That's My Baby.

See also
 One Froggy Evening, a 1955 Warner Bros. cartoon about a frog that both sings and dances
 Sametka, a 1967 animated short by Zdeněk Miler based on the film.

References

External links
 
 
 
 

1944 films
1940s fantasy comedy films
American fantasy comedy films
American black-and-white films
Columbia Pictures films
Films about orphans
Films directed by Alexander Hall
Films scored by Friedrich Hollaender
1944 comedy films
Films based on radio series
1940s American films
Wah wah or wah-wah or variants may refer to:

Places
 Wah Wah Mountains, a north-south trending range in west-central Utah
 Wah Wah Valley, an endorheic valley within the Basin and Range of west-central Utah

Music
 Wah-wah (music), a musical special effect to produce voice-like tones
 Wah-wah pedal, a guitar effects pedal that produces these tones
 Wah Wah (album), a 1994 album by James
 Wah Wah, a 1986 album by The Quick
 "Wah-Wah" (song), a 1970 song by George Harrison from All Things Must Pass
 "Wah Wah", a 1994 song by Jimmy Page and Robert Plant from No Quarter
"Wah Wah", a 2016 song by King Gizzard & the Lizard Wizard from Nonagon infinity

Other
 Wah-Wah (film), a 2005 film by Richard E. Grant

See also 
 Wawa (disambiguation)
 Wah (disambiguation)
The Toyota Fuel Cell Hybrid Vehicle-Advanced (FCHV-adv) is a fuel cell vehicle based on the first generation Toyota FCHV.

The proposed FCHV-adv uses four hydrogen fuel tanks, which store high-pressure compressed hydrogen at up to 70 MPa (10,153 psi/700 bar) and feed it into a fuel stack to produce electricity via a chemical reaction between hydrogen and oxygen. This electricity then powers an electric motor, capable of 90 kW (122 ps/121 hp) and 260 Nm (26.5 kgf/192 lb·ft) of torque, and charges a nickel–metal hydride battery. Cruising range is approximately 760 km (472 mi) to 830 km (516 mi), and top speed is stated to be 155 km/h (96 mph).

Between 2010 and 2013, Toyota wanted to introduce over 100 FCHV-adv vehicles to "universities, private companies and government agencies as well as government agencies in both California and New York." This, in Toyota's opinion, would allow infrastructure for fuel cell technology to grow until the market release in 2015.

On September 1, 2008, Toyota began leasing FCHV-adv vehicles to the Japanese Ministry of the Environment for /month for 30 months.

On June 4, 2014, Toyota announced plans to begin production of Toyota Mirai fuel cell vehicles by mid-December 2014. The Mirai launched in the US on October 21, 2015.

References

Fuel cell vehicles
André Hekking (20 July 186614 December 1925) was a French cellist.

Born in Bordeaux, he studied with Charles Auguste de Bériot, touring Spain at fifteen.  In 1909, he settled in Paris to become a teacher of the cello, having in the meantime gained a reputation throughout Europe as a virtuoso.  He joined the faculty of the Conservatoire de Paris in 1918 and became a professor a year later.  He also taught at the American Conservatory in Fontainebleau.

Among his notable pupils were the cellists Juan Ruiz Casaux, Charles Houdret, and Grace Vamos.

He died in Paris.

Hekking was the cousin of Gérard Hekking and the nephew of Anton Hekking, both cellists.

References
David Ewen, Encyclopedia of Concert Music.  New York; Hill and Wang, 1959.

External links

1866 births
1925 deaths
French classical cellists
French music educators
Cello pedagogues
Musicians from Bordeaux
Academic staff of the Conservatoire de Paris
Knights of the Legion of Honour
A Topological Picturebook is a book on mathematical visualization in low-dimensional topology by George K. Francis. It was originally published by Springer in 1987, and reprinted in paperback in 2007. The Basic Library List Committee of the Mathematical Association of America has recommended its inclusion in undergraduate mathematics libraries.

Topics
Although the book includes some computer-generated images, most of it is centered on hand drawing techniques. After an introductory chapter on topological surfaces, the cusps in the outlines of surfaces formed when viewing them from certain angles, and the self-intersections of immersed surfaces, the next two chapters are centered on drawing techniques: chapter two concerns ink, paper, cross-hatching, and shading techniques for indicating the curvature of surfaces, while chapter three provides some basic techniques of graphical perspective.

The remaining five chapters of the book provide case studies of different visualization problems in mathematics, called by the book "picture stories". The mathematical topics visualized in these chapters include the Penrose triangle and related optical illusions; the Roman surface and Boy's surface, two different immersions of the projective plane, and deformations between them; sphere eversion and the Morin surface; group theory, the mapping class groups of surfaces, and the braid groups; and knot theory, Seifert surfaces, the Hopf fibration of space by linked circles, and the construction of knot complements by gluing polyhedra.

Audience and reception
Reviewer Athanase Papadopoulos calls the book "a drawing manual for mathematicians". However, reviewer Dave Auckly disagrees, writing that, although the book explains the principles of Francis's own visualizations, it is not really a practical guide to constructing visualizations more generally. Auckly also calls the chapter on perspective "a bizarre mix of mathematical formulas and artistic constructions". Nevertheless, he reviews it positively as "mathematics book loaded with pictures", aimed at undergraduates interested in mathematics.

More generally, Bill Satzer suggests that the book can provide inspiration for other mathematical illustrators, and for how mathematics is taught and imagined, and Dušan Repovš sees the book as an encouragement to professional mathematicians to more heavily illustrate their work. Jeffrey Weeks sees the book as an embodiment of the principle that abstract mathematical results can often be best appreciated through concrete examples. Thomas Banchoff writes that most readers from a general audience will be "captivated" by the intricate artworks of the book, and professional mathematicians will find sufficient depth in its explanation of these works. However, Weeks writes that the book fails at another stated purpose, allowing artists to appreciate the mathematics behind the artworks it presents, because the mathematics is too advanced for easy understanding by a general audience.

References

Visualization (graphics)
Low-dimensional topology
Mathematics books
1987 non-fiction books
The Huajian Faction (Simplified Chinese: 花间派， Traditional Chinese: 花間派，Pinyin: Huājiān Pài, Literality In the Flowers Faction) is a faction of Ci poetry. It comprises Ci poets whose works were collected in the anthology Huajian Ji, including, Wen Tingyun, Wei Zhuang and Zhang Mi.

It is widely agreed that the faction was formed by Wen Tingyun during the Tang dynasty，and become popular during the Later Shu of the Five Dynasties and Ten Kingdoms period.

Features 
Most of the works of the faction have topics about love between young people, the sadness of farewell and boudoir complaints (in ancient China, unmarried young women were locked in a room), with no more than 58 characters and no titles. The style is mainly gentle, graceful and subtle, but there are also simple ones.

The faction had already laid the foundation for later Ci during the Song dynasty, however, the artistic achievements of the faction were for a long time considered by academia to be less than Song Ci. The faction influenced the writing style of Feng Yansi and Li Yu

Huajian Ji 
Huajian Ji (Chinese 花间集/花間集) was arranged by Zhao Chongzuo, who lived in the Later Shu. This anthology, which was finished in 940 A.D., contains over 500 works by ten poets. It was part of the Siku Quanshu, in the Collections (Chinese: 集, Jí) section. This ji contains 74 kinds of cipai (Chinese 词牌cípái, a particular title of ci). Huanxisha (浣溪沙), Pusaman (菩萨蛮), Linjiangxian (临江仙) and Jiuquanzi (酒泉子) are often used as  cipai in this ji.

Huajian Ji had a great influence upon later ci. Lu You consider it to be "the most simple and quaint works" (简古之致).

Chinese poetry
Five Dynasties and Ten Kingdoms literature
Gymnobela atypha is a species of sea snail, a marine gastropod mollusk in the family Raphitomidae.

Description
The length of the shell attains 36 mm, its diameter 12 mm.

(Original description) The rather large shell is solid, somewhat translucent, bluish white, with a comparatively smooth surface and little lustre. The spire is unusually high, consisting of nine angularly shouldered whorls below the small, very acute, chestnut-brown protoconch. The aperture is short and  broad. The posterior sinus is as broad as the subsutural band and rather shallow. The outer lip is considerably inflated, curving gradually toward the columella without forming a decided siphonal canal. The columella is nearly straight, curved slightly anteriorly, with a narrow, closely adhering strip of enamel. The suture is distinct, undulating and slightly channelled. The subsutural band is rather broad, oblique, somewhat concave, ornamented on the upper whorls with hue, distinct, curved riblets and lines of growth, the latter alone being visible on the two lower whorls. Just above the periphery, at the edge of the subsutural band, very narrow, sharp, slightly raised, oblique ribs, separated by very wide, slightly concave spaces, cross the whorls to the suture, and on the body whorl disappear just below the sutural line of the aperture. These ribs are most conspicuous at the shoulder, and vary considerably in different specimens, changing from the above narrow, sharp ones, with wide interspaces, to others broad and rounded, With narrower interspaces, the number on the body whorl vary from twelve to fifteen. The entire surface, except the protoconch and the subsutural band, is cut by fine, shallow grooves separated by flattened spaces of unequal width. These are deeper and coarser, or broader, on the lower part of the body whorl and siphonal canal, causing the spaces between them to appear as raised rounded threads. The protoconch is long, very slender, consisting of four and a half finely reticulated light chestnut-brown whorls. The apical whorl is imperfect, but must have been very minute, judging from the size of the succeeding one.

Distribution
This marine species was found off the Carolinas, USA.

References

 K.J. Bush (1883), Bulletin of the Museum of Comparative Zoology 23: 205, pl. 2, fig. 3
 Figueira R.M. Andrade & Absalão R.S. (2012) Deep-water Raphitomidae (Mollusca, Gastropoda, Conoidea) from the Campos Basin, southeast Brazil. Zootaxa 3527: 1–27.

External links
 

atypha
Gastropods described in 1893
Murakawa (written: 村川 lit. "village river") is a Japanese surname. Notable people with the surname include:

, Japanese Go player
, Japanese actress
Naomi Murakawa, American political scientist
, Japanese film director
, Japanese screenwriter

Japanese-language surnames
Taiwo Aladefa  (born 19 December 1974) is a retired Nigerian 100 m hurdler. She attended Alabama A&M university from 1989 until 1993. She is the school record holder in 100M hurdles (13.19sec) and was a 16 time NCAA All American athlete. Aladefa was a member of the first historically black college to ever win any NCAA track and field competition (1992). She competed in the women's 100 metres hurdles at the 1996 Summer Olympics.

She is still ranked amongst the top 10 fastest African 100 M Hurdlers of all time. She won gold at the 1995 All African games and silver medals at the 1991 All-Africa Games and the 1993 African Championships and won the 1995 All-Africa Games in a new championship record of 12.98 seconds.

Taiwo Aladefa was honored with Africa Legend in Athletics award in 2011 and also inducted into Alabama A&M University Sports Hall of Fame in August 2012.
Her brother Kehinde Aladefa competed in 400 metres hurdles at the 1996 Summer Olympics and won a silver and bronze medal at the All-Africa Games in 1995 and 1999. He graduated from the University of Southern California.

References

External links

1974 births
Living people
Nigerian female hurdlers
Yoruba sportswomen
African Games gold medalists for Nigeria
African Games medalists in athletics (track and field)
African Games silver medalists for Nigeria
Universiade medalists in athletics (track and field)
Athletes (track and field) at the 1996 Summer Olympics
Olympic athletes for Nigeria
Athletes (track and field) at the 1991 All-Africa Games
Athletes (track and field) at the 1995 All-Africa Games
Universiade bronze medalists for Nigeria
Medalists at the 1995 Summer Universiade
Nigerian twins
Twin sportspeople
Fraternal twins
20th-century Nigerian women
Neolarnaca is a genus of Orthopterans, sometimes known as 'leaf-folding crickets' in the subfamily Gryllacridinae and tribe Gryllacridini.  The recorded distribution of this genus is eastern China and Vietnam.

Species 
The Orthoptera Species File lists:
 Neolarnaca longipenna Bian & Shi, 2016
 Neolarnaca vera Gorochov, 2004
 N. vera aurelostria Bian & Shi, 2016
 N. vera nigrinotum Ingrisch, 2018
 N. vera vera Gorochov, 2004 - type species (locality: Tam Dao village, Vinh Phu Province, Vietnam)

References

External links

Ensifera genera
Gryllacrididae
Orthoptera of Indo-China
Efrain Gusquiza (born 13 March 1945) is a Peruvian weightlifter. He competed in the men's middle heavyweight event at the 1968 Summer Olympics.

References

External links
 

1945 births
Living people
Peruvian male weightlifters
Olympic weightlifters for Peru
Weightlifters at the 1968 Summer Olympics
Sportspeople from Lima
20th-century Peruvian people
21st-century Peruvian people
The infraorbital vein is a vein that drains structures of the floor of the orbit. It arises on the face and passes backwards through the orbit alongside infraorbital artery and nerve, exiting the orbit through the inferior orbital fissure to drain into the pterygoid venous plexus.

Anatomy

Origin 
The infraorbital vein arises on the face by the union of several tributaries.

Course and relations 
Accompanied by the infraorbital artery and the infraorbital nerve, it passes posteriorly through the infraorbital foramen, infraorbital canal, and infraorbital groove. It exits the orbit through the inferior orbital fissure to drain into the pterygoid venous plexus.

Distribution 
The infraorbital vein drains structures of the floor of the orbit; receives tributaries from structures that lie close to the floor of the orbit.

Anastomoses 
The infraorbital vein communicates with the inferior ophthalmic vein. It may sometimes additionally also communicate with the facial vein on the face.

References

Anatomy
Florencia Mandrile  (born 10 February 1988) is an Argentine former footballer who played as a midfielder. She was part of the Argentina women's national football team  at the 2008 Summer Olympics.

See also
 Argentina at the 2008 Summer Olympics

References

External links
 
http://www.gettyimages.com/detail/news-photo/florencia-mandrile-of-argentina-vies-with-kara-lang-of-news-photo/82191941#florencia-mandrile-of-argentina-vies-with-kara-lang-of-canada-during-picture-id82191941

1988 births
Living people
Argentine women's footballers
Argentina women's international footballers
San Lorenzo de Almagro (women) players
Footballers at the 2008 Summer Olympics
Olympic footballers for Argentina
Women's association football midfielders
2007 FIFA Women's World Cup players
The Rambler Badge is an award of the Rovers section of Scouts Canada. It is one of the few Rover merit badges, and the highest non-yearly award a Rover can receive. Rovers can receive multiple Rambler Badges over time. The award is, and has been, used by the Rover sections of other Scout associations.

See also
List of highest awards in Scouting

References

Scout and Guide awards
Scouting and Guiding in Canada
Vegas Tycoon (also styled Vega$: Make It B!G) is a business simulation game for Windows that was released October 14 2003 in Europe and January 19, 2004 in North America.

Gameplay 
The player is tasked with building and maintaining a Las Vegas resort with hotels and casinos while keeping guests entertained.

Reception 

The game has received mainly positive reviews with IGN calling it "a pretty fun and complex tycoon experience."

References

External Links 
Page at Deep Red games

2003 video games
Business simulation games
Video games developed in the United Kingdom
Windows games
Windows-only games
Video games set in the Las Vegas Valley
Lua (programming language)-scripted video games
Casino video games
Video games set in Nevada
Global Star Software games
Single-player video games
DR Studios games
Daniel Russell Hodgdon was an American college administrator, better known for his series of science books for young people. He was born on April 13, 1885, in Winthrop, Maine.  He was a co-founder and later the President of New Jersey Institute of Technology (called at the time Newark College of Engineering) from 1918 until 1920. In 1920 he became the president of Hahnemann Medical College and Hospital and then Valparaiso University in Indiana.  He resigned abruptly from Valparaiso on April 25, 1921, telling the trustees that "The university is a hotbed of Bolshevism, communism and other cults, and nothing we could do to thwart their propaganda has been of any avail because of inside influences."    

Hodgdon was an author and co-author of the Creative Science Series of textbooks published by Hinds, Hayden & Eldredge, Inc., between 1919 and 1939, such as Junior General Science, Elementary General Science (1919) and Everyman's Science.  Hodgdon died in Santa Barbara, California, on March 7, 1957.

References

New Jersey Institute of Technology
Sinking Springs Farms is a historic farm and national historic district located at Manchester Township in York County, Pennsylvania.

The district includes 32 contributing buildings, 2 contributing sites, and 17 contributing structures. The district includes the Manor House Demesne, four farmsteads, and a Radio Broadcast Complex. The manor house dates to 1900, and is a -story, Colonial Revival-style dwelling modified between 1936 and 1941.

Farmstead #1 includes the earliest buildings, dated to about 1841. Farmstead #2 includes a Shingle Style dwelling designed by architect John A. Dempwolf and built about 1893. Farmstead #3 has a -story, banked Pennsylvania German dwelling built about 1845.

Farmstead #4 has a -story, banked Georgian-plan dwelling built about 1845. The Radio Broadcast Complex includes a -story, brick Colonial Revival-style office building and four radio towers, and used as a radio station from the 1940s until 1990.

It was listed on the National Register of Historic Places in 2000.

References 

Buildings and structures in York County, Pennsylvania
Colonial Revival architecture in Pennsylvania
Farms on the National Register of Historic Places in Pennsylvania
Historic districts on the National Register of Historic Places in Pennsylvania
Houses in York County, Pennsylvania
National Register of Historic Places in York County, Pennsylvania
Shingle Style architecture in Pennsylvania
Bai Rubing () (1912–1994) was a People's Republic of China politician. He was born in Qingjian County, Shaanxi Province. He joined the Chinese Communist Party in 1928. He was a member of the Chinese Workers' and Peasants' Red Army and Eighth Route Army. He was Chinese Communist Party Committee Secretary and two time governor of Shandong Province. He was a relative of Bai Dongcai, Communist Party Chief and governor of Jiangxi Province, and Bai Enpei, governor and Communist Party Chief of Qinghai Province and Communist Party Chief of Yunnan Province.

References 

1912 births
1994 deaths
People's Republic of China politicians from Shaanxi
Chinese Communist Party politicians from Shaanxi
Governors of Shandong
Political office-holders in Shandong
CPPCC Committee Chairmen of Shandong
People from Qingjian County
The Peach County Courthouse is located in Fort Valley, Georgia.  It was built in 1936.  It is of the Colonial Revival (or more specifically Williamsburg Revival style), and is one of only a few Colonial Revival-style courthouses in Georgia.  It is the first courthouse built in Peach County, which is the newest county formed in the state, in 1924.

It has a two-story gable-roofed central section with a pedimented bay.  It has a T-shaped addition added in 1972, making the interior into an H-pattern.

It was added to the National Register of Historic Places in 1980.

References

External links
 

Courthouses on the National Register of Historic Places in Georgia (U.S. state)
National Register of Historic Places in Peach County, Georgia
Colonial Revival architecture in Georgia (U.S. state)
Government buildings completed in 1936
Peach County, Georgia
The Church of the Holy Trinity at the Borisovo Ponds (храм Троицы в Орехове-Борисове) is a metochion of the Patriarch of Moscow on the Kashira Highway in Orekhovo-Borisovo, a residential district in South Moscow. It was built in 2001–2004 to a Byzantine Revival design by Vladimir Kolosnitsyn, an architect favored by Mayor of Moscow, Yuri Luzhkov. Apart from the 70-metre-tall main church, the compound includes a chapel, a free-standing prothesis, a zvonnitsa, and a school. The interior has an icon screen made of porcelain and the academic wall paintings by Vasily Nesterenko. The church was originally slated to be erected in 1988, in commemoration of the millennium of the Baptism of Rus, but those plans did not materialize until 15 years later.

External links 
 

Russian Orthodox churches in Moscow
Churches completed in 2004
Byzantine Revival architecture in Russia
Church buildings with domes
Cathedrals in Moscow