0_Wizard
Do you have a favorite number? Mine is 7. 
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7
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Bert (Sesame Street)
Bert is a yellow Muppet character on the long-running children's television show, "Sesame Street". Bert was originally performed by Frank Oz. Since 1997, Muppeteer Eric Jacobson has been phased in as Bert's primary performer, like Grover, although Frank Oz still performs Bert occasionally. Bert has also made cameo appearances within "The Muppets" franchise, including "The Muppet Show", "The Muppet Movie", and "The Muppets Take Manhattan". He and his roommate Ernie form a comic duo that is one of the program's centerpieces, with Bert acting as the world-weary foil to Ernie's naive troublemaking.
Number (sports)
In team sports, the number, often referred to as the uniform number, squad number, jersey number, shirt number, sweater number, or similar (with such naming differences varying by sport and region) is the number worn on a player's uniform, to identify and distinguish each player (and sometimes others, such as coaches and officials) from others wearing the same or similar uniforms. The number is typically displayed on the rear of the jersey, often accompanied by the surname. Sometimes it is also displayed on the front and/or sleeves, or on the player's shorts or headgear. It is used to identify the player to officials, other players, official scorers, and spectators; in some sports, it is also indicative of the player's position.
List of One Tree Hill characters
One Tree Hill is an American television series created by Mark Schwahn for The WB in 2003. After its third season, The WB and UPN merged to form The CW, which then became the broadcaster for the show in the United States. Schwahn served as executive producer while also writing and directing for the show, including the premieres and finales of all seasons. The show began with nine main characters in its first season. After that, characters from that first season left the show, with new main characters having been both written in and out of the series. Originally, it followed two half-brothers Lucas and Nathan Scott who started out as enemies but later formed a close bond as brothers.
Perfect digit-to-digit invariant
A perfect digit-to-digit invariant (PDDI) (also known as a Munchausen number) is a natural number that is equal to the sum of its digits each raised to the power of itself. A number "n" is a PDDI if and only if:  An example is 3435, as formula_2. The process of raising a number to the power of itself is known as tetration. The term "Munchausen number" was coined by Dutch mathematician and software engineer Daan van Berkel in 2009. Because each digit is raised by itself, this evokes the story of Baron Munchausen raising himself up by his own ponytail. Narcissistic numbers follow a similar rule, but in the case of the narcissistics the powers of the digits are fixed, being raised to the power of the number of digits in the number.
Extraordinary Merry Christmas
"Extraordinary Merry Christmas" is the ninth episode and mid-season finale of the third season of the American musical television series "Glee", and the fifty-third overall. Written by Marti Noxon and directed by Matthew Morrison, the episode aired on Fox in the United States on December 13, 2011, and features the members of New Directions starring in a black-and-white Christmas television special that is presented within the episode itself. Nine songs are performed over the course of the episode, eight of which come from the second "Glee" Christmas soundtrack album, "". The episode has the same name as an original song on that album, "Extraordinary Merry Christmas", which was written for "Glee" by the show's executive music producer Adam Anders, song producer Peer Åström, and Shelly Peiken.
Prom Queen (Glee)
"Prom Queen" is the twentieth episode of the second season of the American musical television series "Glee", and the forty-second overall. It aired May 10, 2011 on Fox in the United States. The episode was written by series creator Ian Brennan, directed by Eric Stoltz, and featured the return of guest star Jonathan Groff. In "Prom Queen", the McKinley High School glee club New Directions is tapped to provide the music for the school's junior prom. The episode shows the myriad dramas surrounding a high school prom, with the high-stakes race for prom king and queen that involves five members of the glee club, students scrambling to find dates and outfits, and the delights and disappointments of the prom itself.
Kurt Hummel
Kurt Hummel is a fictional character and one of the male leads in the Fox musical comedy-drama series "Glee". Series creators Ryan Murphy, Brad Falchuk and Ian Brennan initially conceived of him as a fashionable gay countertenor who is routinely bullied at school. Kurt is portrayed by actor Chris Colfer, and has appeared as a character on the show since its pilot episode, first broadcast on May 19, 2009. "Glee" follows the trials of the New Directions glee club at the fictional William McKinley High School in the town of Lima, Ohio, of which Kurt is a member. His storylines in the first season focus on his struggle with his sexual identity as he discloses his homosexuality to his father and friends, and deals with his romantic feelings for Finn Hudson, the heterosexual co-captain of the glee club.
1_Apprentice
Mine is 10, the number of winners.
0_Wizard
Seven is the number after 6 but before 8.
7 (seven; ) is the natural number following 6 and preceding 8.
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7
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Craps
Craps is a dice game in which the players make wagers on the outcome of the roll, or a series of rolls, of a pair of dice. Players may wager money against each other (playing "street craps", also known as "shooting dice," "rolling bones," or any combination thereof) or a bank (playing "casino craps", also known as "table craps", or often just "craps"). Because it requires little equipment, "street craps" can be played in informal settings. Craps developed from a simplification of the early English game of "hazard". Its origins are complex and may date to the Crusades, later being influenced by French gamblers.
History of Oregon State Beavers football
The History of Oregon State Beavers football covers more than 120 seasons since the team began play in 1893. In 1893, Oregon State College was known as State Agricultural College (SAC). William H. Bloss, son of SAC's school president, was the school's first coach, and the quarterback of the 1893 team. Bloss moved to Corvallis, Oregon in June 1892. He previously played football in the Midwest, and was considered very knowledgeable of football. Bloss scheduled tryouts in the fall of 1893 trying to assemble a football team. By mid-October, he had found 17 players that would make up the first football team in Oregon State's history.
National conventions for writing telephone numbers
The national conventions for writing telephone numbers vary by country. While international standards exist in the form of the International Telecommunication Union sector ITU-T issued recommendation E.123, national telephone numbering plans define the format and length of telephone numbers assigned to telephones. The presentation of telephone numbers in this article does not include any international dialing codes necessary to route calls via international circuits. In examples, a numeric digit is used only if the digit is the same in every number, and letters to illustrate groups. X is used as a wildcard character to represent any digit in lists of numbers.
2008 US Open (tennis)
The 2008 US Open was a tennis tournament played on outdoor hard courts. It was the 128th edition of the US Open, and the fourth and final Grand Slam event of the year. It took place at the USTA Billie Jean King National Tennis Center in Flushing Meadows, New York City, United States, from August 25 through September 8, 2008. The men's defending champion, Roger Federer, won the US Open for a fifth consecutive time. Justine Henin, the women's defending champion, did not return to defend her title due to her retirement from tennis, for personal reasons, earlier in the year. Serena Williams was the champion on the women's side, winning her third US Open title; she had last won the event in 2002.
Phil Taylor (darts player)
Philip Douglas Taylor (born 13 August 1960) is an English former professional darts player, nicknamed The Power. He is widely regarded as the greatest darts player of all time, having won 216 professional tournaments, including 83 major titles and a record 16 World Championships. He won eight consecutive World Championships from 1995 to 2002 and reached 14 consecutive finals from 1994 to 2007 (both records). He won the PDC Player of the Year award six times (2006, 2008, 2009, 2010, 2011 and 2012) and has twice been nominated for the BBC Sports Personality of the Year, in 2006 and 2010, finishing as runner-up in the latter.
Divisibility rule
A divisibility rule is a shorthand way of determining whether a given integer is divisible by a fixed divisor without performing the division, usually by examining its digits. Although there are divisibility tests for numbers in any radix, or base, and they are all different, this article presents rules and examples only for decimal, or base 10, numbers. Martin Gardner explained and popularized these rules in his September 1962 "Mathematical Games" column in "Scientific American". The rules given below transform a given number into a generally smaller number, while preserving divisibility by the divisor of interest.
Ronnie O'Sullivan
Ronald Antonio O'Sullivan (born 5 December 1975) is an English professional snooker player. Regarded as one of the greatest snooker players of all time, he is considered by many to be the most naturally talented player in the history of the sport and has been described by many in the sport as a genius. He is noted for his rapid playing style, mercurial temperament, and his ambivalent relationship with the sport, from which he has taken prolonged sabbaticals and repeatedly threatened to retire. Despite being naturally right-handed, he regularly cues with his left hand when required, allowing him to take shots that would otherwise require awkward cueing with a or .
1_Apprentice
That makes a hell of a sense.
0_Wizard
The Hindus used to write the number 7 so it would look like a J vertically inverted.
In the beginning, various Hindus wrote 7 more or less in one stroke as a curve that looks like an uppercase J vertically inverted.
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7
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7
7 (seven; ) is the natural number following 6 and preceding 8. In the beginning, various Hindus wrote 7 more or less in one stroke as a curve that looks like an uppercase J vertically inverted. The western Ghubar Arabs' main contribution was to make the longer line diagonal rather than straight, though they showed some tendencies to making the character more rectilinear. The eastern Arabs developed the character from a 6 lookalike into an uppercase V lookalike. Both modern Arab forms influenced the European form, a two-stroke character consisting of a horizontal upper line joined at its right to a line going down to the bottom left corner, a line that is slightly curved in some font variants.
Arrow keys
Cursor movement keys or arrow keys are buttons on a computer keyboard that are either programmed or designated to move the cursor in a specified direction. The term "cursor movement key" is distinct from "arrow key" in that the former term may refer to any of various keys on a computer keyboard designated for cursor movement, whereas "arrow keys" generally refers to one of four specific keys, typically marked with arrows. Arrow keys are typically located at the bottom of the keyboard to the left side of the numeric keypad, usually arranged in an inverted-T layout but also found in diamond shapes and linear shapes.
Mirror
A mirror is an object that reflects light in such a way that, for incident light in some range of wavelengths, the reflected light preserves many or most of the detailed physical characteristics of the original light, called specular reflection. This is different from other light-reflecting objects that do not preserve much of the original wave signal other than color and diffuse reflected light, such as flat-white paint. The most familiar type of mirror is the plane mirror, which has a flat surface. Curved mirrors are also used, to produce magnified or diminished images or focus light or simply distort the reflected image.
Persecution of Hindus
Hindus have experienced religious persecution in the form of forceful conversions, documented massacres, demolition and desecrations of temples, as well as the destruction of universities and schools. In modern times, Hindus in the Muslim-majority regions of Kashmir, Pakistan, Bangladesh, Afghanistan and other countries have suffered persecution. The Zoroastrian high-priest Kartir in the Sasanian Empire helped in propagation of Zoroastrianism and supported its priests while suppressing non-Zoroastrian communities, including Hindus among other religions. The Sasanian state, though often tolerant of other communities like Jews, made occasional attempts to extripate non-Zoroastrians, as evidenced by an inscription set up by Kartir at Ka'ba-yi Zardusht:  The Naqsh-i-Rustam inscription of Kartir states that "the teaching of Ahriman and devas disappeared from the empire and was abandoned, and Jews and Buddhists and Brahmins and Nazaraeans, and Christians and Mugdugs and Manichaeans were annihilated within the empire and the idols were destroyed and the caves of the devas were devastated and transformed into the house and seat of the gods."
Brookside
Brookside is a British soap opera set in Liverpool, England. The series began on the launch night of Channel 4 on 2 November 1982, and ran for 21 years until 4 November 2003. Originally intended to be called "Meadowcroft", the series was produced by Mersey Television and it was conceived by Phil Redmond who also devised "Grange Hill" (1978–2008) and "Hollyoaks" (1995–present). "Brookside" became very successful and was often Channel 4's highest rated programme for a number of years in the mid-1980s and with audiences regularly in excess of nine million viewers. It is notable for realistic and socially challenging storylines.
Elevator
An elevator (US and Canada) or lift (UK, Australia, Ireland, New Zealand, and South Africa, Nigeria ) is a type of vertical transportation that moves people or goods between floors (levels, decks) of a building, vessel, or other structure. Elevators/lifts are generally powered by electric motors that either drive traction cables and counterweight systems like a hoist, or pump hydraulic fluid to raise a cylindrical piston like a jack. In agriculture and manufacturing, an elevator/lift is any type of conveyor device used to lift materials in a continuous stream into bins or silos. Several types exist, such as the chain and bucket elevator, grain auger screw conveyor using the principle of Archimedes' screw, or the chain and paddles or forks of hay elevators.
Bremke (Eslohe)
Bremke is a village in the municipality of Eslohe in the North Rhine-Westphalian district of Hochsauerlandkreis. The village has 615 inhabitants and lies in the east of the municipality of Eslohe at a height of around 300 m. The river Wenne flows through the village. In the village centre the B 511 federal road meets the B 55. Just after the entrance to the village is the parish church of St. Anthony. The village used to belong to the municipality of Reiste in Amt Eslohe until the end of 1974. Bremke borders on the parishes of Eslohe, Frielinghausen and Reiste. The village lies at the junction of the B 55 and 511.
1_Apprentice
Really??? What else you know about numbers?