17 (seventeen) is the
natural number
In mathematics, the natural numbers are those numbers used for counting (as in "there are ''six'' coins on the table") and ordering (as in "this is the ''third'' largest city in the country").
Numbers used for counting are called ''cardinal ...
following
16 and preceding
18. It is a
prime number
A prime number (or a prime) is a natural number greater than 1 that is not a product of two smaller natural numbers. A natural number greater than 1 that is not prime is called a composite number. For example, 5 is prime because the only ways ...
.
Seventeen is the sum of the first four prime numbers.
In mathematics
17 is the seventh
prime number
A prime number (or a prime) is a natural number greater than 1 that is not a product of two smaller natural numbers. A natural number greater than 1 that is not prime is called a composite number. For example, 5 is prime because the only ways ...
, which makes seventeen the fourth
super-prime, as seven is itself prime. The next prime is
19, with which it forms a
twin prime
A twin prime is a prime number that is either 2 less or 2 more than another prime number—for example, either member of the twin prime pair (41, 43). In other words, a twin prime is a prime that has a prime gap of two. Sometimes the term ''twin p ...
. It is a cousin prime with
13 and a
sexy prime
In number theory, sexy primes are prime numbers that differ from each other by 6. For example, the numbers 5 and 11 are both sexy primes, because both are prime and .
The term "sexy prime" is a pun stemming from the Latin word for six: .
If o ...
with
11 and
23. It is an
emirp
An emirp (''prime'' spelled backwards) is a prime number that results in a different prime when its decimal digits are reversed. This definition excludes the related palindromic primes. The term ''reversible prime'' is used to mean the same as e ...
, and more specifically a
permutable prime
A permutable prime, also known as anagrammatic prime, is a prime number which, in a given base, can have its digits' positions switched through any permutation and still be a prime number. H. E. Richert, who is supposedly the first to study the ...
with
71, both of which are also
supersingular primes. Seventeen is the sixth
Mersenne prime
In mathematics, a Mersenne prime is a prime number that is one less than a power of two. That is, it is a prime number of the form for some integer . They are named after Marin Mersenne, a French Minim friar, who studied them in the early 17th ...
exponent, yielding 131,071.
Seventeen is the only prime number which is the sum of four consecutive primes:
2,
3,
5,
7. Any other four consecutive primes summed would always produce an even number, thereby divisible by 2 and so not prime.
Seventeen can be written in the form
and
, and, as such, it is a
Leyland prime and
Leyland prime of the second kind:
:
.
17 is one of seven
lucky numbers of Euler Euler's "lucky" numbers are positive integers ''n'' such that for all integers ''k'' with , the polynomial produces a prime number.
When ''k'' is equal to ''n'', the value cannot be prime since is divisible by ''n''. Since the polynomial can b ...
which produce primes of the form
.
Seventeen is the third
Fermat prime
In mathematics, a Fermat number, named after Pierre de Fermat, who first studied them, is a positive integer of the form
:F_ = 2^ + 1,
where ''n'' is a non-negative integer. The first few Fermat numbers are:
: 3, 5, 17, 257, 65537, 429496 ...
, as it is of the form
, specifically with
. Since 17 is a Fermat prime, regular
heptadecagon
In geometry, a heptadecagon, septadecagon or 17-gon is a seventeen-sided polygon.
Regular heptadecagon
A '' regular heptadecagon'' is represented by the Schläfli symbol .
Construction
As 17 is a Fermat prime, the regular heptadecagon is a ...
s can be
constructed with a
compass
A compass is a device that shows the cardinal directions used for navigation and geographic orientation. It commonly consists of a magnetized needle or other element, such as a compass card or compass rose, which can pivot to align itself wit ...
and unmarked ruler. This was proven by
Carl Friedrich Gauss
Johann Carl Friedrich Gauss (; german: Gauß ; la, Carolus Fridericus Gauss; 30 April 177723 February 1855) was a German mathematician and physicist who made significant contributions to many fields in mathematics and science. Sometimes refer ...
and ultimately led him to choose mathematics over philology for his studies.
Either 16 or 18
unit square
In mathematics, a unit square is a square whose sides have length . Often, ''the'' unit square refers specifically to the square in the Cartesian plane with corners at the four points ), , , and .
Cartesian coordinates
In a Cartesian coordin ...
s can be formed into rectangles with perimeter equal to the area; and there are no other
natural number
In mathematics, the natural numbers are those numbers used for counting (as in "there are ''six'' coins on the table") and ordering (as in "this is the ''third'' largest city in the country").
Numbers used for counting are called ''cardinal ...
s with this property. The
Platonist
Platonism is the philosophy of Plato and philosophical systems closely derived from it, though contemporary platonists do not necessarily accept all of the doctrines of Plato. Platonism had a profound effect on Western thought. Platonism at l ...
s regarded this as a sign of their peculiar propriety; and
Plutarch
Plutarch (; grc-gre, Πλούταρχος, ''Ploútarchos''; ; – after AD 119) was a Greek Middle Platonist philosopher, historian, biographer, essayist, and priest at the Temple of Apollo in Delphi. He is known primarily for hi ...
notes it when writing that the
Pythagoreans
Pythagoreanism originated in the 6th century BC, based on and around the teachings and beliefs held by Pythagoras and his followers, the Pythagoreans. Pythagoras established the first Pythagorean community in the ancient Greek colony of Kroton, ...
"utterly abominate" 17, which "bars them off from each other and disjoins them".
Seventeen is the minimum number of vertices on a graph such that, if the edges are coloured with three different colours, there is bound to be a monochromatic triangle; see
Ramsey's theorem
In combinatorics, Ramsey's theorem, in one of its graph-theoretic forms, states that one will find monochromatic cliques in any edge labelling (with colours) of a sufficiently large complete graph. To demonstrate the theorem for two colours (say ...
.
There are also:
*17
crystallographic space groups in two dimensions. These are sometimes called
wallpaper group
A wallpaper is a mathematical object covering a whole Euclidean plane by repeating a motif indefinitely, in manner that certain isometries keep the drawing unchanged. To a given wallpaper there corresponds a group of such congruent transformati ...
s, as they represent the seventeen possible symmetry types that can be used for
wallpaper
Wallpaper is a material used in interior decoration to decorate the interior walls of domestic and public buildings. It is usually sold in rolls and is applied onto a wall using wallpaper paste. Wallpapers can come plain as "lining paper" (so ...
.
*17 combinations of regular polygons that completely
fill a plane vertex. Eleven of these belong to
regular and semiregular tilings, while 6 of these (3.7.42,
3.8.24,
3.9.18,
3.10.15,
4.5.20, and 5.5.10) exclusively surround a point in the plane and fill it only when irregular polygons are included.
*17 orthogonal curvilinear
coordinate systems
In geometry, a coordinate system is a system that uses one or more numbers, or coordinates, to uniquely determine the position of the points or other geometric elements on a manifold such as Euclidean space. The order of the coordinates is sign ...
(to within a conformal symmetry) in which the three-variable
Laplace equation
In mathematics and physics, Laplace's equation is a second-order partial differential equation named after Pierre-Simon Laplace, who first studied its properties. This is often written as
\nabla^2\! f = 0 or \Delta f = 0,
where \Delta = \n ...
can be solved using the
separation of variables
In mathematics, separation of variables (also known as the Fourier method) is any of several methods for solving ordinary and partial differential equations, in which algebra allows one to rewrite an equation so that each of two variables occurs ...
technique.
*17 distinct
fully supported stellations generated by an
icosahedron.
Inclusive of the icosahedron, there are 59 total stellations by
Miller's rules. The
truncated cube
In geometry, the truncated cube, or truncated hexahedron, is an Archimedean solid. It has 14 regular faces (6 octagonal and 8 triangular), 36 edges, and 24 vertices.
If the truncated cube has unit edge length, its dual triakis octahedron has edg ...
and
truncated octahedron
In geometry, the truncated octahedron is the Archimedean solid that arises from a regular octahedron by removing six pyramids, one at each of the octahedron's vertices. The truncated octahedron has 14 faces (8 regular hexagons and 6 squares), 36 ...
also produce 17 distinct fully supported stellations.
*17 four-dimensional
parallelotopes that are
zonotopes. Another 34, or twice 17, are
Minkowski sum
In geometry, the Minkowski sum (also known as dilation) of two sets of position vectors ''A'' and ''B'' in Euclidean space is formed by adding each vector in ''A'' to each vector in ''B'', i.e., the set
: A + B = \.
Analogously, the Minkowski ...
s of zonotopes with the
24-cell
In geometry, the 24-cell is the convex regular 4-polytope (four-dimensional analogue of a Platonic solid) with Schläfli symbol . It is also called C24, or the icositetrachoron, octaplex (short for "octahedral complex"), icosatetrahedroid, o ...
, itself the simplest parallelotope that is not a zonotope.
Seventeen is the highest dimension for
paracompact Vinberg polytopes with rank
mirror
facets
A facet is a flat surface of a geometric shape, e.g., of a cut gemstone.
Facet may also refer to:
Arts, entertainment, and media
* ''Facets'' (album), an album by Jim Croce
* ''Facets'', a 1980 album by jazz pianist Monty Alexander and his tri ...
, with the lowest belonging to the third.
Seventeen is the minimum possible number of givens for a
sudoku
Sudoku (; ja, 数独, sūdoku, digit-single; originally called Number Place) is a logic-based, combinatorial number-placement puzzle. In classic Sudoku, the objective is to fill a 9 × 9 grid with digits so that each column, each row ...
puzzle with a unique solution. This was long conjectured, and was proved between 2012 and 2014.
The sequence of residues (mod ) of a
googol and
googolplex
A googolplex is the number 10, or equivalently, 10 or 1010,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000 . Written out in ordinary decimal notation, it is 1 fol ...
, for
, agree up until
.
A positive
definite quadratic integer matrix In mathematics, an integer matrix is a matrix whose entries are all integers. Examples include binary matrices, the zero matrix, the matrix of ones, the identity matrix, and the adjacency matrices used in graph theory, amongst many others. Integ ...
represents all
primes
A prime number (or a prime) is a natural number greater than 1 that is not a product of two smaller natural numbers. A natural number greater than 1 that is not prime is called a composite number. For example, 5 is prime because the only ways ...
when it contains at least the set of 17 numbers: . Only four prime numbers up to
73 are not part of the set.
In science
* The
atomic number
The atomic number or nuclear charge number (symbol ''Z'') of a chemical element is the charge number of an atomic nucleus. For ordinary nuclei, this is equal to the proton number (''n''p) or the number of protons found in the nucleus of every ...
of
chlorine
Chlorine is a chemical element with the symbol Cl and atomic number 17. The second-lightest of the halogens, it appears between fluorine and bromine in the periodic table and its properties are mostly intermediate between them. Chlorine i ...
.
* The
Brodmann area
A Brodmann area is a region of the cerebral cortex, in the human or other primate brain, defined by its cytoarchitecture, or histological structure and organization of cells.
History
Brodmann areas were originally defined and numbered by th ...
defining the
primary visual processing area of mammalian brains.
*
Group 17
The halogens () are a group (periodic table), group in the periodic table consisting of five or six chemically related chemical element, elements: fluorine (F), chlorine (Cl), bromine (Br), iodine (I), astatine (At), and tennessine (Ts). In the ...
of the
periodic table is called the
halogens
The halogens () are a group in the periodic table consisting of five or six chemically related elements: fluorine (F), chlorine (Cl), bromine (Br), iodine (I), astatine (At), and tennessine (Ts). In the modern IUPAC nomenclature, this group i ...
.
* The number of elementary particles with unique names in the
Standard Model of physics.
In languages
Grammar
In Catalan, 17 is the first compound number (''disset''). The numbers 11 (''onze'') through 16 (''setze'') have their own names.
In French, 17 is the first compound number (''dix-sept''). The numbers 11 (''onze'') through 16 (''seize'') have their own names.
In Italian, 17 is also the first compound number (''diciassette''), whereas sixteen is ''sedici''.
Age 17
* In most countries across the world, it is the last age at which one is considered a
minor under law.
* In the UK, the minimum age for taking
driving lessons
''Driving Lessons'' is a 2006 British comedy-drama film written and directed by Jeremy Brock. The plot focuses on the relationship between a shy teenaged boy and an ageing eccentric actress.
Plot
Seventeen-year-old Ben Marshall is the sensitive ...
, and to drive a car or a van
* In the US and Canada, it is the age at which one may purchase, rent, or reserve
M-rated video games without parental consent
* In some US states, and some jurisdictions around the world, 17 is the
age of sexual consent
Age or AGE may refer to:
Time and its effects
* Age, the amount of time someone or something has been alive or has existed
** East Asian age reckoning, an Asian system of marking age starting at 1
* Ageing or aging, the process of becoming older
* ...
* In most US states, Canada and in the UK, the age at which one may
donate blood
A blood donation occurs when a person voluntarily has blood drawn and used for blood transfusion, transfusions and/or made into biopharmaceutical medications by a process called Blood fractionation, fractionation (separation of whole blood com ...
(without parental consent)
* In many countries and jurisdictions, the age at which one may obtain a
driver's license
A driver's license is a legal authorization, or the official document confirming such an authorization, for a specific individual to operate one or more types of motorized vehicles—such as motorcycles, cars, trucks, or buses—on a public ...
* In the US, the age at which one may watch, rent, or purchase
R-rated movies without parental consent
*The U.S.
TV Parental Guidelines
The TV Parental Guidelines are a television content rating system in the United States that was first proposed on December 19, 1996, by the United States Congress, the television industry and the federal communication commission (FCC), and went ...
system sets 17 as the minimum age one can watch programs with a TV-MA rating without parental guidance.
* In the US, the age at which one can enlist in the armed forces with parental consent
* In the US, the age at which one can apply for a
private pilot licence
A private pilot licence (PPL) or, in the United States, a private pilot certificate, is a type of pilot licence that allows the holder to act as pilot in command of an aircraft privately (not for remuneration). The licence requirements are dete ...
for powered flight (however, applicants can obtain a student pilot certificate at age 16)
* In Greece and Indonesia, the voting age
* In Chile and Indonesia, the minimum driving age.
* In
Tajikistan
Tajikistan (, ; tg, Тоҷикистон, Tojikiston; russian: Таджикистан, Tadzhikistan), officially the Republic of Tajikistan ( tg, Ҷумҳурии Тоҷикистон, Jumhurii Tojikiston), is a landlocked country in Centr ...
,
North Korea
North Korea, officially the Democratic People's Republic of Korea (DPRK), is a country in East Asia. It constitutes the northern half of the Korean Peninsula and shares borders with China and Russia to the north, at the Yalu (Amnok) and T ...
and
Timor-Leste
East Timor (), also known as Timor-Leste (), officially the Democratic Republic of Timor-Leste, is an island country in Southeast Asia. It comprises the eastern half of the island of Timor, the exclave of Oecusse on the island's north-west ...
, the
age of majority
The age of majority is the threshold of legal adulthood as recognized or declared in law. It is the moment when minors cease to be considered such and assume legal control over their persons, actions, and decisions, thus terminating the contr ...
In culture
Music
Bands
*
17 Hippies
17 Hippies is a band from Berlin, Germany, playing largely on acoustic instruments, a radically democratic collective of professionals and amateurs. Their music is a confection of various folk influences. They are most popular in their native G ...
, a German band
*
Seventeen (), a South Korean boy band
*
Heaven 17
Heaven 17 are an English new wave and synth-pop band that formed in Sheffield in 1980. The band were a trio for most of their career, composed of Martyn Ware (keyboards) and Ian Craig Marsh (keyboards) (both previously of the Human League), and ...
, an English new wave band
*
East 17
East 17 are an English pop boy band started by Tony Mortimer, Brian Harvey, John Hendy, and Terry Coldwell in 1991. As of 2020, the group consists of Coldwell, Robbie Craig, and Joe Livermore. East 17 have undergone multiple lineup changes, wi ...
, an English boy band
Albums
*
''17'' (XXXTentacion album)
*
''17'' (Motel album)
*
''17'' (Ricky Martin album)
* ''
Chicago 17
''Chicago 17'' is the fourteenth studio album by American band Chicago, released on May 14, 1984. It was the group's second release for Full Moon/Warner Bros. Records, their second album to be produced by David Foster and their last with foundin ...
'', a 1984 album by Chicago
* ''
Seventeen Days'', a 2005 album by 3 Doors Down
* ''
Seventeen Seconds
''Seventeen Seconds'' is the second studio album by English rock band the Cure, released on 18 April 1980 by Fiction Records. The album marked the first time frontman Robert Smith co-produced with Mike Hedges. After the departure of original ba ...
'', a 1980 album by The Cure
* ''17 Carat'', a 2015 EP by
Seventeen
Songs
* "17 Again", a song by
Tide Lines
Glasgow-based 4 piece, Tide Lines, have grown their large & passionate fanbase through blistering live shows and their trademark anthemic songs. Bending the edges of a number of genres, their neo-folk/rock sound has massive appeal.
This unique ...
*
"17" (Sky Ferreira song)
*
"17" (Yourcodenameis:Milo song)
* "
17 Again", a song by Eurythmics
* "
17 år
"17 år" is a song recorded by Swedish singer and songwriter Veronica Maggio
Veronica Sandra Karin Maggio (born 15 March 1981) is a Swedish singer and songwriter.
Born to an Italian father and a Swedish mother, Maggio was raised in Uppsala. Af ...
", a song by Veronica Maggio
* "17 Crimes", a song by
AFI
AFI may refer to:
* ''Address-family identifier'', a 16 bit field of the Routing Information Protocol
* Ashton Fletcher Irwin, an Australian drummer
* AFI (band), an American rock band
** ''AFI'' (2004 album), a retrospective album by AFI rele ...
* "
17 Days", a song by Prince
* "17", a song by
Dan Bălan
Dan Mihai Bălan (born 6 February 1979) is a Moldovan artist, songwriter, and record producer. He is the founder of Moldovan eurodance band O-Zone, and wrote their international hit single "Dragostea Din Tei", which topped the charts in 32 count ...
* "17", a song by
Jethro Tull
* "17", a song by
Kings of Leon
Kings of Leon is an American rock band formed in Nashville, Tennessee, in 1999. The band is composed of brothers Caleb, Nathan and Jared Followill, and their cousin Matthew Followill.
The band's early music was a blend of Southern rock and ga ...
* "17", a song by
Milburn
* "17", a song by Rick James from ''
Reflections''
* "17", a B-side by
Shiina Ringo
, known by her stage name , is a Japanese singer, songwriter and musician. She is also the founder and lead vocalist of the band Tokyo Jihen.
She describes herself as "". She was ranked number 36 in a list of Japan's top 100 musicians compiled ...
on the "Tsumi to Batsu" single
* "17", a song by
The Smashing Pumpkins
The Smashing Pumpkins (also referred to as simply Smashing Pumpkins) are an American alternative rock band from Chicago. Formed in 1988 by frontman and guitarist Billy Corgan, bassist D'arcy Wretzky, guitarist James Iha and drummer Jimmy Ch ...
from the album ''
Adore''
* "17", a song by
Youth Lagoon
Trevor Powers (born March 18, 1989) is an American musician from Boise, Idaho. Powers was initially active as Youth Lagoon from 2010 to 2016, after which he announced he was retiring the project. He returned to music with a new self-titled projec ...
from the album ''
The Year of Hibernation
''The Year of Hibernation'' is the debut album of American artist Youth Lagoon, the stage name of musician Trevor Powers. The album was released on September 27, 2011 on the independent record label Fat Possum Records. It peaked at No. 41 on the ...
''
* "17 Days", a song by
Prince & the Revolution, B side from the 1984 "When Doves Cry" single
*
"Seventeen" (Jet song)
*
"Seventeen" (Ladytron song)
*
"Seventeen" (Winger song)
* "Seventeen", a song by ¡Forward, Russia! from ''
Give Me a Wall
''Give Me a Wall'' was the debut album from ¡Forward, Russia!, and was released in the UK on 15 May 2006 and in the US on 19 December 2006. Tracks on the album include previous singles "Twelve", "Nine" and "Thirteen". The album was released t ...
''
* "Seventeen", a song by Jimmy Eat World from ''
Static Prevails''
* "Seventeen", a song by Marina & the Diamonds from the US edition of ''
The Family Jewels''
* "Seventeen", a song by Mat Kearney from the iTunes edition of ''
Young Love''
* "Seventeen", a song from the
''Repo! The Genetic Opera'' soundtrack
* "Seventeen", the original title of the song "
I Saw Her Standing There
"I Saw Her Standing There" is a song by the English rock band the Beatles written by Paul McCartney and John Lennon. It is the opening track on the band's 1963 debut UK album '' Please Please Me'' and their debut US album '' Introducing... The ...
" by
The Beatles
The Beatles were an English rock band, formed in Liverpool in 1960, that comprised John Lennon, Paul McCartney, George Harrison and Ringo Starr. They are regarded as the most influential band of all time and were integral to the developmen ...
* "Seventeen", a song by the
Sex Pistols from ''
Never Mind the Bollocks, Here's the Sex Pistols''
* "
Seventeen Forever
"Seventeen Forever" is a song by the American pop band Metro Station, released as the fourth and final single from the group's 2007 self-titled debut studio album. The single was released on December 13, 2008. The song peaked at number 42 on the ...
", a song by Metro Station
* "
At Seventeen", a song by Janis Ian
* "
Edge of Seventeen
"Edge of Seventeen" is a song by the American singer and songwriter Stevie Nicks from her debut solo studio album '' Bella Donna'' (1981), released as the third single from the album on February 4, 1982. The lyrics were written by Nicks to exp ...
", a song by Stevie Nicks
* "Seventeen Ain't So Sweet", a song by The Red Jumpsuit Apparatus from ''
Don't You Fake It
''Don't You Fake It'' is the debut studio album by American Rock music, rock band The Red Jumpsuit Apparatus. The title is taken from a line in the opening track, "In Fate's Hands". The album garnered mixed reviews from critics. ''Don't You Fake I ...
''
* "Only 17", a song by
Rucka Rucka Ali
* "Opus 17 (Don't You Worry 'Bout Me)", a song by
Frankie Valli and the Four Seasons
The Four Seasons are an American rock and pop band formed in 1960 in Newark, New Jersey. Since 1970, they have also been known at times as Frankie Valli and the Four Seasons. The band evolved out of a previous band called The Four Lovers, with ...
* "(She's) Sexy + 17", a song by Stray Cats from ''
Rant N' Rave with the Stray Cats
''Rant n' Rave with the Stray Cats'' is the third studio album by American rockabilly band Stray Cats, released on August 15, 1983 by EMI America. It was produced by Dave Edmunds. The album featured the No. 5 hit "(She's) Sexy + 17", Top 40 hit ...
''
* "Hello, Seventeen", a song by
12012
is a Japanese visual kei rock band. Formed in 2003 in Osaka Prefecture, the group centers its work around the concept of "madness inside a human" (人間の内面における狂気 '). 12012 is also the penal code for the possession of a dange ...
* "Section 17 (Suitcase Calling)", a song by
The Polyphonic Spree
The Polyphonic Spree is an American choral rock band from Dallas, Texas that was formed in 2000 by singer/songwriter Tim DeLaughter. The band's pop and rock songs are augmented by a large vocal choir, and instruments such as flute, trumpet, fre ...
* "Day Seventeen: Accident?", a song by
Ayreon
Ayreon is a musical project by Dutch songwriter, singer, musician and record producer Arjen Anthony Lucassen. Ayreon's music is described as progressive rock, progressive metal and power metal sometimes combined with genres such as folk, elect ...
* "Seventeen", a song by
Alessia Cara
Alessia Caracciolo (born July 11, 1996), known professionally as Alessia Cara (), is a Canadian singer-songwriter. Born in Mississauga, Ontario, to Italian Canadian parents, she began posting covers of songs on YouTube at age 13. After uploadi ...
* "Seventeen", a song performed by
Marina and the Diamonds
Marina Lambrini Diamandis (; el, Μαρίνα-Λαμπρινή Διαμάντη; born 10 October 1985), known mononymously as Marina (often stylised in all caps), and previously by the stage name Marina and the Diamonds, is a Welsh singer and ...
* "Seventeen" and "Seventeen (Reprise)", songs in the musical ''
Heathers
''Heathers'' is a 1989 American black comedy film written by Daniel Waters and directed by Michael Lehmann, in both of their respective film debuts. The film stars Winona Ryder, Christian Slater, Shannen Doherty, Lisanne Falk, Kim Walker, and ...
''
* "Seventeen" and "Seventeen (Reprise)", songs in the musical ''
Tuck Everlasting
''Tuck Everlasting'' is an American children's novel about immortality written by Natalie Babbitt and published by Farrar, Straus and Giroux in 1975. It has sold over 5 million copies and has been called a classic of modern children's literature ...
''
Other
*
''Seventeen'', a 1951 American musical
* The ratio 18:17 was a popular approximation for the
equal tempered semitone
A semitone, also called a half step or a half tone, is the smallest musical interval commonly used in Western tonal music, and it is considered the most dissonant when sounded harmonically.
It is defined as the interval between two adjacent no ...
during the Renaissance
Film
* ''
Seventeen'' (1916), an adaptation of the
novel of the same name by
Booth Tarkington
Newton Booth Tarkington (July 29, 1869 – May 19, 1946) was an American novelist and dramatist best known for his novels '' The Magnificent Ambersons'' (1918) and '' Alice Adams'' (1921). He is one of only four novelists to win the Pulitz ...
* ''
Number 17'' (1928), a British-German film
* ''
Number Seventeen
''Number Seventeen'' is a 1932 comedy thriller film directed by Alfred Hitchcock and starring John Stuart, Anne Grey and Leon M. Lion. The film, which is based on the 1925 burlesque stage play '' Number Seventeen'' written by Joseph Jeffers ...
'' (1932), directed by
Alfred Hitchcock
* ''
Seventeen'' (1940), a second adaptation of the Tarkington novel
* ''
Number 17'' (1949), a Swedish film
* ''
Stalag 17
''Stalag 17'' is a 1953 American war film which tells the story of a group of American airmen confined with 40,000 prisoners in a World War II German prisoner of war camp "somewhere on the Danube". Their compound holds 630 Sergeants representi ...
'' (1953), directed by
Billy Wilder
Billy Wilder (; ; born Samuel Wilder; June 22, 1906 – March 27, 2002) was an Austrian-American filmmaker. His career in Hollywood spanned five decades, and he is regarded as one of the most brilliant and versatile filmmakers of Classic Hol ...
* ''
Try Seventeen'' (2002), directed by Jeffrey Porter
*''
17 Again'' (2009), directed by
Burr Steers
Burr Gore Steers is an American actor, screenwriter, and director. His films include ''Igby Goes Down'' (2002) and '' 17 Again'' (2009). He is a nephew of writer Gore Vidal.
Family
Steers was born in Washington, D.C. His father, Newton Ivan ...
Anime and manga
*
Android 17, a character from the ''
Dragon Ball'' series
* Detective Konawaka from the
''Paprika'' anime has a strong dislike for the number 17
Games
* The computer game ''
Half-Life 2
''Half-Life 2'' is a 2004 first-person shooter game developed by Valve Corporation, Valve. It was published by Valve through its distribution service Steam (service), Steam. Like the original ''Half-Life (video game), Half-Life'' (1998), ''Half- ...
'' takes place in and around
City 17
* The visual novel ''
Ever 17: The Out of Infinity'' strongly revolves around the number 17
Print
* The title of ''
Seventeen'', a magazine
* The title of ''
Just Seventeen'', a former magazine
* The number 17 is a recurring theme in the works of
novelist
A novelist is an author or writer of novels, though often novelists also write in other genres of both fiction and non-fiction. Some novelists are professional novelists, thus make a living writing novels and other fiction, while others asp ...
Steven Brust. All of his chaptered novels have either 17 chapters or two books of 17 chapters each. Multiples of 17 frequently appear in his novels set in the fantasy world of
Dragaera
Steven Karl Zoltán Brust (born November 23, 1955) is an American fantasy and science fiction author of Hungarian descent. He is best known for his series of novels about the assassin Vlad Taltos, one of a disdained minority group of humans livi ...
, where the number is considered holy.
* In ''
The Illuminatus! Trilogy
''The Illuminatus! Trilogy'' is a series of three novels by American writers Robert Shea and Robert Anton Wilson, first published in 1975.''Illuminatus!'' was written between 1969 and 1971, but not published until 1975 according to Robert Anto ...
'', the symbol for
Discordianism includes a pyramid with 17 steps because 17 has "virtually no interesting geometric, arithmetic, or mystical qualities". However, for the
Illuminati
The Illuminati (; plural of Latin ''illuminatus'', 'enlightened') is a name given to several groups, both real and fictitious. Historically, the name usually refers to the Bavarian Illuminati, an Enlightenment-era secret society founded on ...
, 17 is tied with the "
23/17 phenomenon".
* In the
Harry Potter universe
The Wizarding World (previously known as J. K. Rowling's Wizarding World) is a fantasy media franchise and shared fictional universe centred on the ''Harry Potter'' novel series by J. K. Rowling. A series of films have been in production sin ...
** 17 is the coming of age for wizards. It is equivalent to the usual coming of age at 18
** 17 is the number of Sickles in one Galleon in the
British wizards' currency
Religion
* According to
Plutarch
Plutarch (; grc-gre, Πλούταρχος, ''Ploútarchos''; ; – after AD 119) was a Greek Middle Platonist philosopher, historian, biographer, essayist, and priest at the Temple of Apollo in Delphi. He is known primarily for hi ...
's
Moralia
The ''Moralia'' ( grc, Ἠθικά ''Ethika''; loosely translated as "Morals" or "Matters relating to customs and mores") is a group of manuscripts dating from the 10th–13th centuries, traditionally ascribed to the 1st-century Greek scholar Pl ...
, the Egyptians have a legend that the end of Osiris' life came on the seventeenth of a month, on which day it is quite evident to the eye that the period of the full moon is over. Now, because of this, the Pythagoreans call this day "the Barrier", and utterly abominate this number. For the number seventeen, coming in between the square sixteen and the oblong rectangle eighteen, which, as it happens, are the only plane figures that have their perimeters equal their areas, bars them off from each other and disjoins them, and breaks up the
epogdoon
In Western music theory, a major second (sometimes also called whole tone or a whole step) is a second spanning two semitones (). A second is a musical interval encompassing two adjacent staff positions (see Interval number for more det ...
by its division into unequal intervals.
* In the
of
Zoroastrianism
Zoroastrianism is an Iranian religion and one of the world's oldest organized faiths, based on the teachings of the Iranian-speaking prophet Zoroaster. It has a dualistic cosmology of good and evil within the framework of a monotheisti ...
, seventeen chapters were written by
Zoroaster
Zoroaster,; fa, زرتشت, Zartosht, label= Modern Persian; ku, زەردەشت, Zerdeşt also known as Zarathustra,, . Also known as Zarathushtra Spitama, or Ashu Zarathushtra is regarded as the spiritual founder of Zoroastrianism. He is ...
himself. These are the
Gathas.
* The number of the
raka'ah
A Rak'ah ( ar, ركعة ', ; plural: ') is a single iteration of prescribed movements and supplications performed by Muslims as part of the prescribed obligatory prayer known as salah. Each of the five daily prayers observed by Muslims consis ...
s that Muslims perform during
Salat on a daily basis.
* The number of
surat
al-Isra
Al-Isrāʾ ( ar, الإسراء; The Night Journey), also known as Banī Isrāʾīl ( ar, بني إسرائيل; The Children of Israel) is the 17th chapter (sūrah) of the Quran, with 111 verses ( āyāt). The word refers to the "night ...
in the
Qur'an
The Quran (, ; Standard Arabic: , Quranic Arabic: , , 'the recitation'), also romanized Qur'an or Koran, is the central religious text of Islam, believed by Muslims to be a revelation from God. It is organized in 114 chapters (pl.: , s ...
.
In sports
* 17 is the number of the longest winning streak in NHL history, which the
Pittsburgh Penguins
The Pittsburgh Penguins (colloquially known as the Pens) are a professional ice hockey team based in Pittsburgh. They compete in the National Hockey League (NHL) as a member of the Metropolitan Division of the Eastern Conference, and have playe ...
achieved in 1993.
*
Larry Ellison
Lawrence Joseph Ellison (born August 17, 1944) is an American business magnate and investor who is the co-founder, executive chairman, chief technology officer (CTO) and former chief executive officer (CEO) of the American computer technology ...
's victorious 2013
Americas Cup
The America's Cup, informally known as the Auld Mug, is a trophy awarded in the sport of sailing. It is the oldest international competition still operating in any sport. America's Cup match races are held between two sailing yachts: one f ...
Oracle racing yacht bears the name "17".
* 17 is the number of the record for most NBA championships in NBA History, which the
Boston Celtics (and as of 2020, the
Los Angeles Lakers) achieved.
* 17 is the number of individual laws mentioned in the
Laws of the Game (association football)
The Laws of the Game are the codified rules of association football. The laws mention the number of players a team should have, the game length, the size of the field and ball, the type and nature of fouls that referees may penalize, the offside ...
.
* 17 is the number of games played by each
NFL team as of 2021.
* Since the start of the
2014 season,
Formula One
Formula One (also known as Formula 1 or F1) is the highest class of international racing for open-wheel single-seater formula racing cars sanctioned by the Fédération Internationale de l'Automobile (FIA). The World Drivers' Championship, ...
drivers have been able to choose
their own car number, however, following the fatal accident of
Jules Bianchi
Jules Lucien André Bianchi (; 3 August 1989 – 17 July 2015) was a French motor racing driver who drove for the Marussia F1 Team in the FIA Formula One World Championship.
Bianchi had previously raced in Formula Renault 3.5, GP2 and Form ...
, who drove car #17, the number was retired.
In other fields
Seventeen is:
* Described at
MIT
The Massachusetts Institute of Technology (MIT) is a private land-grant research university in Cambridge, Massachusetts. Established in 1861, MIT has played a key role in the development of modern technology and science, and is one of the m ...
as 'the least random number', according to the
Jargon File. This is supposedly because in a study where respondents were asked to choose a random number from 1 to 20, 17 was the most common choice.
** This study has been repeated a number of times.
* The number of guns in a 17-gun
salute
A salute is usually a formal hand gesture or other action used to display respect in military situations. Salutes are primarily associated with the military and law enforcement, but many civilian organizations, such as Girl Guides, Boy Sco ...
to U.S. Army, Air Force and Marine Corps Generals, and Navy and Coast Guard admirals.
* The number of flames emanating from the grenade cap-badge of the
Grenadier Guards
"Shamed be whoever thinks ill of it."
, colors =
, colors_label =
, march = Slow: " Scipio"
, mascot =
, equipment =
, equipment ...
.
* During World War II, the four-engined heavy bomber as flown by the USAAF and other Allies and known as "The
Flying Fortress
The Boeing B-17 Flying Fortress is a four-engined heavy bomber developed in the 1930s for the United States Army Air Corps (USAAC). Relatively fast and high-flying for a bomber of its era, the B-17 was used primarily in the European Theater ...
", was also known as the B-17
* The maximum number of strokes of a
Chinese radical
A Chinese radical () or indexing component is a graphical component of a Chinese character under which the character is traditionally listed in a Chinese dictionary. This component is often a semantic indicator similar to a morpheme, though ...
* The number of syllables in a
haiku
is a type of short form poetry originally from Japan. Traditional Japanese haiku consist of three phrases that contain a ''kireji'', or "cutting word", 17 '' on'' (phonetic units similar to syllables) in a 5, 7, 5 pattern, and a ''kigo'', or s ...
(5 + 7 + 5)
* In the
Nordic countries the seventeenth day of the year is considered the ''heart'' and/or the ''back'' of winter
* "Highway 17" or "Route 17": See
List of highways numbered 17
Route 17, or Highway 17 can refer to the following roads:
For the roads named "A17", see list of A17 roads.
International
* European route E17
* European route E017
Australia
* Brisbane Valley Highway, Queensland
* D'Aguilar Highway, Queensla ...
and
List of public transport routes numbered 17
In public transport, Route 17 may refer to:
*Route 17 (MTA Maryland)
LocalLink 75 is a bus route operated by the Maryland Transit Administration in Baltimore and its suburbs. The line currently runs from the Patapsco Light Rail Stop to Parkwa ...
* Seventeen, also known as Lock Seventeen, an unincorporated place in
Clay Township, Tuscarawas County, Ohio
Clay Township is one of the twenty-two townships of Tuscarawas County, Ohio
Ohio () is a state in the Midwestern region of the United States. Of the fifty U.S. states, it is the 34th-largest by area, and with a population of nearly 11.8 mi ...
* ''Seventeen'' was the former name of a yacht prior to being commissioned in the
US Navy
The United States Navy (USN) is the maritime service branch of the United States Armed Forces and one of the eight uniformed services of the United States. It is the largest and most powerful navy in the world, with the estimated tonnage ...
as the
* In
Italian culture, the number 17 is considered unlucky. When viewed as the Roman numeral, XVII, it is then changed anagrammatically to VIXI, which in the
Latin language
Latin (, or , ) is a classical language belonging to the Italic branch of the Indo-European languages. Latin was originally a dialect spoken in the lower Tiber area (then known as Latium) around present-day Rome, but through the power of t ...
translates to "I lived", the
perfect implying "My life is over." (c.f. "''Vixerunt''",
Cicero
Marcus Tullius Cicero ( ; ; 3 January 106 BC – 7 December 43 BC) was a Roman statesman, lawyer, scholar, philosopher, and academic skeptic, who tried to uphold optimate principles during the political crises that led to the esta ...
's famous announcement of an execution.)
Renault
Groupe Renault ( , , , also known as the Renault Group in English; legally Renault S.A.) is a French multinational automobile manufacturer established in 1899. The company produces a range of cars and vans, and in the past has manufacture ...
sold its "
R17" model in Italy as "R177". See
Cesana Pariol
Cesana Pariol was the venue for bobsleigh, luge and skeleton during the 2006 Winter Olympics in Turin, Italy. The track, built for the games, is located in Cesana. The venue holds approximately 7,130 spectators, of whom 3,624 are seated.
Cons ...
in the sport section about the name of curve 17.
* The fear of the number 17 is called '
heptadecaphobia
Heptadecaphobia (Greek: , "seventeen" and , , "fear") or ''heptadekaphobia'' is the fear of the number 17. It is considered to be ill-fated in Italy and other countries of Greek and Latin origins, while the date Friday the 17th is considered es ...
' or 'heptakaidekaphobia'
* Some species of
cicada
The cicadas () are a superfamily, the Cicadoidea, of insects in the order Hemiptera (true bugs). They are in the suborder Auchenorrhyncha, along with smaller jumping bugs such as leafhoppers and froghoppers. The superfamily is divided into tw ...
s have a life cycle of 17 years (i.e. they are buried in the ground for 17 years between every mating season)
* The number of special significance to
Yellow Pig's Day
Yellow is the color between green and orange on the spectrum of light. It is evoked by light with a dominant wavelength of roughly 575585 nm. It is a primary color in subtractive color systems, used in painting or color printing. In the ...
and
Hampshire College Summer Studies in Mathematics
Hampshire (, ; abbreviated to Hants) is a ceremonial and non-metropolitan county in western South East England on the coast of the English Channel. Home to two major English cities on its south coast, Southampton and Portsmouth, Hampshire is ...
* The number to call police in France
*
Force 17
Force 17 ( ar, القوة 17) was a commando and special operations unit of the Palestinian territories, Palestinian Fatah movement and later of the Office of the President of the Palestinian National Authority, Chairman of the Palestinian Authorit ...
, a special operations unit of the Palestinian Fatah movement
* The number of the French department
Charente-Maritime
Charente-Maritime () is a department in the Nouvelle-Aquitaine region on the southwestern coast of France. Named after the river Charente, its prefecture is La Rochelle. As of 2019, it had a population of 651,358 with an area of 6,864 square kil ...
* The declared percentage alcohol content (by volume) of
Baileys Irish Cream
Baileys Irish Cream is an Irish cream liqueur, an alcoholic drink flavoured with cream, cocoa and Irish whiskey. It is made by Diageo at Nangor Road, in Dublin, Ireland and in Mallusk, Northern Ireland. It is the original Irish cream, invent ...
, an Irish whiskey and cream based liqueur made by Gilbeys of Ireland
* The flight number of
Malaysia Airlines Flight 17
Malaysia Airlines Flight 17 (MH17/MAS17) was a scheduled passenger flight from Amsterdam to Kuala Lumpur that was shot down by Russian forces on 17 July 2014, while flying over eastern Ukraine. All 283 passengers and 15 crew were killed. Cont ...
which was shot down on 17 July 2014 with first test flight of plane is on 17 July 1997 exactly 17 years.
* The record number of
concerts
A concert is a live music performance in front of an audience. The performance may be by a single musician, sometimes then called a recital, or by a musical ensemble, such as an orchestra, choir, or band. Concerts are held in a wide variet ...
performed in a single year at
Madison Square Garden by the band
Phish in 2017
* The number of deaths and injured people on February 14, 2018, shooting at the Marjory
Stoneman Douglas High School shooting.
References
*
External links
Properties of 17Mathematical properties of 17 at yellowpigs.net
is 17 the most random numberat the wayback machine.
{{DEFAULTSORT:17 (Number)
Integers