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TERNARY

  • Ternary
  • Topics referred to by the same term

    Look up ternary in Wiktionary, the free dictionary. Ternary (from Latin ternarius) or trinary is an adjective meaning "composed of three items". It can

    Ternary

    Ternary

  • Ternary numeral system
  • Base-3 numeral system

    A ternary /ˈtɜːrnəri/ numeral system (also called base 3 or trinary) has three as its base. Although ternary most often refers to a system in which the

    Ternary numeral system

    Ternary_numeral_system

  • Ternary computer
  • Computer that uses ternary logic

    A ternary computer, also called trinary computer, is one that uses ternary logic (i.e., base 3) instead of the more common binary system (i.e., base 2)

    Ternary computer

    Ternary_computer

  • Ternary cubic
  • In mathematics, a ternary cubic form is a homogeneous degree 3 polynomial in three variables. The ternary cubic is one of the few cases of a form of degree

    Ternary cubic

    Ternary_cubic

  • Ternary operation
  • Mathematical operation that combines three elements to produce another element

    In mathematics, a ternary operation is an n-ary operation with n = 3. A ternary operation on a set A takes any given three elements of A and combines

    Ternary operation

    Ternary_operation

  • Setun
  • Soviet ternary computer

    Brusentsov. It was the first modern ternary computer, using the balanced ternary numeral system and three-valued ternary logic instead of the two-valued binary

    Setun

    Setun

    Setun

  • Ternary plot
  • Barycentric plot on three variables

    A ternary plot, ternary graph, triangle plot, simplex plot, or Gibbs triangle is a barycentric plot on three variables which sum to a constant. It graphically

    Ternary plot

    Ternary plot

    Ternary_plot

  • Cantor set
  • Set of points on a line segment with certain topological properties

    modern point-set topology. The most common construction is the Cantor ternary set, built by removing the middle third of a line segment and then repeating

    Cantor set

    Cantor set

    Cantor_set

  • Ternary form
  • 3-part musical form

    Ternary form, sometimes called song form, is a three-part musical form consisting of an opening section (A), a following section (B) and then a repetition

    Ternary form

    Ternary_form

  • Ternary conditional operator
  • Conditional operator in computer programming

    In computer programming, the ternary conditional operator is a conditional expression with three parts: the Boolean condition, the then-expression, and

    Ternary conditional operator

    Ternary_conditional_operator

  • Balanced ternary
  • Numeral system using the values -1, 0 and 1

    Balanced ternary is a ternary numeral system (i.e. base 3 with three digits) that uses a balanced signed-digit representation of the integers in which

    Balanced ternary

    Balanced_ternary

  • Ternary tree
  • Tree in which each node has at most three children

    In computer science, a ternary tree is a tree data structure in which each node has at most three child nodes, usually distinguished as "left", “mid”

    Ternary tree

    Ternary tree

    Ternary_tree

  • Ternary relation
  • Relation of degree three

    mathematics, a ternary relation or triadic relation is a finitary relation in which the number of places in the relation is three. Ternary relations may

    Ternary relation

    Ternary_relation

  • Ternary compound
  • Chemical compound made of three different elements

    materials chemistry, a ternary compound or ternary phase is a chemical compound containing three different elements. While some ternary compounds are molecular

    Ternary compound

    Ternary_compound

  • Ternary signal
  • In telecommunications, a ternary signal is a signal that can assume, at any given instant, one of three states or significant conditions, such as power

    Ternary signal

    Ternary_signal

  • Ternary search
  • Algorithm for finding the extrema of a unimodal function

    A ternary search algorithm is a technique in computer science for finding the minimum or maximum of a unimodal function. Assume we are looking for a maximum

    Ternary search

    Ternary_search

  • Ternary fission
  • Nuclear fission yielding three products

    Ternary fission is a comparatively rare (0.2 to 0.4% of events) type of nuclear fission in which three charged products are produced rather than two.

    Ternary fission

    Ternary fission

    Ternary_fission

  • Star system
  • Small number of stars that orbit each other

    commonly found than those with 2 or 3. Multiple-star systems are called ternary if they contain three stars, quaternary if they contain four, etc. These

    Star system

    Star system

    Star_system

  • Ternary complex
  • Protein complex among three different molecules

    A ternary complex is a protein complex containing three different molecules that are bound together. In structural biology, ternary complex can also be

    Ternary complex

    Ternary_complex

  • Alloy
  • Mixture or metallic solid solution composed of two or more elements

    aluminium-copper alloys were heat-treatable to some degree, Wilm tried quenching a ternary alloy of aluminium, copper, and the addition of magnesium, but was initially

    Alloy

    Alloy

    Alloy

  • Planar ternary ring
  • Construction in projective geometry

    and a ternary mapping T : R 3 → R {\displaystyle T\colon R^{3}\to R\,} may be called a ternary system. A planar ternary ring (PTR) or ternary field is

    Planar ternary ring

    Planar_ternary_ring

  • Ramanujan's ternary quadratic form
  • Unique algebraic expression given by Srinivasa Ramanujan

    In number theory, a branch of mathematics, Ramanujan's ternary quadratic form is the algebraic expression x2 + y2 + 10z2 with integral values for x, y

    Ramanujan's ternary quadratic form

    Ramanujan's_ternary_quadratic_form

  • Arity
  • Number of arguments required by a function

    two arguments. Example: f ( x , y ) = 2 x y {\displaystyle f(x,y)=2xy} A ternary function takes three arguments. Example: f ( x , y , z ) = 2 x y z {\displaystyle

    Arity

    Arity

  • Ternary search tree
  • Data structure

    In computer science, a ternary search tree is a type of trie (sometimes called a prefix tree) where nodes are arranged in a manner similar to a binary

    Ternary search tree

    Ternary_search_tree

  • Ternary Golay code
  • Pair of related error-correcting codes

    coding theory, the ternary Golay codes are two closely related error-correcting codes. The code generally known simply as the ternary Golay code is an [

    Ternary Golay code

    Ternary_Golay_code

  • Generalized balanced ternary
  • Generalized balanced ternary is a generalization of the balanced ternary numeral system to represent points in a higher-dimensional space. It was first

    Generalized balanced ternary

    Generalized_balanced_ternary

  • Lithium-ion battery
  • Type of rechargeable battery

    Raistrick, I.D.; Huggins, R.A. (1980). "Thermodynamic investigations of ternary lithium-transition metal-oxygen cathode materials". Materials Research

    Lithium-ion battery

    Lithium-ion battery

    Lithium-ion_battery

  • Hybrid ternary code
  • Type of ternary line code in telecommunications

    In telecommunications, the hybrid (H-) ternary line code is a line code that operates on a hybrid principle combining the binary non-return-to-zero-level

    Hybrid ternary code

    Hybrid_ternary_code

  • 1
  • Natural number

    Roman numeral I, i Greek prefix mono-/haplo- Latin prefix uni- Binary 12 Ternary 13 Senary 16 Octal 18 Duodecimal 112 Hexadecimal 116 Greek numeral α' Arabic

    1

    1

  • Ternary commutator
  • In mathematical physics, the ternary commutator is an additional ternary operation on a triple system defined by [ a , b , c ] = a b c − a c b − b a c

    Ternary commutator

    Ternary_commutator

  • Local ternary patterns
  • Image processing process

    Local ternary patterns (LTP) are an extension of local binary patterns (LBP). Unlike LBP, it does not threshold the pixels into 0 and 1, rather it uses

    Local ternary patterns

    Local_ternary_patterns

  • Ternary quartic
  • mathematics, a ternary quartic form is a degree 4 homogeneous polynomial in three variables. Hilbert (1888) showed that a positive semi-definite ternary quartic

    Ternary quartic

    Ternary_quartic

  • Phase diagram
  • Chart used to show conditions at which physical phases of a substance occur

    in a ternary system an equilateral triangle is used, called Gibbs triangle (see also Ternary plot). Gibbs triangle Space phase diagram of a ternary system

    Phase diagram

    Phase diagram

    Phase_diagram

  • Elvis operator
  • Binary operator in computer programming

    inspired by the ternary conditional operator, ? :, since the Elvis operator expression A ?: B is approximately equivalent to the ternary conditional expression

    Elvis operator

    Elvis operator

    Elvis_operator

  • Goldbach's weak conjecture
  • Conjecture about prime numbers, proof under review

    Goldbach's weak conjecture, also known as the odd Goldbach conjecture, the ternary Goldbach problem, or the 3-primes problem, is the proposition that every

    Goldbach's weak conjecture

    Goldbach's weak conjecture

    Goldbach's_weak_conjecture

  • Three-valued logic
  • System including an indeterminate value

    A three-valued logic (also trinary logic, trivalent, ternary, or trilean, sometimes abbreviated 3VL) is any of several many-valued logic systems in which

    Three-valued logic

    Three-valued_logic

  • Bitwise ternary logic instruction
  • Bitwise ternary logic (3-way boolean function)

    Bitwise ternary logic instructions can logically implement all possible bitwise operations between three inputs (256 permutations). They take three registers

    Bitwise ternary logic instruction

    Bitwise_ternary_logic_instruction

  • Azeotrope tables
  • Boiling points of liquid mixtures

    This page contains tables of azeotrope data for various binary and ternary mixtures of solvents. The data include the composition of a mixture by weight

    Azeotrope tables

    Azeotrope_tables

  • Binary form
  • Musical structure with two contrasting sections

    Rounded binary is not to be confused with ternary form, also labeled ABA—the difference being that, in ternary form, the B section contrasts completely

    Binary form

    Binary_form

  • 10
  • Natural number

    (unicode) X, x Greek prefix deca-/deka- Latin prefix deci- Binary 10102 Ternary 1013 Senary 146 Octal 128 Duodecimal A12 Hexadecimal A16 Chinese numeral

    10

    10

  • Cantor function
  • Continuous function that is not absolutely continuous

    grow, it does indeed monotonically grow. It is also called the Cantor ternary function, the Lebesgue function, Lebesgue's singular function, the Cantor–Vitali

    Cantor function

    Cantor function

    Cantor_function

  • 6
  • Natural number

    VI, vi, ↅ Greek prefix hexa-/hex- Latin prefix sexa-/sex- Binary 1102 Ternary 203 Senary 106 Octal 68 Duodecimal 612 Hexadecimal 616 Greek στ (or ΣΤ

    6

    6

  • Musical form
  • Structure of a piece of music

    first theme, we have a simple ternary form. Great arguments and misunderstanding can be generated by such terms as "ternary" and "binary," as a complex

    Musical form

    Musical_form

  • 1.58-bit large language model
  • Large language model with ternary weights

    A 1.58-bit large language model (also known as a ternary LLM) is a type of large language model (LLM) designed to be computationally efficient. It achieves

    1.58-bit large language model

    1.58-bit_large_language_model

  • Bit
  • Unit of information

    bit) Shannon (unit) – Unit of information Trit – Ternary numeral system – Base-3 numeral system (ternary digit) Mackenzie, Charles E. (1980). Coded Character

    Bit

    Bit

  • 2
  • Natural number

    Greek prefix di- Latin prefix duo-/bi- Old English prefix twi- Binary 102 Ternary 23 Senary 26 Octal 28 Duodecimal 212 Hexadecimal 216 Arabic, Kurdish, Persian

    2

    2

  • Malbolge
  • 1998 esoteric programming language

    every twelve addresses (the individual ternary digits will repeat every three or four addresses, so a group of ternary digits is guaranteed to repeat every

    Malbolge

    Malbolge

    Malbolge

  • Finger binary
  • Finger-counting system

    the fingers to represent more than two states (0 and 1); for instance, a ternary numeral system (base 3) could be used by having a fully raised finger represent

    Finger binary

    Finger binary

    Finger_binary

  • Trinomial nomenclature
  • System of naming taxonomic ranks below species

    zoological nomenclature, a trinomen (pl. trinomina), trinominal name, or ternary name is the name of a subspecies. A trinomen is a name with three parts:

    Trinomial nomenclature

    Trinomial_nomenclature

  • Triple metre
  • Musical metre of three beats

    Triple metre (US: triple meter; also known as triple time) is a musical metre characterised by a primary division of 3 beats to the bar, usually indicated

    Triple metre

    Triple_metre

  • Oxyacid
  • Acid that contains oxygen

    An oxyacid, oxoacid, or ternary acid is an acid that contains oxygen. Specifically, it is a compound that contains hydrogen, oxygen, and at least one

    Oxyacid

    Oxyacid

  • Optimal radix choice
  • Number of digits needed to express a number in a particular base

    climbs to infinity. One result of the relative economy of base 3 is that ternary search trees offer an efficient strategy for retrieving elements of a database

    Optimal radix choice

    Optimal_radix_choice

  • Qutrit
  • Unit of quantum information

    third root of unity. Consider the subgroup P 3 {\displaystyle P_{3}} of ternary Pauli gates with two generators X = | 1 ⟩ ⟨ 0 | + | 2 ⟩ ⟨ 1 | + | 0 ⟩ ⟨

    Qutrit

    Qutrit

  • 4
  • Natural number

    notation) Greek prefix tetra- Latin prefix quadri-/quadr- Binary 1002 Ternary 113 Senary 46 Octal 48 Duodecimal 412 Hexadecimal 416 Armenian Դ Arabic

    4

    4

    4

  • Ternary equivalence relation
  • Ternary relation analogous to a binary equivalence relation

    In mathematics, a ternary equivalence relation is a kind of ternary relation analogous to a binary equivalence relation. A ternary equivalence relation

    Ternary equivalence relation

    Ternary_equivalence_relation

  • Content-addressable memory
  • Type of computer memory

    type of CAM and uses data search words consisting entirely of 1s and 0s. Ternary CAM (TCAM) allows a third matching state of X or don't care for one or

    Content-addressable memory

    Content-addressable memory

    Content-addressable_memory

  • 69 (number)
  • Natural number

    applied to all numbers from 64 to 69). In computing, 69 equates to 2120 in ternary (base-3); 153 in senary (base-6); and 59 in duodecimal (base-12). Visually

    69 (number)

    69_(number)

  • 7
  • Natural number

    vii Greek prefix hepta-/hept- Latin prefix septua-/sept- Binary 1112 Ternary 213 Senary 116 Octal 78 Duodecimal 712 Hexadecimal 716 Greek numeral Z

    7

    7

  • Pólya enumeration theorem
  • Formula for number of orbits of a group action

    rooted ternary trees consists of rooted trees where every node (or non-leaf vertex) has exactly three children (leaves or subtrees). Small ternary trees

    Pólya enumeration theorem

    Pólya_enumeration_theorem

  • Setun-70
  • Experimental Soviet ternary computer

    Setun-70 was an experimental Soviet ternary computer developed at Moscow State University (MSU) between 1967 and 1970 by Nikolay Brusentsov and Yevgeny

    Setun-70

    Setun-70

  • 1002 (number)
  • Natural number

    representation ends with its ternary representation. 1002 is a number written in base of triangular numbers It is the ternary numeral system representation

    1002 (number)

    1002_(number)

  • Piper diagram
  • Graphic procedure in the geochemical interpretation of water-analyses

    water sample or samples. The cations and anions are shown by separate ternary plots. The apexes of the cation plot are calcium, magnesium and sodium

    Piper diagram

    Piper diagram

    Piper_diagram

  • Six-bar linkage
  • 1-DoF mechanism with 6 links and 7 joints

    to connect two sides of the hexagon to form a six-bar linkage with two ternary links connected by one joint. This type of six-bar linkage is said to have

    Six-bar linkage

    Six-bar linkage

    Six-bar_linkage

  • I3C (bus)
  • Serial bus specification

    restart or exit. The HDR-TSP and HDR-TSL modes use one of three symbols as ternary digits (trits): A transition of both SDA and SCL (received within 12.8 ns

    I3C (bus)

    I3C (bus)

    I3C_(bus)

  • 22 (number)
  • Natural number

    11 Divisors 1, 2, 11, 22 Greek numeral ΚΒ´ Roman numeral XXII, xxii Binary 101102 Ternary 2113 Senary 346 Octal 268 Duodecimal 1A12 Hexadecimal 1616

    22 (number)

    22_(number)

  • Stanley sequence
  • Mathematical sequence involving arithmetic progressions

    consists of those numbers whose ternary representations have only the digits 0 and 1. That is, when written in ternary, they look like binary numbers.

    Stanley sequence

    Stanley_sequence

  • 9
  • Natural number

    Roman numeral IX, ix Greek prefix ennea- Latin prefix nona- Binary 10012 Ternary 1003 Senary 136 Octal 118 Duodecimal 912 Hexadecimal 916 Amharic ፱ Arabic

    9

    9

  • Ternac
  • TERNAC is an emulation written in FORTRAN of a ternary computer on a binary machine, a Burroughs B1700. It was implemented in 1973 at State University

    Ternac

    Ternac

  • Medieval music
  • Western music created during the Middle Ages

    time, and thus preserving the perfect subdivision of the tempus. This ternary division held for all note values. In contrast, the Ars Nova period introduced

    Medieval music

    Medieval music

    Medieval_music

  • 2000 (number)
  • Natural number

    Retrieved 11 November 2012. Ono, Ken; K Soundararajan (1997). "Ramanujan's ternary quadratic forms" (PDF). Inventiones Mathematicae. 130 (3): 415–454. Bibcode:1997InMat

    2000 (number)

    2000_(number)

  • Residue curve
  • distillation processes. Residue curve maps are typically used for examining ternary mixtures which can't be easily separated by distillation because of azeotropic

    Residue curve

    Residue curve

    Residue_curve

  • 5
  • Natural number

    Classification. 11A25, 11Y70, 11Y16. Helfgott, Harald Andres (2014). "The ternary Goldbach problem" (PDF). In Jang, Sun Young (ed.). Seoul International

    5

    5

  • N-ary associativity
  • generalization of the associative law to n-ary operations. A ternary operation is ternary associative if one has always ( a b c ) d e = a ( b c d ) e =

    N-ary associativity

    N-ary_associativity

  • Trio (music)
  • Group of three musicians

    performers or three musical parts in larger works, the middle section of a ternary form (so named because of the 17th-century practice of scoring the contrasting

    Trio (music)

    Trio (music)

    Trio_(music)

  • 0
  • Whole number

    "oh" (/oʊ/) Ordinal Zeroth, noughth, 0th Latin prefix nulli- Binary 02 Ternary 03 Senary 06 Octal 08 Duodecimal 012 Hexadecimal 016 Arabic, Kurdish, Persian

    0

    0

  • Mole fraction
  • Proportion of a constituent in a mixture

    as the ratio of partial pressure to total pressure of the mixture In a ternary mixture one can express mole fractions of a component as functions of other

    Mole fraction

    Mole_fraction

  • Pi
  • Number, approximately 3.14

    100010001000010110100011... (see OEIS: A004601) The first 36 digits in ternary (base 3) are 10.010211012222010211002111110221222220... (see OEIS: A004602)

    Pi

    Pi

  • Song-and-trio
  • the Song and Trio form is often referred as Compound Ternary form. This is where one of the Ternary form sections can be subdivided into two subsections

    Song-and-trio

    Song-and-trio

  • 42 (number)
  • Natural number

    2, 3, 6, 7, 14, 21, 42 Greek numeral ΜΒ´ Roman numeral XLII, xlii Binary 1010102 Ternary 11203 Senary 1106 Octal 528 Duodecimal 3612 Hexadecimal 2A16

    42 (number)

    42_(number)

  • 28 (number)
  • Natural number

    Divisors 1, 2, 4, 7, 14, 28 Greek numeral ΚΗ´ Roman numeral XXVIII, xxviii Binary 111002 Ternary 10013 Senary 446 Octal 348 Duodecimal 2412 Hexadecimal 1C16

    28 (number)

    28 (number)

    28_(number)

  • D-ary heap
  • Priority queue data structure

    nodes have d children instead of 2. Thus, a binary heap is a 2-heap, and a ternary heap is a 3-heap. According to Tarjan and Jensen et al., d-ary heaps were

    D-ary heap

    D-ary_heap

  • Numeral prefix
  • Prefix derived from numerals or other numbers

    10th month) binary, ternary, octal, decimal, hexadecimal (numbers expressed in base 2, base 3, base 8, base 10, base 16) Unary, binary, ternary, quaternary,

    Numeral prefix

    Numeral_prefix

  • 10,000,000,000
  • Natural number

    }{\mathrm {M} }}} Roman numeral X Binary 10010101000000101111100100000000002 Ternary 2212102202021220101013 Senary 43321424121446 Octal 1124027620008 Duodecimal

    10,000,000,000

    10,000,000,000

  • Decimal
  • Number in base-10 numeral system

    (base 10) Classical Information bit (binary) trit (ternary) dit (decimal) Quantum information qubit (binary) qutrit (ternary) qudit (d-dimensional) v t e

    Decimal

    Decimal

    Decimal

  • 4B3T
  • 4B3T, which stands for 4 (four) binary 3 (three) ternary, is a line encoding scheme used for ISDN PRI interface. 4B3T represents four binary bits using

    4B3T

    4B3T

  • 64 (number)
  • Natural number

    2, 4, 8, 16, 32, 64 Greek numeral ΞΔ´ Roman numeral LXIV, lxiv Binary 10000002 Ternary 21013 Senary 1446 Octal 1008 Duodecimal 5412 Hexadecimal 4016

    64 (number)

    64_(number)

  • 25 (number)
  • Natural number

    Factorization 52 Divisors 1, 5, 25 Greek numeral ΚΕ´ Roman numeral XXV, xxv Binary 110012 Ternary 2213 Senary 416 Octal 318 Duodecimal 2112 Hexadecimal 1916

    25 (number)

    25_(number)

  • Qudit
  • Unit of information in a quantum computer

    (base 10) Classical Information bit (binary) trit (ternary) dit (decimal) Quantum information qubit (binary) qutrit (ternary) qudit (d-dimensional) v t e

    Qudit

    Qudit

  • List of semiconductor materials
  • properties than the indirect band gap of silicon; it can be alloyed to ternary and quaternary compositions, with adjustable band gap width, allowing light

    List of semiconductor materials

    List_of_semiconductor_materials

  • 6174
  • Natural number

    numeral ,ϚΡΟΔ´ Roman numeral VMCLXXIV, or VICLXXIV Binary 11000000111102 Ternary 221102003 Senary 443306 Octal 140368 Duodecimal 36A612 Hexadecimal 181E16

    6174

    6174

  • 666 (number)
  • Natural number

    hexakósioi hexēkonta héx Latin prefix sescenti sexaginta sex Binary 10100110102 Ternary 2202003 Senary 30306 Octal 12328 Duodecimal 47612 Hexadecimal 29A16 Chinese

    666 (number)

    666_(number)

  • CC system
  • Ternary relation on points in the plane

    In computational geometry, a CC system or counterclockwise system is a ternary relation pqr introduced by Donald Knuth to model the clockwise ordering

    CC system

    CC_system

  • 43 (number)
  • Natural number

    14th Divisors 1, 43 Greek numeral ΜΓ´ Roman numeral XLIII, xliii Binary 1010112 Ternary 11213 Senary 1116 Octal 538 Duodecimal 3712 Hexadecimal 2B16

    43 (number)

    43_(number)

  • −1
  • Integer

    polynomial is not constant, it is not a unit in F. Mathematics portal Balanced ternary For example, sin−1(x) is a notation for the arcsine function. Nathanson

    −1

    −1

  • Unconventional computing
  • Computing by new or unusual methods

    trits, or ternary digits, which can be defined in several ways, including unbalanced ternary, fractional unbalanced ternary, balanced ternary, and unknown-state

    Unconventional computing

    Unconventional_computing

  • 116 (number)
  • Natural number

    Euler's totient function. 116! + 1 is a factorial prime. There are 116 ternary Lyndon words of length six, and 116 irreducible polynomials of degree six

    116 (number)

    116 (number)

    116_(number)

  • Nocturnes, Op. 9 (Chopin)
  • 1832 set of three solo piano pieces

    polyrhythms. The piece is 85 measures long and in 6 4 meter. It is written in ternary form; after the primary theme, the secondary theme starts in measure 19

    Nocturnes, Op. 9 (Chopin)

    Nocturnes, Op. 9 (Chopin)

    Nocturnes,_Op._9_(Chopin)

  • Binary operation
  • Mathematical operation with two operands

    operation f {\displaystyle f} on a set S {\displaystyle S} may be viewed as a ternary relation on S {\displaystyle S} , that is, the set of triples ( a , b

    Binary operation

    Binary operation

    Binary_operation

  • 50 (number)
  • Natural number

    50 Greek numeral Ν´ Roman numeral L, l Unicode symbol ↆ Binary 1100102 Ternary 12123 Senary 1226 Octal 628 Duodecimal 4212 Hexadecimal 3216 Armenian Ծ

    50 (number)

    50_(number)

  • 1,000,000
  • Natural number

    {\rho }{\mathrm {M} }}} Roman numeral M, m Binary 111101000010010000002 Ternary 12122102020013 Senary 332333446 Octal 36411008 Duodecimal 40285412 Hexadecimal

    1,000,000

    1,000,000

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