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REPDIGIT

  • Repdigit

    • Natural number with a decimal representation made of repeated instances of the same digit

    In recreational mathematics, a repdigit or sometimes monodigit is a natural number composed of repeated instances of the same digit in a positional number

    Repdigit

    Repdigit

  • 1,000,000

    • Natural number

    pandigital number in base 8. 2,178,309 = Fibonacci number 2,222,222 = repdigit 2,266,502 = number of signed trees with 13 nodes 2,274,205 = number of

    1,000,000

    1,000,000

  • 100,000

    • Natural number

    ending in 1, 3, 7 or 9 221,760 = 32nd highly composite number 222,222 = repdigit 224,737 = the 20,000th prime number 227,475 = Riordan number 234,256 =

    100,000

    100,000

  • 500 (number)

    • Natural number

    number, a nontotient, an untouchable number, and a Harshad number. It is a repdigit (and is therefore palindromic) in bases 6 (22226) and 36 (EE36). 518= 51 + 12 + 83

    500 (number)

    500_(number)

  • 10,000,000,000,000

    • Natural number

    colors may be swapped but turning over is not allowed 22,222,222,222,222 : repdigit 22,592,065,572,301 : 185th Markov number 24,351,056,611,103 : number of

    10,000,000,000,000

    10,000,000,000,000

  • 100,000,000,000,000

    • Natural number

    nucleotides 217,774,440,785,026 : 211th Markov number 222,222,222,222,222 : repdigit 238,763,690,000,642 : 212th Markov number 259,215,937,709,463 : 22nd Schröder–Hipparchus

    100,000,000,000,000

    100,000,000,000,000

  • 300 (number)

    • Natural number

    a zero of Mertens function. It is also a palindromic number that is a repdigit in bases 8, 10, and 36. It is also the smallest multidigit composite palindrome

    300 (number)

    300_(number)

  • Repunit

    • Numbers that contain only the digit 1

    111, or 1111 that contains only the digit 1 — a more specific type of repdigit. The term stands for "repeated unit" and was coined in 1966 by Albert H

    Repunit

    Repunit

  • 99 (number)

    • Natural number

    Kaprekar number a lucky number a palindromic number in base ten the ninth repdigit the sum of the cubes of three consecutive integers: 99 = 23 + 33 + 43.

    99 (number)

    99_(number)

  • 292 (number)

    • Natural number

    that the proper divisors of any number do not add up to 292. 292 is a repdigit in base 8 with it being 444. In the simplified continued fraction for pi

    292 (number)

    292_(number)

  • Numerical digit

    • Symbols used to write numbers

    Repdigits are a generalization of repunits; they are integers represented by repeated instances of the same digit. For example, 333 is a repdigit. The

    Numerical digit

    Numerical_digit

  • 666 (number)

    • Natural number

    +34+35+36=666} . 666 is the largest triangular number that is also a repdigit. It is also a smith number. In the Textus Receptus manuscripts of the New

    666 (number)

    666_(number)

  • Six nines in pi

    • Sequence of digits in the math constant π, incorrectly attributed to Feynman

    2164201989 Mathematics portal 0.999... 9 (number) Mathematical coincidence Repdigit Ramanujan's constant Wells, D. (1986), The Penguin Dictionary of Curious

    Six nines in pi

    Six_nines_in_pi

  • 136 (number)

    • Natural number

    refactorable number and a composite number. the 16th triangular number. a repdigit in base 16 (88). Wikimedia Commons has media related to 136 (number). 136

    136 (number)

    136_(number)

  • 1,000,000,000,000

    • Natural number

    Markov number 2,156,735,837,173 : 162nd Markov number 2,222,222,222,222 : repdigit 2,236,994,992,300 : initial number of eighth century xx00 to xx99 containing

    1,000,000,000,000

    1,000,000,000,000

  • 88 (number)

    • Natural number

    palindromic number in bases 5 (3235), 10 (8810), 21 (4421), and 43 (2243). a repdigit in bases 10, 21 and 43. a 2-automorphic number. the smallest positive integer

    88 (number)

    88_(number)

  • 222 (number)

    • Natural number

    is the natural number following 221 and preceding 223. It is a decimal repdigit and a strobogrammatic number (meaning that it looks the same turned upside

    222 (number)

    222_(number)

  • 91 (number)

    • Natural number

    92. the smallest pseudoprime satisfying the congruence 3n ≡ 3 mod n. a repdigit in base 9 (1119). palindromic in bases 3 (101013), 9 (1119), and 12 (7712)

    91 (number)

    91_(number)

  • 156 (number)

    • Natural number

    refactorable number. 156 is the number of graphs on 6 unlabeled nodes. 156 is a repdigit in base 5 (1111), and also in bases 25, 38, 51, 77, and 155. 156 degrees

    156 (number)

    156_(number)

  • Twosday

    • Portmanteau and one-time observance

    as an earlier instance of this portmanteau Framing (social sciences) Repdigit It was preceded by seven palindromic dates in the dd-mm-yyyy format in

    Twosday

    Twosday

  • 7000 (number)

    • Natural number

    number 7753 – super-prime 7770 – tetrahedral number 7777 – Kaprekar number, repdigit 7823 – Sophie Germain prime, safe prime, balanced prime 7825 – magic constant

    7000 (number)

    7000_(number)

  • 266 (number)

    • Natural number

    267. 266 is an even composite number with three prime factors. 266 is a repdigit in base 11. In base 11, 266 is 222. 266 is a sphenic number being the product

    266 (number)

    266_(number)

  • 80 (number)

    • Natural number

    bases 3 (22223), 6 (2126), 9 (889), 15 (5515), 19 (4419), and 39 (2239). A repdigit in bases 3, 9, 15, 19, and 39. The sum of the first four twin prime pairs:

    80 (number)

    80_(number)

  • 511 (number)

    • Natural number

    result, 511 is a palindromic number and a repdigit in base 2 (1111111112). It is also palindromic and a repdigit in base 8 (7778). It is a generalized heptagonal

    511 (number)

    511_(number)

  • 170 (number)

    • Natural number

    is it ever a solution to x - φ(x), making it a noncototient. 170 is a repdigit in base 4 (2222) and base 16 (AA), as well as in bases 33, 84, and 169

    170 (number)

    170_(number)

  • 133 (number)

    • Natural number

    Harshad number, because it is divisible by the sum of its digits. 133 is a repdigit in base 11 (111) and base 18 (77), whilst in base 20 it is a cyclic number

    133 (number)

    133_(number)

  • 285 (number)

    • Natural number

    is divisible by the sum of its digits. 285 is divisible by 15. 285 is a repdigit number in base 7. In base 7, 285 is 555. 285 is a very symmetric number

    285 (number)

    285_(number)

  • 37 (number)

    • Natural number

    and 80105 are all multiples of 37; any multiple of 37 with a three-digit repdigit inserted generates another multiple of 37 (for example, 30007, 31117, 74

    37 (number)

    37_(number)

  • 140 (number)

    • Natural number

    totient function φ(x) over the first twenty-one integers is 140. 140 is a repdigit in bases 13, 19, 27, 34, 69, and 139. 140 is also: The former Twitter entry-character

    140 (number)

    140_(number)

  • 93 (number)

    • Natural number

    integer, since its two prime factors, 3 and 31 are both Gaussian primes. a repdigit in base 5 (3335), and 30 (3330). palindromic in bases 2, 5, and 30. a lucky

    93 (number)

    93_(number)

  • 2520 (number)

    • Natural number

    following highly composite numbers. palindromic in undecimal (199111) and a repdigit in bases 55, 59, and 62. a Harshad number in all bases between binary and

    2520 (number)

    2520_(number)

  • 129 (number)

    • Natural number

    both Gaussian primes, this means that 129 is a Blum integer. 129 is a repdigit in base 6 (333). 129 is a happy number. 129 is a centered octahedral number

    129 (number)

    129_(number)

  • 230 (number)

    • Natural number

    precede another sphenic number. 230 a repdigit in bases 22 (AA22), 45 (5545), and 114 (22114). Like all repdigits, it is palindromic in these bases. It

    230 (number)

    230_(number)

  • 259 (number)

    • Natural number

    258 and preceding 260. 259 is: a semiprime 63 + 62 + 6 + 1, so 259 is a repdigit in base 6 (11116) a lucky number Assuming A=1, B=2, C=3, D=4, etc..., all

    259 (number)

    259_(number)

  • Natural number

    • Number used for counting

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Natural number

    Natural number

    Natural_number

  • 888 (number)

    • Natural number

    calculator display, symbolic in various mystical traditions. 888 is a base ten repdigit (a number all of whose digits are equal), and 888 = 24 × 37. {\displaystyle

    888 (number)

    888 (number)

    888_(number)

  • Fibonacci sequence

    • Numbers obtained by adding the two previous ones

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Fibonacci sequence

    Fibonacci sequence

    Fibonacci_sequence

  • List of prime numbers

    • 1090/S0025-5718-08-02090-5. Caldwell, C.; Dubner, H. (1996–97). "The near repdigit primes A n − k − 1 B 1 A k {\displaystyle A_{n-k-1}B_{1}A_{k}} , especially

    List of prime numbers

    List_of_prime_numbers

  • Exponentiation

    • Arithmetic operation

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Exponentiation

    Exponentiation

    Exponentiation

  • Prime number

    • Number divisible only by 1 and itself

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Prime number

    Prime number

    Prime_number

  • 137 (number)

    • Natural number

    and a primeval number. a factor of 10001 (the other being 73) and the repdigit 11111111 (= 10001 × 1111). In decimal notation, 1/137 = 0.007 299 27, so

    137 (number)

    137_(number)

  • Friedman number

    • Number that is the result of operation on its own digits

    10. Repdigit Friedman numbers: The smallest repdigit in any base that is a Friedman number is found in base 8, and is 33 = 33. The smallest repdigit in

    Friedman number

    Friedman_number

  • Kaprekar's routine

    • Iterative algorithm on numbers

    of b − 1 {\displaystyle b-1} . When leading zeroes are retained, only repdigits lead to the trivial Kaprekar's constant. In base 4, it can easily be shown

    Kaprekar's routine

    Kaprekar's_routine

  • 100,000,000,000

    • Natural number

    23 321,253,732,800 = superior highly composite number 333,333,333,333 = repdigit made of 3s 336,908,488,839 = number of secondary structures of RNA molecules

    100,000,000,000

    100,000,000,000

  • 65,535

    • Natural number

    the sum of 20 through 215 (20 + 21 + 22 + ... + 215) and is therefore a repdigit in base 2 (1111111111111111), in base 4 (33333333), and in base 16 (FFFF)

    65,535

    65,535

  • 241 (number)

    • Natural number

    a lucky prime. Since 241 = 15 × 24 + 1, it is a Proth prime. 241 is a repdigit in base 15 (111). 241 is the only known Lucas–Wieferich prime to (U, V)

    241 (number)

    241_(number)

  • Square number

    • Product of an integer with itself

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Square number

    Square number

    Square_number

  • 21 (number)

    • Natural number

    {\displaystyle 3\times q} where q {\displaystyle q} is a higher prime. It is a repdigit in quaternary (1114). As a semiprime with proper divisors 1, 3 and 7, twenty-one

    21 (number)

    21_(number)

  • 255 (number)

    • Natural number

    regular 255-gon is constructible. In base 10, it is a self number. 255 is a repdigit in base 2 (11111111), in base 4 (3333), and in base 16 (FF). { 9 2 } =

    255 (number)

    255_(number)

  • Perfect number

    • Number equal to the sum of its proper divisors

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Perfect number

    Perfect number

    Perfect_number

  • Triangular number

    • Figurate number

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Triangular number

    Triangular number

    Triangular_number

  • 9000 (number)

    • Natural number

    9988 – number of prime knots with 13 crossings 9999 – Kaprekar number, repdigit There are 112 prime numbers between 9000 and 10000: 9001, 9007, 9011, 9013

    9000 (number)

    9000_(number)

  • 10,000,000

    • Natural number

    prime number with 8 digits 99,999,999 = Repdigit, Friedman number, believed to be smallest number to be both repdigit and Friedman Hebdometre Sloane, N. J

    10,000,000

    10,000,000

  • Congruent number

    • Area of a right triangle with rational-numbered sides

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Congruent number

    Congruent number

    Congruent_number

  • 211 (number)

    • Natural number

    and 223). It is thus a balanced prime and an isolated prime. 211 is a repdigit in tetradecimal (111). 211 is the 47th prime number and therefore it is

    211 (number)

    211_(number)

  • 341 (number)

    • Natural number

    consecutive primes (37 + 41 + 43 + 47 + 53 + 59 + 61). 341 is a palindrome and repdigit in bases 2 (1010101012), 4 (111114), 8 (5258), 17 (13117) and 30 (BB30)

    341 (number)

    341_(number)

  • Power of 10

    • Ten raised to an integer power

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Power of 10

    Power of 10

    Power_of_10

  • 23 (number)

    • Natural number

    A004022 (Primes of the form (10^k - 1)/9. Also called repunit primes or repdigit primes.)". The On-Line Encyclopedia of Integer Sequences. OEIS Foundation

    23 (number)

    23_(number)

  • 90,000

    • Natural number

    largest 5-digit square 99,991 = largest five-digit prime number 99,999 = repdigit, Kaprekar number: 999992 = 9999800001; 99998 + 00001 = 99999 There are

    90,000

    90,000

  • Vampire number

    • Type of composite number with an even number of digits

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Vampire number

    Vampire_number

  • Composite number

    • Integer having a non-trivial divisor

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Composite number

    Composite number

    Composite_number

  • 800 (number)

    • Natural number

    pyramidal number. 820 = 22 × 5 × 41. It is a Harshad number, a happy number, a repdigit (1111) in base 9, and the 40th triangular number. 821 is a prime number

    800 (number)

    800_(number)

  • 183 (number)

    • Natural number

    over the finite field Z 13 {\displaystyle \mathbb {Z} _{13}} . It is a repdigit in tredecimal (11113). 183 is the fourth element of a divisibility sequence

    183 (number)

    183_(number)

  • 8191 (number)

    • Natural number

    prime number. It is also a Jacobsthal-Lucas number. It is a palindrome and repdigit in base 2, which has 13 repeated digits of the number one. It is most notable

    8191 (number)

    8191_(number)

  • 182 (number)

    • Natural number

    number which is the product of two consecutive integers (13 × 14) 182 is a repdigit in the D'ni numeral system (77), and in base 9 (222) 182 is a sphenic number

    182 (number)

    182_(number)

  • 146 (number)

    • Natural number

    connected partially ordered sets with four labeled elements. 146 is also a repdigit in base 8 (222). 146 is also: 146th Airlift Wing is a unit of the California

    146 (number)

    146 (number)

    146_(number)

  • Lucky number

    • Integer filtered out using a sieve similar to that of Eratosthenes

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Lucky number

    Lucky_number

  • Catalan number

    • Recursive integer sequence

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Catalan number

    Catalan number

    Catalan_number

  • Sphenic number

    • Positive integer that is the product of three distinct prime numbers

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Sphenic number

    Sphenic_number

  • Palindromic number

    • Number that remains the same when its digits are reversed

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Palindromic number

    Palindromic_number

  • Polite number

    • Type of integer in number theory

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Polite number

    Polite number

    Polite_number

  • Highly composite number

    • Numbers with many divisors

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Highly composite number

    Highly_composite_number

  • 900 (number)

    • Natural number

    It is the sum of three consecutive primes (307 + 311 + 313). It is a repdigit in two different bases 11130 and 77711. There are 931 regular simple graphs

    900 (number)

    900_(number)

  • 20,000

    • Natural number

    = pentagonal pyramidal number 22140 = square pyramidal number 22222 = repdigit, Kaprekar number: 222222 = 493817284, 4938 + 17284 = 22222 22447 = cuban

    20,000

    20,000

  • 239 (number)

    • Natural number

    the form 3n − 1 (with no exponentiation implied). 239 is a factor of the repdigit 1111111, with the other prime factor being 4649. 239 is also a happy number

    239 (number)

    239_(number)

  • 10,000

    • Natural number

    10919 = highly cototient number 10920 = sparsely totient number 10922 = repdigit in base 4 (22222224), and palindromic in base 8 (252528) 10946 = Fibonacci

    10,000

    10,000

  • 60,000

    • Natural number

    2572, palindromic in hexadecimal (1020116) 66,198 = Giuga number 66,666 = repdigit 67,081 = 2592, palindromic in base 6 (12343216) 67,171 = 16 + 26 + 36 +

    60,000

    60,000

  • Happy number

    • Numbers with a certain property involving recursive summation

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Happy number

    Happy number

    Happy_number

  • Persistence of a number

    • Property of a number

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Persistence of a number

    Persistence_of_a_number

  • Lucas number

    • Infinite integer series where the next number is the sum of the two preceding it

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Lucas number

    Lucas number

    Lucas_number

  • Superior highly composite number

    • Class of natural numbers with many divisors

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Superior highly composite number

    Superior highly composite number

    Superior_highly_composite_number

  • Sorting number

    • Worst-case number of comparisons used by sorting algorithms

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Sorting number

    Sorting_number

  • Thabit number

    • Integer of the form 3 × 2^n – 1 for non-negative n

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Thabit number

    Thabit_number

  • Digital root

    • Repeated sum of a number's digits

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Digital root

    Digital_root

  • 111 (number)

    • Natural number

    37, therefore all triplets (numbers like 222 or 777) in base ten are repdigits of the form 3 n × 37 {\displaystyle 3n\times 37} . As a repunit, it also

    111 (number)

    111_(number)

  • 700 (number)

    • Natural number

    (sequence A000124 in the OEIS) It is the sum of powers of 5, or equivalently, repdigit in base 5 (11111) 782 = 2 × 17 × 23. It is a sphenic number, a nontotient

    700 (number)

    700_(number)

  • 1093 (number)

    • Natural number

    that it is the 183rd prime number. It is also a twin prime with 1097, a repdigit in ternary, the smallest 4-digit star prime, and a centered dodecagonal

    1093 (number)

    1093_(number)

  • Power of two

    • Two raised to an integer power

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Power of two

    Power of two

    Power_of_two

  • Knödel number

    • Composite number with special property

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Knödel number

    Knödel_number

  • 495 (number)

    • Natural number

    follows for three-digit numbers: Take any three-digit number, other than repdigits such as 111. Leading zeros are allowed. Arrange the digits in descending

    495 (number)

    495_(number)

  • Permutable prime

    • Type of prime number

    In base 10 and base 12, every permutable prime is a repunit or a near-repdigit, that is, it is a permutation of the integer P(b, n, x, y) = xxxx...xxxyb

    Permutable prime

    Permutable_prime

  • Bell number

    • Count of the possible partitions of a set

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Bell number

    Bell number

    Bell_number

  • Mersenne prime

    • Prime number of the form 2^n – 1

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Mersenne prime

    Mersenne_prime

  • Semiprime

    • Product of two prime numbers

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Semiprime

    Semiprime

  • Squared triangular number

    • Square of a triangular number

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Squared triangular number

    Squared triangular number

    Squared_triangular_number

  • Digit sum

    • Sum of a number's digits

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Digit sum

    Digit_sum

  • Polygonal number

    • Type of figurate number

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Polygonal number

    Polygonal_number

  • Almost perfect number

    • Numbers whose sum of divisors is twice the number minus 1

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Almost perfect number

    Almost perfect number

    Almost_perfect_number

  • Hexagonal number

    • Type of figurate number

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Hexagonal number

    Hexagonal number

    Hexagonal_number

  • Tetrahedral number

    • Polyhedral number representing a tetrahedron

    Automorphic Trimorphic Digit-composition related Palindromic Pandigital Repdigit Repunit Self-descriptive Smarandache–Wellin Undulating Digit-permutation

    Tetrahedral number

    Tetrahedral number

    Tetrahedral_number

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