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What (who) is card sequence numbers - definition
MEMBER OF AN INTEGER SEQUENCE IN WHICH EACH NUMBER IS THE SUM OF A UNIQUE PAIR OF EARLIER NUMBERS
Ulam sequence; Ulam numbers
Sequence (music)
![Cello Suite]] in G, BWV 1007](https://commons.wikimedia.org/wiki/Special:FilePath/Bach Prelude from Cello Suite in G.png?width=200 "Cello Suite]] in G, BWV 1007")
![Concerto for Two Violins]] in D minor, first movement, bars 22-24](https://commons.wikimedia.org/wiki/Special:FilePath/J.S. Bach Concerto for Two Violins in D minor, first movement, bars 22-24.png?width=200 "Concerto for Two Violins]] in D minor, first movement, bars 22-24")
![Mozart]] Minuet in F K6](https://commons.wikimedia.org/wiki/Special:FilePath/Mozart Minuet in F K6.png?width=200 "Mozart]] Minuet in F K6")
![Opening bars of "[[The Star-Spangled Banner]]"](https://commons.wikimedia.org/wiki/Special:FilePath/Star-spagled Banner opening bars.png?width=200 "Opening bars of \"[[The Star-Spangled Banner]]\"")
IMMEDIATE RESTATEMENT OF A MOTIF AT A HIGHER OR LOWER PITCH IN THE SAME VOICE
Modulating sequence; Real sequence; Tonal sequence; Modified sequence; False sequence; Descending fifths sequence; Rhythmic sequence
. Note that there are only four segments, continuingly higher, and that the segments continue by similar distance (seconds: C-D, D-E, etc.
Recamán's sequence
ENDLESS SEQUENCE
User:Lugalde/Recamán's sequence; Draft:Recamán's sequence; Recaman's sequence; Recamán sequence
In mathematics and computer science, the Recamán's sequence (or Recaman's sequence) is a well known sequence defined by a recurrence relation. Because its elements are related to the previous elements in a straightforward way, they are often defined using recursion.
Num.
![[[Priest]], [[Levite]], and furnishings of the [[Tabernacle]]](https://commons.wikimedia.org/wiki/Special:FilePath/Figures.jpg?width=200 "[[Priest]], [[Levite]], and furnishings of the [[Tabernacle]]")
![[[Balaam]] and the Angel (illustration from the 1493 ''[[Nuremberg Chronicle]]'')](https://commons.wikimedia.org/wiki/Special:FilePath/Nuremberg chronicles f 30r 2.png?width=200 "[[Balaam]] and the Angel (illustration from the 1493 ''[[Nuremberg Chronicle]]'')")
FOURTH BOOK OF THE BIBLE
Num.; Numbers (book of Bible); Numbers, Book of; Book of numbers; Book of Num.; Book Of Numbers; The Book of Numbers; Numbers 30; Numbers 32; Numbers 6; Numbers 16; Numbers 34; Numbers 26; Numbers 27; Numbers 36; Numbers 35; Numbers 22; Numbers 24; Numbers 28; Numbers 3; Numbers 29; Numbers 14; Numbers 7; Numbers 4; Numbers 23; Numbers 17; Numbers 19; Numbers 12; Numbers 20; Numbers 8; Numbers 18; Numbers 9
¦ abbreviation Numbers (in biblical references).
Wikipedia
Ulam number
In mathematics, the Ulam numbers comprise an integer sequence devised by and named after Stanislaw Ulam, who introduced it in 1964. The standard Ulam sequence (the (1, 2)-Ulam sequence) starts with U1 = 1 and U2 = 2. Then for n > 2, Un is defined to be the smallest integer that is the sum of two distinct earlier terms in exactly one way and larger than all earlier terms.
