6
312 is not a sequence: it is a single 3 digit integer and one number cannot define a sequence.
There are infinitely many possible number sequences, and infinitely many numbers which can appear in those sequences. Any and every number can appear in a number sequence.
To find the period of a sequence, identify the smallest positive integer ( n ) such that the terms of the sequence repeat every ( n ) positions. This can be done by examining the sequence for patterns or cycles. If you notice that the sequence returns to its initial values after ( n ) terms, then ( n ) is the period. If no such ( n ) exists, the sequence is considered aperiodic.
An example of a series of words that appear in a definite sequence is a complete sentence. Depending on the language, different parts of speech have to be placed in a specific order for the sentence to be intelligible.
Zero fits into the sequence of integers; it is exactly one less than the number one, and it is exactly one more than the number negative one. It is also an integer because it is not a fraction.
6(six)
History behind the Padovan sequenceThe Padovan Sequence is named after Richard Padovan who gave his discovery to Hans ver der Laan in his 1994 essay Dom. Hans Ver de Lan: Modern Primitive. The sequence was described by Ian Stewart in his scientific column Mathematical Recreations in June 1996.
There is the Morris number sequence and the Fibonacci number sequence. The Padovan sequence. The Juggler sequence. I just know the Fibonacci sequence: 0,1,1,2,3,5,8,13,21,34,55,89,144,233,377 Morris number sequence: 1 11 21 1211 111221 312211...
Christine Padovan is 5' 5".
Rogerio Padovan is 182 cm.
Richard Padovan was born in 1935.
Rogerio Padovan goes by G.
Arigo Padovan was born on 1927-06-16.
Bryce Padovan was born on May 27, 1990, in Australia.
Marta Padovan's birth name is Conxita Al.
An integer (not interger!) sequence is an ordered set of numbers such that each number in the set is an integer, or a whole number.
Rogerio Padovan was born in 1977, in Presidente Prudente, So Paulo, Brazil.