So lets start with some basic information:

The number 1 is a decimal number and it means that it represented in base 10. 1 can also be represented In different bases such as base two, that also known as Binary and looks like: 1, base 8, that also known as Octal and looks like 1 and base 16, that also known as Hexadecimal and looks like: 1. These are the the most common bases but of course, there are much more bases.

0 , 1 , 1 , 2 , 3 , 5 , 8 , 13 , 21 , 34 , 55 , 89 , 144 , 233 , 377 , 610 , 987 , 1597 , 2584 , 4181 , 6765 , 10946 , 17711 , 28657 , 46368 , 75025 , 121393 , 196418 , 317811 , 514229 , 832040 , 1346269 , 2178309 , 3524578 , 5702887 , 9227465 , 14930352 , 24157817 , 39088169 , 63245986 , 102334155 , 165580141 , 267914296 , 433494437 , 701408733 , 1134903170 , 1836311903 , 2971215073

Binary (base two): | 1 |

Octal (base 8): | 1 |

Hexadecimal (base 16): | 1 |

Inverse: | 1 |

Counter: | -1 |

Divisible by: | 1 |

Factorial number: | 1 |

Number of digits: | 1 |

Sum of digits: | 1 |

This number can be ip : | 0.0.0.1 |

Next number 2 | |

Even / Odd: | Odd |

Unix Timestamp: | Thu Jan 1 0:00:01 1970 |

Perfect square: | YES ( 1 ) |

Prime: | NO |

Positive / Negative: | Positive |

English: | one |

English digits: | one |

Sin: | 0.841 |

Cos: | 0.540 |

Tan: | 1.557 |

Color Number: | #000001 |

Fibonacci number: | YES |

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