In astronomy, an **octaeteris** (plural: **octaeterides**) is the period of eight solar years after which the moon phase occurs on the same day of the year plus one or two days.

This period is also in a very good synchronicity with five Venusian visibility cycles (the Venusian synodic period) and thirteen Venusian revolutions around the sun (Venusian sidereal period). This means, that if Venus is visible beside the moon, after eight years the two will be again close together near the same date of the calendar.

Astronomical period | Number in an octaeteris | Overall duration (Earth days) |

Tropical year | 8 | 2921.93754 |

Synodic lunar month | 99 | 2923.528230 |

Sidereal lunar month | 107 | 2923.417787 |

Venusian synodic period | 5 | 2919.6 |

Venusian sidereal period | 13 | 2921.07595 |

The octaeteris, also known as *oktaeteris*, was noted by Cleostratus in ancient Greece as a 2923+1⁄2 day cycle. The octaeteris is the calendar used for the Olympic games, every four years and the Greek use 50 months of one Olympiad, four-year cycle and 49 lunar months for the next Olympiad. This octaeteris calendar exists in the Antikythera Mechanism and is used for the Olympic dial of this ancient automaton, to determine the time of the Olympic games and other Greek festivities.

The 8 year short lunisolar cycle was probably known to many ancient cultures. The mathematical proportions of the octaeteris cycles were noted in Classic Vernal rock art in northeastern Utah by J. Q. Jacobs in 1990^{[citation needed]}. The Three Kings panel also contains more accurate ratios, ratios related to other planets, and apparent astronomical symbolism^{[clarification needed]}.