Elaunon bipartitus
In 3 days ~20% in a week ~40%
| # | Park | Country | Daily sighting probability |
|---|---|---|---|
| 1 | Lamington National Park | 🇦🇺 Australia | |
| 2 | Daintree National Park | 🇦🇺 Australia |
With luck
About 10% of wildlife watchers report an Elaunon bipartitus sighting in Daintree National Park on a given day, based on 6 verified sightings from GBIF citizen-science data from 2019 to 2026. It is the 653rd most-seen of the 856 insects we can rate there. Over three days the chance rises to about 20%, and over a week to about 40%, if each day is a fresh chance.
January
In that month about 20% of wildlife watchers report an Elaunon bipartitus in Daintree National Park on a given day, against under 5% in April–July, September and November–December, the lowest months. That is one of Daintree National Park's wettest months, with about 380 mm of rain against 50 mm in September.
Between 6 and 9 pm
Across all the parks we cover, that three-hour window holds the most Elaunon bipartitus sightings with a recorded time, and about 8 in 10 of them come between 6 pm and 6 am: it is mostly seen at night.
Among the best
Of the 2 parks where we can rate Elaunon bipartitus sightings, Daintree National Park ranks 2nd at about 10%, level with the leaders once rounded. The best odds are in Lamington National Park (Australia, about 10%).
Same order: Dermaptera
The closest relatives of the Elaunon bipartitus that you can see in Daintree National Park (order Dermaptera, Earwigs) are Hamaxas nigrorufus (about 10%), Black Earwig (about 10%) and Spongovostox doddi (about 10%), with each one's daily chance of a sighting.
GBIF citizen-science records
It is estimated from how often the Elaunon bipartitus is recorded against all the insects logged in Daintree National Park (6 verified sightings from 2019 to 2026), calibrated against known sighting rates. Figures are rounded to the nearest 10% because citizen-science data supports honest approximations, not decimals, and months with records from fewer than five people show "—". How it works.
