Background
The "Big One" refers to a major earthquake expected to occur along the San Andreas Fault in California. The San Andreas Fault is a transform fault that extends roughly 750 miles through California, forming the tectonic boundary between the Pacific Plate and the North American Plate.
According to the U.S. Geological Survey (USGS):
There is a 7% chance of a magnitude 8.0+ earthquake in Southern California within the next 30 years
There is a 75% chance of a magnitude 7.0+ earthquake in the same timeframe
There is a 70% chance of one or more magnitude 6.7+ earthquakes before 2030
Resolution Criteria
This market will resolve YES if a major earthquake (magnitude 7.5 or greater) occurs along the San Andreas Fault system during the specified timeframe. The earthquake must be officially confirmed by the USGS and its epicenter must be located on the San Andreas Fault system.
The market will resolve NO if no such earthquake occurs during the specified timeframe.
Considerations
While scientists can estimate probabilities, exact earthquake prediction remains impossible with current technology
The Parkfield segment of the San Andreas Fault has historically experienced regular earthquakes approximately every 22 years, with the last one occurring in 2004
Recent simulations suggest that while a major earthquake would be devastating, its impact on certain areas like Los Angeles may not be as catastrophic as previously thought
Smaller earthquakes or earthquakes on nearby faults will not qualify for resolution
Hmm. 75 for over 7 but only 70 for over 6.7? Don't add up... Edit: Nevermind, though it is a bit confusing to have both before 2030 and in the next 30 years as specifications. Can be easily confused with being the same
The Hayward, San Andreas, and Calaveras fault zones are all part of the San Andreas system according to this:
@figo no, I think your criteria were already clear. It's a well written market, IMO.
I just didn't know whether Hayward fault was part of the San Andreas Fault system or not (emphasis on system), so I did some searching. Figured I might as well share the result once I'd found it.