Computing li(x) the logarithmic integral accurately in double precision when x ~ 10^16
Provides an accurate double-precision method for computing the logarithmic integral near 10^16.
Why this scored 19
every term, weightedEngagement gained per hour since the last capture, against the fastest item on its own source
Whether that velocity is itself speeding up, as a per-hour rate
How many independent communities are talking about the same entity
Decays to zero over 14 days
Subtracted once something is big and old — we rank what's next, not what's peaked
Weights are hand-tuned, not learned — we're calibrating them against realized trends as history accumulates. On a topic's first sighting there's no previous reading to compare against, so acceleration starts from a neutral prior rather than a measurement, and velocity falls back to engagement over its whole lifetime until a second reading exists. Full methodology
Outlook
low confidence · estimate, not a guarantee7-day
~24
range 0–36
14-day
~24
range 0–39
30-day
~24
range 0–44
Signal history
7-day window (free)projected trajectory (estimate, not a guarantee)
Embed a live signal badge
[](https://www.signalcrest.app/topic/so%3A80013640)
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