Difference between revisions of "Everstorm/Timeline"

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Text replacement - "Urithru" to "Urithiru"
m (Text replacement - "Urithru" to "Urithiru")
 
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| {{Rosharan numeric date|1173|10|10|3}} <small>(15:16)</small>
| {{Rosharan numeric date|1173|10|10|4}} <small>(1:17)</small>
| {{ref|group=Note|text=It's unclear whether the Everstorm followed it'sits usual rate directly after it was initially summoned.}}
|-
!1
= Basis and Assumptions =
 
[[File:{{image|OB Roshar - Everstorm Calculations.png|thumb|width=300px|side=right|Assumed path of the Everstorm]]|attribute=art-modified}}
This section details how the dates and times in the above table were determined.
 
This is then converted back to a "longitude" (angle along the great circle, starting from Dawn's Shadow) and "latitude" (angle of separation perpendicular to the great circle), before one final rotation which sets Narak at zero degrees "longitude". Urithiru's final "position" (the "longitude", or angle along the great circle) is 308.9 degrees, indicating that the Everstorm travels 308.9 degrees around Roshar from Narak to Urithiru. It's final "distance" (the "latitude", or angle normal to the great circle) is -13.1 degrees, indicating that Urithiru is 13.1 degrees "below" the center of the Everstorm's path.
 
Calculations for the arrival of the first Everstorm at Hearthstone indicate that the storm was summoned at 12:11 UTC (local time at the Prime Meridian). At a rate of 9.1 days per cycle (or 1.978 degrees per hour), the Everstorm crosses the 308.9 degrees to Urithiru in 7.81 days. Thus, the Everstorm began at 12:11 UTC on {{Rosharan date|1173|10|10|3}} and reached UrithruUrithiru at 8:19 UTC on {{Rosharan date|1174|1|2|1}}. Urithiru's longitude (4 Rosharan degrees West) places the local time at 0:20 behind UTC. This gives a local arrival time of 7:49 on {{Rosharan date|1174|1|2|1}}.
 
== Notes ==
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