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  • How much research and how much dream? (category Expected Lab Reward Value Formula Uses)
    Laboratory * You've gained ( Expected Lab Reward Value/250) x Glass Gazette Redirects to: Tidying up your University Lab Required research is 50 / 10 
    2 KB (190 words) - 18:15, 28 May 2022
  • Assemble your conclusions (category Expected Lab Reward Value Formula Uses)
    of the story at https://www.fallenlondon.com]  You've gained ( Expected Lab Reward Value/50) x Survey of the Neath's Bones  You've gained 1 x The Prestige
    1 KB (200 words) - 17:38, 22 May 2022
  • Put everything back where you found it (category Expected Lab Reward Value Loss)
    Quality has gone!  Your 'Unexpected Result' Quality has gone!  Your 'Expected Lab Reward Value' Quality has gone! (hidden) If Experimental Object was 20 (Disambiguate
    2 KB (349 words) - 07:29, 10 November 2024
  • Hinterland Scrip-Making (category Intensity of the Dream Formula Uses) (section The Osteology Lab)
    Profession-Stat is > 16) 450 x Value. The average over 10 actions is 4010 x Value (if stat is below 16) or 4210 x Value (if above). 2750 x Value can be traded for 5
    47 KB (6,314 words) - 08:22, 18 October 2024
  • Cover Identities (Guide) (category Balmoral Development Formula Uses) (section One-Time Uses)
    moderately advanced Cover Identities and reward you with 312.50 Echo items. There are also a few one-off opportunities to use Cover Identities, such as erecting
    29 KB (1,657 words) - 07:01, 29 September 2024
  • employed F.F. Gebrandt in your Lab, she can speed up this research a bit. The same applies to the Railway Steel formula later. And if she collaborates
    26 KB (3,535 words) - 18:03, 5 August 2024
  • of s, the expected Advance per attempt is 4s, and the expected actions is the sum of 1 action for the attempt plus 1-s from Ravages. The formula for Advance
    52 KB (6,939 words) - 16:29, 20 October 2024
  • reached 100% completion, with a final value of 1000260. At 16:49 UTC, Toil reached 100% completion, with a final value of 1000007. At 16:51 UTC, after some
    40 KB (5,237 words) - 18:33, 29 July 2024
  • increases with repeated failures. The precise expected number of assertions is given by the delightful formula ∑n=x55((1+n−x)×⌊−1+1+8⁢n2⌋10×∏m=xn−1(1−⌊−1
    13 KB (1,226 words) - 22:00, 6 October 2024