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| * If you have access to {{IL|The Temple Club}}, you have a 50% chance to get 2 Second Chances per {{IL|Throw in a coin and take a drink}}. | | * If you have access to {{IL|The Temple Club}}, you have a 50% chance to get 2 Second Chances per {{IL|Throw in a coin and take a drink}}. |
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− | ===Wedding advice===
| + | {{GuideNeedsWork|Analysis of getting married for second chances from [[The Wedding Guests]]}} |
− | While [[Marriage (Guide) | speaking to guests at one's wedding]], it is possible to obtain uncapped second chances. Though this uniquely allows grinding, it is also time-consuming, somewhat expensive, and certainly frowned upon by the Masters. You should probably only do this using a non-PoSI as the "dupe", as proposal and divorce costs are higher when toying with the affections of people of consequence.
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− | {{IL|Hard-Earned Lesson|1 x}} costs {{IL|Organising a Wedding|10 x}} and all others cost {{IL|Organising a Wedding|5 x}}. Further, you will want to target {{IL|Organising a Wedding|Appearance=OaW|200-1000 x}} while planning to have {{IL|Organising a Wedding|Appearance=OaW}} left for guests. | |
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− | For an endgame player, the best options in order of unlock are
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− | * [[Obtain a wedding licence from the Bazaar]] ({{IL|Organising a Wedding|Appearance=OaW|13 x}})
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− | * [[Locate a reliable vicar]] (to {{IL|Organising a Wedding|Appearance=OaW|33 x}}), then
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− | * [[Source food from local street-vendors]] 5 times (until {{IL|Organising a Wedding|Appearance=OaW|83 x}}, buying rats from the Bazaar), then
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− | * [[Get proper authorisation for the celebrations]] as many times as necessary ({{IL|Legal Document|1 x}} can be obtained in 6 actions in [[Hunting Bees in Old Newgate (Guide) | Old Newgate]], thus approaching {{IL|Organising a Wedding|Appearance=OaW|9 x}} per action)
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− | Ignoring proposal and divorce costs, and assuming you only care for second chances, in the limit of {{IL|Organising a Wedding|Appearance=OaW|1000 x}} during planning, you will spend about 230 {{E}} to receive {{IL|Hard-Earned Lesson|50 x}} in about 150 actions or 100 other second chances in about 200 actions.
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| ==Choice-based== | | ==Choice-based== |