The Socratic Problem (short story): Difference between revisions
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{{Infobox Story | {{Infobox Story SMW | ||
| | |range = The City of the Saved (series) | ||
|main character | |number in range = 1.3 | ||
|enemy | |main character = [[Inigo Faber]] | ||
|setting | |featuring = [[Socrates]] | ||
| | |enemy = | ||
|anthology | |setting = [[University of the Seven Ages]] | ||
|release date | |publisher = Obverse Books | ||
|prev | |editor = [[Philip Purser-Hallard]] | ||
|next | |writer = Elizabeth Evershed | ||
|anthology = Tales of the City (anthology){{!}}Tales of the City | |||
|genre = | |||
|format = Short story | |||
|release date = 1 June 2012 | |||
|series = ''[[The City of the Saved (series)|The City of the Saved]]'' | |||
|prev = Happily Ever After Is a High-Risk Strategy (short story) | |||
|next = Lost Ships and Lost Lands (short story) | |||
}}{{prose stub}} | }}{{prose stub}} | ||
'''''{{StoryTitle}}''''' was the | {{You may|The Socratic Problem|n1=the short story as it exists within the DWU}} | ||
'''''{{StoryTitle}}''''' was a [[2012 (releases)|2012]] ''[[The City of the Saved (series)|The City of the Saved]]'' short story written by [[Elizabeth Evershed]] and released in the anthology ''[[Tales of the City (anthology)|Tales of the City]]''. | |||
This story would focus on the character of [[Inigo Fabre]] who was first mentioned in the story ''[[Akroates (short story)|Akroates]]''. | |||
== Summary == | == Summary == | ||
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''to be completed'' | ''to be completed'' | ||
== | == Worldbuilding == | ||
''to be added'' | ''to be added'' | ||
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{{TitleSort}} | {{TitleSort}} | ||
[[Category:Tales of the City short stories]] | [[Category:Tales of the City short stories]] | ||
Revision as of 17:50, 4 February 2024
- You may be looking for the short story as it exists within the DWU.
The Socratic Problem was a 2012 The City of the Saved short story written by Elizabeth Evershed and released in the anthology Tales of the City.
This story would focus on the character of Inigo Fabre who was first mentioned in the story Akroates.
Summary
to be added
Characters
to be completed
Worldbuilding
to be added
Notes
to be added
Continuity
to be added
