Torn sheet of graph paper: Difference between revisions
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<!-- START QBE: Autogenerated section - please leave this marker. See the [[QBE]] page for more information. --> | |||
{{Item | {{Item | ||
| title = | | title = {{Qud text|{{Qud shader|W|{{(}}torn sheet of graph paper{{)}}}}}} | ||
| image = | | image = torn sheet of graph paper.png | ||
| weight = 1 | |||
| featureweightinfo = yes | |||
| commerce = 150 | | commerce = 150 | ||
| id = TornGraphPaper | | id = TornGraphPaper | ||
| desc = | | colorstr = &y | ||
| tilecolors = yc | |||
| renderstr = = | |||
| inheritingfrom = Book | |||
| dynamictable = {{Dynamic object|Items|TornGraphPaper}} | |||
| supportedmods = BookMods | |||
| desc = A sheet of loose leaf is divided by coordinate lines in cyan. It seems to have been torn from a binder. | |||
| categories = Books | |||
| gameversion = 2.0.207.99 | |||
}} | |||
<!-- END QBE --> | |||
The {{name}} is a rare{{XML Reference|pop|Books}} unique [[book]]. It may be found anywhere that non-[[Markov chain|procedurally generated]] books are located, but only one copy will be found in the world.{{XML Reference|object|TornGraphPaper}}{{Code Reference|class=UniqueWithAlternative}} | |||
==Contents== | ==Contents== | ||
{{Book Page | | {{Book Page |{ | ||
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} | |||
}} | }} | ||
[[ | ==Trivia== | ||
{{speculation}} | |||
* {{f|Tzedech}} seems to [[Tzedech/Conversations#Accept|refer]] to the torn sheet of graph paper as a "[confession] in lined parchment." | |||
{{References}} |
Latest revision as of 14:28, 5 May 2025
torn sheet of graph paper
1 lb. Weight | |
Potential
Mods? |
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Character
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ID?
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TornGraphPaper |
Spawns in
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Infobox data from game version 2.0.207.99
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The torn sheet of graph paper is a rare[1] unique book. It may be found anywhere that non-procedurally generated books are located, but only one copy will be found in the world.[2][3]
Contents
Trivia
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Caution: This article or section contains unverified speculation and should not be considered canonical. |
Caution: This article or section contains unverified speculation and should not be considered canonical.