Good Hearing: Difference between revisions
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(Created page with " {{trait|GOODHEARING|Good Hearing|2|0|0|Your hearing is better than average, and you hear distant sounds more easily.}} Category: Sandbox") |
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<!-- Automatically generated by https://github.com/Soyweiser/CDDA-Wiki-Scripts The trait.py script. Any edits made to this can and will be overwritten. Please contact [[User:Soyweiser|Soyweiser]] if you want make changes to this page.-->{{trait|GOODHEARING|Good Hearing|CANCELS=[[Poor Hearing]]<!--BADHEARING-->|1|0|0|Your hearing is better than average, and you can hear distant sounds more easily.|trait=1|alpha=1|elfa=1|mouse=1}}<noinclude> | |||
<div style="margin: 1em; border: 1px solid #aaa; background-color: #white; padding: 5px;"> | |||
<h2><span class="plainlinks" style="float: right; font-size: small"> | |||
([[{{lc:{{PAGENAME}}}}/doc|<span title="View user added notes">View</span>]] - [{{fullurl:{{lc:{{PAGENAME}}}}/doc|action=edit}} <span title="Edit user notes">Edit Notes</span>] )</span>Notes</h2> | |||
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* Increases [[hearing]] ability by 25.0%. | |||
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*YOUR PERSONAL NOTES AND HINTS SHOULD GO IN THE Good Hearing/doc PAGE DO NOT EDIT HERE* | |||
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{{#ifexist:{{lc:{{PAGENAME}}}}/doc| {{:{{lc:{{PAGENAME}}}}/doc}} |}}<!-- list the doc page if it exists--> | |||
<span class="plainlinks" style="font-size: small"><center>( [{{fullurl:{{lc:{{PAGENAME}}}}/doc|action=edit}} <span title="Edit user notes">Edit Notes</span>] )</center></span> | |||
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{{Navbar/traits}} | |||
[[category: Mutations]] | |||
{{ver|0.E}} | |||
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Latest revision as of 16:02, 9 September 2020
Good Hearing GOODHEARING Possible Starting Trait ALPHA ELF-A MOUSE
| Cancels: Poor Hearing Point cost: 1 |
| "Your hearing is better than average, and you can hear distant sounds more easily." |
(View - Edit Notes )Notes
- Increases hearing ability by 25.0%.
- Has the drawback of increasing vulnerability to and length of temporary deafness from loud sounds.
- The formula for hearing thunder while underground changes to "one in (1 - (2 * -(zlevels below surface)))."
- The base formula is "one in (1 - (3 * -(zlevels below surface)))."