Miniature antlers: Difference between revisions
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imported>Lemonclaw →Notes: added note. They did say on the radio show there's one day of the month it is over 5lbs. no one has saw it yet. I'll keep my eye out for what day it is and keep you posted. |
imported>Itsatrap m can no longer be discarded |
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desc=This is an adorable little pair of furry antlers, perfect for transforming your familiar into a festive were-reindeer.| | desc=This is an adorable little pair of furry antlers, perfect for transforming your familiar into a festive were-reindeer.| | ||
type=familiar equipment| | type=familiar equipment| | ||
autosell= | familiar=any| | ||
autosell=0| | |||
enchantment=+X Familiar Weight}} | enchantment=+X Familiar Weight}} | ||
==Obtained From== | ==Obtained From== | ||
| Line 13: | Line 13: | ||
==Notes== | ==Notes== | ||
*The formula for the familiar weight is X = 1+ceil(N/2), where N is the total number of lit segments of the [[moons]] | *The formula for the familiar weight is X = 1+ceil(N/2), where N is the total number of lit segments of all the three [[moons]]. The range is 1 to 5 lbs. | ||
==See Also== | ==See Also== | ||
| Line 20: | Line 20: | ||
==Collection== | ==Collection== | ||
<collection>3651</collection> | <collection>3651</collection> | ||
Latest revision as of 18:48, 30 June 2012
miniature antlers
This is an adorable little pair of furry antlers, perfect for transforming your familiar into a festive were-reindeer.
Type: familiar equipment
Familiar: any
Cannot be discarded+X Familiar Weight
(In-game plural: pairs of miniature antlers)
Obtained From
Notes
- The formula for the familiar weight is X = 1+ceil(N/2), where N is the total number of lit segments of all the three moons. The range is 1 to 5 lbs.
See Also
Collection
- 🥇: hotdeth (#1722417) - 20
- 🥈: Vandaahl (#703818) - 16
- 🥉: Pastahead (#486552) - 14
- #4: Clubbrz L337 (#188269), Nikademus (#95105), mwahaha (#550648) - 11
- #7: Mistress of the Obvious (#845708) - 9
- #8: Hojo Hominygrits (#196078) - 8
- #9: Lord Stefano (#536624), ThunderGate (#294980) - 7
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