I've been GMing a WotS game (blog in French) for a while and since I am sometime a bit of a stickler, I wanted at some point to know the true moon phase, sometime in the middle of the 6th century, as the action took place during the night.
There
are actually multiple reasons to want to know a moon phase:
-
visibility in the night (can adventurers come up to a place without being sighted? Do they
see approaching foes? How shall the GM describe what they see?)
-
beliefs and supernatural forces (is this a good moon for an endeavor? How powerful is moon-magic
tonight -see the new powers below-?)
-
calendar & events (is there a festival? Is this a special period for
ceremonies or rituals?)
I found a web site where you can find out the
moon phase at any time in the past or in the future. It is in French but shall
not be very difficult to understand. This is the web site of an official office
for calendar, so it shall be fairly sure.
Of
course a GM may choose the moon phase randomly or decide it according to what
he sees more fit for his scenario. But when playing a historical game it can become
important for a GM to know what it actually was.
As explained in the WotS book, Nomads used a lunar calendar
and waited very carefully for the right moon before for instance starting a
military campaign or burying a dead. The moon calendar ruled the dates of the
religious ceremonies. According to Chinese sources, the Köktürk sacrificed to
Tengri in the 5th month around full moon, to the ancestors on the 7th day of
the 7th month, and may be to the Earth on the 3rd day of the 2nd month. And
more coarsely, visibility is decisive when hunting or sneaking up on an enemy
camp.
The Great Ancestor K'Dai,
beyond his function as fire demon and ancestor for shamans and smiths, was related
to the moon. I therefore propose two more powers which you may like to use in
your campaign:
- Recover Power
Granted by: K'dai
Range: self
Duration: see description,
permanent
Power point cost per level: 1
This power reduces the time required to recover lost power points. During 1st
and last quarter, the rate is reduced by 1/4 (all power points in 18 hours).
During 2nd and 3rd quarter, rate is reduced by 1/2 (all power points in 12
hours). During full moon, rate is reduced by 3/4 (all power points in 6 hours).
On new moon days, the power is ineffective. Each level divides the required
time by the level. Ex: during 1st quarter, a use of this power at level 3
allows to recover all the Power Points in 18/3= 6 hours.
If you don't know the phase of
the moon and want to find it randomly, roll 1D20: 1= new moon, 20= full moon,
even = 1st or 4th quarter (-1/4 rate) and odd = 2nd or 3rd quarter (-1/2 rate)
The power can be proposed as
Heroic Power:
Base range: self
Duration: permanent
Heroic Point cost: 3 per level
Power Point cost: -
The power is inoperant if the
Batyr is under cover or until the moon raises, let it be in the night or in the
day.
Taboo: never fight, dance,
play, work or have sex on new moon
- Favorable Moon
Granted by: K'dai
Range: self
Duration: see description,
permanent
Power point cost per level: 3
This power allows to
know the best date for an endeavour. On this day, and for 24hours, PCs
involved in the action can receive skill bonus. The total of all skill bonuses
are equal to the highest Allegiance of the shaman divided by 5 time power level and
can be allocated at will among any skill the GM sees acceptable (*). These bonuses are not
permanent and are discarded as soon as used. The GM decides which day is the
best. The shaman may also ask which day is the worst, in which case the effects
are inverted: the GM chooses when and how much penalty shall be applied.
Ex: a shaman with 83%
allegiance and CHA 13 will allow up to 68% skill bonus points at level 4 ([83/5=17]*4). These 68 points could be used for several skill rolls, e.g. +40% for one single
archery die roll and +28% for one single use of a spell.
(*) optional, the total amount of skill bonuses a single character can enjoy cannot exceed his Allegeance [Tengri] (or Ancestors for shamans and smiths, whichever is higher)
