LVI SPELLS IN DCC
by spell bonus
bonus is ability modifier + caster level
+1
fu 5% #
fa 50% #########
12 10% ##
14 20% ####
18 10% ##
20 10% ##
+3
fu 5% #
fa 35% #######
12 10% ##
14 20% ####
18 10% ##
20 20% ####
+5
fu 5% #
fa 25% #####
12 10% ##
14 20% ####
18 10% ##
20 20% ####
24 10% ##
+7
fu 5% #
ff 15% ###
12 10% ##
14 20% ####
18 10% ##
20 20% ####
24 20% ####
+9
fu 5% #
fa 5% #
12 10% ##
14 20% ####
18 10% ##
20 20% ####
24 20% ####
28 10% ##
+12
fu 5% #
14 20% ####
18 10% ##
20 20% ####
24 20% ####
28 10% ##
30 10% ##
32 5% #
fu = fumble: spell loss and corruption, misfire or patron taint for wizards, disfavor for clerics.
fa = fail: spell loss for wizards; for clerics, increaseses fumble chance by 5% on further spell checks that day.
Friday, 6 July 2012
Sunday, 24 June 2012
doll day
all halflings make and keep dolls for each year of their life. on doll day, everybody puts aside their doll from the previous year, and
starts a new doll to carry with them into the next year. dolls can be made out of anything.
village generator
made a new generator on abulafia:
www.random-generator.com/index.php?title=Village
sample output:
village at Tower of the Greeds
overrun with beasts
population 68
visiting: false-dwarf fighter (lv3), pig-keeper barbarian (lv1), hungry nocturnal buffalo-keeper druid (lv2)
60 water centaurs (goat) (with earth powers) with 5 giant revered rogue beetles
village at The Mines of Dread
egg mine, day of sacrifice
population 647 (has 2 noble houses, 2 tailors, tavern, mason, carpenter)
www.random-generator.com/index.php?title=Village
sample output:
village at Tower of the Greeds
overrun with beasts
population 68
visiting: false-dwarf fighter (lv3), pig-keeper barbarian (lv1), hungry nocturnal buffalo-keeper druid (lv2)
60 water centaurs (goat) (with earth powers) with 5 giant revered rogue beetles
village at The Mines of Dread
egg mine, day of sacrifice
population 647 (has 2 noble houses, 2 tailors, tavern, mason, carpenter)
the baron of baddock and the duke of durham
the baron of baddock and the duke of durham are two brothers who hate one another, ruling two cities who hate one another. in arcadia there are three tourneys each year, one at each of baddock and durham and one by the crossing, the bridge city. knights of baddock ride in to battle on the backs of hounds, in durham they ride snow cats.
dwarves are knights, halflings are gypsies, elves are deodands.
dwarves are knights, halflings are gypsies, elves are deodands.
Saturday, 23 June 2012
how many thieves
HOW MANY THIEVES
(these numbers should also be good for clerics and clerical orders. for colleges of wizards, cut the numbers in half (for example, 100 wizards in 20 000 people), ignore the last guy.)
------------------------
TINY THIEVES GUILD (den) with 5 skilled thieves
(suitable for a population of 500 people)
-3 lv1 thieves
-1 lv2 thief
-for the last guy, roll a d20 (1-5 lv1, 6-9 lv2, 10-19 lv3, 20 lv4)
------------------------
SMALL THIEVES GUILD (band) with 20 skilled thieves
(suitable for a population of 2000 people, like a town)
-13 lv1 thieves
-4 lv2 thieves
-2 lv3 thieves
-for the last guy, roll a d20 (1-16 lv2, 17-20 lv4)
------------------------
MEDIUM THIEVES GUILD (cabal) with 200 skilled thieves
(suitable for a population of 20 000 people, like a normal city)
-130 lv1 thieves
-48 lv2 thieves
-20 lv3 thieves
-1 lv4 thief
-for the last guy, roll a d20 (1-16 lv4, 17-20 lv5)
------------------------
LARGE THIEVES GUILD (cartel) with 1000 skilled thieves
(suitable for a population of 100 000 people, like a large city)
-650 lv1 thieves
-240 lv2 thieves
-99 lv3 thieves
-9 lv4 thieves
-for the last guy, roll a d20 (1-16 lv5, 17-20 lv6)
------------------------
MASSIVE THIEVES GUILD (syndicate) with 5000 skilled thieves
(suitable for a population of 500 000 people, like a massive city)
-3250 lv1 thieves
-1200 lv2 thieves
-495 lv3 thieves
-45 lv4 thieves
-4 lv5 thieves
-for the last guy, roll a d20 (1-10 lv5, 11-19 lv6, on a 20 roll again 1-16 lv7, 17-20 lv8)
------------------------
similar groups of specialist heroes (independent thieves, spies, assassins, pirates, the adventuring 5% of a halfling clan) should draw their numbers from this population.
each guild should also have access to (and recruit from) a network of beggars, twice as many as there are thieves.
a realm with a million people can sustain 10 thousand thieves, enough for 2 massive guilds.
one massive guild = 5 large guilds = 25 medium guilds = 250 small guilds = 1000 tiny guilds.
(these numbers should also be good for clerics and clerical orders. for colleges of wizards, cut the numbers in half (for example, 100 wizards in 20 000 people), ignore the last guy.)
------------------------
TINY THIEVES GUILD (den) with 5 skilled thieves
(suitable for a population of 500 people)
-3 lv1 thieves
-1 lv2 thief
-for the last guy, roll a d20 (1-5 lv1, 6-9 lv2, 10-19 lv3, 20 lv4)
------------------------
SMALL THIEVES GUILD (band) with 20 skilled thieves
(suitable for a population of 2000 people, like a town)
-13 lv1 thieves
-4 lv2 thieves
-2 lv3 thieves
-for the last guy, roll a d20 (1-16 lv2, 17-20 lv4)
------------------------
MEDIUM THIEVES GUILD (cabal) with 200 skilled thieves
(suitable for a population of 20 000 people, like a normal city)
-130 lv1 thieves
-48 lv2 thieves
-20 lv3 thieves
-1 lv4 thief
-for the last guy, roll a d20 (1-16 lv4, 17-20 lv5)
------------------------
LARGE THIEVES GUILD (cartel) with 1000 skilled thieves
(suitable for a population of 100 000 people, like a large city)
-650 lv1 thieves
-240 lv2 thieves
-99 lv3 thieves
-9 lv4 thieves
-for the last guy, roll a d20 (1-16 lv5, 17-20 lv6)
------------------------
MASSIVE THIEVES GUILD (syndicate) with 5000 skilled thieves
(suitable for a population of 500 000 people, like a massive city)
-3250 lv1 thieves
-1200 lv2 thieves
-495 lv3 thieves
-45 lv4 thieves
-4 lv5 thieves
-for the last guy, roll a d20 (1-10 lv5, 11-19 lv6, on a 20 roll again 1-16 lv7, 17-20 lv8)
------------------------
similar groups of specialist heroes (independent thieves, spies, assassins, pirates, the adventuring 5% of a halfling clan) should draw their numbers from this population.
each guild should also have access to (and recruit from) a network of beggars, twice as many as there are thieves.
a realm with a million people can sustain 10 thousand thieves, enough for 2 massive guilds.
one massive guild = 5 large guilds = 25 medium guilds = 250 small guilds = 1000 tiny guilds.
how many items
HOW MANY ITEMS
one of the effects of DCC’s hero distribution is that magic items are very rare. in DCC every magic item (every potion, every scroll) is supposed to be unique, have a history.
Under DCC rules (but adjusted to match my numbers):
lv3 wizards can make staves, so there are ~450 staves per million people (150 000 staves worldwide).
lv5 wizards and clerics can make scrolls and potions, so there are ~15 scrolls and ~15 potions per million people (7500 scrolls and 7500 potions worldwide).
lv5 wizards can make +1 weapons, so there are ~5 +1 weapons per million people (1350 worldwide).
lv6 wizards can make +2 weapons, so there is ~1 +2 weapon per million people (135 worldwide).
lv7 clerics can make rods, so there is ~27 rods worldwide.
lv7 wizards can make wands and +3 weapons, so there are ~13 wands and ~13 +3 weapons worldwide.
lv8 wizards can make +4 weapons, so there is ~1 +4 weapon worldwide.
note:
this assumes all heroes of the appropriate level have access to the spell they need to make the item (which is not the case, really it’s something like 5%). but it also assumes that each character makes only one item of each type, and that the items do not outlive their creators, where DCC requires that items do outlive their creators (in order that they could fall into the PCs hands).
one of the effects of DCC’s hero distribution is that magic items are very rare. in DCC every magic item (every potion, every scroll) is supposed to be unique, have a history.
Under DCC rules (but adjusted to match my numbers):
lv3 wizards can make staves, so there are ~450 staves per million people (150 000 staves worldwide).
lv5 wizards and clerics can make scrolls and potions, so there are ~15 scrolls and ~15 potions per million people (7500 scrolls and 7500 potions worldwide).
lv5 wizards can make +1 weapons, so there are ~5 +1 weapons per million people (1350 worldwide).
lv6 wizards can make +2 weapons, so there is ~1 +2 weapon per million people (135 worldwide).
lv7 clerics can make rods, so there is ~27 rods worldwide.
lv7 wizards can make wands and +3 weapons, so there are ~13 wands and ~13 +3 weapons worldwide.
lv8 wizards can make +4 weapons, so there is ~1 +4 weapon worldwide.
note:
this assumes all heroes of the appropriate level have access to the spell they need to make the item (which is not the case, really it’s something like 5%). but it also assumes that each character makes only one item of each type, and that the items do not outlive their creators, where DCC requires that items do outlive their creators (in order that they could fall into the PCs hands).
how many heroes
HOW MANY HEROES
( figuring out the hero population of a world running DCC RPG. )
95% of people are 0-level
those that are not 0-level are heroes
1 hero in every 20 people
a world has (i will assume)
300 mil people (which is the population of earth around 1AD)
15 mil heroes
60 mil square miles of land (not water)
5 people per square mile
1 hero every 4 square miles
----------------------------------------------------
TABLE 1 HERO POPULATION BY LEVEL
01-65 (65%) [LV1] An skilled expert in a field.
66-90 (25%) [LV2] An expert among experts, a leader.
91-99 (9%) [LV3] A rare genius. A leader of leaders.
100 * (1%) [LV+]
----------------------------------------------------
*if you roll 100, the character is [LVL4], and roll 1d10.
While the result is 10, add a level and roll again.
this gives you your remainder:
(.9%) [LV4]
(.09%) [LV5]
(.009%) [LV6]
... and so on.
----------------------------------------------------
(this distribution does not exactly map to the numbers given in dcc rgp (HEROES, page 359) but it does add to 100%, where that table does not.)
so, for a million people you get:
[lv0] 950 000 (50 000 heroes)
[lv1] 32 500
[lv2] 12 500
[lv3] 4 500
[lv4] 450
[lv5] 45
[lv6] 4.5
[lv7] .45
[lv8] .045
... and so on.
that means that with a world population of 300 mil, there are so many heroes:
[lv0] 285 mil (15 million heroes)
[lv1] 9 750 000
[lv2] 3 750 000
[lv3] 1 350 000
[lv4] 135 000
[lv5] 13 500
[lv6] 1 350
[lv7] 135
[lv8] 13.5
[lv9] 1.35
[l10] .135
-------------------------------------
TABLE 2 HERO POPULATION BY CLASS
01-50 (50%) Warrior.
51-70 (20%) Cleric.
71-90 (20%) Thief.
91-100 (10%) Wizard.
-------------------------------------
If this is accurate (i made it up) then we get:
--------------------
world warrior population
(7.5 million warriors, 2.5% of population)
[lv1] 4 875 000
[lv2] 1 875 000
[lv3] 675 000
[lv4] 67 500
[lv5] 6750
[lv6] 675
[lv7] 67.5
[lv8] 6.75
-------------------
warrior population per million people
(25 000 warriors)
[lv1] 16 250
[lv2] 6250
[lv3] 2250
[lv4] 225
[lv5] 22.5
[lv6] 2.25
[lv7] .225
---------------------
world cleric population
(3 million clerics, 1% of population)
[lv1] 1 950 000
[lv2] 750 000
[lv3] 270 000
[lv4] 27 000
[lv5] 2700
[lv6] 270
[lv7] 27
[lv8] 2.7
-------------------
cleric population per million people
(10 000 clerics)
[lv1] 6500
[lv2] 2500
[lv3] 900
[lv4] 90
[lv5] 9
[lv6] .9
[lv7] .09
---------------------
world thief population
(3 million thieves, 1% of population)
[lv1] 1 950 000
[lv2] 750 000
[lv3] 270 000
[lv4] 27 000
[lv5] 2700
[lv6] 270
[lv7] 27
[lv8] 2.7
-------------------
thief population per million people
(10 000 thieves)
[lv1] 6500
[lv2] 2500
[lv3] 900
[lv4] 90
[lv5] 9
[lv6] .9
[lv7] .09
---------------------
world wizard population
(1.5 million wizards, .5% of population)
[lv1] 975 000
[lv2] 375 000
[lv3] 135 000
[lv4] 13 500
[lv5] 1350
[lv6] 135
[lv7] 13.5
[lv8] 1.35
-------------------
wizard population per million people
(5000 wizards)
[lv1] 3250
[lv2] 1250
[lv3] 450
[lv4] 45
[lv5] 4.5
[lv6] .45
[lv7] .045
---------------------------
This would mean that to be the best guy in a million, you have to be a lv7 warrior, or a lv6 thief, cleric or wizard.
China in 2AD
population 20 mil
3,710,000 square miles
5.39 people per square mile
9 lv6 wizards.
France in 1AD
population 5.5 mil
260,000 square miles
21.15 people per square mile
2.475 lvl6 wizards.
( figuring out the hero population of a world running DCC RPG. )
95% of people are 0-level
those that are not 0-level are heroes
1 hero in every 20 people
a world has (i will assume)
300 mil people (which is the population of earth around 1AD)
15 mil heroes
60 mil square miles of land (not water)
5 people per square mile
1 hero every 4 square miles
----------------------------------------------------
TABLE 1 HERO POPULATION BY LEVEL
01-65 (65%) [LV1] An skilled expert in a field.
66-90 (25%) [LV2] An expert among experts, a leader.
91-99 (9%) [LV3] A rare genius. A leader of leaders.
100 * (1%) [LV+]
----------------------------------------------------
*if you roll 100, the character is [LVL4], and roll 1d10.
While the result is 10, add a level and roll again.
this gives you your remainder:
(.9%) [LV4]
(.09%) [LV5]
(.009%) [LV6]
... and so on.
----------------------------------------------------
(this distribution does not exactly map to the numbers given in dcc rgp (HEROES, page 359) but it does add to 100%, where that table does not.)
so, for a million people you get:
[lv0] 950 000 (50 000 heroes)
[lv1] 32 500
[lv2] 12 500
[lv3] 4 500
[lv4] 450
[lv5] 45
[lv6] 4.5
[lv7] .45
[lv8] .045
... and so on.
that means that with a world population of 300 mil, there are so many heroes:
[lv0] 285 mil (15 million heroes)
[lv1] 9 750 000
[lv2] 3 750 000
[lv3] 1 350 000
[lv4] 135 000
[lv5] 13 500
[lv6] 1 350
[lv7] 135
[lv8] 13.5
[lv9] 1.35
[l10] .135
-------------------------------------
TABLE 2 HERO POPULATION BY CLASS
01-50 (50%) Warrior.
51-70 (20%) Cleric.
71-90 (20%) Thief.
91-100 (10%) Wizard.
-------------------------------------
If this is accurate (i made it up) then we get:
--------------------
world warrior population
(7.5 million warriors, 2.5% of population)
[lv1] 4 875 000
[lv2] 1 875 000
[lv3] 675 000
[lv4] 67 500
[lv5] 6750
[lv6] 675
[lv7] 67.5
[lv8] 6.75
-------------------
warrior population per million people
(25 000 warriors)
[lv1] 16 250
[lv2] 6250
[lv3] 2250
[lv4] 225
[lv5] 22.5
[lv6] 2.25
[lv7] .225
---------------------
world cleric population
(3 million clerics, 1% of population)
[lv1] 1 950 000
[lv2] 750 000
[lv3] 270 000
[lv4] 27 000
[lv5] 2700
[lv6] 270
[lv7] 27
[lv8] 2.7
-------------------
cleric population per million people
(10 000 clerics)
[lv1] 6500
[lv2] 2500
[lv3] 900
[lv4] 90
[lv5] 9
[lv6] .9
[lv7] .09
---------------------
world thief population
(3 million thieves, 1% of population)
[lv1] 1 950 000
[lv2] 750 000
[lv3] 270 000
[lv4] 27 000
[lv5] 2700
[lv6] 270
[lv7] 27
[lv8] 2.7
-------------------
thief population per million people
(10 000 thieves)
[lv1] 6500
[lv2] 2500
[lv3] 900
[lv4] 90
[lv5] 9
[lv6] .9
[lv7] .09
---------------------
world wizard population
(1.5 million wizards, .5% of population)
[lv1] 975 000
[lv2] 375 000
[lv3] 135 000
[lv4] 13 500
[lv5] 1350
[lv6] 135
[lv7] 13.5
[lv8] 1.35
-------------------
wizard population per million people
(5000 wizards)
[lv1] 3250
[lv2] 1250
[lv3] 450
[lv4] 45
[lv5] 4.5
[lv6] .45
[lv7] .045
---------------------------
This would mean that to be the best guy in a million, you have to be a lv7 warrior, or a lv6 thief, cleric or wizard.
China in 2AD
population 20 mil
3,710,000 square miles
5.39 people per square mile
9 lv6 wizards.
France in 1AD
population 5.5 mil
260,000 square miles
21.15 people per square mile
2.475 lvl6 wizards.
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