| Prawn |
From the SRD:
Price 35,000 gp (lesser), 75,500 gp (normal), 170,000 gp (greater);
How is this price arrived at?
normal does up to 6th level spells, but quicken is plus four levels, so am I now pricing a 10th level spell power? Modeling after pearl of power doesn't work, and if I price it as a command word item with charges a day, the price is lower than the price for the rod.
I am trying to figure out adding quicken to an item. I want it to function once or twice a day instead of three times, and I can't figure out the math.
Thanks
Prawn
| Weables |
I agree that adding it to armor would up the cost, simply by freeing your hands. 33% seems reasonable to me, but I wouldn't object to 50% if my DM ruled that way.
Charge per day items used to be figured at 5ths. Unlimited was equal to 5 charges per day, and you divided by the number you wanted, so 3 charges would be 3/5 of the total cost.
From there, we can reverse engineer it. We multiply by 5/3 instead getting 58333 (or 58500 rounded). From there, you could mutliply by .2 to get 1 charges value of 11700. Multiply this by 1-4 to get your total cost, then multiple by 1.33 or 1.5 to get total cost, depending on what your DM feels a reasonable penalty is for it being basically slotless.
(Ozy's way works fine for the specific price you were looking for, but this will give you a way to reverse engineer any similar item as well)
ZomB
|
I worked this out once before in 3.5 and the lesser quicken rod is overpriced based off the general progression whilst all other rods work out OK. Best I can work out at present (away from home and previous calculation) is:
Base price is 900 * 3 (charges per day) *
1 Lesser
2 Normal
3 Greater
* Spell level raise per type
+1 = 1/2/3
+2 = 3/6/9
+3 = 5/10/15
+4 = 7/14/21
Therefore:
Lesser Extend (+1) = 900*3*1*1 = 2700 (book 3000)
Lesser Empower (+2) = 900*3*1*3 = 8100 (9000)
Lesser Maximise (+3) = 900*3*1*5= 13500 (14000)
Lesser Quicken (+4) = 900*3*1*7 = 18900 (35000)
Extend (+1) = 900*3*2*2 = 10800 (11000)
Empower (+2) = 900*3*2*6 = 32400 (32500)
Maximise (+3) = 900*3*2*10= 54000 (54000)
Quicken (+4) = 900*3*2*14 = 75600 (75500)
G Extend (+1) = 900*3*3*3 = 24300 (24500)
G Empower (+2) = 900*3*3*9 = 72900 (73000)
G Maximise (+3) = 900*3*3*15= 121500 (121500)
G Quicken (+4) = 900*3*3*21 = 170100 (170000)
I don't recall if it is exactly the same as last time I did it apart from the 900 base, but it works.
| Prawn |
I guess I don't understand what this means:
"* Spell level raise per type
+1 = 1/2/3
+2 = 3/6/9
+3 = 5/10/15
+4 = 7/14/21"
Is the plus how much it costs to apply the metamagic feat to a spell? What are the numbers in the slashes?
I am still trying to get to a price for 1x a day or 2x a day for a normal quicken (levels six or lower). Normal would be 75500 for three times a day.
Accoring to to your calulation
"Quicken (+4) = 900*3*2*14 = 75600 (75500)"
with the 3 being charges a day.
So 900*1*2*14= 25200 for 1x a day
900*2*2*14=50400 for 2x a day
This is almost the same as saying 25K for 1 a day, 50 for 2 a day and 75K for 3 a day.
Does that seem right?
ZomB
|
I guess I don't understand what this means:
"* Spell level raise per type
+1 = 1/2/3
+2 = 3/6/9
+3 = 5/10/15
+4 = 7/14/21"Is the plus how much it costs to apply the metamagic feat to a spell? What are the numbers in the slashes?
Lesser/normal/greater multipliers
I am still trying to get to a price for 1x a day or 2x a day for a normal quicken (levels six or lower). Normal would be 75500 for three times a day.
Accoring to to your calulation
"Quicken (+4) = 900*3*2*14 = 75600 (75500)"with the 3 being charges a day.
So 900*1*2*14= 25200 for 1x a day
900*2*2*14=50400 for 2x a day
This is almost the same as saying 25K for 1 a day, 50 for 2 a day and 75K for 3 a day.
Does that seem right?
Yes