100 wisdom

When you have less than 100 wisdom, multiply the mana by the wisdom score then divide the result by 100, take the whole number and that is your mana.
Node recovery is 25% of your max mana rounded to the nearest whole number.
Normal recovery is 15% rounded to the nearest whole number.

Level	Exp	Fame	Mana	node recovery	normal recovery
---------	-------------	-------------	---------	-----------------	-----------------
0	0	0	0	1	1
1	10,000	30,000	3	1	1
2	20,000	60,000	6	2	1
3	30,000	90,000	9	2	1
4	40,000	120,000	12	3	2
5	50,000	150,000	15	4	2
6	70,000	210,000	18	5	3
7	90,000	270,000	21	5	3
8	110,000	330,000	24	6	4
9	130,000	390,000	27	7	4
10	150,000	450,000	30	8	5
11	180,000	540,000	33	8	5
12	210,000	630,000	36	9	5
13	240,000	720,000	39	10	6
14	270,000	810,000	42	11	6
15	300,000	900,000	45	11	7
16	340,000	1,020,000	48	12	7
17	380,000	1,140,000	51	13	8
18	420,000	1,260,000	54	14	8
19	460,000	1,380,000	57	14	9
20	500,000	1,500,000	60	15	9
21	550,000	1,650,000	63	16	9
22	600,000	1,800,000	66	17	10
23	650,000	1,950,000	69	17	10
24	700,000	2,100,000	72	18	11
25	750,000	2,250,000	75	19	11
26	800,000	2,400,000	78	20	12
27	850,000	2,550,000	81	20	12
28	900,000	2,700,000	84	21	13
29	950,000	2,850,000	87	22	13
30	1,000,000	3,000,000	90	23	14
31	1,050,000	3,150,000	93	23	14
32	1,100,000	3,300,000	96	24	14
33	1,150,000	3,450,000	99	25	15
34	1,200,000	3,600,000	102	26	15
35	1,250,000	3,750,000	105	26	16
36	1,300,000	3,900,000	108	27	16
37	1,350,000	4,050,000	111	28	17
38	1,400,000	4,200,000	114	29	17
39	1,450,000	4,350,000	117	29	18
40	1,500,000	4,500,000	120	30	18
41	1,550,000	4,650,000	123	31	18
42	1,600,000	4,800,000	126	32	19
43	1,650,000	4,950,000	129	32	19
44	1,700,000	5,100,000	132	33	20
45	1,750,000	5,250,000	135	34	20
46	1,800,000	5,400,000	138	35	21
47	1,850,000	5,550,000	141	35	21
48	1,900,000	5,700,000	144	36	22
49	1,950,000	5,850,000	147	37	22
50	2,000,000	6,000,000	150	38	23
51	2,050,000	6,150,000	153	38	23
52	2,100,000	6,300,000	156	39	23
53	2,150,000	6,450,000	159	40	24
54	2,200,000	6,600,000	162	41	24
55	2,250,000	6,750,000	165	41	25
56	2,300,000	6,900,000	168	42	25
57	2,350,000	7,050,000	171	43	26
58	2,400,000	7,200,000	174	44	26
59	2,450,000	7,350,000	177	44	27
60	2,500,000	7,500,000	180	45	27
61	2,550,000	7,650,000	183	46	27
62	2,600,000	7,800,000	186	47	28
63	2,650,000	7,950,000	189	47	28
64	2,700,000	8,100,000	192	48	29
65	2,750,000	8,250,000	195	49	29
66	2,800,000	8,400,000	198	50	30
67	2,850,000	8,550,000	201	50	30
68	2,900,000	8,700,000	204	51	31
69	2,950,000	8,850,000	207	52	31
70	3,000,000	9,000,000	210	53	32
71	3,050,000	9,150,000	213	53	32
72	3,100,000	9,300,000	216	54	32
73	3,150,000	9,450,000	219	55	33
74	3,200,000	9,600,000	222	56	33
75	3,250,000	9,750,000	225	56	34
76	3,300,000	9,900,000	228	57	34
77	3,350,000	10,050,000	231	58	35
78	3,400,000	10,200,000	234	59	35
79	3,450,000	10,350,000	237	59	36
80	3,500,000	10,500,000	240	60	36
81	3,550,000	10,650,000	243	61	36
82	3,600,000	10,800,000	246	62	37
83	3,650,000	10,950,000	249	62	37
84	3,700,000	11,100,000	252	63	38
85	3,750,000	11,250,000	255	64	38
86	3,800,000	11,400,000	258	65	39
87	3,850,000	11,550,000	261	65	39
88	3,900,000	11,700,000	264	66	40
89	3,950,000	11,850,000	267	67	40
90	4,000,000	12,000,000	270	68	41
91	4,050,000	12,150,000	273	68	41
92	4,100,000	12,300,000	276	69	41
93	4,150,000	12,450,000	279	70	42
94	4,200,000	12,600,000	282	71	42
95	4,250,000	12,750,000	285	71	43
96	4,300,000	12,900,000	288	72	43
97	4,350,000	13,050,000	291	73	44
98	4,400,000	13,200,000	294	74	44
99	4,450,000	13,350,000	297	74	45
100	4,500,000	13,500,000	300	75	45
101	4,550,000	13,650,000	303	76	45
102	4,600,000	13,800,000	306	77	46
103	4,650,000	13,950,000	309	77	46
104	4,700,000	14,100,000	312	78	47
105	4,750,000	14,250,000	315	79	47
106	4,800,000	14,400,000	318	80	48
107	4,850,000	14,550,000	321	80	48
108	4,900,000

Experience and Absorbtion

The following information was taken from a post on the Wizards
boards on America Online on June 29th, 1997 by one Shytok OfGhul

As most people know, when a monster is killed, an adventurer gains an amount
of field experience that is stored in his or her brain and is absorbed over time.
There is, however, a maximum amount of experience that a character may store
at one time. The experience storage capacity of a character is a constant value:

Capacity = 800 + LO statistic + DI statistic

This maximum is simply a ceiling. What this means is that if you have a 75 Logic
and a 95 Discipline, you will be able to store up to 970 field experience points at
a time. If you currently have 935 experience points in your experience "bucket"
and kill a creature that would have netted you 150 experience points, you will
only gain 35 points and have refilled your bucket; 115 points will have been lost
in the ether.

The experience you have stored is then absorbed in discrete packets once every
minute (or so) at what have become known as experience pulses. Although a
person cannot discern the exact amount of experience yet unabsorbed in his or
her mind, by taking an experience reading, one can get a general,
non-quantitative description of one’s state of mind. The names of these
"classifications" and what they signify are as follows:

             Classification
                               % of total Capacity
                 Must Rest
                                       90-100
                   Numb
                                        75-90
              Becoming Numb
                                        62-75
                 Muddled
                                        50-62
                   Clear
                                        25-50
               Fresh and Clear
                                        0-25
               Clear as a bell
                                          0

(Note: These numbers are Sylvendale’s and I have not checked them. If they are off, which is
unlikely, yell at him. <g>).

Although one can still absorb field experience in the Must Rest state of mind,
the amount absorbed, barring intervention from the gods, cannot exceed your
maximum.

Now comes the complicated part. The rate at which your experience will be
converted from stored field experience to earned "true" experience is based
upon a number of things. The most significant distinction for most people is
whether she or he is on an area where experience absorption is accelerated, also
know as an experience node. On a node, the amount of experience a person will
absorb per pulse is.

INT(Amount in Bucket/(50-INT(Level/6))+12

where the function "INT" means to round down to the nearest integer.

To determine your own rate, begin by finding your divisor, which is
50-INT(Level/6). This means that your divisor will be 50 for levels 0-5, 49 for
levels 6-11, 48 for levels 12-17, etc. You then divide this number into the
current amount in your bucket and chop off the decimal.

For example, a 26th level Human Wizard with a Logic of 71, an Intelligence of
65, and a Discipline of 100 will have a storage capacity of 971. His divisor will be
46, so if he is "super-fried" on a node, he will absorb INT(971/46) + 12 = 33
experience points on his first pulse. His next pulse will be INT(931/46) + 12 =
32 experience points.

Off of a node, the amount of experience that a person will absorb is.

INT(Noded value * (50 + Intelligence Bonus + Logic Bonus) / 100)

You find your own rate by first determining your modifier, which is (50 +
Intelligence Bonus + Logic Bonus) / 100. This modifier cannot be greater than
one, meaning that even a Halfling Wizard with a 100 in both the Intelligence and
Logic statistic will not absorb more off of a node than on. You then multiply this
modifier by the amount you would have absorbed if you were on a node (see the
above formula) and round down to the nearest decimal.

Taking our HumanWizard from above, if he were to move from the node to a
non-node still with a full capacity mind.(if, say, he were pushed off the ledge in
Shadow Valley by a Dark Elf Sorcerer), he would need to compute his modifier,
which is: (50 + IN bonus + LO bonus) / 100 = (50 + 12 + 15) / 100 = .77. Now, he
would compute the amount he would have absorbed if he were still safely on a
node (and not at the bottom of the abyss, being eaten by night hounds), which is
INT(971/46) + 12 = 33. Multiply this 33 by the .77 factor and round down to get
25, the amount he will absorb.

This discovery has a great number of implications for stat placement in the
future. For example, despite a recent statement in the Wizard folder that Logic
is a largely useless statistic, Logic is actually very important. It is the biggest
statistical factor in determining experience absorption since it helps determine
both the maximum amount of field experience one can store and the rate at
which that experience can be absorbed. Future generations may choose to give
more attention to the Logic statistic than we have in the past.

However, the single greatest factor for experience absorption is level. Level, it
seems, determines the maximum rate at which a character can absorb
experience on a node, which in turn determines the non-noded rate. Taken to its
logical conclusion, a 275th level character with a steady supply of creatures to
kill will actually reach the next level faster than a second level character, even
though she will need 5 times the experience to progress, because she will be
able to absorb 200 experience points per pulse whereas the 2nd level character,
even with maximum Discipline and Logic, will only absorb 32 per pulse.

This is all presuming that this can be taken to its logical conclusion, and that
remains to be seen. The equations you see above have been tested rigorously
for characters in the 0-35 range and have held true without exception. It may be,
however, that these equations do not hold true for higher levels.

Click crystal ball to get back to Library

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