Draft Value Curve

Value by Pick

Pick Values

Pick	Value
1	100.0
2	84.0
3	75.2
4	69.0
5	64.2
6	60.2
7	56.7
8	53.7
9	50.9
10	48.0
11	45.1
12	42.5
13	40.1
14	37.9
15	35.9
16	34.1
17	32.6
18	31.3
19	29.9
20	28.8
21	27.4
22	26.2
23	25.0
24	23.8
25	22.7
26	21.7
27	20.7
28	19.6
29	18.6
30	17.6
31	15.0
32	14.4
33	13.7
34	13.1
35	12.5
36	12.0
37	11.4
38	11.0
39	10.4
40	9.9
41	9.5
42	9.1
43	8.7
44	8.2
45	7.8
46	7.4
47	7.0
48	6.6
49	6.2
50	5.8
51	5.4
52	5.1
53	4.7
54	4.3
55	4.0
56	3.7
57	3.3
58	2.9
59	2.6
60	2.2

Pick Lab

Sandbox

Year

Round

Type

From (1)

–

To (30)

Expected Value

41.5

value at each possible slot

Formula · Step-by-Step

EV  =  [ Σᵢ₌1..30  P(i) · V(i) ]  ×  D(2026)

Assumes uniform distribution: each slot equally likely
P(i)  =  1 / n  =  1 / 30  =  0.0333   for all i in [1, 30]
V(i)  =  value-curve value at slot i

Slot breakdown  (contribution = P × V):
    i= 1:  V=100.00  ×  0.0333  =   3.333
    i= 2:  V= 84.01  ×  0.0333  =   2.800
    i= 3:  V= 75.16  ×  0.0333  =   2.505
    i= 4:  V= 68.95  ×  0.0333  =   2.298
    ...
    i=28:  V= 19.61  ×  0.0333  =   0.654
    i=29:  V= 18.61  ×  0.0333  =   0.620
    i=30:  V= 17.56  ×  0.0333  =   0.585

Σ P(i) · V(i)  =  41.451   (undiscounted)
D(2026) = 1.0000  (current year — no discount)

EV  =  41.451  ×  1.0000  =  41.45