You have an object, which should be improved by optimum coordination of several parameters, and its mathematical model, computing efficiency index depending on these parameters. Using IOSO NS you can quickly and efficiently solve optimization problem

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Week (Day.Month)		Downloads
1	(1.1-7.1)
2	(8.1-14.1)
3	(15.1-21.1)
4	(22.1-28.1)
5	(29.1-4.2)
6	(5.2-11.2)
7	(12.2-18.2)
8	(19.2-25.2)
9	(26.2-3.3)
10	(4.3-10.3)
11	(11.3-17.3)
12	(18.3-24.3)
13	(25.3-31.3)	1
14	(1.4-7.4)
15	(8.4-14.4)
16	(15.4-21.4)
17	(22.4-28.4)
18	(29.4-5.5)
19	(6.5-12.5)
20	(13.5-19.5)
21	(20.5-26.5)
22	(27.5-2.6)
23	(3.6-9.6)
24	(10.6-16.6)
25	(17.6-23.6)
26	(24.6-30.6)	1
27	(1.7-7.7)
28	(8.7-14.7)
29	(15.7-21.7)
30	(22.7-28.7)
31	(29.7-4.8)
32	(5.8-11.8)
33	(12.8-18.8)
34	(19.8-25.8)
35	(26.8-1.9)
36	(2.9-8.9)
37	(9.9-15.9)
38	(16.9-22.9)
39	(23.9-29.9)
40	(30.9-6.10)
41	(7.10-13.10)
42	(14.10-20.10)
43	(21.10-27.10)
44	(28.10-3.11)
45	(4.11-10.11)
46	(11.11-17.11)
47	(18.11-24.11)
48	(25.11-1.12)
49	(2.12-8.12)
50	(9.12-15.12)
51	(16.12-22.12)	1
52	(23.12-29.12)
53	(30.12-5.1)