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),
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array (
0 => 0.22825007446316614,
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),
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array (
0 => 0.2188194042715077,
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28 => 0.10793033322780476,
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),
40 =>
array (
0 => 0.1933233980598943,
1 => 0.15482562582020587,
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),
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array (
0 => 0.169884071895388,
1 => 0.132500269331274,
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4 => 0.0798214661278418,
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21 => -0.0017432502451965037,
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28 => -0.0067902206726041525,
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41 => -0.4813022349628675,
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),
42 =>
array (
0 => 0.1501629486796947,
1 => 0.11381967266048854,
2 => 0.06287510025764576,
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5 => 0.06989335751645842,
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14 => -0.0012236205994917704,
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18 => -0.006384601981357041,
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22 => -0.03095052845991464,
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24 => -0.02541914750653007,
25 => -0.04911958510900971,
26 => -0.0008789045713140098,
27 => -0.01660494380865496,
28 => -0.04365364772564806,
29 => -0.0157277228625321,
30 => -0.031230293478163307,
31 => -0.12765338083162048,
32 => -0.1435438853841069,
33 => -0.1450649087138992,
34 => -0.18389954648629803,
35 => -0.20131051964931368,
36 => -0.16412246724349777,
37 => -0.25663194890981544,
38 => -0.2955677489437545,
39 => -0.3937985516910075,
40 => -0.4690835064079272,
41 => -0.4595141583576601,
42 => -0.43681086616034304,
43 => NULL,
44 => NULL,
),
43 =>
array (
0 => 0.16096178776950953,
1 => 0.12536165204141625,
2 => 0.07535082387684411,
3 => 0.06129581201051981,
4 => 0.07506347594512208,
5 => 0.08324073482747907,
6 => 0.08552242202833571,
7 => 0.08139116950939074,
8 => 0.0794000016790597,
9 => 0.06852510170955828,
10 => 0.04805568009587824,
11 => 0.039036703888867486,
12 => 0.0348430241188058,
13 => 0.028361786204381456,
14 => 0.01733466579173304,
15 => 0.025691505595591968,
16 => 0.028060576301181417,
17 => 0.002005761714643617,
18 => 0.015150702286428785,
19 => 0.014697406616938746,
20 => 0.002045355776693958,
21 => -0.0025918183983884013,
22 => -0.00494867553855638,
23 => 0.006910534644241739,
24 => 0.003098924263148284,
25 => -0.018537331324996464,
26 => 0.030233743391542278,
27 => 0.016797227419959482,
28 => -0.007374940367620542,
29 => 0.022186045636146234,
30 => 0.009950763451992861,
31 => -0.08026672901541987,
32 => -0.09164071212454739,
33 => -0.08824358397733856,
34 => -0.1199591640265757,
35 => -0.1294019098650402,
36 => -0.08421868090203266,
37 => -0.16093781876182678,
38 => -0.18136814783136734,
39 => -0.25189818059021973,
40 => -0.28615555845615015,
41 => -0.20267611664009666,
42 => -0.011458351005761092,
43 => 0.7351446132028312,
44 => NULL,
),
),
'years_buy' =>
array (
0 => 1982,
1 => 1983,
2 => 1984,
3 => 1985,
4 => 1986,
5 => 1987,
6 => 1988,
7 => 1989,
8 => 1990,
9 => 1991,
10 => 1992,
11 => 1993,
12 => 1994,
13 => 1995,
14 => 1996,
15 => 1997,
16 => 1998,
17 => 1999,
18 => 2000,
19 => 2001,
20 => 2002,
21 => 2003,
22 => 2004,
23 => 2005,
24 => 2006,
25 => 2007,
26 => 2008,
27 => 2009,
28 => 2010,
29 => 2011,
30 => 2012,
31 => 2013,
32 => 2014,
33 => 2015,
34 => 2016,
35 => 2017,
36 => 2018,
37 => 2019,
38 => 2020,
39 => 2021,
40 => 2022,
41 => 2023,
42 => 2024,
43 => 2025,
44 => 2026,
),
'years_sell' =>
array (
0 => 1983,
1 => 1984,
2 => 1985,
3 => 1986,
4 => 1987,
5 => 1988,
6 => 1989,
7 => 1990,
8 => 1991,
9 => 1992,
10 => 1993,
11 => 1994,
12 => 1995,
13 => 1996,
14 => 1997,
15 => 1998,
16 => 1999,
17 => 2000,
18 => 2001,
19 => 2002,
20 => 2003,
21 => 2004,
22 => 2005,
23 => 2006,
24 => 2007,
25 => 2008,
26 => 2009,
27 => 2010,
28 => 2011,
29 => 2012,
30 => 2013,
31 => 2014,
32 => 2015,
33 => 2016,
34 => 2017,
35 => 2018,
36 => 2019,
37 => 2020,
38 => 2021,
39 => 2022,
40 => 2023,
41 => 2024,
42 => 2025,
43 => 2026,
),
),
)
Entdecken Sie auf einen Blick die Performance der Methode Electronics Aktie über verschiedene Zeiträume hinweg.