Estimated Parameters of Exponential Smoothing | |
Parameter | Value |
alpha | 0.99995830862336 |
beta | FALSE |
gamma | FALSE |
Interpolation Forecasts of Exponential Smoothing | |||
t | Observed | Fitted | Residuals |
2 | 119.9 | 120.6 | -0.699999999999989 |
3 | 119.48 | 119.900029183964 | -0.420029183963649 |
4 | 117.45 | 119.480017511595 | -2.03001751159491 |
5 | 118.37 | 117.450084634225 | 0.919915365775339 |
6 | 117.07 | 118.369961647462 | -1.29996164746201 |
7 | 114.98 | 117.070054197191 | -2.09005419719065 |
8 | 112.59 | 114.980087137237 | -2.39008713723673 |
9 | 111.7 | 112.590099646023 | -0.890099646023046 |
10 | 112.04 | 111.70003710948 | 0.339962890520411 |
11 | 110.79 | 112.039985826479 | -1.24998582647909 |
12 | 110.79 | 110.79005211363 | -5.21136298914371e-05 |
13 | 109.82 | 110.790000002173 | -0.970000002172696 |
14 | 109.11 | 109.820040440635 | -0.710040440635424 |
15 | 109.84 | 109.110029602563 | 0.72997039743656 |
16 | 109.31 | 109.839969566529 | -0.529969566529232 |
17 | 108.29 | 109.310022095161 | -1.0200220951608 |
18 | 107.42 | 108.290042526125 | -0.87004252612536 |
19 | 106.71 | 107.420036273271 | -0.71003627327066 |
20 | 105.11 | 106.71002960239 | -1.6000296023897 |
21 | 104.43 | 105.110066707437 | -0.680066707436779 |
22 | 105.11 | 104.430028352917 | 0.679971647082752 |
23 | 104.43 | 105.109971651046 | -0.679971651045946 |
24 | 105.55 | 104.430028348954 | 1.11997165104579 |
25 | 106.12 | 105.54995330684 | 0.570046693159938 |
26 | 105.78 | 106.119976233969 | -0.339976233968613 |
27 | 105.33 | 105.780014174077 | -0.450014174077225 |
28 | 104.63 | 105.33001876171 | -0.700018761710425 |
29 | 104.62 | 104.630029184746 | -0.0100291847458465 |
30 | 105.57 | 104.620000418131 | 0.949999581869477 |
31 | 107.5 | 105.56996039321 | 1.93003960679039 |
32 | 107.52 | 107.499919533992 | 0.0200804660081673 |
33 | 107.76 | 107.519999162818 | 0.240000837182279 |
34 | 106.74 | 107.759989994035 | -1.01998999403472 |
35 | 106.21 | 106.740042524787 | -0.530042524787007 |
36 | 105.77 | 106.210022098203 | -0.440022098202533 |
37 | 105.27 | 105.770018345127 | -0.500018345127032 |
38 | 104.35 | 105.270020846453 | -0.920020846453156 |
39 | 103.52 | 104.350038356936 | -0.830038356935631 |
40 | 102.28 | 103.520034605442 | -1.24003460544176 |
41 | 100.93 | 102.28005169875 | -1.35005169874978 |
42 | 101.04 | 100.930056285514 | 0.10994371448615 |
43 | 99.95 | 101.039995416295 | -1.0899954162952 |
44 | 99.55 | 99.9500454434094 | -0.400045443409439 |
45 | 99.56 | 99.5500166784452 | 0.00998332155475623 |
46 | 99.01 | 99.5599995837816 | -0.549999583781585 |
47 | 98.64 | 99.0100229302398 | -0.370022930239799 |
48 | 98.98 | 98.6400154267653 | 0.339984573234659 |
49 | 100.8 | 98.9799858255751 | 1.82001417442488 |
50 | 100.32 | 100.799924121104 | -0.479924121103565 |
51 | 100.72 | 100.320020008697 | 0.399979991302715 |
52 | 280.8 | 100.719983324284 | 180.080016675716 |
53 | 280.4 | 280.792492216199 | -0.3924922161994 |
54 | 280.4 | 280.400016363541 | -1.6363540794373e-05 |
55 | 280.3 | 280.400000000682 | -0.100000000682201 |
56 | 281 | 280.300004169138 | 0.699995830862292 |
57 | 280.9 | 280.99997081621 | -0.0999708162102024 |
58 | 279.7 | 280.900004167921 | -1.20000416792095 |
59 | 283.1 | 279.700050029826 | 3.3999499701743 |
60 | 290.6 | 283.099858251405 | 7.50014174859479 |
61 | 291.6 | 290.599687308766 | 1.00031269123451 |
62 | 291.7 | 291.599958295587 | 0.100041704413115 |
63 | 291.8 | 291.699995829124 | 0.100004170876389 |
64 | 291.7 | 291.799995830688 | -0.0999958306884423 |
65 | 291.5 | 291.700004168964 | -0.200004168963801 |
66 | 291.7 | 291.500008338449 | 0.199991661550825 |
67 | 293.4 | 291.699991662072 | 1.70000833792767 |
68 | 293.1 | 293.399929124312 | -0.29992912431203 |
69 | 292.6 | 293.100012504458 | -0.500012504458084 |
70 | 292.1 | 292.60002084621 | -0.500020846209623 |
71 | 292.2 | 292.100020846557 | 0.0999791534425185 |
72 | 292 | 292.199995831731 | -0.199995831731428 |
73 | 292.1 | 292.000008338102 | 0.0999916618984571 |
74 | 293.4 | 292.09999583121 | 1.30000416879 |
75 | 292.2 | 293.399945801037 | -1.19994580103656 |
76 | 292.1 | 292.200050027392 | -0.100050027392285 |
77 | 291.6 | 292.100004171223 | -0.500004171223395 |
78 | 290.9 | 291.600020845862 | -0.700020845862298 |
79 | 290.9 | 290.900029184833 | -2.91848327265143e-05 |
80 | 290.8 | 290.900000001217 | -0.100000001216699 |
81 | 290.5 | 290.800004169138 | -0.300004169137708 |
82 | 290 | 290.500012507587 | -0.500012507586803 |
83 | 290.2 | 290.00002084621 | 0.199979153790196 |
84 | 290.1 | 290.199991662594 | -0.0999916625937658 |
Extrapolation Forecasts of Exponential Smoothing | |||
t | Forecast | 95% Lower Bound | 95% Upper Bound |
85 | 290.10000416879 | 251.255351242534 | 328.944657095046 |
86 | 290.10000416879 | 235.166514313146 | 345.033494024434 |
87 | 290.10000416879 | 222.820961707716 | 357.379046629864 |
88 | 290.10000416879 | 212.413127534201 | 367.786880803379 |
89 | 290.10000416879 | 203.243616677733 | 376.956391659847 |
90 | 290.10000416879 | 194.953731016577 | 385.246277321003 |
91 | 290.10000416879 | 187.330385401791 | 392.86962293579 |
92 | 290.10000416879 | 180.234742196348 | 399.965266141232 |
93 | 290.10000416879 | 173.570364012167 | 406.629644325413 |
94 | 290.10000416879 | 167.267035134451 | 412.932973203129 |
95 | 290.10000416879 | 161.27174822876 | 418.92826010882 |
96 | 290.10000416879 | 155.543321780628 | 424.656686556952 |