Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999944876394625
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
297.7397.78-0.0499999999999972
397.6197.7300027561803-0.12000275618027
497.6997.61000661498460.0799933850154133
597.6897.6899955904762-0.00999559047620835
697.6797.680000550993-0.0100005509929986
797.6797.6700005512664-5.51266424508867e-07
897.9697.67000000003040.289999999969609
998.2797.95998401415440.310015985845553
1099.5298.26998291080111.25001708919886
1199.5999.51993109455130.0700689054487356
1299.7599.58999613754930.160003862450679
1399.7599.74999118001028.81998977320109e-06
1499.899.74999999951380.0500000004861931
1599.9999.79999724381970.190002756180291
16100.2599.9899895263630.260010473636953
17100.08100.249985667285-0.16998566728526
18100.08100.080009370223-9.37022284119848e-06
19100.08100.080000000517-5.16521936333447e-10
20100.06100.08-0.0200000000000244
21101100.0600011024720.939998897527886
22101.81100.9999481838720.810051816128279
23101.82101.8099553470230.0100446529766316
24101.96101.8199994463030.14000055369749
25101.96101.9599922826657.71733527926699e-06
26101.93101.959999999575-0.029999999574585
27102.03101.9300016537080.0999983462918692
28102.11102.0299944877310.0800055122693806
29102.07102.109995589808-0.0399955898077167
30102.34102.0700022047010.269997795298892
31102.34102.3399851167481.48832519215603e-05
32102.33102.33999999918-0.00999999917958405
33102.77102.3300005512360.439999448763984
34103.08102.7699757456440.31002425435598
35103.38103.0799829103450.300017089654645
36103.44103.3799834619760.0600165380236461
3799.1103.439996691672-4.33999669167204
3899.1599.1002392362650.0497607637350512
3999.2199.14999725700730.0600027429926939
4099.0199.2099966924325-0.199996692432464
4199.0899.01001102453880.0699889754612428
4299.1199.07999614195530.0300038580446653
43100.1199.10999834607921.00000165392083
44100.31100.1099448763030.200055123696544
45100.55100.309988972240.240011027759678
46101.38100.5499867697270.830013230273181
47101.49101.3799542466780.110045753321756
48101.5101.4899939338810.0100060661186774
49100.69101.49999944843-0.809999448429565
50100.8100.690044650090.109955349910038
51100.58100.799993938865-0.219993938864675
52100.34100.580012126859-0.240012126859071
53100.38100.3400132303340.0399867696662284
54100.33100.379997795785-0.0499977957850888
55101.06100.3300027560590.729997243941241
56101.15101.059959759920.0900402400800004
57101.36101.1499950366570.210004963342655
58101.98101.3599884237690.620011576230723
59102.24101.9799658227270.260034177273454
60102.34102.2399856659790.100014334021381
61101.91102.339994486849-0.429994486849324
62101.8101.910023702846-0.110023702846405
63101.8101.800006064903-6.06490317522912e-06
64101.73101.800000000334-0.0700000003343035
65101.8101.7300038586520.0699961413476018
66101.81101.799996141560.0100038584396884
67102.28101.8099994485510.470000551448734
68101.7102.279974091875-0.579974091875073
69101.7101.700031970263-3.19702629667518e-05
70102.37101.7000000017620.669999998237685
71102.43102.3699630671850.0600369328155068
72102.41102.429996690548-0.0199966905478135


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73102.41000110229101.183904682399103.63609752218
74102.41000110229100.676086706968104.143915497611
75102.41000110229100.286417849922104.533584354658
76102.4100011022999.9579096420923104.862092562487
77102.4100011022999.6684870628203105.151515141759
78102.4100011022999.4068284585607105.413173746019
79102.4100011022999.1662081638491105.65379404073
80102.4100011022998.9422439990727105.877758205507
81102.4100011022998.7318920736791106.0881101309
82102.4100011022998.5329361394884106.287066065091
83102.4100011022998.343703102239106.47629910234
84102.4100011022998.1628931304281106.657109074151