Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.175227912761956
beta0
gamma0.28039163452554


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13634712619554.40676292115157.5932370792
14639283628499.91973341110783.0802665888
15712182704141.4406566748040.55934332637
16621557616925.9233113474631.07668865321
17621000614982.4062419766017.59375802369
18675989667318.1108558198670.88914418127
19501322519139.232379148-17817.2323791476
20220286221303.387136167-1017.38713616732
21560727569501.226683812-8774.22668381152
22602530598780.3168981443749.68310185627
23626379556961.89879649769417.1012035034
24605508594947.33379770310560.6662022970
25646783668652.31125539-21869.3112553904
26658442670285.927135215-11843.9271352155
27712906745272.76983353-32366.7698335300
28687714646023.5428825241690.4571174798
29723916650641.24870413773274.7512958628
30707183719075.658912477-11892.6589124774
31629000550304.49802957478695.5019704263
32237530243535.140489665-6005.14048966489
33613296622755.681361663-9459.68136166257
34730444657902.74280984772541.2571901528
35734925639524.44739917695400.5526008242
36651812669693.193506365-17881.1935063653
37676155737874.078085287-61719.0780852865
38748183735410.17125237312772.8287476272
39810681817488.285284563-6807.28528456332
40729363730691.404920605-1328.40492060478
41701108734968.695528562-33860.6955285618
42790079767331.82167004722747.1783299531
43594621613312.747193763-18691.7471937635
44230716253642.775494520-22926.7754945197
45617189642454.913711632-25265.9137116324
46691389695127.772412943-3738.77241294342
47701067667815.76293469533251.2370653052
48705777660978.150150744798.8498492998
49747636730361.35630919217274.6436908082
50773392759634.40421290213757.5957870976
51813788839466.974308982-25678.9743089821
52766713748482.06920527118230.9307947287
53728875748447.241538165-19572.2415381655
54749197798000.115042067-48803.1150420669
55680954619030.34311081461923.6568891864
56241424258131.639720939-16707.6397209391
57680234664837.82199144915396.1780085505
58708326732971.165874855-24645.165874855
59694238709465.977862678-15227.9778626784
60772071696231.92433437275839.0756656277
61795337767042.40260039228294.5973996082
62788421798515.457734531-10094.4577345313
63889968867732.145024722235.8549752998
64797393791247.9448676126145.05513238837
65751000779654.019083943-28654.0190839426
66821255822757.408468614-1502.40846861433
67691605669070.25051826722534.7494817328
68290655265564.4209158625090.5790841401
69727147717763.7817659359383.21823406534
70868355779446.42736307188908.5726369286
71812390776111.0921282836278.9078717206
72799556793555.4457556486000.55424435192
73843038845214.216072039-2176.21607203863
74847000863783.437214284-16783.4372142840
75941952945644.270329026-3692.27032902581
76804309854184.040582017-49875.040582017
77840307823196.8715784317110.1284215699
78871528884553.590219084-13025.5902190842
79656330723428.13446402-67098.1344640201
80370508284612.11693595385895.8830640467
81742000782162.077508625-40162.0775086255
82847152858787.930539864-11635.930539864
83731675823922.787155937-92247.7871559366
84898527811886.48689002386640.5131099772
85778139877604.094570184-99465.094570184
86856075875986.169298653-19911.1692986527
87938833961875.459262197-23042.4592621974
88813023854720.928859736-41697.9288597363
89783417840500.032015401-57083.0320154008
90828110881899.559526141-53789.5595261412
91657311702207.740221743-44896.7402217428
92310032302690.2271032697341.7728967308
93780000735269.14835494744730.8516450532
94860000830743.59159113529256.4084088654
95780000785121.037605322-5121.03760532173
96807993829232.905936562-21239.9059365618
97895217832415.10072453962801.8992754614
98856075877849.309781133-21774.3097811330
99893268963276.153969898-70008.1539698981
100875000843667.12416250431332.8758374964
101835088838354.149920531-3266.1499205312
102934595891061.09207404943533.9079259512
103832500722718.484718449109781.515281551
1043e+05330126.176007452-30126.1760074521
105791443792146.906842533-703.906842533033
1069e+05880234.62584880719765.3741511930
107781729822043.126160688-40314.1261606885
108880000857838.81832930322161.1816706973
109875024889078.137458024-14054.1374580237
110992968901889.62079442691078.3792055736
111976804999976.874470696-23172.8744706957
112968697906340.6262092262356.37379078
113871675896980.881478231-25305.8814782314
1141006852960664.61867395446187.3813260460
115832037796680.26300526335356.7369947374
116345587337970.0547336467616.94526635355
117849528845236.0426947024291.95730529772
118913871945124.313741886-31253.3137418862
119868746859533.4650107639212.5349892372
120993733922237.97267841471495.0273215859


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121955061.71633301922437.751567954987685.681098066
122997290.304336678961526.5277764441033054.08089691
1231056294.784697961017242.441983191095347.12741273
124981542.757045696941163.239233551021922.27485784
125938674.58725364896722.14997822980627.02452906
1261028064.58716711981896.8565111241074232.3178231
127844658.726667276800903.499963127888413.953371425
128353769.924801058318451.748058775389088.101543340
129877677.315879882819381.982782185935972.648977579
130971769.667736124907311.4417410261036227.89373122
131897942.62113054835813.258045257960071.984215824
132976153.976366589916801.5962854731035506.35644770