Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.222642629632828
beta0.178363459675705
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
393930
49192-1
511190.737646060674620.2623539393254
611095.013843126970314.9861568730297
79598.7104537206517-3.71045372065174
88598.0970547897341-13.0970547897341
98694.8736971146655-8.87369711466548
108692.2382527640152-6.23825276401523
118789.9418414863921-2.94184148639215
128988.26252750563770.737472494362294
139387.43167166341675.56832833658333
149687.8974958803298.10250411967098
159989.24929670792179.75070329207828
169291.35527013157030.644729868429721
1710991.459468754284417.5405312457156
1811096.021950493862813.9780495061372
1997100.346358583759-3.34635858375943
2088100.680726617627-12.6807266176270
219398.4332981446338-5.43329814463382
229397.5836928196699-4.58369281966986
238996.7412214133082-7.74122141330822
248994.8883354967752-5.88833549677517
259193.2141474586223-2.21414745862225
269792.27006361161474.72993638838527
279993.05986082144135.9401391785587
288594.354991469398-9.35499146939802
2910191.8732750459039.12672495409697
3010593.868810768194611.1311892318054
318896.7526597911115-8.75265979111145
328094.8619367967451-14.8619367967451
338791.0208413299216-4.02084132992162
348489.4337629906549-5.43376299065487
358787.3163262124592-0.316326212459174
368786.32568728735390.674312712646142
378585.5823846585122-0.582384658512183
389684.536160364768811.4638396352312
3910286.627183210952315.3728167890477
409390.19898569819382.80101430180625
4111191.083000966843719.9169990331563
4211796.568694201589820.4313057984102
43101102.980247958975-1.98024795897503
4488104.323396213692-16.3233962136915
4598101.824924781487-3.82492478148735
4689101.957253122791-12.9572531227913
479399.5417863759923-6.54178637599232
489398.2948931113027-5.29489311130268
499597.1153443018028-2.11534430180281
5010596.55969550762058.44030449237947
5110998.689359664052410.3106403359476
5294101.644889342503-7.6448893425027
53113100.29916410864712.7008358913533
54125103.98763147008021.0123685299201
55106110.361028988510-4.36102898850956
5695110.912044387976-15.9120443879758
57109108.2594232214420.740576778557809
58100109.343794695509-9.34379469550936
5994107.811900861538-13.8119008615384
6094104.736727448728-10.7367274487280
6194101.919849222321-7.91984922232103
6210399.41562058641043.58437941358956
6310399.61506406684513.38493593315488
648099.9045231654639-19.9045231654639
6510694.218321163932511.7816788360675
6611796.05468439605720.945315603943
6799100.763029729739-1.76302972973896
6895100.345517124125-5.34551712412465
6911698.918112618414617.0818873815854
70118103.16234854763914.8376514523606
71100107.496144460001-7.49614446000074
72100106.559803606599-6.55980360659943
73105105.571433750488-0.571433750487699
74121105.89363792372015.1063620762798
75131110.30628120941120.6937187905894
76108116.784682962256-8.78468296225641
77136116.3510845658119.6489154341899
78149123.02830145220325.9716985477967
79131132.144609561883-1.14460956188259
80137135.17821758331.82178241670010
81164138.94461628109325.0553837189073
82169148.87878717097820.1212128290218
83154158.513440992926-4.51344099292609
84160162.484136054812-2.48413605481167
85166166.807992608255-0.807992608254693
86186171.47294370158514.5270562984147
87197180.12901884063316.8709811593669
88166189.976920332023-23.9769203320228
89191189.7781827116071.22181728839314
90207195.23827826315511.7617217368449
91187203.512079231596-16.5120792315956
92191204.835210510672-13.8352105106725
93222206.20491255170615.7950874482942
94230214.79882565640915.2011743435912
95210223.864166927757-13.8641669277569
96224225.907759960778-1.90775996077838
97234230.5375992352673.46240076473342
98251236.50056168428214.4994383157181
99258245.49663088232912.5033691176709
100227254.544815148427-27.5448151484268
101254253.5827256727160.417274327284417
102281258.86275983794322.1372401620573
103261269.857683111974-8.85768311197404
104264273.600064965789-9.60006496578859
105286276.7959298185539.20407018144738
106293284.5439024498768.45609755012367
107276292.461147196273-16.4611471962726
108292294.177057334920-2.17705733491965
109299298.9867610041640.0132389958356498
110319304.28464374602714.7153562539728
111329313.44021060485015.5597893951496
112293323.401683894197-30.401683894197
113318321.922883224305-3.92288322430511
114346326.18360953447319.8163904655268
115327336.516644983285-9.516644983285
116329339.940977848495-10.9409778484946
117353342.6137129394410.3862870605601
118355350.4472594346314.55274056536859
119332357.162805088589-25.1628050885895
120346356.263155571568-10.2631555715683


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121358.273239854298334.134989736376382.411489972221
122362.568340081813337.613199701773387.523480461853
123366.863440309328340.864931236798392.861949381857
124371.158540536842343.882486442201398.434594631484
125375.453640764357346.665124464909404.242157063805
126379.748740991872349.2176619798410.279820003944
127384.043841219386351.548839263316416.538843175457
128388.338941446901353.669769974652423.00811291915
129392.634041674416355.59266803114429.675415317691
130396.929141901931357.329917604624436.528366199237
131401.224242129445358.893464417798443.555019841092
132405.51934235696360.294464557766450.744220156153