Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.666695305515088
beta0.0185297170665319
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
371710
46970-1
58968.320951019104120.6790489808959
68881.35068448009646.64931551990357
77385.1090039904545-12.1090039904545
86376.2116492394221-13.2116492394221
96466.4159536513059-2.41595365130593
106463.78785172441350.212148275586472
116562.91451382552462.08548617447537
126763.3158849286793.68411507132097
136964.82856677427774.1714332257223
147166.71767387765124.28232612234882
157068.73361522141071.26638477858934
167268.75448713603873.24551286396132
178870.134928466562817.8650715334372
188381.48286022510741.51713977489263
197681.9504448776355-5.95044487763555
207077.3659160343971-7.36591603439715
217571.74670308028283.25329691971724
227173.2474597250049-2.2474597250049
237571.05312335003583.94687664996421
248173.03728038994167.96271961005844
258777.79714993223889.20285006776119
269083.49749765122796.50250234877214
278087.477866025888-7.47786602588803
288582.04520930636592.95479069363412
2910583.604458370846921.3955416291531
3010497.7223830900946.2776169099061
3198101.838810011358-3.83881001135829
329499.1632391829005-5.16323918290045
3310795.540892662509311.4591073374907
34112103.1421486261098.8578513738911
35121109.11858647077811.8814135292222
36118117.2575981361440.742401863856216
37120117.9794544077612.02054559223934
38122119.5784042672032.42159573279731
39109121.474647980217-12.4746479802173
40112113.285528188319-1.28552818831938
41132112.54026103659419.4597389634056
42127125.8661654047291.13383459527054
43116126.988282385836-10.9882823858359
44113119.892895209147-6.89289520914699
45123115.4427308475767.55726915242428
46125120.719783279664.28021672034031
47137123.86491664726913.1350833527311
48127133.075814585494-6.07581458549441
49123129.403838412512-6.40383841251247
50128125.4340593530212.56594064697863
51114127.4760886818-13.4760886817996
52120118.6564931411691.34350685883147
53143119.73364962471423.2663503752856
54135135.714087904054-0.714087904053855
55119135.698058948203-16.6980589482034
56117124.819309133994-7.81930913399405
57132119.76338293301812.2366170669823
58139128.22981577299410.7701842270062
59158135.85163608243622.1483639175637
60141151.332849074934-10.3328490749335
61139145.031341184667-6.03134118466684
62150141.5231191803718.47688081962903
63142147.792181311597-5.79218131159712
64149144.4765719781624.52342802183841
65166148.09421192224517.9057880777547
66150160.855010785671-10.8550107856706
67139154.307020784486-15.3070207844856
68140144.601798651166-4.60179865116598
69158141.97684873192316.0231512680775
70169153.30040090966515.6995990903345
71186164.60219012018821.3978098798116
72177179.967291311006-2.96729131100591
73175179.051636965889-4.05163696588895
74187177.3630018552689.63699814473156
75176184.919567858533-8.91956785853279
76185179.9943689750795.00563102492123
77204184.41487275634519.5851272436547
78188198.797406527676-10.7974065276758
79171192.790660008809-21.7906600088094
80171179.185568261652-8.1855682616521
81182174.5498054603157.45019453968504
82185180.4303696016444.56963039835631
83200184.44692688326515.5530731167351
84192195.978231480081-3.97823148008075
85185194.43896121132-9.43896121131974
86195189.1424422033195.85755779668142
87190194.116402976218-4.11640297621847
88195192.389918218332.61008178167032
89213195.18019337419217.8198066258078
90194208.330860788221-14.3308607882209
91171199.869790366035-28.8697903660349
92171181.359035828613-10.3590358286127
93186175.06134227694710.9386577230526
94182183.097853661088-1.09785366108844
95193183.0961168828999.903883117101
96185190.551535724279-5.551535724279
97172187.634317509139-15.634317509139
98185177.8018147281927.19818527180817
99179183.280558408641-4.28055840864096
100182181.0535969350950.946403064905155
101193182.32311769431310.6768823056866
102173190.211802021856-17.2118020218562
103155179.294602416338-24.2946024163377
104164163.3552054061610.644794593838554
105188164.05075288814623.9492471118537
106186180.5791306859255.42086931407496
107200184.82169364690215.1783063530976
108185195.757001945171-10.7570019451714
109173189.268473443797-16.2684734437969
110190178.90449732794311.0955026720569
111190186.9210258669533.07897413304687
112193189.6310091094233.36899089057707
113195192.5759645824822.42403541751816
114178194.920868424391-16.9208684243911
115163184.159580773583-21.1595807735828
116165170.310964906069-5.31096490606942
117188166.96293689993121.0370631000692
118182181.4409005235680.559099476431896
119200182.27320886625517.7267911337449
120177194.770127666612-17.7701276666124


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121183.381890953853161.11375555955205.650026348156
122183.840914934828156.924021136214210.757808733441
123184.299938915802153.290849553622215.309028277982
124184.758962896777150.014833025366219.503092768189
125185.217986877752146.989158269221223.446815486282
126185.677010858727144.148932351368227.205089366085
127186.136034839701141.45136390676230.820705772643
128186.595058820676138.866553448505234.323564192847
129187.054082801651136.372686972348237.735478630953
130187.513106782625133.953307086532241.072906478719
131187.9721307636131.595660862018244.348600665182
132188.431154744575129.289647483546247.572662005604