Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.17091605305629
beta0.271771008090619
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
33750370050
438003810.86830405471-10.8683040547135
541003910.8284047961189.171595203901
639004053.76556147375-153.765561473755
736504130.94683824399-480.946838243987
838004129.86758843352-329.867588433524
940504139.28784896781-89.2878489678133
1042504185.6796259288964.3203740711133
1144504261.31319726778188.68680273222
1242004366.96749500344-166.967495003444
1340504404.07911909328-354.079119093281
1440504392.76337790319-342.763377903186
1542004367.46031002071-167.460310020713
1644504364.3408144936685.6591855063389
1744004408.46237566217-8.46237566217224
1844504436.1039735014913.8960264985108
1942004468.21245201123-268.212452011227
2040504439.64558692431-389.64558692431
2145004372.22480127029127.775198729712
2246504399.17469563309250.82530436691
2348504458.80667080004391.193329199962
2447004560.60073585637139.399264143633
2543504625.83425285821-275.834252858214
2645004607.28518725833-107.285187258325
2747004612.5604627408987.4395372591143
2848004655.17888852775144.821111472246
2947004714.33169118566-14.3316911856646
3046004745.61701752303-145.617017523033
3144004747.69965951186-347.699659511859
3243004699.09247500765-399.092475007646
3347504623.16357666959126.836423330407
3448004643.01592524366156.984074756344
3550004675.31290608231324.687093917693
3649004751.35474965768148.645250342315
3744004804.21279220252-404.212792202518
3846504743.80282468405-93.8028246840468
3946504732.08975980655-82.0897598065476
4049004718.56557410246181.434425897542
4149004758.50953627378141.49046372622
4250004798.19867009454201.80132990546
4345504857.56957655127-307.569576551271
4445004815.59420268028-315.594202680277
4551004757.58793182094342.412068179061
4650004827.95054583063172.049454169373
4753504877.18715623551472.812843764488
4851504999.7912279434150.208772056598
4945005074.23428668867-574.23428668867
5046004998.18519845211-398.185198452114
5149004933.7300118887-33.7300118886997
5250504929.99930733065120.000692669353
5350004958.1176835682941.8823164317128
5453504974.82981004077375.170189959227
5546505065.93285023073-415.932850230725
5646505002.50358867545-352.503588675446
5752004933.54160457601266.458395423992
5853004982.74715972913317.252840270866
5957005055.37070423838644.629295761617
6052505213.891189245936.1088107541018
6149005270.08301002398-370.083010023976
6252005239.65976181893-39.6597618189253
6352505263.86895398665-13.8689539866509
6454505291.84199593266158.158004067336
6557505356.5636502919393.436349708096
6654505479.77328033278-29.7732803327772
6751005529.26662108541-429.266621085411
6849505490.54069022915-540.540690229149
6955505407.68810445051142.311895549487
7058005448.15637899086351.843621009144
7160505540.7801350977509.219864902305
7256505683.95529465778-33.9552946577842
7355005732.71587543875-232.715875438751
7456005736.69542331045-136.695423310446
7555505750.73690162716-200.736901627158
7659005744.50842852925155.49157147075
7759005806.3877078939993.6122921060087
7858505862.03911865677-12.0391186567667
7953505899.07378989298-549.07378989298
8051505818.81612183167-668.81612183167
8158505687.02603940031162.97396059969
8260005704.9723798688295.027620131199
8362505759.19285184313490.807148156871
8458005869.67319380995-69.6731938099529
8555505881.1221261062-331.122126106199
8657005832.50460677696-132.504606776963
8758505811.6791672193638.3208327806406
8861505821.83054130965328.169458690353
8960505896.76517908159153.234820918414
9060505948.91844075077101.081559249232
9155505996.85311404269-446.853114042692
9251005930.38061596673-830.380615966732
9359005759.78590812953140.214091870472
9460505761.59436537189288.405634628114
9561505802.12758601349347.872413986513
9657005868.98331725431-168.983317254309
9752005839.65082708751-639.650827087512
9854005700.16190498546-300.161904985462
9955505604.75456060292-54.7545606029207
10057505548.74792003806201.252079961942
10157005545.84508879167154.154911208326
10256505542.05309529962107.946904700385
10354005535.37754846557-135.377548465566
10449505480.82565556237-530.825655562374
10559005334.02846642146565.971533578536
10660505400.98091745517649.019082544828
10763505512.27448235559837.725517644413
10863505694.73338011226655.266619887742
10955005876.44427608549-376.444276085494
11058005864.33337064491-64.3333706449093
11161005902.57894240782197.42105759218
11263505994.73276157546355.267238424535
11364006130.36720014678269.63279985322
11468506263.88978958493586.110210415065


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1156478.728284624925846.401606016297111.05496323355
1166593.391135844775946.298767103027240.48350458652
1176708.053987064626039.804956527397376.30301760185
1186822.716838284476126.263603172427519.17007339652
1196937.379689504326205.310744552067669.44863445658
1207052.042540724176276.855052410687827.23002903767
1217166.705391944026341.027128243047992.383655645
1227281.368243163876398.11449688128164.62198944654
1237396.031094383726448.498098447688343.56409031976
1247510.693945603576492.600251402928528.78763980423
1257625.356796823426530.847529388638719.86606425822
1267740.019648043286563.647488306648916.39180777991
1277854.682499263136591.37615632539117.98884220095
1287969.345350482986614.372918645869324.31778232009
1298084.008201702836632.939986963849535.07641644181
1308198.671052922686647.344422165659749.9976836797
1318313.333904142536657.821377377349968.84643090772
1328427.996755362386664.5777530844710191.4157576403