Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0237763572067335
beta0.13436882367833
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1310001008.20245726496-8.20245726495727
1410001010.70704334197-10.7070433419719
1510801088.11787261139-8.11787261139102
1610101016.39766127355-6.39766127355438
17960967.197911039368-7.19791103936836
18990998.372804553102-8.3728045531019
19900976.993013933364-76.9930139333644
20920924.569040667738-4.5690406677378
2110801030.9357818177649.064218182237
22950967.901143575667-17.901143575667
23950959.467122377869-9.46712237786937
2410601089.53671924064-29.5367192406402
251070971.86067087711398.1393291228869
26970974.346226054947-4.34622605494735
2710701054.3538085625615.6461914374379
28980984.871759029796-4.87175902979595
29970934.92576935609935.0742306439007
301050966.09253557655383.9074644234466
31950880.34673392611369.6532660738873
32960903.0085468092256.9914531907805
3311701064.29077792228105.709222077719
34990938.5045019958951.4954980041101
35870941.450399370001-71.4503993700012
3610901051.7522488304838.2477511695197
3710701061.843207274448.15679272556417
38990963.36796919948126.632030800519
3910801064.9556274953515.0443725046466
40890976.753692916035-86.7536929160347
41920964.920004554381-44.9200045543805
4211001042.6643268260457.3356731739573
43930943.093937940225-13.0939379402249
44950951.885680386139-1.88568038613892
4512401159.5974825579480.4025174420617
46950980.473953295228-30.4739532952279
47830861.375514934302-31.3755149343025
4812201079.77544959651140.224550403493
4910401063.29665768093-23.2966576809251
501080982.39016573159697.6098342684037
5111601074.8606619943985.1393380056113
52900889.67898192622610.3210180737744
53790922.033876438224-132.033876438224
5411001098.294511110091.70548888991425
551000929.2318129196970.7681870803096
56990951.81260538925238.1873946107482
5712501241.790257219578.20974278043013
58970953.46074670636816.5392532936319
59840835.5009153084994.49908469150103
6012201223.28940032306-3.28940032305854
6111001044.3221436553955.6778563446064
6210301084.13450547273-54.1345054727276
6312101161.1476393324748.8523606675258
64830902.272403132579-72.2724031325787
65810793.63807254704616.3619274529535
6611001104.40540362846-4.40540362846355
6710201003.0173807595816.9826192404179
68950992.740705528265-42.7407055282653
6912801251.4982373644828.5017626355175
70950971.816439123085-21.816439123085
71720841.101989881976-121.101989881976
7211501217.81080326497-67.8108032649707
7310301094.17852732664-64.1785273266419
7410301022.860634306497.13936569351472
7512001200.98552630307-0.985526303074266
76870821.6379214774148.3620785225897
77880801.74162460722578.2583753927754
7810901093.24767109562-3.2476710956164
799501012.31097016174-62.3109701617417
801060941.136634984189118.863365015811
8112801273.092372015456.90762798454853
82920943.513604024529-23.5136040245293
83630715.566756570624-85.5667565706236
8411101144.99096891122-34.9909689112226
8510201025.63617979955-5.63617979955097
8611301025.47069209901104.529307900994
8711601198.42886021955-38.428860219547
88930866.69507358337563.3049264166248
89930876.71706019233953.2829398076608
9011101088.3588857932721.6411142067259
91930950.732208862339-20.7322088623392
9210701057.9232188305912.0767811694134
9312501278.21504475963-28.2150447596252
94840918.159973966533-78.1599739665335
95680628.21820833120151.7817916687986
9611101110.60227783805-0.602277838046575
979901021.15276007447-31.1527600744679
9812101128.2760087449981.7239912550106
9911301161.40922139448-31.4092213944816
100920929.456105867204-9.4561058672042
1011030928.030784760481101.969215239519
10211201110.162622207139.83737779287208
103880931.073672851197-51.0736728511971
10410501069.65946738671-19.6594673867075
10512601249.8487791351510.1512208648512
106790842.056961523035-52.0569615230346
107640679.779912043618-39.7799120436177
10811101108.747746990361.25225300963984


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109989.423481386149884.783544597461094.06341817484
1101207.485170680811102.807180996381312.16316036523
1111127.975663750191023.250091795371232.701235705
112918.044537919598813.2608007278871022.82827511131
1131025.49433423039920.6408005836151130.34786787717
1141114.808918652391009.872915515371219.74492178942
115875.540317506472770.508137645324980.572497367621
1161045.68797121878940.5448820864141150.83106035115
1171255.189643447641149.919897413191360.45938948209
118786.137968510051680.724814501563891.55112251854
119636.960701699094531.386398320275742.535005077913
1201106.934928383581001.180758555991212.68909821117