Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.422497061600848
beta0.0909939654833242
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
316.68317.39-0.707000000000001
415.48718.4491141865388-2.96211418653884
515.68418.4415717146605-2.75757171466052
615.96218.4144338655929-2.45243386559287
71218.4219328184999-6.42193281849994
813.76916.505440956064-2.73644095606400
914.03116.0408569708472-2.00985697084721
1016.07815.80598427019060.272015729809430
1115.82716.545653639023-0.718653639022998
1213.14916.8391396991379-3.69013969913790
1315.96915.73531537915930.233684620840727
1416.62816.29827923578910.329720764210869
1516.6716.9144940910722-0.244494091072188
1616.48717.2787053594341-0.791705359434147
1716.88317.3812846132337-0.498284613233697
1816.20117.5886768760961-1.38767687609613
1912.16817.3669547236250-5.19895472362505
2014.0115.3351067131389-1.32510671313893
2116.55614.88900479659051.66699520340947
2217.40415.77114425001861.63285574998144
2316.43516.7016345064469-0.266634506446856
2413.12316.8193450319068-3.69634503190685
2516.74415.34590812505991.39809187494006
2617.4116.07860504085981.33139495914022
2716.48416.8343077629217-0.350307762921705
2817.10316.86602855551430.236971444485693
2917.30117.15498337964860.146016620351379
3017.30117.4111236205358-0.110123620535756
3112.84317.5548116946036-4.71181169460362
3213.74815.5731559718304-1.82515597183041
3316.90414.74093626694642.16306373305364
3417.34215.67688596800721.66511403199276
3515.47616.4664681647305-0.990468164730478
3615.42416.0959964518442-0.671996451844244
3715.98815.83424341126020.153756588739805
3819.24415.92727972725033.31672027274969
3918.71517.48416916530341.23083083469664
4017.7818.2070953462707-0.427095346270672
4117.1618.2131330422129-1.05313304221290
4217.34917.9141842851612-0.565184285161223
4311.17117.7996641134734-6.62866411347339
4413.43814.8685046404258-1.43050464042579
4516.71314.07855697298482.63444302701516
4618.36915.10731807775973.26168192224026
4717.06716.52648010036720.540519899632798
4814.05516.8167392805015-2.76173928050145
4915.515.6056294691062-0.105629469106244
5018.47515.51265735685522.96234264314479
5119.42316.82978077107552.59321922892450
5218.68618.09064611872920.595353881270832
5319.64618.53030741878721.11569258121283
5419.73319.23270273826280.500297261737202
5512.60519.6943291131904-7.08932911319039
5616.61616.6768136353391-0.0608136353391231
5719.15616.62648733336102.52951266663903
5821.34817.76781259527093.58018740472914
5920.04919.49068401672110.55831598327892
6018.0219.9582879230864-1.93828792308639
6120.26219.29656715018760.965432849812373
6221.78919.89877563145551.89022436854452
6320.60320.9643748887044-0.361374888704443
6421.92821.06478713280820.863212867191827
6521.02521.7157700505258-0.690770050525792
6619.34621.6836433160837-2.33764331608373
6711.78620.8658475097668-9.07984750976678
6819.08216.85041838334032.23158161665973
6920.12717.69982727326582.42717272673416
7020.21718.7251847186361.49181528136400
7120.38519.41270875743720.972291242562768
7216.65319.9181148450569-3.26511484505695
7313.06518.50770300654-5.44270300654
7420.27515.96802357645184.30697642354823
7521.77617.71313540059064.06286459940941
7620.2619.51130623808790.748693761912065
7722.52319.93803292947022.58496707052975
7823.03321.23995793773521.79304206226475
7914.13322.2762298907614-8.14322989076142
8020.1118.8013922482941.30860775170598
8119.68219.37023724673550.311762753264453
8222.19719.5299037826972.66709621730300
8317.21220.7872274550166-3.57522745501657
8411.78419.2697392319153-7.4857392319153
8515.46715.8122844016269-0.345284401626868
8617.00215.35837640624961.64362359375035
8715.95215.80796478281270.144035217187284
8818.76715.62951886493853.13748113506152
8920.60516.83641451920893.76858548079106
9019.80918.45483197943221.35416802056776
9114.23319.1052257175672-4.8722257175672
9219.31116.93767522355852.37332477644154
9320.82717.92259024173052.90440975826947
9423.38819.24354621676054.14445378323948
9520.18121.2477493606671-1.06674936066707
9614.34421.0092236478139-6.66522364781392


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
9718.149116588661612.372043191243423.9261899860799
9818.105046935623211.743790531206524.4663033400399
9918.060977282584811.076081997009325.0458725681603
10018.016907629546410.372120569826225.6616946892666
10117.9728379765089.634597215837526.3110787371785
10217.92876832346968.8657728826719326.9917637642672
10317.88469867043128.0675551884582427.7018421524041
10417.84062901739287.2415642866619328.4396937481236
10517.79655936435436.3891870881552529.2039316405534
10617.75248971131595.5116209424537529.9933584801781
10717.70842005827754.6099084673183130.8069316492367
10817.66435040523913.684965221337131.6437355891411