Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.791736231887363
beta0.0130819811835399
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1329552967.17120726496-12.171207264957
1430383043.40540765421-5.40540765421065
1530693070.77368367282-1.77368367281815
1630383038.62395626122-0.623956261223611
1731523155.37804708463-3.37804708462863
1830793085.04163636722-6.04163636722478
1929142983.74212272255-69.7421227225523
2028732821.7862735057251.2137264942785
2128732865.500997643017.49900235698988
2228932862.3911949027730.6088050972276
2328112892.18695701075-81.186957010751
2428732850.1290715256522.8709284743527
2528212859.20131452154-38.2013145215446
2628732915.26033975697-42.2603397569706
2729552912.8485960206642.1514039793442
2829862914.8133604990571.1866395009456
2930593087.69066313289-28.6906631328943
3030282996.3381717940531.6618282059499
3128422911.59343039243-69.5934303924314
3227692774.91764388329-5.91764388329193
3327382763.67507867414-25.675078674145
3427692738.1493685200830.8506314799224
3527182743.89237127205-25.8923712720521
3627382766.89619716935-28.8961971693457
3726762721.33871592172-45.3387159217182
3827802769.9028486979210.09715130208
3928312826.068021775794.9319782242078
4028422803.7699928185238.2300071814816
4130382928.57035146526109.429648534738
4230382959.3893699479778.6106300520305
4327802891.46158297333-111.461582973326
4427182735.1986625086-17.1986625086006
4527182711.092945564656.90705443534716
4627492723.6566141014825.3433858985186
4726142713.68544424797-99.6854442479739
4825522677.33834716826-125.338347168264
4924802550.70015773927-70.7001577392725
5025012589.16773731071-88.1677373107141
5125942563.8772794518730.1227205481305
5225212566.13931956222-45.1393195622231
5327182636.5788438663981.421156133606
5427492635.3313185103113.668681489704
5525522552.46549810811-0.465498108108022
5624802501.75378252738-21.7537825273826
5724392477.05481179945-38.0548117994458
5824802455.3873224149824.6126775850194
5923662416.31824149944-50.3182414994444
6023252411.74528949168-86.7452894916751
6121602325.47241631677-165.472416316766
6222012282.71653840266-81.7165384026625
6322112284.68520044721-73.6852004472084
6422222185.5250594741736.474940525834
6524182344.2254972291873.7745027708211
6623972340.8466155862556.1533844137521
6721602185.28490792579-25.284907925789
6820562106.84319314327-50.8431931432742
6920152051.77088047624-36.7708804762356
7020672040.237303998126.7626960018997
7118701983.35335425638-113.353354256384
7217361916.72217974802-180.722179748022
7314881734.11042031886-246.110420318861
7415091638.58065212051-129.580652120512
7515091597.45727072019-88.4572707201924
7614881502.52198403398-14.521984033978
7716641621.0643282202542.9356717797521
7816741581.7298456346592.2701543653525
7914671430.3069857695636.6930142304416
8014261388.7590458220337.2409541779707
8113431400.41569963992-57.4156996399188
8214571379.6135883314777.3864116685347
8312501327.99848038525-77.9984803852547
8411261270.06405089914-144.064050899141
858891097.97304053713-208.973040537133
869401051.61504133964-111.615041339642
878781028.96610496569-150.966104965694
88899894.976826565244.02317343475966
8910541035.39894859118.6010514090035
901085982.050962141557102.949037858443
91982822.597374466428159.402625533572
92971874.67727582369996.3227241763007
93971910.36957435116460.630425648836
9411061009.2979314805396.7020685194655
95868939.009425641488-71.0094256414884
96713871.316548211562-158.316548211562
97444672.742637478365-228.742637478365
98661629.12322159875931.8767784012415
99630711.48751627656-81.4875162765604
100641665.10618717959-24.1061871795898
101889786.322551938861102.677448061139
102858818.00757683950639.9924231604938
103744620.714173764716123.285826235284
104796630.935740218085165.064259781915
105796714.20568114161281.7943188583876
106982838.207770773122143.792229226878
107765771.566854102381-6.5668541023814
108641738.672878155473-97.6728781554726
109444576.033964073223-132.033964073223
110703666.84995702207636.1500429779239
111682732.62220172202-50.6222017220196
112692726.582525922417-34.5825259224174
113909869.7543365174539.2456634825498
114889841.3516116654247.6483883345797
115816670.734519928407145.265480071593
116827710.554570812474116.445429187526
117878740.981003971078137.018996028922
118992925.18227188292766.8177281170734
119816769.05012479031946.9498752096812
120672762.874117259745-90.874117259745


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121601.853195975555434.083641155172769.622750795938
122836.990772802851621.9213064230211052.06023918268
123860.454656388808605.8298101237221115.07950265389
124902.743665861838613.1068701755231192.38046154815
1251093.93841061661772.3363310219331415.54049021129
1261041.07392754419689.7121141964091392.43574089197
127857.428938934942477.9856740788451236.87220379104
128779.097244730577372.8951537863891185.29933567476
129723.2706312109291.3794351923511155.16182722945
130784.605733717666327.9079892867061241.30347814863
131570.97887203944190.21421923271241051.74352484617
132497.985976500139-6.217860305415461002.18981330569