Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.441686427472862
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3192219211
419011910.44168642747-9.44168642747286
521081895.27142168212.728578319997
620981978.23074745954119.769252540456
719432020.13120073523-77.1312007352328
818391975.0633962358-136.063396235796
918501903.96604084258-53.9660408425825
1018501869.12997305797-19.1299730579676
1118601849.6805236003410.319476399658
1218811843.238496264737.7615037353025
1318391848.91723994555-9.9172399455465
1418191833.53692966361-14.5369296636072
1517571816.11616513406-59.1161651340644
1616641779.0053573501-115.005357350104
1719221717.2090519219204.790948078103
1818391796.6624341572942.3375658427053
1916331804.36236236226-171.362362362256
2016741717.67393272716-43.6739327271616
2116331687.38374940721-54.3837494072118
2217361652.3631854189683.6368145810388
2315911678.30443125647-87.3044312564705
2416841628.7432489122555.2567510877498
2516021642.14940589396-40.1494058939556
2615811613.4159582395-32.4159582394966
2714161588.09826945158-172.098269451584
2813541501.08479964325-147.084799643252
2916641425.11943995326238.880560046738
3016021519.6297411130282.3702588869776
3114051545.01156649083-140.011566490826
3215291472.1703578826156.8296421173859
3314261486.271239484-60.2712394840037
3415091448.6502510369560.3497489630472
3514261464.30591605533-38.3059160553253
3615711436.38671284177134.613287158227
3714471484.84357473707-37.843574737069
3814261457.12858140865-31.1285814086509
3912301432.37950949397-202.379509493966
4011681331.99122695187-163.991226951866
4116121248.55852778261363.441472217395
4215091398.08569324178110.914306758216
4313331436.07503714945-103.075037149449
4414981379.54819222928118.451807770723
4513741420.86674803123-46.8667480312297
4613331389.16634152605-56.1663415260452
4713121353.35843079319-41.3584307931858
4814161324.0909732502691.90902674974
4912401353.68594292786-113.68594292786
5012401292.47240494217-52.4724049421702
5110951258.29605586235-163.296055862354
5210441175.1704043281-131.170404328102
5315601106.23421705025453.765782949748
5414261295.65640463075130.343595369248
5513021342.22740161336-40.2274016133638
5614051313.4595043082491.5404956917587
5712611342.89169881943-81.8916988194292
5811991295.72124692819-96.7212469281919
5912501242.000784911767.99921508824173
6014051234.53392964667170.466070353329
6111991298.82647926637-99.8264792663704
6212811243.7344782720137.2655217279864
6311781249.19415343196-71.1941534319603
6411371206.74866214564-69.7486621456433
6515911164.94162474152426.058375258478
6614981342.12582640433155.874173595669
6712501399.97333327509-149.973333275087
6813741322.7321474846251.2678525153829
6913121334.37646210634-22.3764621063424
7013541313.4930824991140.5069175008898
7114261320.38443817802105.615561821984
7216221356.03339836471265.966601635292
7314881462.507236468125.4927635319023
7415401462.7670441189177.2329558810857
7514571485.8797924852-28.8797924852004
7613951462.12398011625-67.1239801162546
7718601421.47622914095438.523770859053
7817461604.16622685361141.83377314639
7914671655.81227940964-188.812279409635
8014261561.41645825419-135.416458254186
8113431490.60484658687-147.604846586867
8213741414.40978922023-40.4097892202337
8313541385.56133378462-31.5613337846175
8415291360.62112101901168.378878980989
8513431423.99178653801-80.9917865380098
8614051377.2188136873927.7811863126083
8713641378.48938662077-14.4893866207658
8813231361.08962120797-38.0896212079667
8918291333.26595249283495.734047507175
9017261541.22495291293184.775047087069
9114471611.83758334695-164.837583346949
9213431528.03106004517-185.031060045175
9311881435.30535216231-247.305352162305
9411991315.07393467082-116.073934670819
9511781252.80565314335-74.8056531433465
9613231208.76501145169114.234988548312
9710641248.221055436-184.221055435995
9810541155.85311559519-101.853115595191
9910131099.86597684097-86.8659768409705
1008991050.49845386114-151.498453861142
1011467972.583643007552494.416356992448
10214051179.96063741169225.039362588307
10310951268.35746951409-173.357469514093
10410021180.78782812868-178.787828128678
1058471090.81967104689-243.81967104689
106816972.127831594581-156.127831594581
107713892.168287428486-179.168287428486
108858802.03208663776755.9679133622328
109486815.752354343842-329.752354343842
110444659.105215002945-215.105215002945
111403553.096161057513-150.096161057513
112331475.800723902629-144.800723902629
113940400.844209466592539.155790533408
114889627.9820044386261.0179955614
115568732.270110404242-164.270110404242
116506648.71423219922-142.71423219922
117351574.679292829614-223.679292829614
118362464.883185080046-102.883185080046
119300408.441078615011-108.441078615011
120403349.54412601024353.4558739897569


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121362.15486002021832.9705651341515691.339154906285
122351.154860020218-8.70951055096998711.019230591407
123340.154860020218-47.9719625694579728.281682609894
124329.154860020218-85.3116592796143743.621379320051
125318.154860020218-121.074648127264757.3843681677
126307.154860020218-155.514164266517769.823884306953
127296.154860020218-188.822140714249781.131860754686
128285.154860020218-221.148168262608791.457888303045
129274.154860020218-252.61152240687800.921242447306
130263.154860020218-283.309124943367809.618844983803
131252.154860020218-313.321003363217817.630723403654
132241.154860020218-342.714146929288825.023866969724