Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.937721786399397
beta0.252166254290168
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
369207695-775
469557090.00772794744-135.007727947436
569657053.22598345177-88.2259834517708
669907039.45042596489-49.4504259648929
770807050.3424172514429.6575827485649
870307142.42859690419-112.428596904186
970907074.6924030293815.3075969706233
1070357130.35688284976-95.356882849761
1169607059.70060971233-99.7006097123322
1270356961.395744580973.6042554190954
1368457043.00722119282-198.00722119282
1469706823.10155670581146.89844329419
1568856961.35731697541-76.3573169754081
1669356872.2056990156462.7943009843566
1764806928.38803766983-448.38803766983
1863406399.19692234493-59.1969223449305
1962006220.96098468689-20.9609846868934
2059906073.6232468257-83.623246825704
2159205847.7520379048572.2479620951499
2257505785.12853993434-35.1285399343433
2356755613.5091992149161.490800785089
2458905547.03214412503342.967855874969
2556555825.60104922894-170.601049228936
2655155582.24457364756-67.2445736475602
2755855419.90694470205165.093055297954
2856305514.47557166451115.524428335485
2957205589.87973036644130.120269633558
3056505709.73919937483-59.7391993748279
3156455637.437269896057.56273010395125
3257355630.03412265725104.965877342749
3356805738.78844793999-58.78844793999
3456205680.08555313074-60.0855531307379
3555255605.95839705184-80.9583970518397
3655005493.114752965776.88524703423172
3755455464.2721055772780.7278944227255
3854305523.76237986424-93.7623798642408
3952905397.45810221865-107.458102218652
4052355232.901312092672.09868790733435
4150855171.57457041595-86.5745704159526
4248855006.62540461111-121.625404611113
4351204780.04854701235339.951452987652
4450305066.68789411875-36.6878941187479
4548604991.46903469734-131.469034697343
4649154796.28443148331118.715568516691
4750304863.77507720963166.224922790366
4851155015.1221223553599.8778776446534
4948805127.87139957817-247.871399578165
5047804855.91648840073-75.9164884007314
5147654727.256094941437.7439050586036
5248154714.10252004806100.897479951939
5349804784.0278269818195.972173018204
5450504989.4466758478260.5533241521807
5552805082.19886728932197.801132710677
5650405350.42372894405-310.423728944047
5749805068.67171469333-88.6717146933324
5850254973.8939229654651.1060770345412
5951755022.2734462737152.726553726303
6052055202.058698862342.9413011376555
6151555242.08256215052-87.0825621505219
6249955177.09738897509-182.097388975091
6350354979.9556680233255.04433197668
6450055018.20278656519-13.2027865651935
6549754989.33114064133-14.3311406413331
6649404956.01264534237-16.01264534237
6750154917.3309876639397.6690123360695
6849205008.34608663231-88.346086632313
6949504904.0403008751345.9596991248736
7049304936.54368920522-6.54368920521574
7149054918.26617397283-13.2661739728264
7250154890.54789506517124.452104934827
7350105021.3992142319-11.3992142318966
7450455022.1643130979722.8356869020272
7550005060.4319920234-60.4319920234002
7650605006.3278972836853.6721027163239
7749505071.91309960389-121.913099603895
7849954944.0204425283550.9795574716481
7949754990.30771413674-15.3077141367439
8049304970.81627750461-40.8162775046139
8150004917.7534152047482.2465847952617
8249554999.5374546786-44.5374546786043
8349004951.90193189505-51.9019318950459
8449104885.0877546368524.9122453631462
8549404896.1946990405343.8053009594705
8649454935.376353184299.62364681571307
8749754944.7807502989130.2192497010938
8849004980.64379083333-80.6437908333301
8949504893.4789677836256.5210322163848
9048654948.30165211079-83.3016521107884
9148704852.3119013065817.6880986934202
9247854855.20499952109-70.2049995210946
9347154759.07802478094-44.0780247809362
9446304677.02811480846-47.0281148084568
9545154581.09148891658-66.0914889165824
9645104451.65060999958.3493900009962
9744854452.69805559232.3019444080028
9844704436.9584195818833.0415804181175
9943854429.72542763718-44.7254276371787
10043104338.99276327853-28.9927632785284
10143704256.15728033237113.842719667627
10244254334.1811949371790.8188050628278
10344604412.0902604598747.9097395401332
10444304461.09138319919-31.091383199192
10543604428.65950785722-68.6595078572209
10643204344.76383339042-24.7638333904197
10743704296.1743888181173.8256111818873
10843704357.4913505308612.5086494691377
10943054364.26787901924-59.2678790192404
11042554289.72340420332-34.7234042033233
11143104229.9840598298480.0159401701576
11243754296.7590109091478.2409890908566
11343654380.37055605802-15.3705560580156
11444004372.565966656727.4340333432974
11543854411.3872739383-26.3872739383005
11643054393.4995867691-88.4995867690968


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1174296.441059913954040.39666962814552.4854501998
1184282.370523659523887.471784477774677.26926284128
1194268.29998740513733.134905493734803.46506931647
1204254.229451150683572.8631716174935.59573068436
1214240.158914896263405.382678296565074.93515149595
1224226.088378641833230.343900959795221.83285632388
1234212.017842387413047.733327832275376.30235694255
1244197.947306132992857.67241335675538.22219890927
1254183.876769878562660.336989638425707.41655011871
1264169.806233624142455.92182178215883.69064546618
1274155.735697369722244.624225275956066.84716946349
1284141.665161115292026.636406740266256.69391549032