Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0321252473275465
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
37.097.080.00999999999999979
47.077.09032125247328-0.0203212524732752
57.067.06966842721157-0.00966842721156702
66.997.05935782659613-0.069357826596125
76.996.987129689262620.00287031073737598
86.996.987221898704970.00277810129503031
96.986.98731114589617-0.00731114589617299
106.966.97707627352601-0.017076273526011
116.956.95652769401555-0.00652769401555453
126.916.94631799023083-0.0363179902308266
136.916.905151265812220.00484873418777809
146.876.90530703259723-0.0353070325972302
156.916.864172785442640.0458272145573577
166.896.90564499604463-0.0156449960446308
176.886.88514239667726-0.00514239667725747
186.96.874977195912140.0250228040878557
196.916.89578105968230.0142189403177042
206.856.90623784665674-0.0562378466567379
216.866.844431191923720.0155688080762797
226.826.85493134373377-0.0349313437337671
236.86.81380916567684-0.013809165676836
246.836.793365542814080.0366344571859196
256.846.824542433811890.0154575661881111
266.896.835039011948760.0549609880512367
277.146.886804647283280.253195352716724
287.217.144938610611490.0650613893885144
297.257.217028723837070.0329712761629342
307.317.25808793423850.0519120657614947
317.37.31975562219038-0.0197556221903765
327.487.30912096794140.1708790320586
337.497.49461049910938-0.00461049910937561
347.47.50446238568518-0.104462385685183
357.447.411106505708620.0288934942913786
367.427.45203471635889-0.032034716358889
377.147.43100559317279-0.291005593172792
387.247.141656966518420.0983430334815836
397.337.244816260791950.0851837392080466
407.617.33755280948230.272447190517703
417.667.626305242861370.0336947571386261
427.697.677387695268090.0126123047319062
437.77.70779286867698-0.00779286867697682
447.687.71754252084334-0.0375425208433384
457.717.696336458075950.0136635419240543
467.717.72677540273963-0.0167754027396265
477.727.7262364887776-0.00623648877759653
487.687.73603614003316-0.0560361400331608
497.727.694235965175310.0257640348246859
507.747.735063641166210.0049363588337874
517.767.755222222914650.00477777708535321
527.97.775375710185190.124624289814812
537.977.919379296318510.0506207036814894
547.967.99100549894417-0.0310054989441717
557.957.98000943962208-0.0300094396220763
567.977.969045378952060.00095462104794386
577.937.98907604638933-0.0590760463893254
587.997.947178213787930.0428217862120661
597.968.008553874261-0.0485538742610041
607.927.97699406904166-0.056994069041659
617.977.935163120477490.0348368795225076
627.987.98628226384827-0.00628226384827268
6387.996080444568370.00391955543162936
648.048.016206361256030.0237936387439728
658.178.05697073778550.113029262214503
668.298.190601830789390.0993981692106107
678.268.31379502155918-0.0537950215591838
688.38.282066843186610.0179331568133954
698.328.3226429502846-0.00264295028459927
708.288.34255804485303-0.0625580448530343
718.278.3005483521898-0.0305483521898005
728.328.289566978820250.0304330211797463
738.318.34054464715258-0.0305446471525777
748.348.329563392808270.0104366071917301
758.328.35989867139556-0.039898671395564
768.368.338616916708940.0213830832910578
778.338.37930385354829-0.0493038535482917
788.358.347719955058850.00228004494114842
798.348.3677932020665-0.0277932020665048
808.378.356900338576090.0130996614239063
818.318.38732116843924-0.0773211684392425
828.338.324837206779480.00516279322052249
838.348.34500306278859-0.00500306278858886
848.258.35484233815911-0.104842338159109
858.278.261474252115350.00852574788464899
868.318.28174814387480.0282518561252036
878.258.32265574174028-0.0726557417402809
888.38.260321658067110.039678341932893
898.38.31159633461525-0.0115963346152483
908.358.311223799497640.0387762005023582
918.788.36246949452920.417530505470797
928.98.805882765284250.0941172347157533
938.98.92890630472728-0.0289063047272755
948.98.92797768253859-0.0279776825385856
9598.927078892567380.0729211074326166
969.059.029421501179050.0205784988209476


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
979.080082590543318.92305591430479.23710926678191
989.110165181086618.884500717859259.33582964431398
999.140247771629928.859441587367749.4210539558921
1009.170330362173238.840950246046679.49971047829978
1019.200412952716538.826390509963299.57443539546977
1029.230495543259848.814433543251459.64655754326823
1039.260578133803158.804303484295199.7168527833111
1049.290660724346458.795503591850699.78581785684222
1059.320743314889768.787694937662279.85379169211724
1069.350825905433078.780635226822549.92101658404359
1079.380908495976378.774144956555739.98767203539701
1089.410991086519688.7680873493761610.0538948236632