Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.891950774998702
beta0.0308709918356764
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
343129382944835
493.241343.7156807425-41250.5156807425
5962151.5702742753-2055.5702742753
695.2-2137.214161060582232.41416106058
777.1-2539.857127856522616.95712785652
870.9-2527.447722772482598.34772277248
964.8-2460.090433856892524.89043385689
1070.1-2388.729549807652458.82954980765
1177.3-2308.586854775112385.88685477511
1279.5-2227.809092055492307.30909205549
13100.6-2153.586135167232254.18613516723
14100.7-2064.676312459252165.37631245925
15107.1-1995.355966001212102.45596600121
1695.9-1924.265494615972020.16549461597
1782.8-1870.947997709031953.74799770903
1883.3-1823.074396075531906.37439607553
1980-1764.962923879011844.96292387901
2080.4-1710.825660411761791.22566041176
2167.5-1655.297266568361722.79726656836
2275.7-1613.365711017751689.06571101775
2371.1-1555.011934001171626.11193400117
2489.3-1508.034176354651597.33417635465
25101.1-1442.741518329151543.84151832915
26105.2-1382.651376479941487.85137647994
27114.1-1331.533094676151445.63309467615
2896.3-1278.265349168891374.56534916889
2984.4-1250.537320628331334.93732062833
3091.2-1221.397502959181312.59750295919
3181.9-1176.040799005571257.94079900557
3280.5-1144.797275018871225.29727501887
3370.4-1108.931110724031179.33111072403
3474.8-1081.591142423351156.39114242335
3575.9-1042.870798074541118.77079807454
3686.3-1006.900141892381093.20014189238
3798.7-963.6355435546031062.33554355460
38100.9-918.6488080879631019.54880808796
39113.8-883.752045037863997.552045037863
4089.8-841.007312176484930.807312176484
4184.4-832.165439113764916.565439113764
4287.2-810.788615106704897.988615106704
4385.6-781.25492338406866.85492338406
4472-755.621750649923827.621750649923
4569.2-742.19373657389811.39373657389
4677.5-720.898257003334798.398257003334
4778.1-689.209886075235767.309886075235
4894.3-664.122623145102758.422623145102
4997.7-626.078887113266723.778887113266
50100.2-599.00611342959699.20611342959
51116.4-574.598120700283690.998120700283
5297.1-538.484340275212635.584340275212
5393-534.295851965767627.295851965767
5496-520.227441830582616.227441830582
5580.5-499.063436453368579.563436453368
5676.1-494.643405087192570.743405087192
5769.9-482.374756670464552.274756670464
5873.6-471.37212437476544.97212437476
5992.6-451.877052405792544.477052405792
6094.2-417.831164061492512.031164061492
6193.5-398.626425448836492.126425448836
62108.5-383.624833386274492.124833386274
63109.4-355.073804721626464.473804721626
64105.1-338.396658135913443.496658135913
6592.5-328.218233565508420.718233565508
6697.1-326.772395452768423.872395452768


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
67-310.841702083763-10869.060922989410247.3775188219
68-672.984320339411-15016.063157392713670.0945167139
69-1035.12693859506-18519.438245827416449.1843686373
70-1397.26955685071-21684.623476783118890.0843630817
71-1759.41217510635-24639.965357844521121.1410076318
72-2121.55479336200-27453.335985843923210.2263991199
73-2483.69741161765-30165.533410131825198.1385868965
74-2845.84002987330-32803.200951885727111.5208921391
75-3207.98264812895-35384.782795782628968.8174995247
76-3570.12526638459-37923.612267104830783.3617343356
77-3932.26788464024-40429.655727889832565.1199586093
78-4294.41050289589-42910.56334632234321.7423405302