Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.594091053904783
beta0.374196561823787
gamma0.693700862612219


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
5200779193857.868756921.13124999998
6204428202551.4781552151876.52184478543
7207617210393.918864677-2776.91886467711
8212071206924.4640494055146.53595059502
9214239224646.345835572-10407.3458355723
10215883220255.125632632-4372.12563263174
11223484220316.1924129983167.80758700179
12221529221172.28584846356.714151539549
13225247229166.872676244-3919.87267624363
14226699229269.353236709-2570.35323670949
15231406231864.630352412-458.630352412263
16232324228309.2652720534014.73472794739
17237192236620.575448753571.424551246804
18236727240117.463158815-3390.46315881546
19240698242983.992694058-2285.99269405808
20240688239360.2350123651327.76498763464
21245283244265.96323921017.03676079967
22243556246171.349805591-2615.34980559099
23247826249241.026895512-1415.0268955116
24245798246777.547048244-979.547048243956
25250479249337.3811245571141.61887544286
26249216249434.025038334-218.025038333988
27251896253938.908589686-2042.90858968601
28247616250758.440679939-3142.44067993888
29249994251683.178258106-1689.17825810626
30246552248138.500344917-1586.50034491657
31248771249435.591086078-664.59108607826
32247551245189.828815352361.17118465033
33249745249442.377324503302.622675496677
34245742247201.669079551-1459.66907955092
35249019248953.64180910665.3581908937776
36245841246275.742891004-434.742891004193
37248771247948.28297532822.717024679645
38244723245296.617566287-573.617566287227
39246878247977.661584934-1099.66158493413
40246014244181.0846010351832.91539896512
41248496247773.278821491722.721178508742
42244351244865.181820142-514.181820142257
43248016247642.779986517373.220013483427
44246509246083.780703617425.21929638306
45249426248750.925691315675.074308685347
46247840245679.5017347092160.49826529145
47251035251103.843136672-68.8431366720179
48250161250006.452020969154.547979031107
49254278253232.5675427821045.43245721792
50250801251531.187881904-730.187881904189
51253985254699.595714861-714.595714860945
52249174253227.049688093-4053.04968809334
53251287253214.524668936-1927.52466893601
54247947247596.251904122350.748095877643
55249992250000.816227863-8.8162278632517
56243805246754.018924213-2949.01892421348
57255812246987.8175781338824.18242186715
58250417249780.655217727636.344782272761
59253033253699.236931496-666.23693149563
60248705250533.415141752-1828.41514175225
61253950256296.606901658-2346.60690165771
62251484249212.6710998042271.32890019621
63251093253164.489084398-2071.48908439768
64245996247952.863976388-1956.86397638821
65252721252581.568103102139.431896898343
66248019247915.279431006103.720568993769
67250464248515.0167315041948.98326849574
68245571245776.496867017-205.496867017326
69252690252477.589619012212.410380987654
70250183248302.4682416211880.53175837855
71253639251330.2453788332308.75462116735
72254436249131.6491580655304.35084193503
73265280261381.4878808573898.51211914272
74268705262843.1214270615861.87857293943
75270643272219.00667257-1576.00667256973
76271480271554.64455014-74.644550140365


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
77282015.865498848276525.680709346287506.050288351
78282650.455993896275563.000601895289737.911385897
79286082.545418822276985.700226495295179.390611149
80286760.633392828275328.962373197298192.304412459