Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0855239409013859
beta0.00861805869647365
gamma0.213843782000805


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131391213713.8616452992198.138354700845
141237612237.3748762257138.625123774269
151226412165.60880813698.3911918640042
161167511602.390961559772.6090384403142
171127111232.521640134338.4783598656832
181067210718.4700223933-46.4700223932668
191093311477.5357001490-544.535700148968
201037910900.3534880909-521.353488090906
211018710028.3946463998158.605353600167
221074710858.3304646311-111.330464631134
231097011042.4315850731-72.4315850730854
241217513542.9311052669-1367.93110526689
251420013640.9564500248559.043549975173
261167612182.5195771599-506.519577159881
271125812046.0567129745-788.056712974529
281087211399.6776304375-527.677630437483
291114810969.0456721942178.954327805764
301069010447.7502384579242.249761542109
311068411131.6761360110-447.676136010969
321165810564.94953303621093.05046696383
33101789962.85854052486215.141459475144
341098110743.7122117321237.287788267908
351077310964.3623258355-191.362325835509
361166513200.3882447923-1535.38824479229
371135913659.8373938020-2300.83739380203
381071611745.2439716718-1029.24397167176
391292811505.44234027381422.55765972615
401231711097.09416418641219.90583581364
411164110953.4479311061687.552068893927
421045910487.7424564449-28.7424564449175
431095311013.0887608071-60.088760807077
441070310780.6078504390-77.607850438977
45107039905.65607107289797.343928927112
461110110739.99996871361.000031290003
471133410886.8640933975447.135906602451
481326812914.5948218803353.405178119687
491314513387.2146794904-242.214679490446
501233411900.1876435763433.812356423736
511315312268.8911989637884.108801036253
521128911778.3830384783-489.383038478321
531137411386.7072670123-12.7072670123343
541091410722.7817716782191.218228321803
551129911262.716082515336.283917484745
561128411037.0284580154246.971541984607
571069410363.1534911704330.846508829552
581107711074.14391161672.85608838331063
591110411208.8309473176-104.830947317561
601282013172.2274431405-352.227443140535
611491513468.70394112521446.29605887484
621177312260.2115706604-487.211570660364
631160812639.4505119112-1031.45051191124
641146811716.3583354729-248.358335472936
651151111438.525321691472.4746783086248
661120010821.839395187378.160604812998
671116411347.6771776742-183.677177674197
681096011144.4301184834-184.430118483384
691066710449.7956701136217.204329886375
701155611086.5765484987469.423451501318
711137211240.1011649544131.898835045560
721233313175.5322214937-842.532221493697
731310213781.5929641904-679.592964190426
741111512011.4189219817-896.418921981742
751257212247.1704316818324.829568318222
761155711592.1481751232-35.1481751232022
771205911394.3852842205664.61471577951
781142010887.6514050885532.348594911535
791118511316.4508788237-131.450878823749
801111311117.206795526-4.20679552599358
811070610516.3438401836189.656159816444
821152311199.8875532506323.112446749357
831139111274.5827522382116.417247761758
841263413017.811776959-383.811776958994
851346913694.9826878066-225.982687806641
861173511921.5511117760-186.551111776020
871328112457.7071262035823.292873796512
881196811776.1598943288191.840105671192
891162311736.0593158455-113.059315845545
901108411137.7844347606-53.7844347605842
911150911387.0482233904121.951776609572
921113411234.9481636655-100.94816366546
931043810664.2398866485-226.239886648505
941153011338.5235486798191.476451320154
951149111361.6543837804129.345616219622
961309313008.290274709784.7097252902804
971310613756.8640629284-650.864062928398
981130511954.9616424890-649.961642489032
991311312648.7791076034464.220892396606
1001220311812.5882983158390.411701684201
1011130911729.5415219505-420.541521950521
1021108811116.0302103273-28.0302103272807
1031123411401.3508410301-167.350841030146
1041161911180.1941898230438.805810177049
1051094210630.8191108987311.180889101328
1061144511432.820484584912.1795154150514
1071129111428.4038341983-137.403834198294
1081328113043.2375723240237.76242767598
1091372613660.908776141765.0912238583114
1101130011920.7947327492-620.794732749246
1111198312835.3927377838-852.392737783768
1121109211871.5978580237-779.597858023662
1131109311528.4705977143-435.470597714348
1141069210988.9983638023-296.998363802333
1151078611222.4310004773-436.431000477263
1161116611094.960274474371.0397255257194
1171055310487.065380071265.9346199287847
1181110311207.3310314392-104.331031439227
1191096911161.3222154438-192.32221544381
1201209012842.4083353394-752.408335339358
1211254413338.4832797733-794.483279773329
1221226411386.9468133375877.053186662453
1231378312381.68072965251401.31927034755
1241121411623.8528924113-409.852892411323
1251145311378.901318110974.098681889076
1261088310909.7218021862-26.7218021862172
1271038111138.8354157542-757.835415754245
1281034811082.7110859067-734.711085906678
1291002410403.9087196856-379.908719685563
1301080511051.4210219283-246.421021928287
1311079610974.6214978413-178.62149784127
1321190712545.930308905-638.930308905003
1331226113042.1446174628-781.14461746276
1341137711417.2983454144-40.2983454144105
1351268912434.0955471457254.904452854324
1361147411221.1889642829252.811035717121
1371099211125.1895708322-133.189570832175
1381076410616.0526039754147.947396024572
1391216410714.74702813371449.25297186628
1401040910851.1457581461-442.145758146078
1411039810266.2058348480131.794165152029
1421034910983.4200440787-634.420044078666
1431086510886.2447473934-21.2447473933717
1441163012380.6622302628-750.662230262773
1451222112839.0926009216-618.092600921605
1461088411372.7701024268-488.77010242679
1471201912408.3127903861-389.312790386075
1481102111138.7981807552-117.798180755239
1491079910934.2426618679-135.242661867938
1501042310478.5305294948-55.530529494763
1511048410812.7722607621-328.7722607621
1521045010424.396961658625.6030383414291
15399069989.204556255-83.2045562550065
1541104910535.5426932424513.457306757588
1551128110654.6424414418626.357558558153
1561248512060.4760347732424.523965226803
1571284912644.8756468006204.124353199360
1581138011274.3060916889105.693908311061
1591207912380.7212565589-301.721256558851
1601136611172.4406195528193.559380447236
1611132810991.9785115000336.021488499970
1621044410593.3824404453-149.382440445264
1631085410867.3182072975-13.3182072974505
1641043410576.6085687239-142.608568723932
1651013710107.015110470229.9848895298455
1661099210781.0602411463210.939758853718
1671090610897.48910092668.51089907344976
1681236712211.6804503702155.319549629827
1691437112730.42598182571640.57401817425
1701169511464.9870234456230.012976554448
1711154612503.9823220540-957.982322054046
1721092211337.566526828-415.566526828008
1731067011133.5560544401-463.55605444014
1741025410571.7517609036-317.751760903628
1751057310857.8698415874-284.869841587413
1761023910518.4263887194-279.426388719361
1771025310070.5561374226182.443862577447
1781117610792.8120522472383.187947752767
1791071910884.2984910501-165.298491050124
1801181712212.1182532878-395.118253287785


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
18112973.615548451611906.417772251714040.8133246516
18211290.19516570110219.034260965412361.3560704366
18312075.200096066511000.023034459713150.3771576733
18411095.492627884510016.246399792012174.7388559770
18510916.65051543579833.2821374659312000.0188934055
18610422.35785389249334.8143762255111509.9013315592
18710741.66947079089649.8979843725411833.4409572090
18810427.45159639909331.3992399776811523.5039528204
18910093.80388060388993.4178476090511194.1899135986
19010839.58236415839734.8099094208411944.3548188958
19110790.6247282349681.4131745443811899.8362819236
19212087.347838830210973.644583336713201.0510943237