Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999950687374048
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
20.98341.0137-0.0303
30.96430.983401494172566-0.0191014941725663
40.9470.964300941944837-0.0173009419448373
50.9060.947000853154879-0.0410008531548787
60.94920.9060020218597350.0431979781402647
70.93970.949197869794262-0.00949786979426215
80.90410.939700468364901-0.0356004683649005
90.87210.90410175555258-0.0320017555525802
100.85520.872101578090601-0.0169015780906014
110.85640.8552008334611980.0011991665388017
120.89730.8563999408659490.0409000591340509
130.93830.8972979831106830.0410020168893175
140.92170.938297978082878-0.0165979780828779
150.90950.921700818489885-0.0122008184898847
160.8920.909500601654398-0.0175006016543985
170.87420.892000863000623-0.0178008630006233
180.85320.874200877807299-0.0210008778072988
190.86070.8532010356084320.00749896439156805
200.90050.8606996302063740.039800369793626
210.91110.9004980373392520.0106019626607484
220.90590.911099477189381-0.00519947718938096
230.88830.905900256399874-0.0176002563998738
240.89240.8883008679148610.00409913208513946
250.88330.892399797861033-0.00909979786103277
260.870.883300448734928-0.0133004487349281
270.87580.8700006558800530.00579934411994654
280.88580.8757997140191130.0100002859808873
290.9170.8857995068596380.031200493140362
300.95540.9169984614217520.0384015385782477
310.99220.9553981063192920.0368018936807079
320.97780.992198185201983-0.0143981852019825
330.98080.9778007100123210.00299928998767873
340.98110.9807998520971350.000300147902865255
351.00140.9810999851989190.0203000148010813
361.01831.001398998952960.0169010010470365
371.06221.018299166567260.0439008334327429
381.07731.062197835134620.015102164865378
391.08071.077299255272590.00340074472740715
401.08481.080699832300350.0041001676996526
411.15821.084799797809960.073400202190036
421.16631.158196380443280.00810361955671546
431.13721.16629960038924-0.0290996003892399
441.11391.13720143497771-0.0233014349777094
451.12221.113901149054950.008298850945053
461.16921.122199590761870.0470004092381324
471.17021.16919768228640.00100231771360026
481.22861.170199950573080.0584000494269186
491.26131.228597120140210.032702879859793
501.26461.261298387335120.00330161266488194
511.22621.26459983718881-0.0383998371888097
521.19851.22620189359681-0.0277018935968079
531.20071.198501366053120.00219863394688313
541.21381.200699891579590.0131001084204134
551.22661.213799353999250.0128006460007464
561.21761.22659936876653-0.00899936876653173
571.22181.217600443782510.00419955621749413
581.2491.221799792908860.027200207091145
591.29911.248998658686360.050101341313638
601.34081.29909752937130.0417024706287039
611.31191.34079794354166-0.0288979435416645
621.30141.31190142503348-0.0105014250334807
631.32011.301400517852840.0186994821471556
641.29381.32009907787943-0.0262990778794314
651.26941.29380129687659-0.0244012968765903
661.21651.26940120329203-0.0529012032920257
671.20371.21650260869725-0.0128026086972504
681.22921.203700631330250.0254993686697462
691.22561.22919874255917-0.00359874255917081
701.20151.22560017746345-0.0241001774634457
711.17861.20150118844304-0.0229011884430366
721.18561.178601129317740.00699887068226035
731.21031.185599654867310.0247003451326919
741.19381.21029878196112-0.0164987819611195
751.2021.193800813598260.00819918640173656
761.22711.201999595676590.0251004043234122
771.2771.227098762233150.0499012377668495
781.2651.27699753923893-0.0119975392389275
791.26841.265000591630160.00339940836983521
801.28111.268399832366250.0127001676337533
811.27271.28109937372138-0.00839937372138388
821.26111.27270041419517-0.0116004141951744
831.28811.261100572046890.0269994279531138
841.32131.288098668587310.0332013314126915
851.29991.32129836275516-0.0213983627551628
861.30741.299901055209460.00749894479054136
871.32421.307399630207340.0168003697926595
881.35161.324199171529650.0274008284703513
891.35111.35159864879319-0.000498648793194834
901.34191.35110002458968-0.00920002458968128
911.37161.341900453677370.0296995463226284
921.36221.37159853543738-0.00939853543738112
931.38961.362200463466460.0273995365335373
941.42271.38959864885690.0331013511430964
951.46841.422698367685450.0457016323145474
961.4571.4683977463325-0.0113977463325001
971.47181.45700056205280.0147994379471983
981.47481.471799270200850.00300072979914789
991.55271.474799852026130.0779001479738661
1001.5751.552696158539140.0223038414608585
1011.55571.57499890013901-0.0192989001390087
1021.55531.55570095167944-0.000400951679444095
1031.5771.555300019771980.0216999802280198
1041.49751.57699892991699-0.0794989299169917
1051.43691.49750392030099-0.0606039203009945
1061.33221.43690298853845-0.104702988538453
1071.27321.33220516317931-0.0590051631793098
1081.34491.273202909699540.0716970903004588
1091.32391.3448964644282-0.0209964644282041
1101.27851.3239010353908-0.0454010353907968
1111.3051.278502238844280.026497761155724
1121.3191.304998693325820.0140013066741844
1131.3651.31899930955880.0460006904411989
1141.40161.364997731585160.0366022684148413
1151.40881.401598195046030.00720180495397149
1161.42681.408799644860090.0180003551399139
1171.45621.426799112355220.02940088764478
1181.48161.456198550165020.0254014498349753
1191.49141.481598747387810.00980125261219444
1201.46141.4913995166745-0.0299995166744962
1211.42721.46140147935494-0.0342014793549446
1221.36861.42720168656476-0.0586016865647585
1231.35691.36860288980305-0.0117028898030498
1241.34061.35690057710023-0.0163005771002274
1251.25651.34060080382426-0.0841008038242614
1261.22081.25650414723148-0.035704147231481
1271.2771.220801760665260.0561982393347424
1281.28941.276997228717240.0124027712827557
1291.30671.289399388386780.0173006116132208
1301.38981.306699146861410.0831008531385893
1311.36611.38979590207871-0.0236959020787126
1321.3221.36610116850716-0.0441011685071557
1331.3361.322002174744430.0139978252555735
1341.36491.335999309730480.0289006902695208
1351.39991.364898574831070.035001425168929
1361.44421.399898273987810.0443017260121872
1371.43491.44419781536556-0.00929781536555607
1381.43881.434900458499690.00389954150030869
1391.42641.43879980770337-0.0123998077033689
1401.43431.426400611467080.00789938853292083
1411.3771.43429961046041-0.057299610460408
1421.37061.37700282559426-0.00640282559425787
1431.35561.37060031574014-0.0150003157401437
1441.31791.35560073970496-0.0377007397049591
1451.29051.31790185912248-0.0274018591224752
1461.32241.290501351257630.0318986487423707
1471.32011.32239842699387-0.00229842699386618
1481.31621.32010011334147-0.00390011334147067
1491.27891.31620019232483-0.0373001923248304
1501.25261.27890183937043-0.026301839370432
1511.22881.25260129701277-0.0238012970127668
1521.241.228801173704460.0111988262955434
1531.28561.239999447756470.0456005522435323
1541.29741.285597751317020.0118022486829761
1551.28281.29739941800013-0.0145994180001254


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1561.282800719935641.220792996462451.34480844340882
1571.282800719935641.195110718566751.37049072130452
1581.282800719935641.175403723190741.39019771668054
1591.282800719935641.158789859606511.40681158026477
1601.282800719935641.144152704986561.42144873488472
1611.282800719935641.130919678923051.43468176094823
1621.282800719935641.118750638592121.44685080127916
1631.282800719935641.1074239604761.45817747939528
1641.282800719935641.096785703530211.46881573634107
1651.282800719935641.086723783765011.47887765610627
1661.282800719935641.077153586554671.48844785331661
1671.282800719935641.068009374584951.49759206528632