Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.419164436062564
beta0.260271577054952
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31420-6
41421.8304338507085-7.83043385070849
5822.039341306547-14.039341306547
61918.11405132427950.885948675720542
71720.5415660788894-3.54156607888944
81820.7268513299395-2.72685132993947
91020.9561458509711-10.9561458509711
101516.5407346359534-1.54073463595344
111615.90384006011750.0961599398825239
121215.9635641974779-3.96356419747792
131313.8891850227207-0.889185022720735
141013.006469208185-3.00646920818505
151410.90826762706163.09173237293839
161511.70351272811563.29648727188443
172012.94421931736637.05578068263371
18916.5304496130603-7.53044961306027
191213.1811045475201-1.1811045475201
201312.36432464857020.635675351429764
211612.3784242838513.62157571614898
221214.0392087184312-2.0392087184312
231413.10472292274730.895277077252691
241513.49794088592131.50205911407871
251914.30936982492534.69063017507465
261616.969066106071-0.969066106070958
271617.150697180732-1.15069718073197
281417.1306578312294-3.13065783122936
291415.9391453020872-1.93914530208723
301415.0355183126016-1.03551831260165
311314.3976881050099-1.39768810500989
321813.45556619613454.54443380386553
331515.4999526923249-0.499952692324909
341515.3753686342544-0.37536863425437
351515.2620543450804-0.262054345080422
361315.1676481408923-2.16764814089234
371414.0380017699865-0.0380017699864634
381513.79688155567941.20311844432058
391414.2072509143093-0.207250914309254
401914.00383322830834.99616677169174
411616.526567934222-0.526567934222022
421616.676921896203-0.676921896203012
431216.6904029547276-4.69040295472759
441014.5098685261589-4.50986852615893
451111.9129964373034-0.912996437303434
461310.72420041224822.2757995877518
471411.1203162466142.879683753386
481112.0837225210879-1.0837225210879
491111.2675794093577-0.267579409357715
501610.7643424640035.23565753599697
51913.1390591067702-4.13905910677023
521611.13267070525534.86732929474474
531913.43244904173895.5675509582611
541316.6331362145534-3.63313621455337
551515.5808597694632-0.580859769463158
561415.7446192397554-1.74461923975541
571515.2302401201242-0.230240120124211
581115.3255164584432-4.32551645844324
591413.23229950939230.767700490607723
601513.35773147529481.64226852470519
611714.02891715197892.97108284802112
621615.58122953894630.418770461053683
631316.1093897723743-3.10938977237432
641514.81944689374330.180553106256719
651414.928228794505-0.928228794505019
661514.47098215999320.52901784000681
671414.6822755310099-0.682275531009903
681214.31140386619-2.31140386618998
691213.0054932642956-1.00549326429557
701512.13727805817692.86272194182314
711713.20279429609083.79720570390924
721315.074275082491-2.07427508249099
73514.2583436004348-9.25834360043484
7479.421052384495-2.421052384495
75107.185581928778752.81441807122125
76157.451677905236797.54832209476321
77910.5255542839455-1.52555428394553
7899.62955161903418-0.629551619034183
79159.040439471748635.95956052825137
801411.86341652632772.1365834736723
811113.3170315284495-2.31703152844946
821812.65106927382645.34893072617365
832015.78195586059584.21804413940419
842018.89898923606981.1010107639302
851620.8295895931232-4.82958959312321
861519.7474014459927-4.7474014459927
871418.1817383436913-4.1817383436913
881316.3969677080357-3.39696770803566
891814.57054742403693.42945257596311
901415.9796613262618-1.97966132626183
911214.9054927523497-2.90549275234972
92913.1262692227118-4.12626922271177
931910.38517771556798.61482228443208
941313.924546369354-0.924546369354042
951213.3644860858812-1.36448608588116
961412.47115794176761.52884205823245
97612.957401510922-6.95740151092199
98149.127484808234044.87251519176596
991110.78782325528750.21217674471246
1001110.51786132439610.482138675603904
1011410.41365751887143.58634248112861
1021212.0018832819418-0.00188328194178311
1031912.0858469569346.91415304306603
1041315.8230776094597-2.82307760945973
1051415.1708193295441-1.17081932954406
1061715.08339656478191.91660343521808
1071216.4992065189998-4.49920651899978
1081614.73488902825661.26511097174335
1091515.5247877193016-0.524787719301571
1101515.5071719848754-0.507171984875441
1111515.4416094063412-0.441609406341216
1121615.35535024924270.644649750757267
1131515.7947413879381-0.794741387938092
1141215.5440873772912-3.54408737729116
1151313.754357462136-0.754357462135976
1161413.05168528776420.948314712235778
1171713.16617063539463.83382936460545
1181414.9084188108296-0.908418810829607
1191414.5637798106589-0.563779810658856
1201414.3020947684517-0.302094768451743
1211514.11714128064910.882858719350873
1221114.5251950280123-3.52519502801227
1231112.7009626597494-1.70096265974938
1241611.45581439948874.54418560051127
1251213.3241653358451-1.32416533584514
1261212.588250340173-0.588250340172957
1271912.0966286331676.903371366833
1281815.49836258164692.50163741835307
1291617.32796631072-1.32796631072
1301617.4074597577865-1.40745975778649
1311317.3000833204677-4.30008332046767
1321115.5110975368543-4.51109753685428
1331013.1415167451258-3.14151674512583
1341411.00328675299222.99671324700775
1351411.7649156668522.23508433314803
1361412.45113690301481.54886309698523
1371613.01869428213652.9813057178635
1381014.5119309486772-4.51193094867719
1391612.37203301811493.62796698188513
140714.0398896352965-7.03988963529646
1411610.46813220466535.53186779533474
1421512.76951629403062.2304837059694
1431713.93041574708963.06958425291039
1441115.777917478793-4.77791747879305
1451113.8147710740303-2.81477107403033
1461012.3674239024441-2.36742390244414
1471310.8493108837142.150689116286
1481411.45966300674452.54033699325548
1491312.51048376280370.489516237196289
1501312.75507794483370.244922055166251
1511212.9238671052342-0.923867105234244
1521012.501950666636-2.50195066663596
1531511.14560343883883.85439656116116
154612.8741124289789-6.87411242897887
155159.355669781312395.64433021868761
1561511.70029025946543.29970974053461
1571113.422116293899-2.42211629389897
1581412.4813117199731.51868828002705
1591413.35803598374030.641964016259713
1601613.93730470022192.06269529977807
1611215.3371264649355-3.33712646493548
1621514.10946587102130.890534128978727
1632014.75104448151785.24895551848217
1641217.7921614777995-5.79216147779954
165915.5733298357152-6.57332983571524
1661312.30993233715430.690067662845726
1671512.16637678304692.83362321695313
1681913.23046211091465.76953788908542
1691116.1546153594177-5.15461535941766
1701113.9374011196626-2.9374011196626
1711712.3291037941954.67089620580497
1721514.4195129693360.580487030664036
1731414.8586972442131-0.858697244213134
1741514.60094571394910.39905428605093
1751114.9139343559369-3.91393435593687
1761212.992074658966-0.992074658966024
1771512.18672267298262.81327732701742
1781613.28335786600392.71664213399612
1791614.63586341270051.36413658729949


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
18015.57026938300268.464605111743222.675933654262
18115.9328778099777.8966897084284723.9690659115255
18216.29548623695147.0710190710708525.5199534028319
18316.65809466392586.0174286948766627.2987606329749
18417.02070309090024.7658618364775329.2755443453228
18517.38331151787463.3417744983998631.4248485373493
18617.7459199448491.7654150399458533.7264248497521
18718.10852837182330.052550379303166736.1645063643435
18818.4711367987977-1.7845304644082438.7268040620037
18918.8337452257721-3.7361365573890241.4036270089333
19019.1963536527465-5.7944995781268244.1872068836199
19119.5589620797209-7.953280330476747.0712044899185