Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.576574193139615
beta0.0775949269235273
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
333321
43529.62131342552235.37868657447773
53330.00790283830442.99209716169564
63229.15231051628472.84768948371533
73328.34085989541594.65914010458409
83828.78229130652929.21770869347083
94532.264468934924312.7355310650757
104238.3447100426733.65528995732705
114039.35305332703510.646946672964873
124438.65580740707025.34419259292984
135040.90596733770019.09403266229987
143745.7250483213039-8.72504832130386
153739.8797550999001-2.87975509990006
163537.275869068672-2.27586906867203
173334.9183475035118-1.91834750351177
184032.68113825156357.31886174843652
193836.09730572745891.90269427254107
203936.47577589224332.52422410775669
215237.325535969222214.6744640307778
224845.83733508263362.16266491736636
234947.23190968580881.76809031419118
245048.4780857589651.52191424103498
254849.650412336267-1.65041233626705
264548.9198190958463-3.91981909584634
274246.7053747866886-4.70537478668856
283943.827484482888-4.82748448288802
293840.6632109294231-2.66321092942314
304438.62765164112525.37234835887482
314741.46554320757155.53445679242854
324544.64450966184340.355490338156649
335144.85332207629496.14667792370513
345148.67618145221422.32381854778582
354750.3988446260011-3.39884462600112
364948.66990619819680.330093801803152
374449.1057455789781-5.10574557897807
384046.1789931168042-6.17899311680419
394042.3569904125256-2.35699041252556
403840.6332058918541-2.63320589185414
413638.6323550437491-2.63235504374911
424536.51422522868788.48577477131223
433941.1861691904076-2.18616919040757
444339.60713814173013.39286185826987
455041.39662645356418.60337354643585
464946.57526966621582.42473033378417
474748.2999472277038-1.29994722770376
484947.81891318836611.18108681163388
495848.82122026574139.17877973425871
504354.8454422464775-11.8454422464775
513948.2176844089421-9.21768440894208
524442.69263180154821.30736819845176
534543.29454355865471.70545644134526
545744.202283535253812.7977164647462
555452.07809439582371.92190560417629
565253.7691779661642-1.76917796616425
576153.25292634097037.7470736590297
585958.5700979470030.429902052996979
596059.68761072607410.312389273925866
605860.7513447256887-2.75134472568875
615259.9255157154338-7.92551571543377
624955.7618117522549-6.76181175225493
636051.96655119538748.03344880461264
645157.0612663892899-6.06126638928986
655253.7581561372117-1.75815613721171
665652.85744965072863.1425503492714
675654.92295934285381.07704065714616
685755.84573542306551.15426457693446
695856.86467773365881.13532226634119
7010057.923491843508642.0765081564914
717084.4704078504149-14.4704078504149
727077.7664364466141-7.76643644661405


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7374.580337540820559.748934775116689.4117403065244
7475.872165462803558.4111859601693.3331449654471
7577.163993384786657.102326623239497.2256601463337
7678.455821306769655.7929640809621101.118678532577
7779.747649228752654.4658323674277105.029466090078
7881.039477150735753.1101635675483108.968790733923
7982.331305072718751.7189780890904112.943632056347
8083.623132994701850.2876433831302116.958622606273
8184.914960916684848.8130488404555121.016872992914
8286.206788838667847.2931059936543125.120471683681
8387.498616760650945.7264319469421129.27080157436
8488.790444682633944.1121414956871133.468747869581