Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.492892085236104
beta0.0918709933866504
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1334413377.5779914529963.4220085470079
1434723444.6605698786627.3394301213402
1535243520.071328331543.92867166846418
1635653570.07934258482-5.07934258482237
1737513759.54237265201-8.542372652008
1837303739.4950160757-9.49501607570073
1935753537.4648178346737.5351821653298
2033483464.14845174932-116.148451749318
2133893418.48981496124-29.4898149612386
2234313399.0424955782231.9575044217822
2334203419.620855475420.379144524578351
2434723436.9433269876635.0566730123392
2534313546.56566695228-115.565666952279
2635033500.421450107692.57854989231282
2735343543.927326013-9.92732601299576
2835443574.08169958063-30.0816995806304
2937723739.8768731767332.1231268232682
3037303731.64329866485-1.64329866485423
3135753549.9412530829125.058746917091
3233483384.58491721651-36.5849172165122
3333893417.73438560257-28.7343856025695
3433583425.50062922215-67.5006292221515
3534103372.2203103504837.779689649517
3635243418.43313769705105.566862302947
3735133482.491161777730.5088382222966
3834933570.93594711936-77.9359471193575
3935443567.44730678994-23.4473067899366
4035753579.13739889501-4.13739889500948
4137513788.85974758985-37.8597475898464
4237613725.4348228911635.5651771088378
4335753573.724127773371.27587222662532
4433073362.41923214891-55.4192321489104
4532863386.44743881582-100.447438815815
4633483332.1418281661415.8581718338551
4732963370.04519027164-74.0451902716413
4834623387.160427373974.8395726260965
4934623388.2638836741973.736116325812
5034003435.23247007175-35.2324700717468
5134823474.568002721277.43199727872798
5235343506.8131045194527.1868954805532
5337103711.83515995916-1.83515995915832
5437613701.9931925994559.0068074005453
5535443544.10217167008-0.102171670084772
5632863302.95896975598-16.9589697559759
5732863324.44280843565-38.4428084356528
5832033363.81904188817-160.819041888165
5931413265.18927069976-124.189270699756
6032763326.95925397452-50.9592539745231
6132243253.67113422983-29.6711342298349
6231003177.90297666739-77.902976667388
6331833199.40052083693-16.4005208369281
6432553210.3959100834944.6040899165132
6534723390.5534244113981.4465755886072
6635553437.65298814832117.347011851681
6733273266.2237301884460.776269811558
6831623036.97651072385125.023489276145
6931623114.414769920347.5852300796973
7031003134.89816436104-34.8981643610364
7130593123.3736325269-64.3736325269024
7231413260.93498084803-119.934980848028
7330383170.4944422527-132.494442252697
7430173020.98044297508-3.98044297507931
7530693114.84329914229-45.8432991422924
7631413145.67035285425-4.67035285424618
7733583321.4005870887936.5994129112091
7834003363.7465303442936.2534696557082
7931313119.1331147658411.8668852341561
8029352891.6180602694643.381939730541
8128422879.10829946877-37.1082994687722
8227492801.74581558725-52.7458155872469
8326972751.39576273784-54.3957627378436
8428002851.07003557346-51.0700355734566
8527382776.6923680133-38.6923680133045
8627492731.3196128081617.6803871918382
8728002808.3472691648-8.34726916480076
8828422873.95019378866-31.9501937886557
8930483051.34258377001-3.34258377000924
9030793066.1972781139712.8027218860284
9127492788.96791213092-39.9679121309214
9225942540.8475889207353.1524110792657
9324392481.74096906279-42.7409690627856
9423352382.8218077546-47.8218077545966
9522632323.43455847374-60.4345584737384
9623662410.91790791301-44.9179079130122
9723152335.22702086056-20.227020860556
9823972317.756548564979.2434514351003
9924282404.9308391580223.0691608419779
10024592468.4735752959-9.47357529590363
10125942666.89358695484-72.8935869548404
10226762647.9470411564928.0529588435134
10322632344.45704528786-81.457045287857
10421602114.2134337730645.786566226941
10519011993.61873560657-92.618735606573
10617361856.05087554874-120.050875548745
10716841739.90794411956-55.9079441195645
10818291822.937498013786.06250198621592
10917461772.65037117868-26.6503711786804
11018501789.9202542983860.0797457016206
11118501825.7588085800224.2411914199774
11218601860.02595264189-0.0259526418851692
11319842018.01904709251-34.0190470925124
11420672058.261796667568.73820333243702
11516641677.68125071763-13.6812507176294
11615191536.40202073369-17.4020207336871
11712811302.6463942133-21.6463942132959
11811261177.53363827686-51.5336382768642
11910441122.17678387017-78.176783870168
12012501219.1346030574730.8653969425272


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1211159.085503123841051.563186379861266.60781986782
1221229.281300214221107.176850228591351.38575019984
1231210.421076842561073.143498302011347.6986553831
1241212.424235311221059.403416041231365.44505458121
1251345.183496187411175.868342324351514.49865005048
1261417.408513749481231.26529978811603.55172771086
1271014.28821520242810.7991309749581217.77729942989
128871.621375784544650.2832472202971092.95950434879
129638.834561213148399.157721875842878.511400550454
130504.759135222363246.266427750763763.251842693963
131459.149476048501181.375365301605736.923586795398
132651.333828077455353.823610418487948.844045736423