Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0531970593633077
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1316151538.1907051282176.8092948717931
1423502260.4011509965789.5988490034279
1533503281.0002968686468.9997031313578
1635363536.96196208825-0.96196208825495
1758345834.82687245003-0.826872450025803
1867676774.6989691833-7.69896918329869
1959936672.4554905787-679.455490578703
2072766147.893207094411128.10679290559
2156417097.90458837418-1456.90458837418
2234773522.10929908251-45.1092990825127
2322472046.87570093747200.124299062532
2424662648.06280907082-182.062809070821
2515671523.3502865110943.6497134889078
2622372255.90592762143-18.9059276214339
2725983251.22960656391-653.229606563909
2837293402.53088595997326.469114040027
2957155717.94206998266-2.9420699826569
3057766651.19512303182-875.195123031818
3158525866.78235018446-14.7823501844578
3268787088.98400859382-210.984008593817
3354885520.26331963836-32.2633196383595
3435833356.94668796943226.05331203057
3520542128.32603521152-74.3260352115221
3622822353.05731476613-71.0573147661262
3715521447.95523817465104.044761825346
3822612124.49585329991136.504146700086
3924462527.50736665351-81.5073666535072
4035193636.80421759122-117.80421759122
4151615616.69388910629-455.693889106289
4250855700.01012115041-615.010121150406
4357115744.07976878683-33.0797687868253
4460576779.54375119282-722.543751192821
4552245352.82286209809-128.822862098089
4633633428.94449319634-65.9444931963435
4718991900.39036658448-1.3903665844814
4821152132.09644336256-17.0964433625609
4914911395.6520874788495.3479125211634
5020612102.46269684605-41.4626968460502
5124192289.59295552298129.407044477019
5234303375.743867706554.2561322934962
5347785044.87170926723-266.871709267229
5448624987.39164903083-125.391649030826
5561765608.48092845755567.519071542454
5656646023.10847702099-359.108477020991
5755295177.85795949342351.142040506578
5834183339.0457365864578.9542634135478
5919411879.3198346379861.6801653620196
6024022099.51051856874302.489481431258
6115791486.5298409066692.4701590933391
6221462063.6546749947782.3453250052339
6324622419.1511299102942.8488700897142
6436953429.54429710566265.455702894341
6548314805.8625500511325.1374499488666
6651344897.87025546546236.129744534538
6762506194.2413177642655.7586822357443
6857605704.3110306631255.6889693368776
6962495553.59379609704695.406203902963
7029173475.38722656988-558.387226569878
7117411965.40146471203-224.401464712025
7223592398.37241577205-39.3724157720517
7315111568.35877849033-57.3587784903261
7420592127.92693100338-68.9269310033751
7526352437.98078707724197.019212922755
7628673667.34016705761-800.34016705761
7744034759.42718526263-356.427185262634
7857205030.90489909207689.095100907925
7945026180.59653415312-1678.59653415312
8057495598.33764527104150.662354728958
8156276058.35887438874-431.358874388736
8228462733.11640918054112.883590819461
8317621575.058982302186.941017697995
8424292205.09819145702223.901808542976
8511691372.06042760199-203.060427601994
8621541912.92492002083241.075079979171
8722492491.26856259593-242.268562595932
8826872752.95633086746-65.956330867456
8943594304.4085261520354.5914738479732
9053825587.65479903709-205.654799037085
9144594448.0109679587510.9890320412542
9263985687.58075792026710.419242079743
9345965626.31999616176-1030.31999616176
9430242784.50492708077239.495072919229
9518871703.30064827616183.699351723842
9620702368.1619957942-298.161995794199
9713511103.10287202553247.897127974465
9822182088.46578491772129.53421508228
9924612203.24459935331257.75540064669
10030282658.46511155127369.534888448733
10147844347.21917507387436.780824926133
10249755404.39486109894-429.394861098941
10346074457.96773299292149.032267007082
10462496367.10359675419-118.10359675419
10548094613.63082670566195.369173294343
10631573039.28345860385117.716541396147
10719101898.7733671258911.226632874108
10822282098.23193237149129.768067628508
10915941372.94781373574221.052186264263
11024672244.81630068151222.183699318486
11122222485.9239907743-263.923990774304
11236073019.22584117206587.774158827938
11346854783.2582425191-98.2582425190994
11449624991.87373687506-29.8737368750571
11557704614.356463566091155.64353643391
11654806324.11606542414-844.116065424137
11750004828.81850747275171.181492527252
11832283179.6626856519348.3373143480749
11919931934.6368647773158.3631352226917
12022882248.8383323492839.1616676507169
12115881605.16229163298-17.1622916329752
12221052465.42978874396-360.429788743961
12321912215.29596408047-24.2959640804656
12435913567.735633417623.2643665823998
12546684652.2002788679615.7997211320435
12648854931.62997252489-46.6299725248882
12758225675.67255729787146.327442702125
12855995438.36123939567160.63876060433
12953404957.80039705972382.199602940284
13030823203.56088904513-121.560889045125
13120101958.9894600452751.0105399547347
13223012254.6197852086146.3802147913898


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1331558.00005969496787.6869932627832328.31312612714
1342094.173864563081322.771603251352865.57612587481
1352181.466338406551408.976417956092953.95625885702
1363580.228742516422806.652692190234353.80479284261
1374656.388243813443881.727586442115431.04890118476
1384875.868821229954100.125073256645651.61256920326
1395805.084631574055028.259303098986581.90996004911
1405573.539121890134795.633716714736351.44452706553
1415294.207226923884515.223242594426073.19121125335
1423042.673908754672262.61283660553822.73498090384
1431967.960298032551186.823623228952749.09697283614
1442256.493006993011474.282208573593038.70380541242