Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.105758688735590
beta0.252901562163533
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
320016183301686
41770820150.403811591-2442.40381159101
51801921468.8672041317-3449.86720413167
61922722588.5105864599-3361.5105864599
72289323627.5896795422-734.589679542187
82373924924.8407526724-1185.84075267245
92113326142.6509697466-5009.65096974655
102259126822.069214296-4231.06921429602
112678627470.6627925741-684.662792574109
122974028476.00730461651263.99269538354
131502829721.2464940077-14693.2464940077
141797728885.8755211648-10908.8755211648
152000828158.9600108681-8150.96001086813
162135427505.7080702293-6151.70807022935
171949826899.3575021194-7401.35750211938
182212525962.8849620395-3837.88496203946
192581725300.6304707266516.369529273419
202877925112.68732186293666.31267813710
212096025355.9391998904-4395.93919989038
222225424628.9617379726-2374.96173797259
232739224052.19819898343339.80180101664
242994524169.14869273775775.85130726235
251693324698.2166120922-7765.2166120922
261789223587.5062861785-5695.50628617848
272053322543.3507373981-2010.35073739807
282356921835.16248566921733.83751433078
292241721569.3288240807847.671175919346
302208421232.4476415138851.552358486184
312658020918.75300489525661.24699510484
322745421265.14412184516188.8558781549
332408121832.86492883812248.13507116191
342345122043.95009980681407.04990019323
352899122203.71691903046787.28308096957
363138623114.02646662838271.97353337174
371689624402.6015807340-7506.60158073395
382004523821.6796792766-3776.67967927656
392347123534.2163221827-63.216322182714
402174723637.793162665-1890.79316266499
412562123497.51570252742123.48429747262
422385923838.578815386520.421184613464
432550023957.77092708351542.22907291651
443099824279.15673343156718.84326656846
452447525327.7202630050-852.720263005034
462314525552.7178474413-2407.71784744133
472970125548.86281043934152.13718956073
483436526349.82473388058015.17526611954
491755627773.7146854087-10217.7146854087
502207726996.0296138491-4919.02961384907
512570226647.1595169896-945.159516989592
522221426693.2809662264-4479.28096622644
532688626245.8331084042640.166891595793
542319126356.9335909077-3165.93359090773
552783125980.82811537771850.17188462227
563540626184.70506936599221.29493063413
572319527414.7800427328-4219.78004273276
582511027110.4800461699-2000.48004616995
593000926987.38439239443021.61560760560
603624227476.23674510918765.76325489092
611845028807.0364373378-10357.0364373378
622184527838.4190447335-5993.41904473353
632648827170.9888979208-682.988897920768
642239427046.9152918226-4652.91529182262
652805726378.53810215601678.46189784395
662545126424.6521062091-973.652106209138
672487226164.2401881545-1292.24018815447
683342425835.57186153407588.42813846596
692405226649.0755507145-2597.07555071447
702844926315.91094676512133.08905323493
713353326540.05509538576992.9449046143
723735127465.20829007349885.79170992658
731996928960.7158692159-8991.71586921592
742170128219.2657336652-6518.26573366523
752624927565.0634016127-1316.06340161271
762449327425.8390274885-2932.83902748850
772460327037.1832938873-2434.18329388730
782648526636.1587618226-151.158761822597
793072326472.54093711454250.45906288545
803456926888.11750497837680.88249502166
812668927871.9281692378-1182.92816923780
822615727886.6746076956-1729.67460769559
833206427797.33505283184266.66494716819
843887028456.279020912510413.7209790875
852133730043.8585541696-8706.85855416957
861941929376.3923484836-9957.39234848358
872316628310.3455597085-5144.34555970848
882828627615.7268562301670.273143769922
892457027553.9820881668-2983.98208816681
902400127025.9568893690-3024.95688936896
913315126412.69112616436738.30887383574
922487827012.2019794645-2134.20197946448
932680426616.2852056513187.714794348689
942896726470.95202599372496.04797400629
953331126636.50577755376674.49422244627
964022627422.486135939812803.5138640602
972050429199.1132397529-8695.1132397529
982306028469.5095583037-5409.50955830367
992356227942.7013631452-4380.70136314523
1002756227407.5299799715154.470020028504
1012394027356.1239136712-3416.12391367116
1022458426835.7270282541-2251.72702825411
1033430326378.24932899487924.75067100516
1042551727208.9822088981-1691.98220889814
1052349426977.4073637444-3483.40736374444
1062909526463.20465723802631.79534276196
1073290326666.12918339796236.87081660208
1083437927417.13646422666961.86353577337
1091699128431.0237691588-11440.0237691588
1102110927192.7705766478-6083.77057664779
1112374026358.2678998734-2618.26789987343
1122555225820.2426411903-268.242641190329
1132175225523.5784104743-3771.57841047426
1142029424755.5293188553-4461.52931885529
1152900923795.18146222235213.81853777769
1162550023997.53730149441502.46269850560
1172416623847.5706888225318.429311177541
1182696023580.89913922993379.10086077014
1193122223728.29944757767493.70055242236
1203864124511.284967526914129.7150324731
1211467226374.0076316197-11702.0076316197
1221754325191.8129919368-7648.81299193684
1232545324233.69963830181219.30036169824
1243268324246.07838746778436.92161253226
1252244925247.4417369959-2798.44173699589
1262231624985.719164088-2669.71916408799
1272759524666.20437771492928.79562228514
1282545125017.1163162308433.883683769211
1292542125115.7745258777305.225474122319
1302528825208.989736595479.0102634046125
1313256825280.3939742367287.60602576403
1323511026309.08807586408800.91192413595
1331605227733.2213465966-11681.2213465966
1342214626678.7588342230-4532.75883422303
1352119826259.0727390713-5061.07273907133
1361954325648.1466858226-6105.1466858226
1372208424763.5092056757-2679.50920567567
1382381624169.4950598106-353.495059810586
1392996123812.02235108626148.97764891375
1402677324306.70649142442466.29350857559
1412663524477.8795980972157.12040190298
1422697224674.05046433902297.94953566095
1433020724946.57742874685260.42257125317
1443868725673.109746873613013.8902531264
1451697427567.7151450833-10593.7151450833
1462169726682.2659518072-4985.26595180724
1472417926256.6203878581-2077.62038785814
1482375726082.9144542511-2325.91445425109
1492501325820.7391073714-807.739107371366
1502401925697.5197700472-1678.51977004722
1513034525437.3132195314907.686780469
1522448826004.9188665105-1516.91886651054
1532515625852.4943171327-696.494317132703
1542565025768.2079808666-118.207980866635
1553092325741.91879503375181.08120496634
1563724026414.651467949210825.3485320508
1571746627973.8550437266-10507.8550437266
1581946326995.8382428453-7532.83824284528
1592435226130.9779765428-1778.97797654277
1602680525827.0569258444977.943074155562
1612523625840.8608216128-604.860821612812
1622473525671.0915201350-936.091520134974
1632935625441.25448727813914.74551272188
1643123425829.14150631165404.85849368837
1652272426519.1821711696-3795.18217116956
1662849626134.73061638232361.26938361774
1673285726464.5330856316392.46691436901
1683719827391.64607640719806.35392359288
1691365228942.0932946437-15290.0932946437
1702278427429.4161080429-4645.4161080429
1712356526918.2572261389-3353.25722613894
1722632326454.0673527633-131.067352763261
1732377926327.1464573749-2548.14645737492
1742754925876.44435029651672.55564970352
1752966025916.85323616843743.14676383162
1762335626276.3613388152-2920.36133881520


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
17725853.036007811614859.919289310036846.1527263133
17825738.564262635214649.360906990136827.7676182804
17925624.092517458914397.548622938436850.6364119793
18025509.620772282514098.394275956836920.8472686081
18125395.149027106113746.726697321837043.5713568904
18225280.677281929713338.435013874437222.9195499851
18325166.205536753312870.547046709337461.8640267973
18425051.733791576912341.232250598237762.2353325557
18524937.262046400611749.731942061938124.7921507393
18624822.790301224211096.231194942138549.3494075062
18724708.318556047810381.693759359439034.9433527362
18824593.84681087149607.6827099766539580.0109117662