Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.469466513979295
beta0.144645237637946
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3189300199900-10600
4192200202703.850339757-10503.8503397570
5187900204839.564261275-16939.5642612747
6193900202803.626335014-8903.62633501447
7189100203935.681673547-14835.6816735474
8193100201275.402455368-8175.40245536788
9194800201186.741644174-6386.74164417389
10200200201504.098500822-1304.09850082250
11211500204119.0298784727380.970121528
12202100211312.523007717-9212.52300771713
13200300210090.340295885-9790.34029588458
14199200207932.067933169-8732.06793316864
15204900205677.658368631-777.658368631004
16207300207104.769989691195.230010308791
172e+05209001.877434223-9001.87743422337
18197700205969.968559552-8269.96855955201
19202200202720.085118221-520.085118221497
20200200203073.195490144-2873.19549014387
21208300202126.4918514726173.50814852817
22215100205846.1314668179253.86853318344
23210700211640.291213897-940.291213896795
24208100212584.782816620-4484.78281661961
25209000211560.710212642-2560.71021264163
26211000211266.037434506-266.037434506172
27210200212030.571122817-1830.57112281691
28205500211936.301697029-6436.30169702874
29211400209242.7318766762157.26812332356
30211700210730.046977676969.95302232419
31209300211725.823119757-2425.82311975677
32207500210962.667897779-3462.66789777894
33203300209477.612515452-6177.61251545162
34207100206298.484002521801.515997479146
35206900206450.250445021449.749554979178
36228700206467.41505824722232.5849417532
37226900218220.6195008558679.38049914513
38226500224200.4311414042299.56885859565
39227100227341.289593690-241.28959368958
40228100229272.915051679-1172.91505167884
41226500230687.525472085-4187.52547208508
42225200230402.518742895-5202.51874289528
43217800229287.723926667-11487.7239266667
44221300224442.149265384-3142.14926538398
45215300223301.171359468-8001.17135946755
46231300219335.71698342511964.2830165752
47227100225555.822618161544.17738184004
48237800226988.89664198610811.1033580144
49230200233506.621915997-3306.62191599744
50233400233172.008136766227.991863234492
51231100234512.259203966-3412.25920396566
52237200233911.8210933393288.17890666079
53243700236680.3016954267019.69830457433
54239700241677.286004391-1977.28600439106
55248400242316.2176812996083.78231870066
56241000247152.676905797-6152.67690579701
57254500245826.7240093128673.27599068786
58242800252050.027843088-9250.0278430884
59268300249230.80743314719069.1925668532
60253900261001.427118797-7101.4271187972
61262100260003.5870239912096.41297600884
62264100263466.184074342633.815925657982
63261000266285.180750871-5285.18075087119
64269300265966.510702733333.48929726979
65260400269920.381879722-9520.38187972165
66263200267193.299003204-3993.29900320445
67279200266789.82711381812410.1728861817
68272200274929.962374402-2729.96237440204
69269200275776.930027378-6576.9300273782
70289600274371.26154853215228.7384514681
71283200284236.748402727-1036.74840272655
72284300286395.732309285-2095.73230928456
73283000287915.245734581-4915.24573458085
74289100287777.3168748371322.68312516279
75289600290657.704977912-1057.70497791219
76289100292348.755961102-3248.7559611015
77287400292790.571544784-5390.57154478412
78279600291860.823766810-12260.8237668098
79289300286873.1379586602426.86204134038
80295000288945.6275307756054.37246922497
81299600293132.2405728456467.7594271549
82293600297952.125238165-4352.12523816549
83294400297396.900536047-2996.90053604660
84290200297274.400636552-7074.40063655243
85301000294757.2560540516242.7439459489
86307900298915.9852812918984.01471870928
87298800304971.718703352-6171.71870335226
88310300303493.2454694286806.75453057158
89293900308569.950944454-14669.9509444539
90305000302567.8832788732432.11672112654
91311300304759.8192523686540.18074763153
92317300309324.471861887975.52813812008
93296200315104.558982385-18904.5589823847
94306800306981.610519747-181.610519746842
95291800307636.126941984-15836.1269419839
96301900299866.0025633242033.997436676
97314600300623.42400522613976.5759947739
98321500307936.58087467313563.4191253268
99329400315976.81326302113423.1867369785
100311700324862.727441040-13162.7274410397
101309700320373.615742594-10673.6157425942
102306500316328.255066415-9828.2550664153
103307100312012.364493019-4912.36449301912
104301300309670.740437935-8370.74043793522
105292200305137.100384565-12937.1003845652
106310100297581.19927155912518.8007284414
107316800302826.09419180713973.9058081926
108284400309703.025603326-25303.0256033264
109284600296422.523272784-11822.5232727844
110301200288667.84398390412532.1560160962
111287600293197.880862827-5597.88086282689
112314300288836.34229754325463.6577024575
113298200300786.293532488-2586.29353248753
114299400299392.1068483237.89315167651512
115301900299216.3399364972683.66006350319
116265500300478.992865488-34978.9928654882
117287100281685.004587465414.99541253992
118274000282222.352367533-8222.35236753296
119290100275799.07418045214300.9258195483
120263100280920.840921366-17820.8409213655
121245200269752.370082469-24552.3700824693
122258600253756.4161275384843.58387246166
123259800251889.7870698227910.21293017824
124269800251999.98933998417800.0106600162
125274600257961.84969771416638.1503022856
126274800264508.08734656810291.9126534319
127271100268773.8625328212326.13746717875
128257800269457.931924182-11657.9319241816
129290300262785.30436882127514.6956311793
130262200276371.329263852-14171.3292638522
131270000269424.841731724575.158268276486
132290600269440.39304702321159.6069529773


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
133280556.520018531260532.393989006300580.646048056
134281738.920076654259006.735971873304471.104181435
135282921.320134776257159.897689650308682.742579902
136284103.720192898255028.651911064313178.788474733
137285286.120251021252642.955308814317929.285193228
138286468.520309143250026.804547836322910.23607045
139287650.920367265247199.408877287328102.431857244
140288833.320425388244176.265935517333490.374915258
141290015.72048351240970.030102301339061.410864719
142291198.120541632237591.177285395344805.063797870
143292380.520599755234048.503042373350712.538157136
144293562.920657877230349.493589252356776.347726502