Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.143275889337061
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
29.1259.829-0.704
39.7829.72813377390670.0538662260932909
49.4419.73585150535546-0.294851505355457
59.1629.69360639370328-0.531606393703282
69.9159.617440014868180.297559985131823
710.4449.660073186369060.78392681363094
810.2099.77239099776720.436609002232798
99.9859.834946540854670.150053459145326
109.8429.85644558366182-0.0144455836618214
119.4299.85437587981568-0.425375879815681
1210.1329.793429772332550.338570227667445
139.8499.841938722804660.00706127719534067
149.1729.84295043357468-0.670950433574676
1510.3139.746819413503180.566180586496822
169.8199.82793944055889-0.00893944055888873
179.9559.826658634262640.128341365737361
1810.0489.84504685757740.202953142422608
1910.0829.874125149551740.207874850448258
2010.5419.903908603620530.637091396379475
2110.2089.995188440025790.212811559974215
2210.23310.02567920554230.207320794457702
239.43910.0553832767463-0.616383276746291
249.9639.96707041459797-0.00407041459797419
2510.1589.966487222326480.191512777673521
269.2259.99392638586706-0.768926385867063
2710.4749.883757774097230.590242225902772
289.7579.96832525393773-0.211325253937735
2910.499.938047440240430.551952559759574
3010.28110.01712893411180.263871065888154
3110.44410.05493529574730.389064704252711
3210.6410.11067888725880.529321112741243
3310.69510.18651784043160.508482159568359
3410.78610.25937107405580.526628925944173
359.83210.3348243017711-0.502824301771097
369.74710.2627817027546-0.515781702754557
3710.41110.18888262058860.222117379411385
389.51110.220706685661-0.709706685660999
3910.40210.11902282910450.282977170895538
409.70110.1595666349266-0.458566634926605
4110.5410.09386509248720.446134907512807
4210.11210.1577854681254-0.0457854681253966
4310.91510.1512255144610.763774485538983
4411.18310.26065598312960.92234401687043
4510.38410.3928056424214-0.00880564242139847
4610.83410.39154400617230.442455993827711
479.88610.4549372821805-0.568937282180467
4810.21610.3734222870991-0.157422287099051
4910.94310.35086746891350.59213253108654
509.86710.4357057839103-0.568705783910287
5110.20310.3542239569494-0.151223956949412
5210.83710.33255721002840.504442789971584
5310.57310.40483169938130.168168300618738
5410.64710.42892616221070.218073837789285
5511.50210.46017088526111.04182911473888
5610.65610.60943987821260.0465601217874241
5710.86610.61611082106930.249889178930689
5810.83510.65191391541630.183086084583687
599.94510.6781457370103-0.733145737010283
6010.33110.5731036295265-0.24210362952646


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
6110.53841601669439.6423996351853811.4344323982033
6210.53841601669439.6332496509274311.4435823824612
6310.53841601669439.6241912393562211.4526407940324
6410.53841601669439.6152217049255811.4616103284631
6510.53841601669439.6063384817942411.4704935515944
6610.53841601669439.597539125252811.4792929081359
6710.53841601669439.5888213038657711.4880107295229
6810.53841601669439.5801827922571911.4966492411315
6910.53841601669439.571621464476311.5052105689124
7010.53841601669439.5631352878876311.513696745501
7110.53841601669439.554722317535411.5221097158533
7210.53841601669439.5463806909381211.5304513424505