Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.588167237735778
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1332333532.69791666667-299.697916666668
1435543634.55989056264-80.5598905626366
1539523952.72833862175-0.728338621750481
1639513940.5177567367610.4822432632377
1736853686.77587183248-1.77587183247761
1843124366.15749856583-54.1574985658335
1938673463.77163526199403.228364738009
2041403656.53015175696483.469848243038
2141144604.06741329024-490.067413290242
2238183901.25195287464-83.2519528746384
2333773956.04535141322-579.045351413223
2434534296.7709829124-843.770982912401
2535022102.534916775851399.46508322415
2640173294.03711738799722.962882612009
2754104117.688583954681292.31141604532
2851844870.61850775906313.381492240944
2955294789.98374403821739.016255961791
3064345883.50256028324550.497439716762
3149625525.1214053174-563.121405317396
3229805182.55071867233-2202.55071867233
3329374149.32414327711-1212.32414327711
3430233189.24087184381-166.240871843805
3527312991.03894231711-260.038942317105
3631633410.37100421191-247.37100421191
3731462490.75597166104655.244028338956
3831732965.92596020063207.07403979937
3937243720.624890326433.37510967357139
4032243312.28929261132-88.2892926113163
4141143170.69527334359943.304726656411
4234504306.73165026537-856.731650265367
4329572662.03972352339294.960276476606
4438822148.993866754881733.00613324512
4542843838.34063971652445.659360283485
4641814284.24030901671-103.240309016705
4737604084.46412804575-324.464128045747
4844574471.12047835198-14.120478351977
4941674060.4222054132106.577794586801
5039624028.3136064637-66.3136064637047
5152474538.32498679189708.67501320811
5251574507.07328111971649.926718880285
5336975224.51794867361-1527.51794867361
5435144165.98342442782-651.983424427825
5537863116.02216357557669.977836424429
5632973415.78374659957-118.783746599575
5735713485.7968035651685.2031964348357
5838713493.63309963584377.366900364157
5934923485.427116972966.57288302704319
6030514194.59827417472-1143.59827417472
6137353169.28566912788565.714330872116
6236453336.02379520253308.976204797465
6348524385.93405113336466.065948866635
6442324187.7931699064644.2068300935371
6538043652.23019151481151.76980848519
6644643941.97151033846522.028489661541
6742594126.95255172812132.047448271881
6833733785.48324275363-412.483242753628
6941343766.76038455759367.239615442405
7044884060.8038473594427.196152640595
7133333929.2006739754-596.2006739754
7247723810.16200842783961.83799157217
7349294727.14896774357201.851032256434
7455554574.14145091814980.85854908186
7571836083.925592593551099.07440740645
7692666084.364141718723181.63585828128
7740037438.4320869367-3435.4320869367
7830515770.78343115067-2719.78343115067
7935073888.42994031111-381.429940311114
8032733020.6944754313252.305524568699
8139423714.09400868044227.90599131956
8232163950.87806498833-734.878064988329
8332322714.31256697985517.687433020151
8435933892.07775981751-299.077759817505


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
853754.447855881061950.880441611345558.01527015077
863803.538992458051711.135948927535895.94203598858
874785.099434187712439.157070160837131.0417982146
884996.765459941312422.131378349077571.39954153355
891754.37406094373-1030.232865151334538.98098703878
902402.06156888315-577.7590316927925381.8821694591
913082.40616326566-80.60282982573066245.41515635706
922700.00831981462-636.1452991210126036.16193875024
933234.96148243676-265.7835879586216735.70655283213
942941.19268399356-716.7454137136466599.13078170076
952652.70589650357-1155.942972244776461.35476525191
963189.61363636364-764.0051217083017143.23239443557