Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999921208544223
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
25.626.02-0.399999999999999
34.875.62003151658231-0.750031516582311
44.244.87005909607507-0.63005909607507
54.024.24004964327341-0.220049643273406
63.744.02001733803174-0.280017338031736
73.453.74002206297371-0.290022062973706
83.343.45002285126055-0.110022851260549
93.213.34000866886062-0.130008668860619
103.123.21001024357228-0.0900102435722832
113.043.12000709203813-0.0800070920381262
122.973.04000630387525-0.0700063038752541
132.932.9700055158986-0.0400055158985961
142.952.930003152092840.0199968479071631
152.922.94999842441924-0.0299984244192428
162.92.92000236361953-0.0200023636195312
172.952.900001576015350.0499984239846518
182.912.94999606055139-0.0399960605513878
192.892.91000315134784-0.020003151347836
202.842.89000157607741-0.0500015760774151
212.822.84000393969697-0.0200039396969705
222.782.82000157613953-0.04000157613953
232.862.780003151782420.0799968482175828
242.872.859993696931870.010006303068129
252.942.869999211588810.0700007884111855
263.042.939994484535980.100005515464025
273.123.039992120419850.0800078795801493
283.193.119993696062690.0700063039373058
293.273.18999448410140.0800055158986011
303.343.269993696248930.0700063037510676
313.43.339994484101410.0600055158985864
323.553.399995272078050.150004727921952
333.643.549988180909110.0900118190908867
343.763.639992907837740.120007092162263
353.783.75999054446650.0200094555334949
363.773.77999842342587-0.00999842342586899
373.813.770000787790340.0399992122096626
383.813.809996848403843.15159616004479e-06
393.823.809999999751680.0100000002483185
403.963.819999212085420.140000787914577
413.863.95998896913411-0.0999889691341105
423.843.86000787827644-0.0200078782764397
433.683.84000157644986-0.160001576449856
443.563.68001260675714-0.120012606757135
453.483.560009455968-0.080009455967998
463.43.48000630406151-0.0800063040615115
473.423.400006303813170.0199936961868317
483.23.41999842466757-0.219998424667571
493.113.20001733399615-0.0900173339961485
503.13.11000709259679-0.0100070925967906
512.993.10000078847339-0.110000788473394
523.12.990008667122260.10999133287774
5333.09999133362276-0.0999913336227598
543.053.000007878462740.0499921215372585
553.13.049996061047970.0500039389520337
563.23.099996060116860.100003939883145
573.13.19999212054399-0.0999921205439933
583.33.100007878524740.199992121475256
593.133.29998424232961-0.169984242329605
603.143.130013393305910.00998660669408791


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
613.139999213140722.813108962916883.46688946336456
623.139999213140722.677724799862343.6022736264191
633.139999213140722.573838431513863.70615999476758
643.139999213140722.486257346550553.79374107973089
653.139999213140722.409096466112593.87090196016885
663.139999213140722.339337472395153.9406609538863
673.139999213140722.275187314185694.00481111209575
683.139999213140722.215477705519264.06452072076219
693.139999213140722.159397145258384.12060128102307
703.139999213140722.106354780554934.17364364572651
713.139999213140722.055904562985094.22409386329635
723.139999213140722.007699955887354.27229847039409