Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.121705741499882
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	34.98	35.04	-0.0600000000000023
4	34.93	35.12269765551	-0.192697655510003
5	35.01	35.0492452444609	-0.0392452444608722
6	35.03	35.1244688728834	-0.0944688728834109
7	35.03	35.1329714686605	-0.102971468660485
8	34.98	35.1204392497138	-0.140439249713829
9	34.92	35.0533469866917	-0.133346986691713
10	35.04	34.9771178927996	0.062882107200366
11	35.21	35.1047710062835	0.10522899371648
12	35.21	35.2875779789911	-0.0775779789910729
13	35.21	35.2781362935339	-0.0681362935339038
14	35.26	35.2698437154063	-0.00984371540631201
15	35.45	35.3186456787237	0.131354321276341
16	35.53	35.5246322537938	0.00536774620618274
17	35.53	35.605285539326	-0.0752855393260248
18	35.57	35.5961228569381	-0.0261228569381302
19	35.57	35.6329435552644	-0.0629435552643827
20	35.57	35.6252829631983	-0.0552829631982874
21	35.63	35.6185547091699	0.0114452908300677
22	35.92	35.6799476667771	0.240052333222913
23	36.05	35.9991634139908	0.0508365860092397
24	36.1	36.1353505183863	-0.0353505183863305
25	36.1	36.1810481573337	-0.0810481573337185
26	36.02	36.1711841312482	-0.151184131248222
27	36.07	36.0727841544516	-0.00278415445164626
28	36.17	36.1224453068697	0.0475546931303441
29	36.52	36.2282329860589	0.291767013941119
30	36.49	36.6137427068358	-0.123742706835792
31	36.49	36.5686825089451	-0.0786825089451426
32	36.48	36.5591063958509	-0.0791063958509071
33	36.62	36.5394786932865	0.0805213067135142
34	36.63	36.6892785986266	-0.0592785986265838
35	36.7	36.6920640528257	0.00793594717433166
36	36.7	36.763029903161	-0.0630299031610235
37	36.7	36.7553588020602	-0.0553588020601481
38	36.69	36.7486213180069	-0.0586213180068782
39	36.86	36.7314867670311	0.128513232968857
40	36.85	36.9171275653422	-0.0671275653421617
41	36.83	36.8989577552271	-0.0689577552271174
42	36.88	36.870565200495	0.00943479950497306
43	36.88	36.9217134697647	-0.0417134697646873
44	36.92	36.9166367009964	0.00336329900355281
45	36.93	36.9570460337956	-0.0270460337955569
46	37.06	36.9637543761978	0.0962456238021687
47	37.1	37.1054680212088	-0.00546802120879875
48	37.09	37.144802531633	-0.0548025316330438
49	37.09	37.1281327488846	-0.0381327488845713
50	37.15	37.1234917744062	0.0265082255938438
51	37.27	37.1867179776579	0.0832820223421109
52	37.43	37.3168538779407	0.113146122059348
53	37.42	37.4906244106237	-0.0706244106237151
54	37.4	37.4720290143608	-0.0720290143607727
55	37.4	37.4432626697585	-0.0432626697584837
56	37.39	37.4379973544563	-0.047997354456264
57	37.42	37.4221558008421	-0.00215580084213229
58	37.7	37.4518934275021	0.248106572497889
59	37.85	37.762089421879	0.0879105781210328
60	37.88	37.9227886439749	-0.0427886439748661

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
61	37.9475810203321	37.7599190072577	38.1352430334066
62	38.0151620406643	37.7331550604804	38.2971690208482
63	38.0827430609964	37.7167157303973	38.4487703915955
64	38.1503240813285	37.7035528531234	38.5970953095336
65	38.2179051016607	37.6911634218277	38.7446467814936
66	38.2854861219928	37.6783814381934	38.8925908057922
67	38.3530671423249	37.6645864095609	39.041547875089
68	38.4206481626571	37.6494225447325	39.1918737805817
69	38.4882291829892	37.6326772618643	39.343781104114
70	38.5558102033213	37.6142214305757	39.497398976067
71	38.6233912236534	37.5939772034529	39.652805243854
72	38.6909722439856	37.5718995013114	39.8100449866598