Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.384112312147484
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	32.74	32.42	0.319999999999993
4	32.87	32.5829159398872	0.287084060112797
5	32.95	32.8231884619978	0.126811538002194
6	32.94	32.9518983350668	-0.0118983350668174
7	32.94	32.9373280380736	0.00267196192640995
8	32.97	32.9383543715471	0.0316456284528854
9	32.87	32.9805098470615	-0.110509847061515
10	32.96	32.8380616541916	0.121938345808353
11	32.97	32.9748996741395	-0.00489967413953707
12	32.99	32.983017648977	0.00698235102297673
13	32.99	33.0056996559727	-0.0156996559726892
14	33.04	32.9996692248171	0.0403307751828947
15	33.23	33.0651607721233	0.164839227876698
16	33.03	33.3184775490756	-0.288477549075623
17	33.05	33.0076697706976	0.0423302293024435
18	33.03	33.0439293329486	-0.0139293329486421
19	33.04	33.0185789046631	0.021421095336926
20	33.11	33.0368070111217	0.0731929888783327
21	33.14	33.1349213393127	0.00507866068728902
22	33.08	33.1668721154119	-0.0868721154119214
23	33.09	33.0735034662999	0.0164965337001064
24	33.07	33.0898399880019	-0.0198399880018698
25	33.07	33.0622192043375	0.00778079566251222
26	33.02	33.0652079037498	-0.0452079037497626
27	33	32.9978429913131	0.00215700868689339
28	33.08	32.9786715249071	0.101328475092849
29	33.35	33.0975930397614	0.252406960238559
30	33.36	33.4645456608608	-0.104545660860794
31	33.36	33.4343883853426	-0.0743883853425658
32	33.35	33.4058148906517	-0.0558148906517104
33	33.41	33.3743757039512	0.0356242960487663
34	33.47	33.4480594346751	0.0219405653248543
35	33.47	33.5164870759519	-0.0464870759519016
36	33.48	33.498630817723	-0.018630817723043
37	33.48	33.5014744912502	-0.0214744912502454
38	33.55	33.4932258747639	0.0567741252360818
39	33.68	33.5850335152785	0.0949664847215033
40	33.72	33.7515113113014	-0.0315113113014007
41	33.79	33.7794074286586	0.0105925713413839
42	33.83	33.8534761657281	-0.023476165728141
43	33.83	33.8844586814299	-0.0544586814299493
44	33.84	33.8635404313894	-0.0235404313893852
45	33.91	33.8644982618595	0.0455017381405298
46	34.06	33.9519760397033	0.108023960296656
47	34.16	34.1434693728602	0.0165306271397654
48	34.16	34.2498189902721	-0.0898189902721285
49	34.16	34.2153184102439	-0.0553184102439488
50	34.29	34.1940699277808	0.0959300722191756
51	34.48	34.3609178496254	0.119082150374588
52	34.48	34.5966587697413	-0.116658769741285
53	34.39	34.5518486999637	-0.161848699963677
54	34.29	34.3996806216026	-0.109680621602571
55	34.29	34.257550944441	0.0324490555589705
56	34.25	34.2700150261988	-0.0200150261987915
57	34.2	34.2223270082079	-0.0223270082078741
58	34.1	34.1637509294618	-0.0637509294618184
59	34.09	34.0392634125447	0.0507365874553187
60	34.06	34.0487519604626	0.011248039537378
61	34.06	34.0230724709365	0.0369275290635471
62	34.04	34.0372567895069	0.00274321049305115
63	34.19	34.0183104904321	0.171689509567862
64	34.21	34.2342585449237	-0.0242585449237112
65	34.17	34.2449405391437	-0.0749405391437321
66	34.08	34.1761549553797	-0.0961549553796601
67	34.08	34.0492206531443	0.0307793468556596
68	34.08	34.0610433792315	0.0189566207685417
69	34.3	34.0683248506654	0.231675149334635
70	34.28	34.3773141279434	-0.0973141279433989
71	34.45	34.3199345732545	0.130065426745553
72	34.41	34.5398943050521	-0.12989430505214

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	34.4500003032038	34.2499264353725	34.650074171035
74	34.4900006064075	34.1483621364338	34.8316390763812
75	34.5300009096113	34.0381940606243	35.0218077585983
76	34.5700012128151	33.9163093494711	35.2236930761591
77	34.6100015160188	33.782447183893	35.4375558481447
78	34.6500018192226	33.6369443480274	35.6630592904178
79	34.6900021224263	33.4802736586156	35.8997305862371
80	34.7300024256301	33.3129170989018	36.1470877523584
81	34.7700027288339	33.1353280996959	36.4046773579719
82	34.8100030320376	32.9479219334035	36.6720841306718
83	34.8500033352414	32.7510756210414	36.9489310494414
84	34.8900036384452	32.545130968178	37.2348763087123