Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999946007209914
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	2.69	2.71	-0.02
3	2.67	2.6900010798558	-0.0200010798558017
4	2.66	2.67000107991411	-0.0100010799141059
5	2.67	2.66000053998621	0.00999946001379115
6	2.67	2.66999946010125	5.39898745710587e-07
7	2.66	2.66999999997085	-0.00999999997084933
8	2.72	2.6600005399279	0.0599994600721008
9	2.63	2.71999676046175	-0.0899967604617475
10	2.63	2.6300048591762	-4.85917619608145e-06
11	2.65	2.63000000026236	0.0199999997376397
12	2.66	2.64999892014421	0.0100010798557877
13	2.65	2.6599994600138	-0.00999946001379515
14	2.62	2.65000053989875	-0.0300005398987455
15	2.61	2.62000161981285	-0.0100016198128534
16	2.61	2.61000054001536	-5.40015359096202e-07
17	2.62	2.61000000002916	0.00999999997084311
18	2.61	2.6199994600721	-0.00999946007210095
19	2.62	2.61000053989875	0.00999946010125141
20	2.65	2.61999946010125	0.03000053989875
21	2.64	2.64999838018715	-0.0099983801871466
22	2.66	2.64000053984044	0.0199994601595574
23	2.67	2.65999892017335	0.0100010798266541
24	2.68	2.6699994600138	0.010000539986204
25	2.68	2.67999946004294	5.39957056400198e-07
26	2.71	2.67999999997085	0.0300000000291534
27	2.72	2.7099983802163	0.0100016197837043
28	2.72	2.71999945998464	5.40015357319845e-07
29	2.71	2.71999999997084	-0.00999999997084311
30	2.7	2.7100005399279	-0.0100005399278991
31	2.7	2.70000053995705	-5.39957053291573e-07
32	2.7	2.70000000002915	-2.91535684482369e-11
33	2.68	2.7	-0.0200000000000018
34	2.67	2.6800010798558	-0.0100010798558019
35	2.66	2.67000053998621	-0.0100005399862049
36	2.64	2.66000053995706	-0.0200005399570564
37	2.64	2.64000107988496	-1.07988495567923e-06
38	2.63	2.64000000005831	-0.010000000058306
39	2.61	2.6300005399279	-0.0200005399279042
40	2.62	2.61000107988495	0.00999892011504633
41	2.61	2.61999946013041	-0.00999946013040542
42	2.6	2.61000053989875	-0.0100005398987517
43	2.58	2.60000053995705	-0.0200005399570515
44	2.55	2.58000107988496	-0.0300010798849559
45	2.53	2.55000161984201	-0.0200016198420085
46	2.5	2.53000107994326	-0.0300010799432613
47	2.48	2.50000161984201	-0.0200016198420117
48	2.47	2.48000107994326	-0.0100010799432613
49	2.47	2.47000053998621	-5.39986209968646e-07
50	2.46	2.47000000002916	-0.0100000000291556
51	2.46	2.4600005399279	-5.3992790238766e-07
52	2.45	2.46000000002915	-0.010000000029152
53	2.44	2.4500005399279	-0.0100005399279026
54	2.42	2.44000053995705	-0.0200005399570533
55	2.39	2.42000107988496	-0.0300010798849555
56	2.37	2.39000161984201	-0.0200016198420085
57	2.34	2.37000107994326	-0.0300010799432617
58	2.32	2.34000161984201	-0.0200016198420117
59	2.3	2.32000107994326	-0.0200010799432615
60	2.29	2.30000107991411	-0.0100010799141108
61	2.3	2.29000053998621	0.00999946001379115
62	2.29	2.29999946010125	-0.00999946010125408
63	2.29	2.29000053989875	-5.3989875015148e-07
64	2.29	2.29000000002915	-2.9150459823768e-11
65	2.29	2.29	-1.77635683940025e-15
66	2.28	2.29	-0.0100000000000002
67	2.28	2.2800005399279	-5.39927901055393e-07
68	2.28	2.28000000002915	-2.91522361806074e-11
69	2.29	2.28	0.00999999999999845

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
70	2.2899994600721	2.25289989752046	2.32709902262374
71	2.2899994600721	2.23753417194622	2.34246474819797
72	2.2899994600721	2.22574344576418	2.35425547438002
73	2.2899994600721	2.21580333961188	2.36419558053232
74	2.2899994600721	2.2070458995219	2.3729530206223
75	2.2899994600721	2.19912855095062	2.38087036919357
76	2.2899994600721	2.19184778641764	2.38815113372656
77	2.2899994600721	2.18507100845968	2.39492791168452
78	2.2899994600721	2.17870611402487	2.40129280611933
79	2.2899994600721	2.17268604314549	2.40731287699871
80	2.2899994600721	2.16696017078772	2.41303874935647
81	2.2899994600721	2.16148916622677	2.41850975391743