Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	580	590	-10
4	574	580	-6
5	573	574	-1
6	573	573	0
7	620	573	47
8	626	620	6
9	620	626	-6
10	588	620	-32
11	566	588	-22
12	557	566	-9
13	561	557	4
14	549	561	-12
15	532	549	-17
16	526	532	-6
17	511	526	-15
18	499	511	-12
19	555	499	56
20	565	555	10
21	542	565	-23
22	527	542	-15
23	510	527	-17
24	514	510	4
25	517	514	3
26	508	517	-9
27	493	508	-15
28	490	493	-3
29	469	490	-21
30	478	469	9
31	528	478	50
32	534	528	6
33	518	534	-16
34	506	518	-12
35	502	506	-4
36	516	502	14
37	528	516	12
38	533	528	5
39	536	533	3
40	537	536	1
41	524	537	-13
42	536	524	12
43	587	536	51
44	597	587	10
45	581	597	-16
46	564	581	-17
47	558	564	-6
48	575	558	17
49	580	575	5
50	575	580	-5
51	563	575	-12
52	552	563	-11
53	537	552	-15
54	545	537	8
55	601	545	56

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
56	601	561.658957488336	640.341042511664
57	601	545.363364122109	656.636635877891
58	601	532.859315547071	669.140684452929
59	601	522.317914976672	679.682085023328
60	601	513.030754638211	688.969245361789
61	601	504.634519897283	697.365480102717
62	601	496.913385196118	705.086614803882
63	601	489.726728244217	712.273271755783
64	601	482.976872465009	719.023127534991
65	601	476.592700137631	725.407299862369
66	601	470.52052312739	731.47947687261
67	601	464.718631094142	737.281368905858