Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999933893038648
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	1.45	1.44	0.01
3	1.45	1.44999933893039	6.61069613494547e-07
4	1.47	1.4499999999563	0.0200000000437013
5	1.49	1.46999867786077	0.0200013221392299
6	1.5	1.48999867777337	0.0100013222266297
7	1.5	1.49999933884298	6.61157021797365e-07
8	1.5	1.49999999995629	4.37070379888382e-11
9	1.5	1.5	2.88657986402541e-15
10	1.5	1.5	0
11	1.5	1.5	0
12	1.51	1.5	0.01
13	1.52	1.50999933893039	0.0100006610696135
14	1.51	1.51999933888669	-0.00999933888668525
15	1.51	1.51000066102591	-6.61025909343138e-07
16	1.51	1.5100000000437	-4.36983782492462e-11
17	1.52	1.51	0.00999999999999712
18	1.52	1.51999933893039	6.61069613494547e-07
19	1.52	1.5199999999563	4.37012648291102e-11
20	1.52	1.52	2.88657986402541e-15
21	1.52	1.52	0
22	1.53	1.52	0.01
23	1.53	1.52999933893039	6.61069613494547e-07
24	1.53	1.5299999999563	4.37012648291102e-11
25	1.53	1.53	2.88657986402541e-15
26	1.54	1.53	0.01
27	1.54	1.53999933893039	6.61069613494547e-07
28	1.55	1.5399999999563	0.0100000000437013
29	1.56	1.54999933893038	0.0100006610696164
30	1.55	1.55999933888669	-0.00999933888668525
31	1.56	1.55000066102591	0.00999933897409067
32	1.56	1.55999933897408	6.61025915116298e-07
33	1.56	1.5599999999563	4.36983782492462e-11
34	1.56	1.56	2.88657986402541e-15
35	1.57	1.56	0.01
36	1.56	1.56999933893039	-0.00999933893038651
37	1.57	1.56000066102591	0.00999933897408778
38	1.58	1.56999933897408	0.0100006610259151
39	1.58	1.57999933888669	6.61113311872796e-07
40	1.58	1.5799999999563	4.37041514089742e-11
41	1.6	1.58	0.0200000000000029
42	1.61	1.59999867786077	0.010001322139227
43	1.61	1.60999933884298	6.61157016024205e-07
44	1.61	1.60999999995629	4.37070379888382e-11
45	1.6	1.61	-0.00999999999999712
46	1.59	1.60000066106961	-0.0100006610696135
47	1.56	1.59000066111331	-0.0300006611133148
48	1.57	1.56000198325254	0.00999801674745515
49	1.55	1.56999933906149	-0.0199993390614932
50	1.59	1.55000132209553	0.0399986779044657
51	1.62	1.58999735580895	0.0300026441910544
52	1.63	1.61999801661636	0.0100019833836398
53	1.62	1.62999933879927	-0.00999933879927073
54	1.56	1.6200006610259	-0.0600006610259036
55	1.56	1.56000396646138	-3.96646137956758e-06
56	1.54	1.56000000026221	-0.0200000002622107
57	1.54	1.54000132213924	-1.32213924430857e-06
58	1.52	1.5400000000874	-0.0200000000874025
59	1.56	1.52000132213923	0.0399986778607673
60	1.59	1.55999735580895	0.0300026441910515
61	1.61	1.58999801661636	0.02000198338364
62	1.56	1.60999867772966	-0.0499986777296575
63	1.51	1.56000330526066	-0.0500033052606563
64	1.48	1.51000330556657	-0.0300033055665683
65	1.49	1.48000198342736	0.00999801657263855
66	1.48	1.4899993390615	-0.00999933906150474
67	1.47	1.48000066102592	-0.0100006610259209
68	1.47	1.47000066111331	-6.61113311872796e-07
69	1.46	1.4700000000437	-0.0100000000437042
70	1.45	1.46000066106962	-0.0100006610696164
71	1.45	1.45000066111331	-6.61113314759376e-07
72	1.45	1.4500000000437	-4.37041514089742e-11

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	1.45	1.41613390402981	1.4838660959702
74	1.45	1.402107690808	1.497892309192
75	1.45	1.39134478622303	1.50865521377697
76	1.45	1.38227116620891	1.5177288337911
77	1.45	1.37427711211146	1.52572288788855
78	1.45	1.36704991516785	1.53295008483215
79	1.45	1.36040380924872	1.53959619075129
80	1.45	1.3542177562352	1.54578224376481
81	1.45	1.34840768216002	1.55159231783999
82	1.45	1.34291237294823	1.55708762705178
83	1.45	1.33768561672226	1.56231438327775
84	1.45	1.33269151132787	1.56730848867213