Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.00316737455888981
gamma	0

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	102.02	101.625212089844	0.394787910156055
14	101.51	101.507742377567	0.00225762243331928
15	101.62	101.609033306134	0.0109666938663224
16	101.83	101.803269840733	0.0267301592672169
17	102.06	102.023343513441	0.0366564865593233
18	102.14	102.094746463915	0.045253536085383
19	102.14	102.040922165692	0.0990778343081047
20	102.59	102.732900350592	-0.142900350591788
21	102.92	102.68566870724	0.234331292760501
22	103.31	103.260337837614	0.0496621623858431
23	103.54	103.402376978953	0.13762302104675
24	103.58	103.517355274265	0.0626447257345717
25	103.58	103.574833005177	0.00516699482281524
26	102.83	103.060451390502	-0.230451390501727
27	102.86	102.93031251457	-0.0703125145697072
28	103.03	103.045304884023	-0.0153048840232657
29	103.2	103.225320347881	-0.0253203478806654
30	103.28	103.234685902294	0.0453140977061679
31	103.28	103.179367772334	0.100632227665514
32	103.79	103.879068417629	-0.0890684176294769
33	103.92	103.886469816636	0.0335301833635242
34	104.26	104.262844397673	-0.00284439767270328
35	104.41	104.352301660274	0.057698339725647
36	104.45	104.386050653105	0.0639493468947308
37	99.92	104.443678950596	-4.52367895059611
38	99.18	99.4070897444926	-0.227089744492602
39	99.18	99.2650280743461	-0.0850280743461269
40	99.35	99.3469083923187	0.00309160768127015
41	99.62	99.5266159084653	0.093384091534702
42	99.67	99.6420482682518	0.0279517317481606
43	99.72	99.5614429072001	0.158557092799867
44	100.08	100.287074739826	-0.207074739825771
45	100.39	100.161398045022	0.228601954977691
46	100.77	100.71002142804	0.05997857195959
47	101.03	100.848191458443	0.181808541556506
48	101.07	100.996123830863	0.0738761691365966
49	101.29	101.053227507336	0.236772492664485
50	101.1	100.770828074647	0.329171925353279
51	101.2	101.188833176451	0.0111668235487627
52	101.15	101.3727109081	-0.222710908100154
53	101.24	101.331657976243	-0.0916579762426721
54	101.16	101.263783405275	-0.103783405275337
55	100.81	101.050865625942	-0.240865625942178
56	101.02	101.383322078925	-0.363322078925492
57	101.15	101.101828706861	0.0481712931387648
58	101.06	101.471655769687	-0.411655769687258
59	101.17	101.136458236455	0.0335417635454149
60	101.22	101.133754150391	0.0862458496090284
61	101.84	101.200913801137	0.639086198863467
62	101.79	101.316721461264	0.473278538736096
63	101.88	101.87850287561	0.00149712438978611
64	101.9	102.05291055381	-0.152910553810258
65	101.91	102.082219751392	-0.172219751391623
66	101.96	101.932959360425	0.0270406395754179
67	101.26	101.849348136389	-0.589348136388764
68	101.06	101.834360606103	-0.774360606103386
69	100.98	101.139322335849	-0.159322335848756
70	101.12	101.29805427892	-0.178054278920001
71	101.24	101.194026433469	0.0459735665314724
72	101.25	101.201287047408	0.0487129525915435

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	101.228376098623	100.005803164486	102.450949032761
74	100.704147864968	98.9774767704869	102.430818959449
75	100.786454287209	98.6660780266241	102.906830547794
76	100.952251287113	98.4970191758193	103.407483398406
77	101.127891286845	98.3757642416801	103.88001833201
78	101.14621789863	98.128007953516	104.164427843744
79	101.03193720246	97.7716991352984	104.292175269621
80	101.601938072323	98.0951211281524	105.108755016494
81	101.680563463888	97.9559351359416	105.405191791835
82	102.000104217473	98.0600157163334	105.940192718614
83	102.074507612475	97.937018791803	106.211996433148
84	102.035091834426	82.7814942571629	121.288689411689