Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.984327064331654
beta	0.0175907963968444
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	95.3	87.923092948718	7.376907051282
14	97.68	97.9351502018701	-0.255150201870052
15	98.53	98.9999323270602	-0.469932327060206
16	98.32	98.9630783363422	-0.643078336342228
17	97.02	97.7729904121829	-0.752990412182939
18	90.13	91.1291749550674	-0.999174955067417
19	88.49	90.9540659116604	-2.46406591166037
20	88.07	88.3510261798338	-0.28102617983383
21	87.17	88.115278876332	-0.945278876332026
22	86.1	88.1447387373649	-2.04473873736487
23	86.59	86.2219823181742	0.368017681825819
24	85.89	91.6851229372161	-5.79512293721606
25	85.82	92.1803254509837	-6.36032545098375
26	86.68	88.1934029829768	-1.51340298297676
27	86.3	87.6370665687797	-1.33706656877968
28	86.32	86.3497206490342	-0.0297206490342319
29	85.61	85.3780404793217	0.231959520678259
30	85.52	79.333319794842	6.186680205158
31	85.97	85.9663474344591	0.00365256554087523
32	86.6	85.6271573230859	0.972842676914112
33	86.78	86.4375200363889	0.342479963611126
34	84.98	87.5619254371992	-2.58192543719917
35	85.21	84.9835165720628	0.226483427937239
36	86.39	90.0435959938622	-3.65359599386217
37	88.39	92.50783310686	-4.11783310686
38	88.83	90.7129810736981	-1.88298107369815
39	95.76	89.6979823961515	6.06201760384855
40	100.98	95.744720831731	5.23527916826903
41	102.56	100.081263359218	2.47873664078234
42	102.92	96.5019769063684	6.41802309363159
43	104.35	103.430363892948	0.919636107051701
44	105.07	104.188400045212	0.881599954788484
45	105.41	105.077899385847	0.332100614153347
46	105.06	106.324903317315	-1.26490331731506
47	104.33	105.288344569258	-0.958344569258401
48	104.61	109.302291668683	-4.69229166868303
49	104.78	110.899789619614	-6.11978961961361
50	104.38	107.297673290986	-2.91767329098622
51	104.08	105.499093707293	-1.41909370729344
52	103.4	104.149851415304	-0.749851415303567
53	101.72	102.429068721229	-0.709068721229059
54	100.1	95.5956861080083	4.50431389199173
55	100.37	100.343052158345	0.0269478416550015
56	96.27	99.9952086586261	-3.72520865862613
57	95.28	96.0351357009984	-0.755135700998409
58	95.85	95.8617345279584	-0.0117345279583674
59	96.76	95.7600279157934	0.999972084206604
60	97	101.373505132658	-4.37350513265764
61	96.71	102.998367982558	-6.28836798255793
62	96.97	99.0135307887093	-2.0435307887093
63	96.97	97.8470451483621	-0.877045148362143
64	98.01	96.7993952167259	1.21060478327415
65	99.18	96.8004775933121	2.37952240668795
66	99.51	92.9339628745902	6.5760371254098
67	99.16	99.5312558383338	-0.371255838333823
68	99.4	98.6065945715229	0.793405428477058
69	97.59	99.0930579562981	-1.50305795629814
70	96.71	98.1343500385318	-1.42435003853177
71	96.56	96.5728066803266	-0.0128066803265909
72	96.42	101.002406343686	-4.58240634368566

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	102.285259568152	96.1554984437884	108.415020692516
74	104.559274944329	95.8833629315656	113.235186957093
75	105.460470868339	94.7701236848734	116.150818051805
76	105.361922585586	92.9267819474547	117.797063223718
77	104.22181531091	90.2096213744373	118.234009247383
78	98.0697633615001	82.5961528626035	113.543373860397
79	97.962255179596	81.1120806444845	114.812429714707
80	97.304767722835	79.1429564368242	115.466579008846
81	96.8440134360191	77.4217536770387	116.266273195
82	97.2618104098433	76.6203650381519	117.903255781535
83	97.0448498127543	75.2180498148346	118.871649810674
84	101.336091586382	78.3520428178515	124.320140354913