Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.848082601775169
beta	0.0746158879217505
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	93.75	91.5310576923077	2.21894230769226
14	94.1	93.8636576906362	0.236342309363778
15	94.96	95.0548049685703	-0.0948049685703012
16	95.21	95.3974460350161	-0.187446035016151
17	95.33	95.5659081579091	-0.235908157909137
18	95.43	95.6700086930242	-0.240008693024237
19	95.44	94.9046104474915	0.535389552508448
20	95.64	95.8690269812821	-0.229026981282075
21	95.8	96.2589955582746	-0.458995558274594
22	95.87	96.9390530136154	-1.06905301361542
23	95.98	96.3740812138023	-0.394081213802295
24	96.07	96.1841036229279	-0.114103622927914
25	96.23	97.4660289042405	-1.23602890424051
26	96.32	96.3466317165677	-0.0266317165677208
27	96.55	97.0271023763242	-0.477102376324183
28	96.73	96.7699120368107	-0.0399120368107333
29	96.61	96.8039311169582	-0.193931116958197
30	96.64	96.6934632128488	-0.0534632128488397
31	96.86	95.9663266122261	0.893673387773873
32	97.02	96.9034008043502	0.116599195649755
33	97.22	97.3583556182423	-0.138355618242272
34	98.1	98.0447570395119	0.0552429604880729
35	98.46	98.4340601468626	0.0259398531374018
36	98.6	98.5676467913811	0.0323532086189289
37	98.78	99.7374256548839	-0.957425654883906
38	99.13	98.9897517063354	0.140248293664641
39	99.48	99.70559250499	-0.225592504990004
40	99.62	99.7063122210881	-0.0863122210880647
41	99.68	99.6528378010398	0.0271621989602409
42	99.95	99.7404615583061	0.209538441693866
43	100.12	99.3861482209829	0.733851779017087
44	100.25	100.065405424409	0.184594575591106
45	100.47	100.539372668924	-0.0693726689235774
46	100.7	101.318132396729	-0.618132396729422
47	100.88	101.09373851591	-0.213738515909895
48	100.95	100.971698042695	-0.0216980426948936
49	100.92	101.888517600623	-0.968517600622704
50	101.12	101.240735883099	-0.12073588309913
51	101.19	101.60569111408	-0.415691114079621
52	101.28	101.38034923688	-0.100349236880348
53	101.28	101.245319369471	0.0346806305291523
54	101.3	101.280611634522	0.019388365477738
55	101.3	100.746240996582	0.553759003417952
56	101.36	101.079479928278	0.280520071721952
57	101.45	101.492445084622	-0.0424450846221447
58	101.58	102.108606677883	-0.528606677883033
59	101.73	101.925168894215	-0.195168894214916
60	101.84	101.752822803244	0.0871771967561443
61	102.01	102.529800386465	-0.519800386465121
62	102.14	102.331416938069	-0.191416938069338
63	102.16	102.527203450665	-0.367203450664974
64	102.32	102.329540841137	-0.00954084113679698
65	102.41	102.236435581693	0.173564418307009
66	102.4	102.340376437703	0.0596235622969346
67	102.43	101.877041695975	0.552958304025097
68	102.42	102.12377408105	0.296225918950299
69	102.3	102.457671199971	-0.157671199971389
70	102.65	102.851639699376	-0.201639699375889
71	102.72	102.966227109382	-0.246227109381948
72	102.86	102.760316919136	0.0996830808637839

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	103.423325648816	102.459055174694	104.387596122937
74	103.716191797904	102.4115432585	105.020840337309
75	104.060252377321	102.452344014484	105.668160740157
76	104.264222314882	102.370271742375	106.158172887389
77	104.243507616207	102.07219626982	106.414818962593
78	104.208440943017	101.763967865454	106.65291402058
79	103.791212653477	101.075137818137	106.507287488816
80	103.516723190262	100.528934482244	106.50451189828
81	103.498430671187	100.237701928585	106.759159413789
82	103.997404573819	100.461740425956	107.533068721683
83	104.266952131301	100.453812321007	108.080091941594
84	104.328720633584	100.235171877307	108.422269389861