Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.924039247655013
beta	0.0247732549460181
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	99.75	98.5555555555556	1.19444444444444
14	99.8	99.7460434966052	0.0539565033947582
15	99.99	100.010577628446	-0.0205776284462047
16	100.25	100.267851578554	-0.0178515785539304
17	100.08	100.118069190393	-0.0380691903925481
18	100.08	100.122066809388	-0.0420668093879328
19	100.08	100.035574167522	0.0444258324775717
20	100.06	100.422521093535	-0.362521093535037
21	101	100.428051117804	0.571948882195798
22	101.81	102.229744153617	-0.419744153617287
23	101.82	101.924632012935	-0.104632012934644
24	101.96	102.004550678131	-0.0445506781309462
25	101.96	102.069281256645	-0.109281256644735
26	101.93	101.957250078578	-0.0272500785779926
27	102.03	102.128032454476	-0.0980324544755007
28	102.11	102.299117105869	-0.189117105868704
29	102.07	101.970797313404	0.099202686595973
30	102.34	102.085732635564	0.254267364436345
31	102.34	102.270814732102	0.0691852678983906
32	102.33	102.641475418371	-0.311475418370577
33	102.77	102.758072267181	0.01192773281862
34	103.08	103.947049905561	-0.867049905560748
35	103.38	103.222402241196	0.157597758803675
36	103.44	103.525054544607	-0.0850545446070043
37	99.1	103.522372998569	-4.42237299856876
38	99.15	99.3073059769339	-0.157305976933856
39	99.21	99.2257568011632	-0.0157568011631781
40	99.01	99.3410538218396	-0.331053821839546
41	99.08	98.7753360779925	0.304663922007478
42	99.11	98.968463939265	0.141536060734964
43	100.11	98.9092977914612	1.20070220853883
44	100.31	100.196490222798	0.113509777202367
45	100.55	100.639965504858	-0.0899655048581138
46	101.38	101.57529899108	-0.195298991080193
47	101.49	101.471862904146	0.0181370958537599
48	101.5	101.546677932122	-0.0466779321222361
49	100.69	101.170332308134	-0.480332308133924
50	100.8	100.932422765164	-0.13242276516435
51	100.58	100.89576791369	-0.315767913690493
52	100.34	100.714174078544	-0.374174078544357
53	100.38	100.160195423397	0.219804576602712
54	100.33	100.263870349778	0.0661296502219955
55	101.06	100.215106359624	0.844893640375531
56	101.15	101.082414359785	0.0675856402151567
57	101.36	101.458427136294	-0.0984271362938074
58	101.98	102.368176167961	-0.388176167961447
59	102.24	102.088547161052	0.151452838947648
60	102.34	102.27049995737	0.0695000426299117
61	101.91	101.960098300233	-0.0500983002332163
62	101.8	102.147549692522	-0.347549692521937
63	101.8	101.894637867749	-0.0946378677486592
64	101.73	101.914458073463	-0.184458073462935
65	101.8	101.586764170555	0.213235829444912
66	101.81	101.678406337632	0.131593662368417
67	102.28	101.75649801331	0.523501986690036
68	101.7	102.267634337668	-0.567634337668224
69	101.7	102.029379082256	-0.329379082256452
70	102.37	102.683733683835	-0.313733683835039
71	102.43	102.495610963181	-0.0656109631805464
72	102.41	102.447522067584	-0.0375220675844474

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	102.003452084362	100.691517212152	103.315386956572
74	102.190057548214	100.383261830616	103.996853265812
75	102.260918479616	100.051083915415	104.470753043818
76	102.346943205282	99.7818796443639	104.9120067662
77	102.209705670693	99.319227953955	105.10018338743
78	102.083027423315	98.887545654636	105.278509191993
79	102.051198131741	98.5655013814263	105.536894882055
80	101.965637903699	98.2008537679043	105.730422039494
81	102.252914447355	98.2176373998022	106.288191494907
82	103.203273996865	98.904266032943	107.502281960786
83	103.321540236286	98.7641913014552	107.878889171116
84	103.335353164483	98.5239974070149	108.146708921951