Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.128930926063059
beta0
gamma0.318961787795789


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13530488.83695900046341.163040999537
14883814.75523893239968.2447610676013
15894834.61852403814959.3814759618515
161045999.13603200943545.8639679905651
1711991167.5174428106431.4825571893605
1812871265.7678925140221.2321074859849
1915651471.5441169062293.455883093782
2015771416.67395034438160.326049655620
2110761269.32628721628-193.326287216280
229181065.59758763115-147.597587631153
2310081084.10736657534-76.1073665753388
2410631034.9518793466628.0481206533357
25544581.982552876668-37.9825528766681
26635950.01704297118-315.01704297118
27804917.750504008918-113.750504008918
289801063.42543153307-83.425431533069
2910181216.09603740948-198.096037409481
3010641282.55780968998-218.557809689982
3114041474.02347356884-70.0234735688375
3212861417.91458147561-131.914581475614
3311041148.84690724577-44.8469072457747
34999983.31927443460315.6807255653965
359961041.62335100716-45.6233510071575
3610151025.6617778338-10.6617778338000
37615559.41124784027655.5887521597242
38722858.653333515306-136.653333515306
39832906.056318391442-74.0563183914425
409771069.55862086221-92.55862086221
4112701191.2360260260578.763973973949
4214371290.50915889255146.490841107447
4315201593.93855847723-73.9385584772338
4417081512.02680738275195.973192617247
4511511278.88506606664-127.885066066642
469341101.55325635512-167.553256355115
4711591121.7000205159537.2999794840518
4812091125.0045063484183.9954936515919
49699638.41288507031560.5871149296852
50830909.400985151356-79.4009851513558
51996990.0938507714445.90614922855627
5211241179.04487730169-55.0448773016915
5314581375.8299184303182.1700815696906
5412701506.27911116513-236.279111165128
5517531718.313904188634.6860958114012
5622581723.10131469524534.898685304756
5712081397.79915781362-189.79915781362
5812411178.6847664400362.315233559967
5912651298.32903611964-33.3290361196437
6018281305.30176605923522.698233940772
61809774.56118204673334.4388179532666
629971040.77010167051-43.7701016705096
6311641168.75073612202-4.75073612201572
6412051367.6983549032-162.698354903199
6515381626.18580375515-88.1858037551515
6615131647.32610180479-134.326101804787
6713781994.8473981759-616.847398175902
6820832061.2178209405321.7821790594703
6913571428.82192211012-71.8219221101172
7015361284.72546884146251.274531158535
7115261409.0793621541116.920637845899
7213761598.65940088826-222.659400888261
73779810.73714273177-31.7371427317696
7410051051.93266238057-46.9326623805705
7511931193.37607240147-0.376072401467354
7615221351.58581532867170.414184671327
7715391689.45800268104-150.458002681038
7815461689.68549575826-143.685495758261
7921161905.13461397824210.865386021764
8023262288.7565481025137.2434518974892
8115961559.5920370508036.4079629492023
8213561510.71249582125-154.712495821247
8315531548.271436262054.72856373794889
8416131632.16622149008-19.1662214900787
85814866.034135880236-52.0341358802364
8611501118.2730043574831.7269956425243
8712251295.90142116044-70.9014211604406
8816911506.94089288937184.059107110634
8917591773.46513372946-14.4651337294576
9017541793.43097722004-39.4309772200411
9121002150.52505344624-50.5250534462384
9220622474.58202317727-412.58202317727
9320121649.13461538531362.865384614687
9418971579.57425173296317.42574826704
9519641733.10680944281230.893190557190
9621861848.41951486649337.580485133513
97966990.716000674308-24.7160006743081
9815491316.00081055352232.999189446478
9915381516.7255264078421.2744735921622
10016121865.30779150913-253.307791509130
10120782048.0874998809029.9125001190969
10221372067.2207979544169.7792020455922
10329072493.16925096456413.830749035440
10422492815.31344148217-566.313441482172
10518832074.7657014799-191.765701479898
10617391898.77284610264-159.772846102645
10718281973.17415285422-145.174152854216
10818682074.50887478492-206.508874784916
10911381014.42752648855123.572473511449
11014301448.76169452102-18.7616945210216
11118091560.78133262785248.218667372145
11217631872.46637985906-109.466379859062
11322002167.8289886827732.1710113172339
11420672198.99757413641-131.997574136406
11525032712.50610912219-209.506109122188
11621412677.56580949333-536.565809493326
11721032039.0539358569663.9460641430412
11819721900.5402223616171.4597776383923
11921812012.03876025336168.961239746642
12023442141.73511193062202.264888069379
1219701141.04354334107-171.043543341066
12211991516.72816114097-317.728161140968
12317181667.2649051731950.7350948268104
12416831855.10955042207-172.109550422071
12520252182.64731643919-157.647316439192
12620512143.70912748383-92.709127483828
12724392637.04671442342-198.046714423419
12823532509.46343944927-156.463439449273
12922302081.67868386108148.321316138916
13018521953.33939339838-101.339393398375
13121472069.7932570340777.2067429659337
13222862196.1855440393889.8144559606185
13310071084.64792832794-77.647928327937
13416651430.19404726694234.805952733061
13516421769.23922025062-127.239220250619
13615181875.82278453689-357.822784536888
13718312191.54539780048-360.545397800477
13822072144.1852889921162.8147110078899
13928222637.89742440655184.102575593454
14023932566.47025484265-173.470254842647
14123062207.3178541475798.6821458524314
14217851994.72252902756-209.722529027564
14320472151.56574794136-104.565747941355
14421712259.77921774676-88.7792177467613
14512121070.26508143285141.734918567153
14613351544.13335047298-209.133350472983
14720111723.90986670660287.090133293397
14818601818.5252811857041.4747188142951
14919542201.59379662456-247.593796624557
15021522292.73539533376-140.735395333764
15128352817.7963195002017.2036804998047
15222242616.82823281669-392.828232816688
15321822297.14668489135-115.146684891355
15419921965.4977454508326.5022545491663
15523892188.10276913204200.897230867962
15627242345.61843415762378.381565842381
1578911193.66533165030-302.665331650297
15812471519.99089775425-272.990897754245
15920171833.60178236905183.398217630952
16022571846.38991421299410.610085787007
16122552205.6598829931349.3401170068732
16222552371.89557184749-116.895571847493
16330572974.9589710768182.041028923195
16433302647.35367654457682.646323455434
16518962520.14220101208-624.142201012083
16620962137.97226036438-41.9722603643763
16723742419.71801410648-45.7180141064846
16825352603.13644850766-68.1364485076638
16910411148.50094503263-107.50094503263
17017281528.24102368985199.758976310149
17122012076.81793642787124.182063572127
17224552145.67557931209309.324420687911
17322042408.11543436073-204.115434360731
17426602502.41008370423157.589916295772
17536703252.23288577992417.767114220076
17626653109.720088842-444.720088841997
17726392442.44363393001196.556366069986
17822262314.42316529856-88.423165298559
17925862612.65435638816-26.6543563881555
18026842806.99681258423-122.996812584234
18111851211.47427616192-26.4742761619227
18217491730.0709769897818.9290230102185
18324592271.6238317361187.376168263900
18426182405.78894534087212.211054659133
18525852517.2877721546567.7122278453548
18633102764.81400431412545.185995685879
18739233717.08072903676205.919270963237


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1883262.851771364763097.721529041863427.98201368767
1892779.903028373352608.905649841842950.90040690486
1902522.426002142712346.030730136782698.82127414865
1912882.932062192482693.719101965763072.14502241921
1923070.847781003582870.962648679853270.73291332731
1931340.563108470301166.828380260701514.29783667991
1941936.536834646341739.119310279892133.95435901279
1952587.659677581352357.764237526112817.55511763658
1962714.660208545322473.435654124712955.88476296592
1972761.519808001672512.879398273703010.16021772965
1983159.455099884352884.328342920683434.58185684802
1993991.417302306353706.13597459554276.69863001720