Multiple Linear Regression - Estimated Regression Equation
IndicatorConsumerConfidence[t] = + 0.191400287096518 + 0.250866647603261EconomicSituation[t] -0.249338695569988UnemploymentBelgium[t] + 0.270904681924814FinancialSituationFam[t] + 0.229548557975287SavingsFam[t] -0.00217439712149102t + e[t]


Multiple Linear Regression - Ordinary Least Squares
VariableParameterS.D.T-STAT
H0: parameter = 0
2-tail p-value1-tail p-value
(Intercept)0.1914002870965180.2043070.93680.3508290.175414
EconomicSituation0.2508666476032610.00553745.305100
UnemploymentBelgium-0.2493386955699880.001682-148.275500
FinancialSituationFam0.2709046819248140.02676110.123100
SavingsFam0.2295485579752870.01066621.522100
t-0.002174397121491020.001574-1.38170.1697730.084887


Multiple Linear Regression - Regression Statistics
Multiple R0.99899512871707
R-squared0.997991267200435
Adjusted R-squared0.997903164884665
F-TEST (value)11327.6394436822
F-TEST (DF numerator)5
F-TEST (DF denominator)114
p-value0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation0.322464942607972
Sum Squared Residuals11.8541348700726


Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or IndexActualsInterpolation
Forecast
Residuals
Prediction Error
11313.1577114012855-0.157711401285462
288.32060581355613-0.320605813556126
377.27641670941175-0.276416709411749
433.58564463463133-0.585644634631328
533.27579328773532-0.275793287735316
643.813652405703330.186347594296674
744.24950493163129-0.249504931631286
800.456478368083956-0.456478368083956
9-4-4.026473924695660.026473924695658
10-14-14.21582739808220.215827398082215
11-18-18.20717302759670.207173027596666
12-8-8.190034279758280.190034279758284
13-1-1.457471118711570.457471118711566
1411.47788017104937-0.477880171049369
1521.957401034812850.0425989651871516
160-0.1761926050034210.176192605003421
1711.22152249066121-0.221522490661206
180-0.1975235295014090.197523529501409
19-1-1.570996141447290.570996141447292
20-3-3.49991101043650.499911010436496
21-3-3.480767317930010.480767317930013
22-3-2.75165986186969-0.248340138130305
23-4-3.73164680040329-0.268353199596711
24-8-7.96348454885279-0.0365154511472096
25-9-9.093978170088630.0939781700886262
26-13-12.8263542655454-0.173645734454568
27-18-18.25212268064760.252122680647566
28-11-10.7014773558739-0.298522644126133
29-9-9.385116349368280.385116349368277
30-10-10.45343155048030.453431550480315
31-13-12.7258040501863-0.274195949813655
32-11-10.5222304070609-0.477769592939078
33-5-5.29053117226080.290531172260804
34-15-14.7069987717892-0.293001228210827
35-6-6.477371278742950.477371278742954
36-6-6.149270581155530.149270581155528
37-3-3.192849098493470.19284909849347
38-1-1.045342067358750.0453420673587534
39-3-2.7365728247526-0.263427175247396
40-4-4.009814693418560.0098146934185576
41-6-5.76524761642318-0.234752383576818
420-0.3075515211680250.307551521168025
43-4-4.045543631304220.0455436313042207
44-2-2.025330669377890.0253306693778879
45-2-2.359308113241570.359308113241569
46-6-6.278885055816730.27888505581673
47-7-7.052665271489990.0526652714899872
48-6-5.84289471312427-0.157105286875731
49-6-5.55437429072625-0.445625709273755
50-3-3.657733907194790.65773390719479
51-2-2.369298591903970.36929859190397
52-5-4.66934888609792-0.330651113902083
53-11-11.59090157789310.590901577893128
54-11-10.8646021291725-0.135397870827495
55-11-11.34871968390580.348719683905817
56-10-9.59965930063115-0.400340699368851
57-14-13.5507136319413-0.449286368058672
58-8-8.020679817455330.0206798174553295
59-9-9.210177279642660.210177279642658
60-5-4.87468860036875-0.125311399631246
61-1-1.150212996675180.150212996675179
62-2-2.321448273301080.321448273301079
63-5-5.322046722122370.322046722122373
64-4-3.59864038784865-0.401359612151353
65-6-5.57928590945559-0.420714090544409
66-2-2.120635338133310.120635338133309
67-2-1.84909704599029-0.150902954009709
68-2-1.55020209492405-0.449797905075945
69-2-1.61224269828335-0.387757301716648
7022.42907756738438-0.429077567384382
7110.7789550372132070.221044962786793
72-8-7.8367791006758-0.163220899324201
73-1-1.26426745287890.264267452878903
7410.8784078254291440.121592174570856
75-1-0.626158449972221-0.373841550027779
7621.786508026786830.213491973213171
7721.872295320411170.127704679588831
7811.39098577301755-0.390985773017552
79-1-0.822016313904374-0.177983686095626
80-2-2.357068391133350.357068391133351
81-2-1.83899941076004-0.16100058923996
82-1-0.86385705992313-0.13614294007687
83-8-7.52441647217372-0.475583527826281
84-4-4.064485845545010.0644858455450152
85-6-6.297525966788490.297525966788493
86-3-3.466374807847840.466374807847842
87-3-3.280852564397280.280852564397278
88-7-7.220715438020840.220715438020841
89-9-8.82704040873541-0.172959591264593
90-11-11.12758649638310.127586496383057
91-13-13.10571247904930.105712479049324
92-11-11.28431437654380.284314376543814
93-9-8.63610620878215-0.363893791217855
94-17-17.1094692175890.109469217588978
95-22-21.5188037358313-0.481196264168673
96-25-24.5391923222473-0.460807677752679
97-20-20.34112434412320.341124344123163
98-24-24.05474246056480.0547424605648353
99-24-24.0787307407680.078730740768006
100-22-21.4268522003803-0.573147799619672
101-19-19.42618147932180.426181479321846
102-18-17.5295410957904-0.470458904209609
103-17-17.32575666677840.325756666778397
104-11-11.07232865600380.0723286560038048
105-11-11.09582114275330.0958211427532713
106-12-11.3087861188349-0.691213881165082
107-10-9.74486226551946-0.255137734480536
108-15-15.06135090024780.0613509002477917
109-15-14.8766129186499-0.123387081350054
110-15-15.10858377047360.108583770473573
111-13-12.5894455206804-0.410554479319585
112-8-7.99540499736897-0.00459500263102984
113-13-12.8606841730399-0.13931582696006
114-9-9.38529936818950.385299368189501
115-7-6.78468835413154-0.215311645868455
116-4-4.077357670312620.0773576703126225
117-4-4.105434013161910.105434013161907
118-2-2.627814676937920.627814676937922
1190-0.3800769025232770.380076902523277
120-2-1.92905520594071-0.0709447940592861


Goldfeld-Quandt test for Heteroskedasticity
p-valuesAlternative Hypothesis
breakpoint indexgreater2-sidedless
90.6212760832169340.7574478335661330.378723916783066
100.4613060782088680.9226121564177360.538693921791132
110.3465808248049680.6931616496099360.653419175195032
120.2560105968704650.512021193740930.743989403129535
130.1832917108775830.3665834217551670.816708289122417
140.3920441660877970.7840883321755930.607955833912203
150.3092005714738840.6184011429477670.690799428526116
160.2281011598069740.4562023196139470.771898840193026
170.201362216331760.4027244326635190.79863778366824
180.14069067343520.28138134687040.8593093265648
190.3162326088292030.6324652176584060.683767391170797
200.2872685079269030.5745370158538050.712731492073097
210.2356216894560290.4712433789120580.764378310543971
220.4085438980837890.8170877961675790.591456101916211
230.5173568198369760.9652863603260480.482643180163024
240.5037888910415140.9924222179169720.496211108958486
250.4321146610663120.8642293221326240.567885338933688
260.3963489693473570.7926979386947130.603651030652643
270.3508103164378680.7016206328757360.649189683562132
280.4467076139950540.8934152279901070.553292386004946
290.3996924195774830.7993848391549650.600307580422517
300.3926091690187410.7852183380374830.607390830981259
310.463465731622690.926931463245380.53653426837731
320.5374399477922160.9251201044155680.462560052207784
330.5219320327046870.9561359345906260.478067967295313
340.6102811573938430.7794376852123140.389718842606157
350.6278736310715890.7442527378568210.372126368928411
360.5730195794523490.8539608410953020.426980420547651
370.5232813884503580.9534372230992830.476718611549642
380.4639067745511110.9278135491022220.536093225448889
390.461801295096090.9236025901921790.538198704903911
400.403686819755530.8073736395110590.59631318024447
410.3718857844555670.7437715689111330.628114215544433
420.3912230917683360.7824461835366730.608776908231664
430.3455053070735180.6910106141470360.654494692926482
440.2967312264635770.5934624529271530.703268773536423
450.3224331403615040.6448662807230070.677566859638496
460.2961448017438550.5922896034877110.703855198256145
470.2515046695532020.5030093391064040.748495330446798
480.2263432802873050.4526865605746110.773656719712695
490.2765527367515240.5531054735030470.723447263248476
500.4300904444089390.8601808888178770.569909555591061
510.4593636151985410.9187272303970830.540636384801459
520.4403348324209170.8806696648418330.559665167579083
530.6215469602355920.7569060795288150.378453039764408
540.5804707490172570.8390585019654850.419529250982743
550.6204772494282970.7590455011434070.379522750571703
560.6177531060973420.7644937878053150.382246893902658
570.599552551980560.800894896038880.40044744801944
580.5530495451308370.8939009097383260.446950454869163
590.5455224625159940.9089550749680130.454477537484006
600.4974359457783920.9948718915567850.502564054221608
610.4769802847378880.9539605694757760.523019715262112
620.5175072834167870.9649854331664270.482492716583213
630.5708430715814350.858313856837130.429156928418565
640.5632237183179940.8735525633640130.436776281682006
650.5447519161302380.9104961677395230.455248083869762
660.5321220959078530.9357558081842930.467877904092147
670.4813598542591250.9627197085182510.518640145740875
680.4746309706437480.9492619412874970.525369029356252
690.4414146844351160.8828293688702310.558585315564884
700.4436718060568380.8873436121136760.556328193943162
710.4554577679998510.9109155359997010.54454223200015
720.4116662902243770.8233325804487550.588333709775623
730.4257169491670630.8514338983341260.574283050832937
740.4107552654128720.8215105308257450.589244734587127
750.3876246577424880.7752493154849770.612375342257512
760.3965827646097810.7931655292195610.603417235390219
770.379432629316250.75886525863250.62056737068375
780.365637293126940.7312745862538810.63436270687306
790.3228615175259790.6457230350519590.677138482474021
800.3986723547838630.7973447095677260.601327645216137
810.3485716285284450.697143257056890.651428371471555
820.3121667946986110.6243335893972220.687833205301389
830.3836654055303320.7673308110606630.616334594469668
840.3613127287620830.7226254575241670.638687271237917
850.3633689503169270.7267379006338540.636631049683073
860.4067617153497110.8135234306994220.593238284650289
870.3860697939295940.7721395878591880.613930206070406
880.368047272596350.73609454519270.63195272740365
890.3232454677055160.6464909354110320.676754532294484
900.2738645452169160.5477290904338320.726135454783084
910.2249144920364620.4498289840729250.775085507963538
920.2456100992262480.4912201984524960.754389900773752
930.2695738940251670.5391477880503330.730426105974833
940.2185283359688560.4370566719377120.781471664031144
950.2762025506208260.5524051012416510.723797449379174
960.3869089096840310.7738178193680630.613091090315969
970.3390080786229880.6780161572459760.660991921377012
980.2734525426130780.5469050852261560.726547457386922
990.2134572754752880.4269145509505770.786542724524712
1000.3250555491569430.6501110983138860.674944450843057
1010.487473831381150.97494766276230.51252616861885
1020.4801269406732380.9602538813464760.519873059326762
1030.5069438794550250.986112241089950.493056120544975
1040.4608082302077540.9216164604155080.539191769792246
1050.642556032704370.714887934591260.35744396729563
1060.8112976000257250.3774047999485490.188702399974275
1070.8290962105346840.3418075789306310.170903789465316
1080.7406137315405860.5187725369188280.259386268459414
1090.7616673903261380.4766652193477240.238332609673862
1100.9643729902361530.07125401952769350.0356270097638468
1110.9704912080943450.05901758381131010.029508791905655


Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description# significant tests% significant testsOK/NOK
1% type I error level00OK
5% type I error level00OK
10% type I error level20.0194174757281553OK