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\par \b \ul regresion aseo culex\ulnone \b0 
\par \b \ul SUMMARY OF OUTPUT: ORDINARY LEAST SQUARES ESTIMATION \ulnone \b0 
\par Data set            : \b variables 2009 \b0 
\par Dependent Variable  :\b   TASA_CULEX \b0  Number of Observations:   22
\par Mean dependent var  :     20,2727  Number of Variables   :    2
\par S.D. dependent var  :     6,64134  Degrees of Freedom    :   20 
 
 
\par 
 
\par R-squared           :    0,005404  F-statistic           :    0,108659
\par Adjusted R-squared  :   -0,044326  Prob(F-statistic)     :    0,745104
\par Sum squared residual:      965,12  Log likelihood        :      -72,81
\par Sigma-square        :      48,256  Akaike info criterion :      149,62
\par S.E. of regression  :     6,94665  Schwarz criterion     :     151,802
\par Sigma-square ML     :     43,8691
\par S.E of regression ML:     6,62338

 
 
\par -----------------------------------------------------------------------
\par \b     Variable    Coefficient     Std.Error    t-Statistic   Probability \b0 
\par -----------------------------------------------------------------------
\par     CONSTANT      17,64813       8,098694       2,179133    0,0414510
\par   COBERT_ASE    0,03151803       0,095615      0,3296348    0,7451038
\par -----------------------------------------------------------------------
\par 
 
\par 
\par \bREGRESSION DIAGNOSTICS \b0 
\par MULTICOLLINEARITY CONDITION NUMBER   10,844343
\par TEST ON NORMALITY OF ERRORS
\par TEST                  DF          VALUE            PROB
\par Jarque-Bera            2           21,07132        0,0000266
\par 
 
 
\par \b DIAGNOSTICS FOR HETEROSKEDASTICITY \b0 
\par RANDOM COEFFICIENTS
\par TEST                  DF          VALUE            PROB
\par Breusch-Pagan test     1            10,1519        0,0014415
\par Koenker-Bassett test   1           2,694487        0,1006959
\par SPECIFICATION ROBUST TEST
\par TEST                  DF          VALUE            PROB
\par White                  2           5,413012        0,0667697
\par 
 
 
\par \b \ul COEFFICIENTS VARIANCE MATRIX \ulnone \b0 
\par    CONSTANT  COBERT_ASE 

\par   65,588844   -0,761298 

\par   -0,761298    0,009142 

\par 
 
\par 
 
\par   OBS      TASA_CULEX        PREDICTED        RESIDUAL     
\par     1         41,00000        19,79136        21,20864
\par     2         19,00000        20,29565        -1,29565
\par     3         17,00000        19,94895        -2,94895
\par     4         21,00000        20,20110         0,79890
\par     5         18,00000        20,67387        -2,67387
\par     6         20,00000        20,70538        -0,70538
\par     7         18,00000        20,39020        -2,39020
\par     8         21,00000        20,35869         0,64131
\par     9         21,00000        20,64235         0,35765
\par    10         21,00000        20,48476         0,51524
\par    11         24,00000        20,48476         3,51524
\par    12         22,00000        20,29565         1,70435
\par    13         23,00000        20,26413         2,73587
\par    14         22,00000        20,57931         1,42069
\par    15         23,00000        20,45324         2,54676
\par    16         23,00000        20,13806         2,86194
\par    17         14,00000        20,79994        -6,79994
\par    18         19,00000        20,04351        -1,04351
\par    19         22,00000        20,61083         1,38917
\par    20          0,00000        19,88592       -19,88592
\par    21         21,00000        20,54779         0,45221
\par    22         16,00000        18,40457        -2,40457
\par ========================= END OF REPORT ==============================
\par 
 
 
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