10000 Obs Sample from a Normal Distribution          1
             with Mean=50 and Standard Deviation=10

                    The UNIVARIATE Procedure
                          Variable:  X

                            Moments

N                       10000    Sum Weights              10000
Mean               50.0323744    Sum Observations    500323.744
Std Deviation      9.92013874    Variance            98.4091525
Skewness            -0.019929    Kurtosis            -0.0163755
Uncorrected SS       26016378    Corrected SS        983993.116
Coeff Variation    19.8274395    Std Error Mean      0.09920139


                   Basic Statistical Measures
 
         Location                    Variability

     Mean     50.03237     Std Deviation            9.92014
     Median   50.06492     Variance                98.40915
     Mode       .          Range                   76.51343
                           Interquartile Range     13.28179


                   Tests for Location: Mu0=50
 
        Test           -Statistic-    -----p Value------

        Student's t    t   0.32635    Pr > |t|    0.7442
        Sign           M        26    Pr >= |M|   0.6101
        Signed Rank    S    174063    Pr >= |S|   0.5466


                   Location Counts: Mu0=50.00
 
                   Count                Value

                   Num Obs > Mu0         5026
                   Num Obs ^= Mu0       10000
                   Num Obs < Mu0         4974


                      Tests for Normality
 
   Test                  --Statistic---    -----p Value------

   Kolmogorov-Smirnov    D     0.006595    Pr > D     >0.1500
   Cramer-von Mises      W-Sq  0.049963    Pr > W-Sq  >0.2500
   Anderson-Darling      A-Sq  0.371151    Pr > A-Sq  >0.2500
          10000 Obs Sample from a Normal Distribution          2
             with Mean=50 and Standard Deviation=10

                    The UNIVARIATE Procedure
                          Variable:  X

                    Quantiles (Definition 5)
 
                     Quantile      Estimate

                     100% Max       90.2105
                     99%            72.6780
                     95%            66.2221
                     90%            62.6678
                     75% Q3         56.7280
                     50% Median     50.0649
                     25% Q1         43.4462
                     10%            37.1139
                     5%             33.5454
                     1%             26.9189
                     0% Min         13.6971