Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikes
                                                     Student t(18)    Prob.
Days Lost  =    5724.09390 +  4046.01081 * Strikes       1.57        0.1342

Variance = 12131377544.000000


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikes Strikers
                                                     Student t(17)    Prob.
Days Lost  =    9915.56280 -   804.53157 * Strikes       0.31        0.7599
                           +    18.95866 * Strikers      3.19        0.0053

Variance = 8029763266.000000


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikers
                                                     Student t(18)    Prob.
Days Lost  =    -644.39849 +    17.87753 * Strikers      3.81        0.0013

Variance = 7626680002.000000

         Observed       Fitted       Residual
  1       0.00000    -429.86813     429.86811
  2    2735.00007    6113.30776   -3378.30781
  3    1132.00004    8115.59097   -6983.59121
  4   24411.00060   42458.32544  -18047.32580
  5  196227.00500  269073.88513  -72846.88138
  6    8202.00030   58887.77466  -50685.77661
  7   26523.00060   58852.02075  -32329.02111
  8  412709.01013  253377.42688  159331.59875
  9   35541.00122   56760.34888  -21219.34924
 10   47330.00122   26600.95568   20729.04748
 11   55083.00122   90799.16653  -35716.16724
 12   62909.00122  132793.48938  -69884.49075
 13   12550.00030  161790.84875 -149240.85657
 14    8717.00030   31445.76623  -22728.76720
 15   90759.00247  123050.22903  -32291.22814
 16   50665.00122  108211.87747  -57546.87817
 17  147636.00500   95000.38528   52635.62622
 18  332065.01013  123407.77591  208657.22375
 19  167683.00500   19968.39318  147714.61438
 20   13595.00030   30194.34045  -16599.34142


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikers Offensive
                                                     Student t(17)    Prob.
Days Lost  =   42443.12622 +    25.20525 * Strikers      4.51        0.0003
                           - 11404.31280 * Offensive     2.06        0.0548

Variance = 8029763266.000000

         Observed       Fitted       Residual
  1       0.00000   31341.27795  -31341.27892
  2    2735.00007   -5050.85195    7785.85171
  3    1132.00004   31985.07482  -30853.07580
  4   24411.00060     574.17971   23836.82092
  5  196227.00500  274458.72888  -78231.72513
  6    8202.00030   23737.80529  -15535.80547
  7   26523.00060   92113.27591  -65590.27982
  8  412709.01013  263732.82263  148976.19250
  9   35541.00122  -24878.87658   60419.87622
 10   47330.00122  -21782.88439   69112.88528
 11   55083.00122   57324.87622   -2241.87519
 12   62909.00122  127936.33060  -65027.33130
 13   12550.00030  111797.68997  -99247.69388
 14    8717.00030   19260.68029  -10543.68047
 15   90759.00247  159816.72375  -69057.72513
 16   50665.00122  116087.73685  -65422.73755
 17  147636.00500  131673.98938   15962.01592
 18  332065.01013  160320.81750  171744.19250
 19  167683.00500   71504.78372   96178.22122
 20   13595.00030   74517.87747  -60922.87817


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikers Offensive Defensive
                                                     Student t(16)    Prob.
Days Lost  =   21519.40295 +    23.88693 * Strikers      4.17        0.0007
                           - 12579.06573 * Offensive     2.23        0.0405
                           +  2723.81257 * Defensive     1.01        0.3254

Variance = 6447951554.000000


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikers Offensive
                                                     Student t(17)    Prob.
Days Lost  =   42443.12622 +    25.20525 * Strikers      4.51        0.0003
                           - 11404.31280 * Offensive     2.06        0.0548

Variance = 6459080386.000000


Normal Linear Regression

Dependent variable: Days Lost 

Independent variables:
Strikers Offensive Length
                                                     Student t(16)    Prob.
Days Lost  =  -13191.10235 +    16.73219 * Strikers      4.44        0.0004
                           -  9791.53545 * Offensive     2.88        0.0109
                           +   371.75324 * Length        5.41        0.0001

Variance = 2425723744.000000

         Observed       Fitted       Residual
  1       0.00000  -15718.53790   15718.53741
  2    2735.00007  -42069.14380   44804.14185
  3    1132.00004  -17140.33752   18272.33654
  4   24411.00060  -22311.28283   46722.28247
  5  196227.00500  174040.25500   22186.75060
  6    8202.00030   15370.78936   -7168.78945
  7   26523.00060   77060.56497  -50537.56567
  8  412709.01013  352787.04138   59921.96997
  9   35541.00122   39642.09497   -4101.09414
 10   47330.00122   10431.67999   36898.32153
 11   55083.00122  107566.34622  -52483.34692
 12   62909.00122  109449.12747  -46540.12817
 13   12550.00030   82054.76028  -69504.76419
 14    8717.00030  -11794.02813   20511.02795
 15   90759.00247  167005.95813  -76246.95950
 16   50665.00122   67734.85403  -17069.85314
 17  147636.00500   86231.38528   61404.62622
 18  332065.01013  270688.01013   61377.00122
 19  167683.00500  206847.86438  -39164.86255
 20   13595.00030   38594.67310  -24999.67345

Normal Linear Regression

Dependent variable: D L       

Independent variables:
Strikers Offensive Length
                                                     Student t(16)    Prob.
D L        =    -131.91108 +     0.16732 * Strikers      4.44        0.0004
                           -    97.91531 * Offensive     2.88        0.0109
                           +     3.71753 * Length        5.41        0.0001

Variance = 242572.411255

         Observed       Fitted       Residual
  1       0.00000    -157.18541     157.18540
  2      27.35000    -420.69131     448.04130
  3      11.32000    -171.40336     182.72336
  4     244.11000    -223.11256     467.22254
  5    1962.27006    1740.40177     221.86829
  6      82.02000     153.70813     -71.68815
  7     265.23002     770.60561    -505.37563
  8    4127.08999    3527.86995     599.22023
  9     355.41001     396.42140     -41.01139
 10     473.30000     104.31726     368.98274
 11     550.83003    1075.66361    -524.83367
 12     629.09004    1094.49125    -465.40127
 13     125.50000     820.54756    -695.04759
 14      87.17000    -117.94016     205.11016
 15     907.59004    1670.05948    -762.46953
 16     506.65000     677.34828    -170.69832
 17    1476.36002     862.31362     614.04640
 18    3320.64997    2706.88020     613.76979
 19    1676.82999    2068.47883    -391.64895
 20     135.95000     385.94663    -249.99665

Normal Linear Regression

Dependent variable: Strikes   

Independent variables:
Strikes-1

1 observations with missing value code.
                                                     Student t(17)    Prob.
Strikes    =       8.68050 +     0.57641 * Strikes-1     2.96        0.0088

Variance = 59.619245

         Observed       Fitted       Residual
  1       3.00000
  2       7.00000      10.40973      -3.40973
  3      13.00000      12.71537       0.28463
  4      21.00000      16.17383       4.82618
  5      23.00000      20.78510       2.21490
  6      30.00000      21.93792       8.06208
  7      20.00000      25.97279      -5.97279
  8      36.00000      20.20869      15.79131
  9      34.00000      29.43124       4.56876
 10      22.00000      28.27842      -6.27842
 11      25.00000      21.36151       3.63849
 12      33.00000      23.09074       9.90926
 13      20.00000      27.70202      -7.70201
 14      11.00000      20.20869      -9.20869
 15      19.00000      15.02101       3.97899
 16      20.00000      19.63228       0.36772
 17      25.00000      20.20869       4.79131
 18      19.00000      23.09074      -4.09074
 19       6.00000      19.63228     -13.63228
 20       4.00000      12.13896      -8.13896


Normal Linear Regression

Dependent variable: Strikes   

Independent variables:
Strikes-1 Strikes-2

2 observations with missing value code.
                                                     Student t(15)    Prob.
Strikes    =      11.54606 +     0.61083 * Strikes-1     2.32        0.0351
                           -     0.16112 * Strikes-2     0.64        0.5348

Variance = 64.798701