Spreadsheet: vkaminski__40969__Benz_Curve
Sheet: wti_hu_benz_analysis

 |  |  | OPS % |  | WTI [NAME] | HU MA
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.76
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8 |  |  |  | BENZ_WTI_OPS
 |  |  | 0.8
 |  |  | 0.74 |  |  |  | Regression Statistics
 |  |  | 0.74 |  |  |  | Multiple R | 0.9164668868371985
 |  |  | 0.74 |  |  |  | R Square | 0.8399115546690664
 |  |  | 0.74 |  |  |  | Adjusted R Square | 0.8382439666968692
 |  |  | 0.74 |  |  |  | Standard Error | 0.08632058481633927
 |  |  | 0.74 |  |  |  | Observations | 195
 |  |  | 0.74
 |  |  | 0.74 |  |  |  | ANOVA
 |  |  | 0.74 |  |  |  |  | df | SS | MS | F | [NAME]
 |  |  | 0.74 |  |  |  | Regression | 2 | 7.505913333037597 | 3.752956666518799 | 503.668513249345 | 4.154882619047431e-77
 |  |  | 0.74 |  |  |  | Residual | 192 | 1.430638725702686 | 0.007451243363034822
 |  |  | 0.74 |  |  |  | Total | 194 | 8.936552058740283
 |  |  | 0.81
 |  |  | 0.81 |  |  |  |  | Coefficients | Standard Error | t Stat | P-value | Lower 95% | Upper 95% | Lower 95.0% | Upper 95.0%
 |  |  | 0.81 |  |  |  | Intercept | -0.1974102365297754 | 0.1691044232514042 | -1.167386593053746 | 0.244502003202128 | -0.5309507651683101 | 0.1361302921087592 | -0.5309507651683101 | 0.1361302921087592
 |  |  | 0.81 |  |  |  | WTI | 1.231261286452908 | 0.04814527525089496 | 25.57387573415151 | 9.620275298117547e-64 | 1.136299840442962 | 1.326222732462854 | 1.136299840442962 | 1.326222732462854
 |  |  | 0.81 |  |  |  | OPS% | 0.563527823896598 | 0.2269359932584971 | 2.483201610309113 | 0.01387798348803885 | 0.1159206608005757 | 1.01113498699262 | 0.1159206608005757 | 1.01113498699262
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.75
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.77
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.81
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.84
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.86
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.82
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.78
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8
 |  |  | 0.8