PT1_BC=PT1_BC_0, PT1_DC=PT1_DC_0, PT1_CC=PT1_CC_0, PT0_DC=PT0_DC_0, PT1_AC=PT1_AC_0, PT0_AC=PT0_AC_0, PT0_BC=PT0_BC_0, PT0_CC=PT0_CC_0
Boolean Function Term 0 and 1 Configuration Register for EVENTn
| PT1_DC | Product term 1, D input configuration 0 (PT1_DC_0): Force the D input in this product term to a logical zero 1 (PT1_DC_1): Pass the D input in this product term 2 (PT1_DC_2): Complement the D input in this product term 3 (PT1_DC_3): Force the D input in this product term to a logical one |
| PT1_CC | Product term 1, C input configuration 0 (PT1_CC_0): Force the C input in this product term to a logical zero 1 (PT1_CC_1): Pass the C input in this product term 2 (PT1_CC_2): Complement the C input in this product term 3 (PT1_CC_3): Force the C input in this product term to a logical one |
| PT1_BC | Product term 1, B input configuration 0 (PT1_BC_0): Force the B input in this product term to a logical zero 1 (PT1_BC_1): Pass the B input in this product term 2 (PT1_BC_2): Complement the B input in this product term 3 (PT1_BC_3): Force the B input in this product term to a logical one |
| PT1_AC | Product term 1, A input configuration 0 (PT1_AC_0): Force the A input in this product term to a logical zero 1 (PT1_AC_1): Pass the A input in this product term 2 (PT1_AC_2): Complement the A input in this product term 3 (PT1_AC_3): Force the A input in this product term to a logical one |
| PT0_DC | Product term 0, D input configuration 0 (PT0_DC_0): Force the D input in this product term to a logical zero 1 (PT0_DC_1): Pass the D input in this product term 2 (PT0_DC_2): Complement the D input in this product term 3 (PT0_DC_3): Force the D input in this product term to a logical one |
| PT0_CC | Product term 0, C input configuration 0 (PT0_CC_0): Force the C input in this product term to a logical zero 1 (PT0_CC_1): Pass the C input in this product term 2 (PT0_CC_2): Complement the C input in this product term 3 (PT0_CC_3): Force the C input in this product term to a logical one |
| PT0_BC | Product term 0, B input configuration 0 (PT0_BC_0): Force the B input in this product term to a logical zero 1 (PT0_BC_1): Pass the B input in this product term 2 (PT0_BC_2): Complement the B input in this product term 3 (PT0_BC_3): Force the B input in this product term to a logical one |
| PT0_AC | Product term 0, A input configuration 0 (PT0_AC_0): Force the A input in this product term to a logical zero 1 (PT0_AC_1): Pass the A input in this product term 2 (PT0_AC_2): Complement the A input in this product term 3 (PT0_AC_3): Force the A input in this product term to a logical one |