Enum Divp

#[repr(u8)]
pub enum Divp {
    DIV1 = 0,
    DIV2 = 1,
    _RESERVED_2 = 2,
    DIV4 = 3,
    _RESERVED_4 = 4,
    DIV6 = 5,
    _RESERVED_6 = 6,
    DIV8 = 7,
    _RESERVED_8 = 8,
    DIV10 = 9,
    _RESERVED_a = 10,
    DIV12 = 11,
    _RESERVED_c = 12,
    DIV14 = 13,
    _RESERVED_e = 14,
    DIV16 = 15,
    _RESERVED_10 = 16,
    DIV18 = 17,
    _RESERVED_12 = 18,
    DIV20 = 19,
    _RESERVED_14 = 20,
    DIV22 = 21,
    _RESERVED_16 = 22,
    DIV24 = 23,
    _RESERVED_18 = 24,
    DIV26 = 25,
    _RESERVED_1a = 26,
    DIV28 = 27,
    _RESERVED_1c = 28,
    DIV30 = 29,
    _RESERVED_1e = 30,
    DIV32 = 31,
    _RESERVED_20 = 32,
    DIV34 = 33,
    _RESERVED_22 = 34,
    DIV36 = 35,
    _RESERVED_24 = 36,
    DIV38 = 37,
    _RESERVED_26 = 38,
    DIV40 = 39,
    _RESERVED_28 = 40,
    DIV42 = 41,
    _RESERVED_2a = 42,
    DIV44 = 43,
    _RESERVED_2c = 44,
    DIV46 = 45,
    _RESERVED_2e = 46,
    DIV48 = 47,
    _RESERVED_30 = 48,
    DIV50 = 49,
    _RESERVED_32 = 50,
    DIV52 = 51,
    _RESERVED_34 = 52,
    DIV54 = 53,
    _RESERVED_36 = 54,
    DIV56 = 55,
    _RESERVED_38 = 56,
    DIV58 = 57,
    _RESERVED_3a = 58,
    DIV60 = 59,
    _RESERVED_3c = 60,
    DIV62 = 61,
    _RESERVED_3e = 62,
    DIV64 = 63,
    _RESERVED_40 = 64,
    DIV66 = 65,
    _RESERVED_42 = 66,
    DIV68 = 67,
    _RESERVED_44 = 68,
    DIV70 = 69,
    _RESERVED_46 = 70,
    DIV72 = 71,
    _RESERVED_48 = 72,
    DIV74 = 73,
    _RESERVED_4a = 74,
    DIV76 = 75,
    _RESERVED_4c = 76,
    DIV78 = 77,
    _RESERVED_4e = 78,
    DIV80 = 79,
    _RESERVED_50 = 80,
    DIV82 = 81,
    _RESERVED_52 = 82,
    DIV84 = 83,
    _RESERVED_54 = 84,
    DIV86 = 85,
    _RESERVED_56 = 86,
    DIV88 = 87,
    _RESERVED_58 = 88,
    DIV90 = 89,
    _RESERVED_5a = 90,
    DIV92 = 91,
    _RESERVED_5c = 92,
    DIV94 = 93,
    _RESERVED_5e = 94,
    DIV96 = 95,
    _RESERVED_60 = 96,
    DIV98 = 97,
    _RESERVED_62 = 98,
    DIV100 = 99,
    _RESERVED_64 = 100,
    DIV102 = 101,
    _RESERVED_66 = 102,
    DIV104 = 103,
    _RESERVED_68 = 104,
    DIV106 = 105,
    _RESERVED_6a = 106,
    DIV108 = 107,
    _RESERVED_6c = 108,
    DIV110 = 109,
    _RESERVED_6e = 110,
    DIV112 = 111,
    _RESERVED_70 = 112,
    DIV114 = 113,
    _RESERVED_72 = 114,
    DIV116 = 115,
    _RESERVED_74 = 116,
    DIV118 = 117,
    _RESERVED_76 = 118,
    DIV120 = 119,
    _RESERVED_78 = 120,
    DIV122 = 121,
    _RESERVED_7a = 122,
    DIV124 = 123,
    _RESERVED_7c = 124,
    DIV126 = 125,
    _RESERVED_7e = 126,
    DIV128 = 127,
}

Variants

DIV1 = 0

pll_p_ck = vco_ck

DIV2 = 1

pll_p_ck = vco_ck / 2

_RESERVED_2 = 2

DIV4 = 3

pll_p_ck = vco_ck / 4

_RESERVED_4 = 4

DIV6 = 5

pll_p_ck = vco_ck / 6

_RESERVED_6 = 6

DIV8 = 7

pll_p_ck = vco_ck / 8

_RESERVED_8 = 8

DIV10 = 9

pll_p_ck = vco_ck / 10

_RESERVED_a = 10

DIV12 = 11

pll_p_ck = vco_ck / 12

_RESERVED_c = 12

DIV14 = 13

pll_p_ck = vco_ck / 14

_RESERVED_e = 14

DIV16 = 15

pll_p_ck = vco_ck / 16

_RESERVED_10 = 16

DIV18 = 17

pll_p_ck = vco_ck / 18

_RESERVED_12 = 18

DIV20 = 19

pll_p_ck = vco_ck / 20

_RESERVED_14 = 20

DIV22 = 21

pll_p_ck = vco_ck / 22

_RESERVED_16 = 22

DIV24 = 23

pll_p_ck = vco_ck / 24

_RESERVED_18 = 24

DIV26 = 25

pll_p_ck = vco_ck / 26

_RESERVED_1a = 26

DIV28 = 27

pll_p_ck = vco_ck / 28

_RESERVED_1c = 28

DIV30 = 29

pll_p_ck = vco_ck / 30

_RESERVED_1e = 30

DIV32 = 31

pll_p_ck = vco_ck / 32

_RESERVED_20 = 32

DIV34 = 33

pll_p_ck = vco_ck / 34

_RESERVED_22 = 34

DIV36 = 35

pll_p_ck = vco_ck / 36

_RESERVED_24 = 36

DIV38 = 37

pll_p_ck = vco_ck / 38

_RESERVED_26 = 38

DIV40 = 39

pll_p_ck = vco_ck / 40

_RESERVED_28 = 40

DIV42 = 41

pll_p_ck = vco_ck / 42

_RESERVED_2a = 42

DIV44 = 43

pll_p_ck = vco_ck / 44

_RESERVED_2c = 44

DIV46 = 45

pll_p_ck = vco_ck / 46

_RESERVED_2e = 46

DIV48 = 47

pll_p_ck = vco_ck / 48

_RESERVED_30 = 48

DIV50 = 49

pll_p_ck = vco_ck / 50

_RESERVED_32 = 50

DIV52 = 51

pll_p_ck = vco_ck / 52

_RESERVED_34 = 52

DIV54 = 53

pll_p_ck = vco_ck / 54

_RESERVED_36 = 54

DIV56 = 55

pll_p_ck = vco_ck / 56

_RESERVED_38 = 56

DIV58 = 57

pll_p_ck = vco_ck / 58

_RESERVED_3a = 58

DIV60 = 59

pll_p_ck = vco_ck / 60

_RESERVED_3c = 60

DIV62 = 61

pll_p_ck = vco_ck / 62

_RESERVED_3e = 62

DIV64 = 63

pll_p_ck = vco_ck / 64

_RESERVED_40 = 64

DIV66 = 65

pll_p_ck = vco_ck / 66

_RESERVED_42 = 66

DIV68 = 67

pll_p_ck = vco_ck / 68

_RESERVED_44 = 68

DIV70 = 69

pll_p_ck = vco_ck / 70

_RESERVED_46 = 70

DIV72 = 71

pll_p_ck = vco_ck / 72

_RESERVED_48 = 72

DIV74 = 73

pll_p_ck = vco_ck / 74

_RESERVED_4a = 74

DIV76 = 75

pll_p_ck = vco_ck / 76

_RESERVED_4c = 76

DIV78 = 77

pll_p_ck = vco_ck / 78

_RESERVED_4e = 78

DIV80 = 79

pll_p_ck = vco_ck / 80

_RESERVED_50 = 80

DIV82 = 81

pll_p_ck = vco_ck / 82

_RESERVED_52 = 82

DIV84 = 83

pll_p_ck = vco_ck / 84

_RESERVED_54 = 84

DIV86 = 85

pll_p_ck = vco_ck / 86

_RESERVED_56 = 86

DIV88 = 87

pll_p_ck = vco_ck / 88

_RESERVED_58 = 88

DIV90 = 89

pll_p_ck = vco_ck / 90

_RESERVED_5a = 90

DIV92 = 91

pll_p_ck = vco_ck / 92

_RESERVED_5c = 92

DIV94 = 93

pll_p_ck = vco_ck / 94

_RESERVED_5e = 94

DIV96 = 95

pll_p_ck = vco_ck / 96

_RESERVED_60 = 96

DIV98 = 97

pll_p_ck = vco_ck / 98

_RESERVED_62 = 98

DIV100 = 99

pll_p_ck = vco_ck / 100

_RESERVED_64 = 100

DIV102 = 101

pll_p_ck = vco_ck / 102

_RESERVED_66 = 102

DIV104 = 103

pll_p_ck = vco_ck / 104

_RESERVED_68 = 104

DIV106 = 105

pll_p_ck = vco_ck / 106

_RESERVED_6a = 106

DIV108 = 107

pll_p_ck = vco_ck / 108

_RESERVED_6c = 108

DIV110 = 109

pll_p_ck = vco_ck / 110

_RESERVED_6e = 110

DIV112 = 111

pll_p_ck = vco_ck / 112

_RESERVED_70 = 112

DIV114 = 113

pll_p_ck = vco_ck / 114

_RESERVED_72 = 114

DIV116 = 115

pll_p_ck = vco_ck / 116

_RESERVED_74 = 116

DIV118 = 117

pll_p_ck = vco_ck / 118

_RESERVED_76 = 118

DIV120 = 119

pll_p_ck = vco_ck / 120

_RESERVED_78 = 120

DIV122 = 121

pll_p_ck = vco_ck / 122

_RESERVED_7a = 122

DIV124 = 123

pll_p_ck = vco_ck / 124

_RESERVED_7c = 124

DIV126 = 125

pll_p_ck = vco_ck / 126

_RESERVED_7e = 126

DIV128 = 127

pll_p_ck = vco_ck / 128

Implementations

impl Divp

pub const fn from_bits(val: u8) -> Divp

pub const fn to_bits(self) -> u8

Trait Implementations

impl Clone for Divp

fn clone(&self) -> Divp

Returns a duplicate of the value.

const fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source.

impl From<Divp> for u8

fn from(val: Divp) -> u8

Converts to this type from the input type.

impl From<u8> for Divp

fn from(val: u8) -> Divp

Converts to this type from the input type.

impl Ord for Divp

fn cmp(&self, other: &Divp) -> Ordering

This method returns an Ordering between self and other.

fn max(self, other: Self) -> Self

where Self: Sized,

Compares and returns the maximum of two values.

fn min(self, other: Self) -> Self

where Self: Sized,

Compares and returns the minimum of two values.

fn clamp(self, min: Self, max: Self) -> Self

where Self: Sized,

Restrict a value to a certain interval.

impl PartialEq for Divp

fn eq(&self, other: &Divp) -> bool

Tests for self and other values to be equal, and is used by ==.

const fn ne(&self, other: &Rhs) -> bool

Tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.

impl PartialOrd for Divp

fn partial_cmp(&self, other: &Divp) -> Option<Ordering>

This method returns an ordering between self and other values if one exists.

fn lt(&self, other: &Rhs) -> bool

Tests less than (for self and other) and is used by the < operator.

fn le(&self, other: &Rhs) -> bool

Tests less than or equal to (for self and other) and is used by the <= operator.

fn gt(&self, other: &Rhs) -> bool

Tests greater than (for self and other) and is used by the > operator.

fn ge(&self, other: &Rhs) -> bool

Tests greater than or equal to (for self and other) and is used by the >= operator.

impl Copy for Divp

impl Eq for Divp

impl StructuralPartialEq for Divp