Struct PllMul

#[repr(transparent)]
pub struct PllMul(pub u16);

Tuple Fields

0: u16

Implementations

impl Plln

pub const MUL50: Plln = _

pub const MUL51: Plln = _

pub const MUL52: Plln = _

pub const MUL53: Plln = _

pub const MUL54: Plln = _

pub const MUL55: Plln = _

pub const MUL56: Plln = _

pub const MUL57: Plln = _

pub const MUL58: Plln = _

pub const MUL59: Plln = _

pub const MUL60: Plln = _

pub const MUL61: Plln = _

pub const MUL62: Plln = _

pub const MUL63: Plln = _

pub const MUL64: Plln = _

pub const MUL65: Plln = _

pub const MUL66: Plln = _

pub const MUL67: Plln = _

pub const MUL68: Plln = _

pub const MUL69: Plln = _

pub const MUL70: Plln = _

pub const MUL71: Plln = _

pub const MUL72: Plln = _

pub const MUL73: Plln = _

pub const MUL74: Plln = _

pub const MUL75: Plln = _

pub const MUL76: Plln = _

pub const MUL77: Plln = _

pub const MUL78: Plln = _

pub const MUL79: Plln = _

pub const MUL80: Plln = _

pub const MUL81: Plln = _

pub const MUL82: Plln = _

pub const MUL83: Plln = _

pub const MUL84: Plln = _

pub const MUL85: Plln = _

pub const MUL86: Plln = _

pub const MUL87: Plln = _

pub const MUL88: Plln = _

pub const MUL89: Plln = _

pub const MUL90: Plln = _

pub const MUL91: Plln = _

pub const MUL92: Plln = _

pub const MUL93: Plln = _

pub const MUL94: Plln = _

pub const MUL95: Plln = _

pub const MUL96: Plln = _

pub const MUL97: Plln = _

pub const MUL98: Plln = _

pub const MUL99: Plln = _

pub const MUL100: Plln = _

pub const MUL101: Plln = _

pub const MUL102: Plln = _

pub const MUL103: Plln = _

pub const MUL104: Plln = _

pub const MUL105: Plln = _

pub const MUL106: Plln = _

pub const MUL107: Plln = _

pub const MUL108: Plln = _

pub const MUL109: Plln = _

pub const MUL110: Plln = _

pub const MUL111: Plln = _

pub const MUL112: Plln = _

pub const MUL113: Plln = _

pub const MUL114: Plln = _

pub const MUL115: Plln = _

pub const MUL116: Plln = _

pub const MUL117: Plln = _

pub const MUL118: Plln = _

pub const MUL119: Plln = _

pub const MUL120: Plln = _

pub const MUL121: Plln = _

pub const MUL122: Plln = _

pub const MUL123: Plln = _

pub const MUL124: Plln = _

pub const MUL125: Plln = _

pub const MUL126: Plln = _

pub const MUL127: Plln = _

pub const MUL128: Plln = _

pub const MUL129: Plln = _

pub const MUL130: Plln = _

pub const MUL131: Plln = _

pub const MUL132: Plln = _

pub const MUL133: Plln = _

pub const MUL134: Plln = _

pub const MUL135: Plln = _

pub const MUL136: Plln = _

pub const MUL137: Plln = _

pub const MUL138: Plln = _

pub const MUL139: Plln = _

pub const MUL140: Plln = _

pub const MUL141: Plln = _

pub const MUL142: Plln = _

pub const MUL143: Plln = _

pub const MUL144: Plln = _

pub const MUL145: Plln = _

pub const MUL146: Plln = _

pub const MUL147: Plln = _

pub const MUL148: Plln = _

pub const MUL149: Plln = _

pub const MUL150: Plln = _

pub const MUL151: Plln = _

pub const MUL152: Plln = _

pub const MUL153: Plln = _

pub const MUL154: Plln = _

pub const MUL155: Plln = _

pub const MUL156: Plln = _

pub const MUL157: Plln = _

pub const MUL158: Plln = _

pub const MUL159: Plln = _

pub const MUL160: Plln = _

pub const MUL161: Plln = _

pub const MUL162: Plln = _

pub const MUL163: Plln = _

pub const MUL164: Plln = _

pub const MUL165: Plln = _

pub const MUL166: Plln = _

pub const MUL167: Plln = _

pub const MUL168: Plln = _

pub const MUL169: Plln = _

pub const MUL170: Plln = _

pub const MUL171: Plln = _

pub const MUL172: Plln = _

pub const MUL173: Plln = _

pub const MUL174: Plln = _

pub const MUL175: Plln = _

pub const MUL176: Plln = _

pub const MUL177: Plln = _

pub const MUL178: Plln = _

pub const MUL179: Plln = _

pub const MUL180: Plln = _

pub const MUL181: Plln = _

pub const MUL182: Plln = _

pub const MUL183: Plln = _

pub const MUL184: Plln = _

pub const MUL185: Plln = _

pub const MUL186: Plln = _

pub const MUL187: Plln = _

pub const MUL188: Plln = _

pub const MUL189: Plln = _

pub const MUL190: Plln = _

pub const MUL191: Plln = _

pub const MUL192: Plln = _

pub const MUL193: Plln = _

pub const MUL194: Plln = _

pub const MUL195: Plln = _

pub const MUL196: Plln = _

pub const MUL197: Plln = _

pub const MUL198: Plln = _

pub const MUL199: Plln = _

pub const MUL200: Plln = _

pub const MUL201: Plln = _

pub const MUL202: Plln = _

pub const MUL203: Plln = _

pub const MUL204: Plln = _

pub const MUL205: Plln = _

pub const MUL206: Plln = _

pub const MUL207: Plln = _

pub const MUL208: Plln = _

pub const MUL209: Plln = _

pub const MUL210: Plln = _

pub const MUL211: Plln = _

pub const MUL212: Plln = _

pub const MUL213: Plln = _

pub const MUL214: Plln = _

pub const MUL215: Plln = _

pub const MUL216: Plln = _

pub const MUL217: Plln = _

pub const MUL218: Plln = _

pub const MUL219: Plln = _

pub const MUL220: Plln = _

pub const MUL221: Plln = _

pub const MUL222: Plln = _

pub const MUL223: Plln = _

pub const MUL224: Plln = _

pub const MUL225: Plln = _

pub const MUL226: Plln = _

pub const MUL227: Plln = _

pub const MUL228: Plln = _

pub const MUL229: Plln = _

pub const MUL230: Plln = _

pub const MUL231: Plln = _

pub const MUL232: Plln = _

pub const MUL233: Plln = _

pub const MUL234: Plln = _

pub const MUL235: Plln = _

pub const MUL236: Plln = _

pub const MUL237: Plln = _

pub const MUL238: Plln = _

pub const MUL239: Plln = _

pub const MUL240: Plln = _

pub const MUL241: Plln = _

pub const MUL242: Plln = _

pub const MUL243: Plln = _

pub const MUL244: Plln = _

pub const MUL245: Plln = _

pub const MUL246: Plln = _

pub const MUL247: Plln = _

pub const MUL248: Plln = _

pub const MUL249: Plln = _

pub const MUL250: Plln = _

pub const MUL251: Plln = _

pub const MUL252: Plln = _

pub const MUL253: Plln = _

pub const MUL254: Plln = _

pub const MUL255: Plln = _

pub const MUL256: Plln = _

pub const MUL257: Plln = _

pub const MUL258: Plln = _

pub const MUL259: Plln = _

pub const MUL260: Plln = _

pub const MUL261: Plln = _

pub const MUL262: Plln = _

pub const MUL263: Plln = _

pub const MUL264: Plln = _

pub const MUL265: Plln = _

pub const MUL266: Plln = _

pub const MUL267: Plln = _

pub const MUL268: Plln = _

pub const MUL269: Plln = _

pub const MUL270: Plln = _

pub const MUL271: Plln = _

pub const MUL272: Plln = _

pub const MUL273: Plln = _

pub const MUL274: Plln = _

pub const MUL275: Plln = _

pub const MUL276: Plln = _

pub const MUL277: Plln = _

pub const MUL278: Plln = _

pub const MUL279: Plln = _

pub const MUL280: Plln = _

pub const MUL281: Plln = _

pub const MUL282: Plln = _

pub const MUL283: Plln = _

pub const MUL284: Plln = _

pub const MUL285: Plln = _

pub const MUL286: Plln = _

pub const MUL287: Plln = _

pub const MUL288: Plln = _

pub const MUL289: Plln = _

pub const MUL290: Plln = _

pub const MUL291: Plln = _

pub const MUL292: Plln = _

pub const MUL293: Plln = _

pub const MUL294: Plln = _

pub const MUL295: Plln = _

pub const MUL296: Plln = _

pub const MUL297: Plln = _

pub const MUL298: Plln = _

pub const MUL299: Plln = _

pub const MUL300: Plln = _

pub const MUL301: Plln = _

pub const MUL302: Plln = _

pub const MUL303: Plln = _

pub const MUL304: Plln = _

pub const MUL305: Plln = _

pub const MUL306: Plln = _

pub const MUL307: Plln = _

pub const MUL308: Plln = _

pub const MUL309: Plln = _

pub const MUL310: Plln = _

pub const MUL311: Plln = _

pub const MUL312: Plln = _

pub const MUL313: Plln = _

pub const MUL314: Plln = _

pub const MUL315: Plln = _

pub const MUL316: Plln = _

pub const MUL317: Plln = _

pub const MUL318: Plln = _

pub const MUL319: Plln = _

pub const MUL320: Plln = _

pub const MUL321: Plln = _

pub const MUL322: Plln = _

pub const MUL323: Plln = _

pub const MUL324: Plln = _

pub const MUL325: Plln = _

pub const MUL326: Plln = _

pub const MUL327: Plln = _

pub const MUL328: Plln = _

pub const MUL329: Plln = _

pub const MUL330: Plln = _

pub const MUL331: Plln = _

pub const MUL332: Plln = _

pub const MUL333: Plln = _

pub const MUL334: Plln = _

pub const MUL335: Plln = _

pub const MUL336: Plln = _

pub const MUL337: Plln = _

pub const MUL338: Plln = _

pub const MUL339: Plln = _

pub const MUL340: Plln = _

pub const MUL341: Plln = _

pub const MUL342: Plln = _

pub const MUL343: Plln = _

pub const MUL344: Plln = _

pub const MUL345: Plln = _

pub const MUL346: Plln = _

pub const MUL347: Plln = _

pub const MUL348: Plln = _

pub const MUL349: Plln = _

pub const MUL350: Plln = _

pub const MUL351: Plln = _

pub const MUL352: Plln = _

pub const MUL353: Plln = _

pub const MUL354: Plln = _

pub const MUL355: Plln = _

pub const MUL356: Plln = _

pub const MUL357: Plln = _

pub const MUL358: Plln = _

pub const MUL359: Plln = _

pub const MUL360: Plln = _

pub const MUL361: Plln = _

pub const MUL362: Plln = _

pub const MUL363: Plln = _

pub const MUL364: Plln = _

pub const MUL365: Plln = _

pub const MUL366: Plln = _

pub const MUL367: Plln = _

pub const MUL368: Plln = _

pub const MUL369: Plln = _

pub const MUL370: Plln = _

pub const MUL371: Plln = _

pub const MUL372: Plln = _

pub const MUL373: Plln = _

pub const MUL374: Plln = _

pub const MUL375: Plln = _

pub const MUL376: Plln = _

pub const MUL377: Plln = _

pub const MUL378: Plln = _

pub const MUL379: Plln = _

pub const MUL380: Plln = _

pub const MUL381: Plln = _

pub const MUL382: Plln = _

pub const MUL383: Plln = _

pub const MUL384: Plln = _

pub const MUL385: Plln = _

pub const MUL386: Plln = _

pub const MUL387: Plln = _

pub const MUL388: Plln = _

pub const MUL389: Plln = _

pub const MUL390: Plln = _

pub const MUL391: Plln = _

pub const MUL392: Plln = _

pub const MUL393: Plln = _

pub const MUL394: Plln = _

pub const MUL395: Plln = _

pub const MUL396: Plln = _

pub const MUL397: Plln = _

pub const MUL398: Plln = _

pub const MUL399: Plln = _

pub const MUL400: Plln = _

pub const MUL401: Plln = _

pub const MUL402: Plln = _

pub const MUL403: Plln = _

pub const MUL404: Plln = _

pub const MUL405: Plln = _

pub const MUL406: Plln = _

pub const MUL407: Plln = _

pub const MUL408: Plln = _

pub const MUL409: Plln = _

pub const MUL410: Plln = _

pub const MUL411: Plln = _

pub const MUL412: Plln = _

pub const MUL413: Plln = _

pub const MUL414: Plln = _

pub const MUL415: Plln = _

pub const MUL416: Plln = _

pub const MUL417: Plln = _

pub const MUL418: Plln = _

pub const MUL419: Plln = _

pub const MUL420: Plln = _

pub const MUL421: Plln = _

pub const MUL422: Plln = _

pub const MUL423: Plln = _

pub const MUL424: Plln = _

pub const MUL425: Plln = _

pub const MUL426: Plln = _

pub const MUL427: Plln = _

pub const MUL428: Plln = _

pub const MUL429: Plln = _

pub const MUL430: Plln = _

pub const MUL431: Plln = _

pub const MUL432: Plln = _

impl Plln

pub const fn from_bits(val: u16) -> Plln

pub const fn to_bits(self) -> u16

Trait Implementations

impl Clone for Plln

fn clone(&self) -> Plln

Returns a copy of the value.

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

Performs copy-assignment from source.

impl Div<Plln> for Hertz

type Output = Hertz

The resulting type after applying the / operator.

fn div(self, rhs: Plln) -> Self::Output

Performs the / operation.

impl From<u16> for Plln

fn from(val: u16) -> Plln

Converts to this type from the input type.

impl Mul<Plln> for Hertz

type Output = Hertz

The resulting type after applying the * operator.

fn mul(self, rhs: Plln) -> Self::Output

Performs the * operation.

impl Ord for Plln

fn cmp(&self, other: &Plln) -> 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 Plln

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

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

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 Plln

fn partial_cmp(&self, other: &Plln) -> 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 Plln

impl Eq for Plln

impl StructuralPartialEq for Plln