45:"45deg",90:"90deg",180:"180deg"},saturate:{0:"0",50:".5",100:"1",150:"1.5",200:"2"},scale:{0:"0",50:".5",75:".75",90:".9",95:".95",100:"1",105:"1.05",110:"1.1",125:"1.25",150:"1.5"},screens:{sm:"640px",md:"768px",lg:"1024px",xl:"1280px","2xl":"1536px"},scrollMargin:({theme:i})=>({...i("spacing")}),scrollPadding:({theme:i})=>i("spacing"),sepia:{0:"0",DEFAULT:"100%"},skew:{0:"0deg",1:"1deg",2:"2deg",3:"3deg",6:"6deg",12:"12deg"},space:({theme:i})=>({...i("spacing")}),spacing:{px:"1px",0:"0px",....

{z-index:1}.uk-position-small{max-width:calc(100% - (15px * 2));margin:15px}.uk-position-small.uk-position-center{transform:translate(-50%,-50%) translate(-15px,-15px)}.uk-position-small[class*=uk-position-center-left],.uk-position-small[class*=uk-position-center-right]{transform:translateY(-50%) translateY(-15px)}.uk-position-small.uk-position-bottom-center,.uk-position-small.uk-position-top-center{transform:translateX(-50%) translateX(-15px)}.uk-position-medium{max-width:calc(100% - (30px * 2)...

pkg syscall (netbsd-arm64), const ETHERTYPE_NBPCLRSP ideal-int
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPCREQ = 15362
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPCREQ ideal-int
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPCRSP = 15363
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPCRSP ideal-int
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPDG = 15367
pkg syscall (netbsd-arm64), const ETHERTYPE_NBPDGB = 15368

	/*1529*/ uint16(xReadSlashR),
	/*1530*/ uint16(xArgXmm1),
	/*1531*/ uint16(xArgXmm2M64),
	/*1532*/ uint16(xMatch),
	/*1533*/ uint16(xSetOp), uint16(MOVSLDUP),
	/*1535*/ uint16(xReadSlashR),
	/*1536*/ uint16(xArgXmm1),
	/*1537*/ uint16(xArgXmm2M128),
	/*1538*/ uint16(xMatch),
	/*1539*/ uint16(xCondPrefix), 2,
	0x66, 1551,
	0x0, 1545,
	/*1545*/ uint16(xSetOp), uint16(MOVLPS),
	/*1547*/ uint16(xReadSlashR),

precision is lost - No fractional digits will be emitted - The exponent (or suffix) is as large as possible.\n\nThe sign will be omitted unless the number is negative.\n\nExamples:\n\n- 1.5 will be serialized as \"1500m\" - 1.5Gi will be serialized as \"1536Mi\"\n\nNote that the quantity will NEVER be internally represented by a floating point number. That is the whole point of this exercise.\n\nNon-canonical values will still parse as long as they are well formed, but will be re-emitted in their canonical...

precision is lost - No fractional digits will be emitted - The exponent (or suffix) is as large as possible.\n\nThe sign will be omitted unless the number is negative.\n\nExamples:\n\n- 1.5 will be serialized as \"1500m\" - 1.5Gi will be serialized as \"1536Mi\"\n\nNote that the quantity will NEVER be internally represented by a floating point number. That is the whole point of this exercise.\n\nNon-canonical values will still parse as long as they are well formed, but will be re-emitted in their canonical...