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Searched refs:rad (Results 26 – 41 of 41) sorted by last modified time

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/plugin/codemirror/dist/modes/
H A Dlua.min.js.map1 …ath.max\",\n \"math.min\",\"math.modf\",\"math.pi\",\"math.pow\",\"math.rad\",\"math.random\",\…
/plugin/pdfjs/pdfjs/web/locale/lv/
H A Dviewer.properties211 rendering_error=Attēlojot lapu radās kļūda
/plugin/syntaxhighlighter4/dist/
H A Dsyntaxhighlighter.js.map1 … log log10 lsh max max2 mean median min min2 not or ord ords par_start pow rad rand real regexp_ma…
/plugin/yuriigantt/3rd/dhtmlxgantt/
H A Ddhtmlxgantt.js.map1 …rad)\",\n\t\t\t\"-moz-transform: rotate(\"+angle+\"rad)\",\n\t\t\t\"-ms-transform: rotate(\"+angle…
/plugin/sequencediagram/bower_components/raphael/dev/
H A Draphael.core.js444 R.rad = function (deg) {
456 R.deg = function (rad) { argument
457 return Math.round ((rad * 180 / PI% 360)* 1000) / 1000;
1834 rad = PI / 180 * (+angle || 0),
1837 rotate = cacher(function (x, y, rad) { argument
1838 var X = x * math.cos(rad) - y * math.sin(rad),
1839 Y = x * math.sin(rad) + y * math.cos(rad);
1843 xy = rotate(x1, y1, -rad);
1846 xy = rotate(x2, y2, -rad);
1914 … newres[i] = i % 2 ? rotate(res[i - 1], res[i], rad).y : rotate(res[i], res[i + 1], rad).x;
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H A Draphael.svg.js77 var vector = [0, 0, math.cos(R.rad(angle)), math.sin(R.rad(angle))],
/plugin/sequencediagram/bower_components/raphael/
H A Draphael.no-deps.min.js1 …rad=function(t){return t%360*S/180},e.deg=function(t){return Math.round(180*t/S%360*1e3)/1e3},e.sn…
H A Draphael.min.js1 …rad=function(t){return t%360*S/180},e.deg=function(t){return Math.round(180*t/S%360*1e3)/1e3},e.sn…
/plugin/sequencediagram/bower_components/snap.svg/dist/
H A Dsnap.svg-min.js19 …cher=i,c.rad=k,c.deg=l,c.sin=function(a){return D.sin(c.rad(a))},c.tan=function(a){return D.tan(c.…
20 …,b,0,0),(c||d)&&this.add(1,0,0,1,-c,-d),this},c.rotate=function(b,c,d){b=a.rad(b),c=c||0,d=d||0;va…
H A Dsnap.svg.js1065 function rad(deg) {
1068 function deg(rad) {
1069 return rad * 180 / PI % 360;
1086 Snap.rad = rad;
1105 return math.sin(Snap.rad(angle));
1116 return math.tan(Snap.rad(angle));
1127 return math.cos(Snap.rad(angle));
3775 a = Snap.rad(a);
5785 var rad = Math.PI / 180,
6066 var X = x * math.cos(rad) - y * math.sin(rad),
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/plugin/chordsheets/js/
H A Draphael.js1 …rad=function(t){return t%360*S/180},e.deg=function(t){return Math.round(180*t/S%360*1e3)/1e3},e.sn…
/plugin/callflow/
H A Draphael.js841 R.rad = function (deg) {
853 R.deg = function (rad) { argument
854 return rad * 180 / PI % 360;
2220 rad = PI / 180 * (+angle || 0),
2224 var X = x * math.cos(rad) - y * math.sin(rad),
2225 Y = x * math.sin(rad) + y * math.cos(rad);
2229 xy = rotate(x1, y1, -rad);
2232 xy = rotate(x2, y2, -rad);
2300 … newres[i] = i % 2 ? rotate(res[i - 1], res[i], rad).y : rotate(res[i], res[i + 1], rad).x;
2925 a = R.rad(a);
[all …]
/plugin/amcharts/assets/amcharts/plugins/export/libs/pdfmake/
H A Dpdfmake.js28586 var cos, rad, sin, x, x1, y, y1, _ref;
28590 rad = angle * Math.PI / 180;
28591 cos = Math.cos(rad);
28592 sin = Math.sin(rad);
H A Dpdfmake.min.js.map1 …rad","sin","scale","xFactor","yFactor","arcToSegments","cx","cy","parameters","parse","px","py","r…
/plugin/subjectindex/plugins/
H A Dbible_verses.txt98 Later there was born to E'noch I'rad. And I'rad became father to Me·hu'ja·el, and Me·hu'ja·el becam…
4342 Now the Ca'naan·ite the king of A'rad, who dwelt in the Neg'eb, got to hear that Israel had come by…
4801 Now the Ca'naan·ite, the king of A'rad, as he was dwelling in the Neg'eb, in the land of Ca'naan, g…
6145 the king of Hor'mah, one; the king of A'rad, one;
6526 …h the sons of Judah to the wilderness of Judah, which is to the south of A'rad. Then they went and…
10591 and Zeb·a·di'ah and A'rad and E'der,
/plugin/advrack/
H A Draphael.js841 R.rad = function (deg) {
853 R.deg = function (rad) { argument
854 return rad * 180 / PI % 360;
2220 rad = PI / 180 * (+angle || 0),
2224 var X = x * math.cos(rad) - y * math.sin(rad),
2225 Y = x * math.sin(rad) + y * math.cos(rad);
2229 xy = rotate(x1, y1, -rad);
2232 xy = rotate(x2, y2, -rad);
2300 … newres[i] = i % 2 ? rotate(res[i - 1], res[i], rad).y : rotate(res[i], res[i + 1], rad).x;
2925 a = R.rad(a);
[all …]

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