th-ol-draw
Version:
92 lines (78 loc) • 16.1 kB
CSS
@charset "UTF-8";
/*标绘*/
.plot-helper-control-point-div {
width: 10px;
height: 10px;
border: 1px solid #000;
border-radius: 100%;
background-color: yellow;
opacity: 0.6;
cursor: move; }
.featureDelStyle {
width: 18px;
height: 18px;
border-radius: 100%;
background: url("data:image/png;base64,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") center center no-repeat;
background-size: cover;
cursor: pointer; }
.ol-plot-text-editor {
position: relative; }
.ol-plot-text-editor textarea {
resize: none; }
.ol-plot-text-editor-close {
position: absolute;
top: -8px;
right: -8px;
display: none;
width: 16px;
height: 16px;
border: 2px solid #585858;
border-radius: 16px;
box-sizing: border-box;
background-color: #ffffff; }
.ol-plot-text-editor-close:before {
position: absolute;
bottom: 0px;
left: 5px;
content: "";
width: 2px;
height: 100%;
background-color: #585858;
display: inline-block;
transform: rotate(-45deg); }
.ol-plot-text-editor-close:after {
position: absolute;
bottom: 0px;
left: 5px;
content: "";
width: 2px;
height: 100%;
background-color: #585858;
display: inline-block;
transform: rotate(45deg); }
.ol-plot-text-editor-close:hover {
cursor: pointer;
border: 2px solid #1b9de8; }
.ol-plot-text-editor-close:hover:before {
background-color: #1b9de8; }
.ol-plot-text-editor-close:hover:after {
background-color: #1b9de8; }
.ol-plot-text-editor-resize {
display: none;
position: absolute;
bottom: 4px;
right: 0px;
width: 14px;
height: 14px;
box-sizing: border-box;
background: url("data:image/png;base64,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") 0px 0px no-repeat;
background-size: 100%; }
.ol-plot-text-editor-resize:hover {
cursor: pointer;
border-color: #1b9de8;
background: url("data:image/png;base64,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") 0px 0px no-repeat;
background-size: 100%; }
.ol-plot-text-editor:hover .ol-plot-text-editor-close {
display: inline-block; }
.ol-plot-text-editor:hover .ol-plot-text-editor-resize {
display: inline-block; }