diff --git a/web/assets/stylesheets/application.css b/web/assets/stylesheets/application.css index d852bbd4..834ea87f 100755 --- a/web/assets/stylesheets/application.css +++ b/web/assets/stylesheets/application.css @@ -11,8 +11,7 @@ body { text-rendering: optimizeLegibility; -webkit-font-smoothing: antialiased; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; - background-color: #f3f3f3; - background-image: 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); 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); } a { @@ -67,7 +66,7 @@ footer .edits { } body { - padding: 0px 20px; + padding: 0 20px; } h3 { @@ -92,21 +91,18 @@ header.row .pagination { .summary_bar .summary { margin-top: 12px; background-color: #fff; - -webkit-box-shadow: 0px 0px 5px rgba(50, 50, 50, 0.25); - -moz-box-shadow: 0px 0px 5px rgba(50, 50, 50, 0.25); - box-shadow: 0px 0px 5px rgba(50, 50, 50, 0.25); - -webkit-border-radius: 4px; + -webkit-box-shadow: 0 0 5px rgba(50, 50, 50, 0.25); + -moz-box-shadow: 0 0 5px rgba(50, 50, 50, 0.25); + box-shadow: 0 0 5px rgba(50, 50, 50, 0.25); -webkit-border-radius: 4px; -moz-border-radius: 4px; - -moz-border-radius: 4px; - border-radius: 4px; border-radius: 4px; padding: 8px; margin-bottom: 10px; - border-width: 0px; + border-width: 0; } .poll-wrapper { - margin: 9px 0px; + margin: 9px 0; } .nav #live-poll { height: 25px; @@ -147,7 +143,7 @@ header.row .pagination { } @media (max-width: 979px) and (min-width: 768px) { .summary_bar ul li.col-sm-2 { - margin: 0px 10px; + margin: 0 10px; width: 96px !important; } } @@ -173,7 +169,7 @@ header.row .pagination { font-size: 1em; font-weight: bold; float: right; - padding: 0px 0px 2px 0px; + padding: 0 0 2px 0; width: 100%; } @@ -194,13 +190,13 @@ td form { } .table tr > td.table-checkbox, .table tr > th.table-checkbox { - padding: 0px; + padding: 0; } table .table-checkbox label { height: 100%; width: 100%; - padding: 0px 16px; + padding: 0 16px; margin-bottom: 0; line-height: 32px; } @@ -242,7 +238,7 @@ table .table-checkbox label { img.smallogo { width: 30px; - margin: 0px 0px 6px 0px; + margin: 0 0 6px 0; } .navbar-fixed-bottom li { @@ -272,9 +268,9 @@ img.smallogo { -ms-border-radius: 3px; -o-border-radius: 3px; border-radius: 3px; - -webkit-box-shadow: 0px 0px 2px rgba(0, 0, 0, 0.4); - -moz-box-shadow: 0px 0px 2px rgba(0, 0, 0, 0.4); - box-shadow: 0px 0px 2px rgba(0, 0, 0, 0.4); + -webkit-box-shadow: 0 0 2px rgba(0, 0, 0, 0.4); + -moz-box-shadow: 0 0 2px rgba(0, 0, 0, 0.4); + box-shadow: 0 0 2px rgba(0, 0, 0, 0.4); background-image: -webkit-gradient(linear, 50% 0%, 50% 100%, color-stop(0%, #fafafa), color-stop(100%, #ededed)); background-image: -webkit-linear-gradient(#fafafa, #ededed); background-image: -moz-linear-gradient(#fafafa, #ededed); @@ -353,7 +349,7 @@ img.smallogo { margin: 5px 10px 5px 5px; } .stat p{ - font-size: normal; + font-size: 1em; margin: 5px 5px 5px 10px; } } @@ -633,7 +629,7 @@ div.interval-slider input { } .poll-wrapper { - margin: 0px 9px 9px; + margin: 0 9px 9px; } .navbar.navbar-fixed-bottom ul {