/* Removing the columns from the CMS built-in columns */
.columns { display:block; }
.col6 { width:100%; margin:0 auto; }

/* Styling the 'table' */
dl { display: grid; margin: 0 0 1rem 0; justify-content: start; }

dt { grid-column: 1; font-weight: bold; padding-right:1em; border-bottom:1px solid #ccc; }

dd { grid-column: 2; border-bottom: 1px dashed #ccc; }

/* Other elements */
.calNav { display:flex; margin-bottom:1em; }

.calNav span { flex:1; margin-right:10px; }
.calNav span a { display:block; padding:2px 0; background-color:#FFF; color:#862633; text-align:center; border:1px solid #862633; border-radius:8px; outline:2px solid #FFF; box-shadow:2px 2px 2px #034BA6; }
    .calNav span:hover a { background-color:#862633; color:#FFF; border-color: #034BA6; outline-color:#FFF; box-shadow:2px 2px 2px #862633; }

    .calNav span:last-child { margin-right:0; }

.calCol { }

a.printBtn { text-decoration:underline; }
a.printBtn:hover { cursor:pointer; text-decoration-style:double; }

/* Hey yo, printable version! */
@media print {
    @page { margin:.25in; }
    
    .rightColumn.col3,
    #halda-hub-medallion-container,
    #halda-outer-aha-search-container,
    #topLink,
    header.header,
    #right-navigation,
    .impact,
    nav.breadcrumbs,
    h1.page-title + p,
    .calNav,
    footer { display: none !important; }
    
    body { margin: 0; padding: 0; font-size: 7pt; -webkit-print-color-adjust: exact; print-color-adjust: exact; }
    h2 { page-break-before: always; }
    h2:first-of-type { page-break-before: avoid; }
    
    /* Putting the columns back */
    .columns { display:flex; }
    .col6 { width:48%; margin:0 2.6% 25px 0; }

    
    /* Fixing the page width */
    .sticky ~ #content, .sticky ~ #skipToContent { padding-top:0; }
    .container { max-width:100%; margin:0; padding:0 8px; }
    .container .columns .col6 { margin:0 2% 0 0; width:48%; }
    .mainContent.col9 { float:none; width:100%; }
    /* Everything else */
    .columns .col6:first-child:before { 
        content: 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');
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        /*content: 'Eastern Connecticut State University | ';
        font-size:1em;*/ }
    h1.page-title { font-size:1.4em; line-height:1em; margin-bottom:0; color:#862633; }
    .mainContent h2, .mainContent h3 { font-size:1.2em; color:#862633; }
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    .mainContent, .wysiwyg-content { margin:0; padding:0; }
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    .calCol:nth-child(even) { background-color:Lavender; }
    .calCol:last-child { margin-bottom:0; }
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