{"id":6772,"date":"2024-03-11T13:02:58","date_gmt":"2024-03-11T13:02:58","guid":{"rendered":"https:\/\/qawebsite.digiicampus.com\/?page_id=6772"},"modified":"2024-03-11T13:03:21","modified_gmt":"2024-03-11T13:03:21","slug":"time-table-management-copy","status":"publish","type":"page","link":"https:\/\/qawebsite.digiicampus.com\/time-table-management-copy\/","title":{"rendered":"Time table management &#8211; Copy"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"6772\" class=\"elementor elementor-6772\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-1e12100 elementor-section-height-min-height elementor-section-boxed elementor-section-height-default elementor-section-items-middle\" data-id=\"1e12100\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-c2a350e\" data-id=\"c2a350e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7a70657 e-transform elementor-widget elementor-widget-text-editor\" data-id=\"7a70657\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateY_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:16,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.20.0 - 11-03-2024 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Time Table Management System<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-85cc335 e-transform elementor-widget elementor-widget-text-editor\" data-id=\"85cc335\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateY_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:30,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus&#8217; Time Table Management System simplifies the process of timetable creation and enhances the overall academic experience for students and faculty.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6dfa4bc e-transform elementor-widget elementor-widget-button\" data-id=\"6dfa4bc\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/qawebsite.digiicampus.com\/request-a-demo\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">SCHEDULE A DEMO<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-9fc6a6d\" data-id=\"9fc6a6d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-be9562e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"be9562e\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-20 elementor-top-column elementor-element elementor-element-c0f9bb4\" data-id=\"c0f9bb4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6be3ffe elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6be3ffe\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"73\" height=\"69\" viewBox=\"0 0 73 69\" fill=\"none\"><path d=\"M12.8835 0C12.0909 0 11.4424 0.648514 11.4424 1.4411V14.7713C11.4424 15.5783 12.0909 16.2124 12.8835 16.2124H21.5301C22.3227 16.2124 22.9712 15.5783 22.9712 14.7713V1.4411C22.9712 0.648514 22.3227 0 21.5301 0H12.8835Z\" fill=\"#FF0000\"><\/path><path d=\"M59.1717 16.2124C59.9787 16.2124 60.6128 15.5783 60.6128 14.7713V1.4411C60.6128 0.648514 59.9787 0 59.1717 0H50.5251C49.7325 0 49.084 0.648514 49.084 1.4411V14.7713C49.084 15.5783 49.7325 16.2124 50.5251 16.2124H59.1717Z\" fill=\"#FF0000\"><\/path><path d=\"M67.1986 7.39258H63.495V14.771C63.495 17.1488 61.5495 19.0943 59.1717 19.0943H50.5251C48.1472 19.0943 46.2017 17.1488 46.2017 14.771V7.39258H25.8534V14.771C25.8534 17.1488 23.9079 19.0943 21.5301 19.0943H12.8835C10.5056 19.0943 8.56015 17.1488 8.56015 14.771V7.39258H4.85651C2.17608 7.39258 0 9.56866 0 12.2491V23.7779H72.0551V12.2491C72.0551 9.56866 69.8791 7.39258 67.1986 7.39258Z\" fill=\"#FF0000\"><\/path><path d=\"M36.0273 56.3034C41.4891 56.3034 45.9421 51.8504 45.9421 46.3886C45.9421 40.9268 41.4891 36.4883 36.0273 36.4883C30.5656 36.4883 26.127 40.9268 26.127 46.3886C26.127 51.8504 30.5656 56.3034 36.0273 56.3034ZM34.5862 40.5089C34.5862 39.7163 35.2347 39.0678 36.0273 39.0678C36.8199 39.0678 37.4684 39.7163 37.4684 40.5089V45.7977L40.7398 49.0691C41.3017 49.6311 41.3017 50.539 40.7398 51.101C40.4659 51.3892 40.0912 51.519 39.7165 51.519C39.3563 51.519 38.9816 51.3892 38.7078 51.101L35.0041 47.4118C34.7447 47.138 34.5862 46.7777 34.5862 46.3886V40.5089Z\" fill=\"#FF0000\"><\/path><path d=\"M0 64.1432C0 66.8237 2.17608 68.9998 4.85651 68.9998H67.1986C69.8791 68.9998 72.0551 66.8237 72.0551 64.1432V26.6602H0V64.1432ZM36.0276 33.6063C43.089 33.6063 48.8246 39.3418 48.8246 46.3889C48.8246 53.4502 43.089 59.1859 36.0276 59.1859C28.9806 59.1859 23.245 53.4502 23.245 46.3889C23.245 39.3418 28.9806 33.6063 36.0276 33.6063Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4383ae1 elementor-widget elementor-widget-text-editor\" data-id=\"4383ae1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Create Flexible Class Time-Table<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-20 elementor-top-column elementor-element elementor-element-1dbe979\" data-id=\"1dbe979\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0523425 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"0523425\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"60\" height=\"69\" viewBox=\"0 0 60 69\" fill=\"none\"><path d=\"M27.7919 50.1883C25.4567 44.9431 26.5411 38.9578 30.5546 34.9417C34.5698 30.9282 40.5585 29.8429 45.807 32.1782C45.8569 32.1998 45.9085 32.209 45.9584 32.2281L43.3869 34.2457C42.3141 35.0873 42.1262 36.6391 42.9686 37.7128C43.456 38.3332 44.1803 38.6584 44.913 38.6584C45.4469 38.6584 45.9833 38.4862 46.4358 38.1311L52.9534 33.0181C53.6919 32.4393 54.0378 31.4912 53.8466 30.5714L52.1508 22.4346C51.8731 21.1007 50.5674 20.2432 49.2293 20.521C47.8945 20.7988 47.037 22.1069 47.3148 23.4426L48.0982 27.2016C48.0766 27.1908 48.0583 27.1758 48.0367 27.1667C40.6966 23.9008 32.3136 25.4294 26.675 31.0629C21.0423 36.6998 19.5137 45.0828 22.7804 52.4204C23.2345 53.4417 24.2366 54.048 25.2878 54.048C25.6604 54.048 26.0396 53.9715 26.4014 53.8101C27.7861 53.1939 28.4082 51.5722 27.7919 50.1883Z\" fill=\"#FF0000\"><\/path><path d=\"M57.7333 36.8642C57.1187 35.4795 55.497 34.8566 54.1131 35.4712C52.7285 36.0857 52.1047 37.7066 52.7201 39.0913C55.0529 44.3415 53.9676 50.3277 49.9549 54.3395C46.0221 58.2724 40.2005 59.3868 35.031 57.2353L37.5975 55.2227C38.6703 54.3811 38.8583 52.8293 38.0158 51.7556C37.1742 50.6828 35.6215 50.4948 34.5487 51.3373L28.0294 56.4511C27.2909 57.0299 26.9441 57.978 27.1362 58.897L28.8311 67.0338C29.0739 68.1989 30.101 68.9998 31.2462 68.9998C31.4125 68.9998 31.5822 68.9823 31.7518 68.9482C33.0866 68.6696 33.9441 67.3623 33.6663 66.0267L32.8862 62.2851C35.3263 63.3072 37.8711 63.8128 40.3885 63.8128C45.3376 63.8128 50.1678 61.8842 53.8345 58.2167C59.4656 52.5881 60.9958 44.2059 57.7333 36.8642Z\" fill=\"#FF0000\"><\/path><path d=\"M4.28215 17.0146H44.2577V17.0205H48.5407V7.57796C48.5407 6.00531 47.255 4.72209 45.6823 4.72209H39.2595V2.60638C39.2595 1.17428 38.0844 0 36.6523 0H34.7295C33.2941 0 32.1223 1.17512 32.1223 2.60638V4.72209H16.4167V2.60638C16.4167 1.17428 15.2449 0 13.8095 0H11.8867C10.4546 0 9.2795 1.17512 9.2795 2.60638V4.72209H2.85587C1.28656 4.72209 0 6.00531 0 7.57796V50.4044C0 51.977 1.28573 53.2628 2.85587 53.2628H16.2678V48.4234H4.28215V17.0146Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a2c554c elementor-widget elementor-widget-text-editor\" data-id=\"a2c554c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Create a Recurring Time-Table for Sections<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-20 elementor-top-column elementor-element elementor-element-121b5b1\" data-id=\"121b5b1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4e598b4 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4e598b4\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"65\" viewBox=\"0 0 64 65\" fill=\"none\"><path d=\"M15.887 0.18649C15.7618 0.212898 15.6503 0.283502 15.5729 0.385354C15.4955 0.487207 15.4573 0.613503 15.4654 0.741178V8.52916H16.5304V0.741178C16.5334 0.669406 16.5218 0.597798 16.4964 0.530613C16.471 0.463428 16.4322 0.402073 16.3825 0.350253C16.3327 0.298433 16.273 0.257229 16.2069 0.229089C16.1408 0.200948 16.0697 0.186436 15.9979 0.18649C15.961 0.182628 15.9238 0.182628 15.887 0.18649ZM43.621 0.18649C43.4958 0.212898 43.3843 0.283502 43.3069 0.385354C43.2295 0.487207 43.1913 0.613503 43.1994 0.741178V8.52916H44.2644V0.741178C44.2674 0.669406 44.2558 0.597798 44.2304 0.530613C44.205 0.463428 44.1663 0.402073 44.1165 0.350253C44.0668 0.298433 44.007 0.257229 43.9409 0.229089C43.8749 0.200948 43.8038 0.186436 43.7319 0.18649C43.695 0.182628 43.6579 0.182628 43.621 0.18649ZM4.4375 9.59399C1.96528 9.59399 0 11.5785 0 14.0537V53.5921C0 56.0672 1.96528 58.0518 4.4375 58.0518H44.6413C44.5434 57.5957 44.4742 57.1309 44.4416 56.654C44.4146 56.4331 44.3972 56.1939 44.3972 55.9661C44.3972 55.2825 44.4646 54.6144 44.5969 53.9692H5.79112C5.64989 53.9692 5.51446 53.9132 5.4146 53.8133C5.31474 53.7135 5.25863 53.578 5.25862 53.4367V14.2093C5.25591 14.0853 5.29654 13.9643 5.3735 13.8671C5.45045 13.7699 5.55891 13.7026 5.68018 13.6768C5.71706 13.6729 5.75424 13.6729 5.79112 13.6768H17.9279C17.9426 13.6762 17.9574 13.6762 17.9722 13.6768H30.0642H42.201C42.2158 13.6762 42.2306 13.6762 42.2454 13.6768H54.3594C54.5006 13.6768 54.636 13.7329 54.7359 13.8328C54.8358 13.9326 54.8919 14.0681 54.8919 14.2093V23.9051C54.9075 23.9782 54.9075 24.0538 54.8919 24.1269V33.7119C54.9075 33.7851 54.9075 33.8607 54.8919 33.9338V43.5188C54.9075 43.5919 54.9075 43.6675 54.8919 43.7407V46.0703C55.0187 46.0781 55.1439 46.1009 55.2691 46.1144H55.3356C55.5371 46.1385 55.7379 46.1662 55.9347 46.2031C55.9648 46.2102 55.9934 46.218 56.0234 46.2251C56.2567 46.2656 56.4839 46.3236 56.7113 46.3804C57.9799 46.6966 59.1496 47.2477 60.1725 48.0001V14.0529C60.1725 11.5807 58.1849 9.59321 55.7129 9.59321H4.43736L4.4375 9.59399ZM6.3234 14.7415V23.483H17.3951V14.7415H6.3234ZM18.4601 14.7415V23.483H29.5319V14.7415H18.4601ZM30.5969 14.7415V23.483H41.6686V14.7415H30.5969ZM42.7336 14.7415V23.483H53.8274V14.7415H42.7336ZM6.32411 24.548V33.2895H17.3959V24.548H6.32411ZM18.4609 24.548V33.2895H29.5326V24.548H18.4609ZM30.5976 24.548V33.2895H41.6693V24.548H30.5976ZM42.7343 24.548V33.2895H53.8281V24.548H42.7343ZM6.32482 34.3545V43.0961H17.3966V34.3545H6.32482ZM18.4616 34.3545V43.0961H29.5333V34.3545H18.4616ZM30.5983 34.3545V43.0961H41.67V34.3545H30.5983ZM42.735 34.3545V43.0961H53.8288V34.3545H42.735ZM6.32553 44.1611V52.9026H17.6188C17.5486 52.8522 17.4917 52.7854 17.453 52.7081C17.4144 52.6308 17.3951 52.5453 17.3969 52.4589V44.1603H6.32518L6.32553 44.1611ZM18.4623 44.1611V52.4595C18.4641 52.546 18.4448 52.6315 18.4062 52.7088C18.3675 52.7861 18.3106 52.8529 18.2404 52.9033H29.5784C29.5508 52.8402 29.5358 52.7724 29.534 52.7036V44.1616L18.4623 44.1611ZM30.599 44.1611V52.7031C30.5973 52.7719 30.5822 52.8396 30.5546 52.9027H41.8926C41.8224 52.8523 41.7655 52.7856 41.7269 52.7083C41.6882 52.631 41.6689 52.5454 41.6708 52.4589V44.1605L30.599 44.1611ZM42.7358 44.1611V52.4595C42.7376 52.546 42.7183 52.6315 42.6796 52.7088C42.641 52.7861 42.5841 52.8529 42.5139 52.9033H44.888C44.9744 52.6395 45.069 52.3803 45.1764 52.1267C45.1803 52.1175 45.1947 52.1139 45.1986 52.1047C45.3214 51.8146 45.4491 51.5369 45.598 51.2616C45.601 51.2545 45.5949 51.2468 45.598 51.2397C45.6544 51.1358 45.7376 51.0527 45.7977 50.9511C46.2235 50.2335 46.7197 49.541 47.3064 48.9543C47.7508 48.5099 48.2489 48.1102 48.7708 47.7561C49.0346 47.5778 49.3107 47.3987 49.5917 47.2459C50.7091 46.6385 51.9731 46.2519 53.297 46.1143C53.3042 46.1143 53.312 46.115 53.3192 46.1143C53.4897 46.0972 53.6567 46.0788 53.8295 46.0702V44.1621H42.7358L42.7358 44.1611ZM54.3173 47.1121C54.0635 47.1121 53.8113 47.1362 53.5629 47.156C53.397 47.1702 53.2379 47.2001 53.0748 47.2228C52.894 47.2484 52.7193 47.2754 52.5423 47.3116C52.4004 47.3407 52.26 47.3648 52.1207 47.4003C51.9294 47.4493 51.7299 47.4946 51.5438 47.5556C51.5004 47.5698 51.4538 47.5855 51.4107 47.5997C51.2268 47.6636 51.0564 47.7462 50.8782 47.8215C50.4607 47.9979 50.0619 48.2071 49.6801 48.4428C49.6206 48.4797 49.5611 48.516 49.5026 48.5537C49.3048 48.6823 49.1122 48.8095 48.9257 48.9531C48.7561 49.0837 48.5971 49.2101 48.4376 49.3524C48.4142 49.3737 48.3942 49.3979 48.371 49.4192C48.2663 49.5144 48.1605 49.6076 48.0604 49.7076C47.999 49.7694 47.9425 49.8441 47.8829 49.9073C47.7231 50.0768 47.5631 50.258 47.417 50.4398C47.2697 50.6232 47.128 50.7996 46.9954 50.9945C46.9115 51.1178 46.8291 51.2439 46.7513 51.3717C46.7029 51.4512 46.6641 51.5346 46.6182 51.6157C46.6101 51.6299 46.6041 51.6463 46.596 51.6598C46.5458 51.7497 46.4879 51.8342 46.4407 51.926C46.2537 52.2899 46.1107 52.6664 45.9748 53.0576C45.9428 53.1495 45.8928 53.2305 45.8638 53.3238C45.8618 53.3309 45.8659 53.3387 45.8638 53.3458C45.8484 53.3962 45.834 53.4507 45.8195 53.5011C45.8129 53.5239 45.8036 53.5452 45.7973 53.568C45.7914 53.5907 45.7839 53.613 45.7751 53.6347C45.6498 54.0958 45.5583 54.5667 45.5088 55.0547C45.5081 55.0618 45.5095 55.0696 45.5088 55.0767C45.4801 55.3675 45.4645 55.6658 45.4645 55.9642C45.4645 56.1807 45.4712 56.3974 45.4867 56.6077C45.4967 56.7482 45.5145 56.8906 45.531 57.0292C45.5519 57.1982 45.5672 57.374 45.5976 57.5395C45.6148 57.6361 45.6438 57.7325 45.6642 57.828C45.7092 58.0351 45.7603 58.2241 45.8195 58.427C45.8294 58.4559 45.8368 58.4856 45.8417 58.5158C46.9337 62.1659 50.3086 64.817 54.3176 64.817C59.2119 64.817 63.1706 60.8585 63.1706 55.964C63.1706 53.4604 62.1307 51.2053 60.4637 49.5962C60.4396 49.576 60.4174 49.5537 60.3972 49.5295C60.3932 49.5224 60.379 49.5366 60.375 49.5295C60.3594 49.5157 60.3445 49.501 60.3306 49.4855C59.7499 48.9449 59.1067 48.4803 58.4003 48.1098C58.3852 48.102 58.371 48.0956 58.3559 48.0878C58.1147 47.9631 57.855 47.8574 57.6015 47.755C57.348 47.6526 57.0896 47.5675 56.8249 47.4888C56.3091 47.3353 55.7795 47.2121 55.2274 47.156H55.1831C54.9138 47.1304 54.6385 47.112 54.3621 47.112C54.3473 47.1119 54.3322 47.1121 54.3173 47.1121ZM60.0194 51.1279C60.0342 51.1273 60.049 51.1273 60.0638 51.1279C60.1712 51.1231 60.2775 51.1509 60.3689 51.2077C60.4602 51.2644 60.5322 51.3474 60.5754 51.4459C60.6186 51.5443 60.631 51.6535 60.611 51.7592C60.5909 51.8648 60.5394 51.9618 60.4632 52.0376L52.0319 60.6244C51.933 60.718 51.802 60.7702 51.6659 60.7702C51.5297 60.7702 51.3987 60.718 51.2998 60.6244L48.1935 57.6069C48.1302 57.5627 48.0773 57.5054 48.0383 57.4387C47.9994 57.3721 47.9754 57.2978 47.968 57.2209C47.9606 57.1441 47.9701 57.0666 47.9956 56.9938C48.0212 56.9209 48.0622 56.8546 48.116 56.7992C48.1697 56.7438 48.2349 56.7007 48.3069 56.673C48.379 56.6453 48.4562 56.6336 48.5332 56.6387C48.6102 56.6438 48.6852 56.6655 48.7529 56.7024C48.8207 56.7393 48.8797 56.7905 48.9257 56.8525L51.6548 59.4929L59.709 51.3059C59.789 51.2127 59.8985 51.1495 60.0194 51.1279Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-172aee9 elementor-widget elementor-widget-text-editor\" data-id=\"172aee9\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<span style=\"white-space-collapse: preserve;\">Get Quick <p>Time-Table Views<\/br> at Different Levels<\/span>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-20 elementor-top-column elementor-element elementor-element-db1e75f\" data-id=\"db1e75f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d55e7c1 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"d55e7c1\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"65\" height=\"64\" viewBox=\"0 0 65 64\" fill=\"none\"><path d=\"M3.12558 36.8839C1.63396 38.3732 0.617748 40.2716 0.205601 42.3387C-0.206545 44.4059 0.00390441 46.5488 0.810308 48.4963C1.61671 50.4438 2.98281 52.1082 4.73566 53.2789C6.48851 54.4496 8.54929 55.0739 10.6571 55.0727H18.0994C18.6147 57.5931 19.9846 59.8582 21.9775 61.4848C23.9704 63.1115 26.464 64 29.0365 64C31.609 64 34.1026 63.1115 36.0955 61.4848C38.0884 59.8582 39.4583 57.5931 39.9736 55.0727H47.4158C49.5237 55.0739 51.5845 54.4496 53.3373 53.2789C55.0902 52.1082 56.4563 50.4438 57.2627 48.4963C58.0691 46.5488 58.2795 44.4059 57.8674 42.3387C57.4552 40.2716 56.439 38.3732 54.9474 36.8839L53.6971 35.6336C52.509 34.4433 51.6478 32.9669 51.1965 31.3469L51.137 31.1683C50.9603 31.2028 50.7811 31.2227 50.6011 31.2278C50.3638 31.2526 50.1252 31.2625 49.8867 31.2576C46.5204 31.2671 43.2263 30.2825 40.4174 28.4272C37.6085 26.5719 35.41 23.9285 34.0976 20.8287C32.7851 17.7288 32.4172 14.3104 33.0399 11.0022C33.6626 7.69402 35.2483 4.64336 37.598 2.23284C34.9827 0.756508 32.0278 -0.0129867 29.0246 0.000165818C25.1151 0.00374379 21.3147 1.28992 18.2065 3.66136C15.0984 6.03281 12.8541 9.35853 11.8181 13.1283L6.87647 31.3469C6.42517 32.9669 5.56394 34.4433 4.37588 35.6336L3.12558 36.8839ZM35.3118 55.0727C34.8564 56.3771 34.0066 57.5076 32.8801 58.3075C31.7536 59.1074 30.4062 59.5372 29.0246 59.5372C27.643 59.5372 26.2956 59.1074 25.1691 58.3075C24.0426 57.5076 23.1927 56.3771 22.7374 55.0727H35.3118Z\" fill=\"#FF0000\"><\/path><path d=\"M49.8629 0.000187143C46.1127 0.000187143 42.5161 1.48996 39.8642 4.14177C37.2124 6.79358 35.7227 10.3902 35.7227 14.1404C35.7227 17.8907 37.2124 21.4873 39.8642 24.1391C42.5161 26.7909 46.1127 28.2807 49.8629 28.2807C50.0223 28.2856 50.1817 28.2757 50.3392 28.2509C54.0561 28.1447 57.5813 26.5775 60.1502 23.8891C62.7191 21.2008 64.1246 17.6081 64.0619 13.8902C63.9992 10.1723 62.4734 6.62903 59.8153 4.0288C57.1573 1.42858 53.5813 -0.0189385 49.8629 0.000187143ZM52.8398 16.3731H49.8629C49.2708 16.3731 48.7029 16.1379 48.2842 15.7192C47.8655 15.3005 47.6302 14.7326 47.6302 14.1404V9.6751C47.6302 9.08296 47.8655 8.51507 48.2842 8.09636C48.7029 7.67765 49.2708 7.44243 49.8629 7.44243C50.4551 7.44243 51.0229 7.67765 51.4416 8.09636C51.8604 8.51507 52.0956 9.08296 52.0956 9.6751V11.9078H52.8398C53.4319 11.9078 53.9998 12.143 54.4185 12.5617C54.8372 12.9804 55.0725 13.5483 55.0725 14.1404C55.0725 14.7326 54.8372 15.3005 54.4185 15.7192C53.9998 16.1379 53.4319 16.3731 52.8398 16.3731Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-017be93 elementor-widget elementor-widget-text-editor\" data-id=\"017be93\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Real-time Notifications<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-20 elementor-top-column elementor-element elementor-element-e8dafa9\" data-id=\"e8dafa9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-42385ce elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"42385ce\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a210360\" data-id=\"a210360\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f8961f1 elementor-widget elementor-widget-text-editor\" data-id=\"f8961f1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Automated Time Table Management System For Smooth Campus Experience<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-36ca63a elementor-widget elementor-widget-text-editor\" data-id=\"36ca63a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus understands the complexities of managing timetables for higher education institutions and offers a comprehensive solution to address these challenges.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-65e4f02 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"65e4f02\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-24bd61b\" data-id=\"24bd61b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-77793f0 elementor-widget elementor-widget-image\" data-id=\"77793f0\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.20.0 - 11-03-2024 *\/\n.elementor-widget-image{text-align:center}.elementor-widget-image a{display:inline-block}.elementor-widget-image a img[src$=\".svg\"]{width:48px}.elementor-widget-image img{vertical-align:middle;display:inline-block}<\/style>\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1024\" height=\"673\" src=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3-1024x673.png\" class=\"attachment-large size-large wp-image-4665\" alt=\"\" srcset=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3-1024x673.png 1024w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3-300x197.png 300w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3-768x505.png 768w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3-1536x1009.png 1536w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/Frame-3.png 1571w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-fafde39 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"fafde39\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-dbbd2da\" data-id=\"dbbd2da\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f2bd757 elementor-widget elementor-widget-spacer\" data-id=\"f2bd757\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.20.0 - 11-03-2024 *\/\n.elementor-column .elementor-spacer-inner{height:var(--spacer-size)}.e-con{--container-widget-width:100%}.e-con-inner>.elementor-widget-spacer,.e-con>.elementor-widget-spacer{width:var(--container-widget-width,var(--spacer-size));--align-self:var(--container-widget-align-self,initial);--flex-shrink:0}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container,.e-con>.elementor-widget-spacer>.elementor-widget-container{height:100%;width:100%}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer,.e-con>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer{height:100%}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer>.elementor-spacer-inner,.e-con>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer>.elementor-spacer-inner{height:var(--container-widget-height,var(--spacer-size))}.e-con-inner>.elementor-widget-spacer.elementor-widget-empty,.e-con>.elementor-widget-spacer.elementor-widget-empty{position:relative;min-height:22px;min-width:22px}.e-con-inner>.elementor-widget-spacer.elementor-widget-empty .elementor-widget-empty-icon,.e-con>.elementor-widget-spacer.elementor-widget-empty .elementor-widget-empty-icon{position:absolute;top:0;bottom:0;left:0;right:0;margin:auto;padding:0;width:22px;height:22px}<\/style>\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25a7d14 elementor-widget elementor-widget-text-editor\" data-id=\"25a7d14\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Optimize Academic Schedules with Time Table Management System<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-077bbd8 elementor-widget elementor-widget-text-editor\" data-id=\"077bbd8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus\u2019 Time Table Management System for higher education institutions combines flexibility, automation, and real-time updates to ensure academic excellence!<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dd34064 elementor-widget elementor-widget-spacer\" data-id=\"dd34064\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-7147b0b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7147b0b\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-0910579\" data-id=\"0910579\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c94984e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"c94984e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"68\" height=\"69\" viewBox=\"0 0 68 69\" fill=\"none\"><path d=\"M14.6019 6.28633C15.2246 6.25559 15.7154 6.5538 16.1759 6.93195C17.5666 8.07562 18.9664 9.20699 20.3435 10.3676C20.6934 10.6627 20.957 10.7426 21.3979 10.5013C22.9506 9.64817 24.5746 8.95336 26.2744 8.45992C26.6804 8.34155 26.8228 8.15402 26.8622 7.72668C27.0333 5.81749 27.2409 3.91138 27.4469 2.00526C27.5742 0.829313 28.3831 0.0315124 29.5617 0.020752C32.5113 -0.00691735 35.4624 -0.00691735 38.4119 0.020752C39.6117 0.0330496 40.4404 0.913859 40.5858 2.24814C40.7646 3.90062 40.9585 5.55309 41.0615 7.21018C41.1115 8.0126 41.3584 8.40765 42.1765 8.61364C43.7687 9.01331 45.2654 9.7035 46.6955 10.5228C47.0348 10.7165 47.2514 10.7011 47.5514 10.449C48.9482 9.27463 50.3631 8.1202 51.7795 6.96884C53.0142 5.96506 54.061 6.02347 55.1896 7.16407C57.1196 9.11322 59.0466 11.067 60.966 13.0254C62.0522 14.1337 62.1173 15.2128 61.1629 16.4287C60.0798 17.8091 58.9966 19.1926 57.8725 20.5376C57.4938 20.9895 57.4211 21.3323 57.7195 21.8719C58.533 23.3461 59.1572 24.914 59.6223 26.5357C59.7647 27.0338 59.9768 27.2474 60.4812 27.292C62.1385 27.438 63.7898 27.6425 65.4471 27.7885C67.2499 27.9484 67.9983 28.7523 67.9983 30.6062C67.9998 33.2671 68.0013 35.9279 67.9983 38.5888C67.9952 40.2213 67.3302 40.9976 65.7471 41.1805C63.9701 41.3865 62.1916 41.5848 60.41 41.7477C59.9949 41.7862 59.7904 41.9091 59.6768 42.3288C59.1951 44.1089 58.5224 45.8167 57.615 47.4184C57.409 47.7827 57.4968 48.001 57.7286 48.2869C58.8663 49.6889 59.9904 51.1015 61.1129 52.5157C62.1295 53.7978 62.0764 54.8738 60.9327 56.0405C59.0299 57.9804 57.1227 59.9173 55.2093 61.8465C54.0656 62.9994 52.99 63.0424 51.7356 62.011C50.3646 60.8842 48.9845 59.7682 47.6271 58.623C47.2878 58.3371 47.0197 58.2864 46.6212 58.5031C45.0442 59.367 43.396 60.0726 41.672 60.566C41.213 60.6982 41.1645 60.9872 41.1281 61.3454C40.9554 63.0501 40.7676 64.7518 40.6206 66.458C40.4601 68.3165 39.7632 68.9929 37.915 68.9959C35.2669 69.0006 32.6204 69.0021 29.9723 68.9959C28.3377 68.9913 27.609 68.3396 27.4242 66.7117C27.2227 64.9332 27.0243 63.1546 26.8743 61.3715C26.8334 60.8827 26.6758 60.6521 26.2138 60.5291C24.5019 60.071 22.8764 59.3824 21.3357 58.5031C20.9616 58.2894 20.7252 58.3371 20.4071 58.6045C19.0285 59.7636 17.6333 60.8996 16.2335 62.0309C14.964 63.0578 13.9323 62.9886 12.7704 61.8127C10.8601 59.8789 8.95128 57.9451 7.04703 56.0052C5.92902 54.8676 5.87449 53.8131 6.86827 52.548C7.98477 51.1277 9.10581 49.7119 10.2435 48.3115C10.498 47.9995 10.5813 47.7566 10.3753 47.3662C9.51938 45.7414 8.80888 44.0474 8.31047 42.2735C8.19686 41.8676 7.97871 41.7831 7.61361 41.7477C5.75784 41.5663 3.90358 41.365 2.04932 41.1605C0.796479 41.0237 0.0465951 40.2874 0.029931 39.0085C-0.00945687 36.0156 -0.00945687 33.0211 0.0269012 30.0282C0.0420503 28.7324 0.831323 27.9745 2.19475 27.8208C3.84752 27.6348 5.50182 27.4565 7.15914 27.3274C7.86054 27.2736 8.25594 27.0814 8.44833 26.2959C8.83161 24.7326 9.45424 23.2385 10.2556 21.8458C10.5753 21.2908 10.4753 20.9603 10.1026 20.513C8.99825 19.1833 7.93477 17.8183 6.8607 16.4641C5.87752 15.2235 5.93357 14.1398 7.04703 13.0038C8.96795 11.0455 10.8995 9.09631 12.8204 7.13794C13.3188 6.63066 13.8702 6.26174 14.608 6.28941L14.6019 6.28633ZM33.9626 49.5182C37.7665 49.5182 41.5705 49.5228 45.376 49.5152C47.0939 49.5121 47.8832 48.6589 47.718 46.9158C47.4893 44.4916 46.9909 42.1182 46.0744 39.8601C44.9533 37.0993 43.0294 35.0871 40.3783 33.7836C39.9829 33.5899 39.6663 33.5791 39.2587 33.8097C35.7911 35.7773 32.3007 35.7512 28.827 33.8266C28.4271 33.6053 28.1165 33.573 27.7105 33.7728C25.0897 35.064 23.1355 37.0224 22.0235 39.7602C21.0888 42.0598 20.5162 44.4686 20.3268 46.9573C20.1844 48.8342 20.8237 49.5136 22.7007 49.5152C26.4547 49.5182 30.2086 49.5152 33.9626 49.5152V49.5182ZM26.3774 24.6803C26.388 28.9337 29.8223 32.3986 33.9974 32.3678C38.168 32.3371 41.5523 28.8892 41.5372 24.6834C41.522 20.3916 38.1604 17.0159 33.9171 17.0313C29.7117 17.0467 26.3668 20.4392 26.3774 24.6803Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f4d87f4 elementor-widget elementor-widget-text-editor\" data-id=\"f4d87f4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Administrators<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-646dc6e elementor-widget elementor-widget-text-editor\" data-id=\"646dc6e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Real-time conflict notifications and alerts help administrators resolve scheduling issues promptly and avoid disruptions.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-0b1c854\" data-id=\"0b1c854\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0984a8e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"0984a8e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"65\" height=\"63\" viewBox=\"0 0 65 63\" fill=\"none\"><path d=\"M58.5 46.875C60.1576 46.875 61.7473 46.2165 62.9194 45.0444C64.0915 43.8723 64.75 42.2826 64.75 40.625V6.25C64.75 4.5924 64.0915 3.00268 62.9194 1.83058C61.7473 0.65848 60.1576 0 58.5 0H25.5625C26.6562 1.90625 27.25 4.0625 27.25 6.25H58.5V40.625H30.375V46.875M42.875 15.625V21.875H24.125V62.5H17.875V43.75H11.625V62.5H5.375V37.5H0.6875V21.875C0.6875 20.2174 1.34598 18.6277 2.51808 17.4556C3.69018 16.2835 5.2799 15.625 6.9375 15.625H42.875ZM21 6.25C21 7.9076 20.3415 9.49732 19.1694 10.6694C17.9973 11.8415 16.4076 12.5 14.75 12.5C13.0924 12.5 11.5027 11.8415 10.3306 10.6694C9.15848 9.49732 8.5 7.9076 8.5 6.25C8.5 4.5924 9.15848 3.00268 10.3306 1.83058C11.5027 0.65848 13.0924 0 14.75 0C16.4076 0 17.9973 0.65848 19.1694 1.83058C20.3415 3.00268 21 4.5924 21 6.25Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c901859 elementor-widget elementor-widget-text-editor\" data-id=\"c901859\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Faculty &amp; Staff<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b12bcae elementor-widget elementor-widget-text-editor\" data-id=\"b12bcae\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Faculty members no longer need to manually manage and update their schedules, saving them time and reducing administrative work.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-33f6ea3\" data-id=\"33f6ea3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-df6be0e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"df6be0e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"58\" height=\"63\" viewBox=\"0 0 58 63\" fill=\"none\"><path d=\"M43.5 21.75C43.5 29.7612 37.0112 36.25 29 36.25C20.9888 36.25 14.5 29.7612 14.5 21.75L14.8987 18.3425L3.625 12.6875L29 0L54.375 12.6875V30.8125H50.75V14.5L43.1012 18.3425L43.5 21.75ZM29 40.5C45.0225 40.5 58 46.9888 58 55V62.25H0V55C0 46.9888 12.9775 40.5 29 40.5Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-aaf6828 elementor-widget elementor-widget-text-editor\" data-id=\"aaf6828\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Students\u00a0<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4318fe6 elementor-widget elementor-widget-text-editor\" data-id=\"4318fe6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Students can access their schedules from the system, making it easier for them to stay informed about their classes.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-03bbf22 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"03bbf22\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-cc46132\" data-id=\"cc46132\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c94a0cc elementor-widget elementor-widget-spacer\" data-id=\"c94a0cc\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-db9e302 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"db9e302\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1313634\" data-id=\"1313634\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-795a541 elementor-widget elementor-widget-spacer\" data-id=\"795a541\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-98618c7 elementor-widget elementor-widget-text-editor\" data-id=\"98618c7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Key Features &amp; Characteristics of Time Table Management System<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6d07de3 elementor-widget elementor-widget-text-editor\" data-id=\"6d07de3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus gives institutions the flexibility to provide a seamless academic experience while optimizing class scheduling and resource allocation.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5f07fe2 elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5f07fe2\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-a3fb6e4\" data-id=\"a3fb6e4\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4afe4b4 elementor-widget elementor-widget-spacer\" data-id=\"4afe4b4\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-65ac6cc\" data-id=\"65ac6cc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-853252e elementor-widget elementor-widget-text-editor\" data-id=\"853252e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Create Flexible Class Time-Table<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eba294f elementor-widget elementor-widget-text-editor\" data-id=\"eba294f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus\u2019 Time Table Management system allows institutions to create schedules that align with the Choice-Based Credit System and automates class scheduling processes.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a1a9538 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"a1a9538\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<link rel=\"stylesheet\" href=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/plugins\/elementor\/assets\/css\/widget-icon-list.min.css\">\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjE5OTg2MjU2MjEsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)-->\"><\/span>Embracing Choice-Based Credit Systems<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjE1NzYxNjk5OTgsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Tailored Schedules for Individual Courses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjk2MTc0MTEwMCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span>Student-Centric Class Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b6b25a2 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b6b25a2\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-433fa61\" data-id=\"433fa61\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e50aa82 elementor-widget elementor-widget-text-editor\" data-id=\"e50aa82\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Create Flexible Class Time-Table<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-855947b elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"855947b\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-f13bb48\" data-id=\"f13bb48\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d62fad4 elementor-widget elementor-widget-spacer\" data-id=\"d62fad4\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-c132c9c\" data-id=\"c132c9c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7c75671 elementor-widget elementor-widget-text-editor\" data-id=\"7c75671\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus\u2019 Time Table Management system allows institutions to create schedules that align with the Choice-Based Credit System and automates class scheduling processes.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-575bf83 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"575bf83\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjE5OTg2MjU2MjEsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)-->\"><\/span>Embracing Choice-Based Credit Systems<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjE1NzYxNjk5OTgsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Tailored Schedules for Individual Courses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjk2MTc0MTEwMCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span>Student-Centric Class Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-d7f79f5 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"d7f79f5\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-810c657\" data-id=\"810c657\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c214f32 elementor-widget elementor-widget-text-editor\" data-id=\"c214f32\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Create a Recurring Time-Table for Sections<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-8627d4b elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"8627d4b\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-90c70e7\" data-id=\"90c70e7\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7a9a62d elementor-widget elementor-widget-spacer\" data-id=\"7a9a62d\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-edd3ee0\" data-id=\"edd3ee0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cb92492 elementor-widget elementor-widget-text-editor\" data-id=\"cb92492\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>The module empowers institutions to create recurring timetables for sections and ensures a smooth and organized academic calendar.\u00a0<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-11bed4d elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"11bed4d\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Streamlining Section-Based Systems<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Efficient Allocation of Resources<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Consistency in Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-9077e7b elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"9077e7b\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-08ed789\" data-id=\"08ed789\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1350871 elementor-widget elementor-widget-text-editor\" data-id=\"1350871\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Create a Recurring Time-Table for Sections<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d85e0d8 elementor-widget elementor-widget-text-editor\" data-id=\"d85e0d8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>The module empowers institutions to create recurring timetables for sections and ensures a smooth and organized academic calendar.\u00a0<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-70bf4d7 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"70bf4d7\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Streamlining Section-Based Systems<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Efficient Allocation of Resources<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Consistency in Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-70f847b\" data-id=\"70f847b\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a7514d4 elementor-widget elementor-widget-spacer\" data-id=\"a7514d4\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-830ba38 elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"830ba38\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-eff7af9\" data-id=\"eff7af9\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b3ccd9b elementor-widget elementor-widget-spacer\" data-id=\"b3ccd9b\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-9030d39\" data-id=\"9030d39\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5ca296f elementor-widget elementor-widget-text-editor\" data-id=\"5ca296f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Get Quick Time-Table Views at Different Levels<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6cde394 elementor-widget elementor-widget-text-editor\" data-id=\"6cde394\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Whether it&#8217;s viewing timetables by section, faculty, or course, the system offers an intuitive and efficient way to stay informed about sessions.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bd9c811 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"bd9c811\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Section, Faculty, and Course Perspectives<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Enhanced Accessibility and Understanding<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Improved Decision-Making<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Real-Time Notifications to Students and Parents<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-4b13cb4 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4b13cb4\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-6076ff4\" data-id=\"6076ff4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3c37f02 elementor-widget elementor-widget-text-editor\" data-id=\"3c37f02\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Get Quick Time-Table Views at Different Levels<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-d03d43e elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"d03d43e\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-5674aa7\" data-id=\"5674aa7\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-be6f0c7 elementor-widget elementor-widget-spacer\" data-id=\"be6f0c7\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-bd4d2ea\" data-id=\"bd4d2ea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-41c34c3 elementor-widget elementor-widget-text-editor\" data-id=\"41c34c3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Whether it&#8217;s viewing timetables by section, faculty, or course, the system offers an intuitive and efficient way to stay informed about sessions.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4d7663d elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"4d7663d\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Section, Faculty, and Course Perspectives<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Enhanced Accessibility and Understanding<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Improved Decision-Making<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Real-Time Notifications to Students and Parents<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6bbd3c8 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6bbd3c8\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c7c5d44\" data-id=\"c7c5d44\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-29d8590 elementor-widget elementor-widget-text-editor\" data-id=\"29d8590\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Real-time Notifications<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-34dcba1 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"34dcba1\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-bf8e2e8\" data-id=\"bf8e2e8\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c4ccd69 elementor-widget elementor-widget-spacer\" data-id=\"c4ccd69\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-92e769d\" data-id=\"92e769d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-13e52a7 elementor-widget elementor-widget-text-editor\" data-id=\"13e52a7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>With this feature, users are instantly informed of any changes or updates related to their schedules. This enhances communication, ensuring that everyone stays up-to-date.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae61200 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"ae61200\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Stay Informed with Instant Updates<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Conflict Resolution and Resource Management<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Proactive Academic Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-f4a63a4 elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"f4a63a4\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-cf0d607\" data-id=\"cf0d607\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5b5fd6c elementor-widget elementor-widget-text-editor\" data-id=\"5b5fd6c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Real-time Notifications<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-82d7102 elementor-widget elementor-widget-text-editor\" data-id=\"82d7102\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>With this feature, users are instantly informed of any changes or updates related to their schedules. This enhances communication, ensuring that everyone stays up-to-date.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-025e37b elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"025e37b\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Stay Informed with Instant Updates<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Conflict Resolution and Resource Management<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-check\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Proactive Academic Scheduling<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-4a44679\" data-id=\"4a44679\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6651aa5 elementor-widget elementor-widget-spacer\" data-id=\"6651aa5\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-0e04079 elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"0e04079\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;gradient&quot;,&quot;animation&quot;:&quot;slideInLeft&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-f883461\" data-id=\"f883461\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-95c26cc elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"95c26cc\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-f635533\" data-id=\"f635533\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5f41dd0 elementor-widget elementor-widget-text-editor\" data-id=\"5f41dd0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Adapt and cater to the diverse academic needs of your institution with Digiicampus\u2019 Time Table Management System!<br \/><\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-40aff06 elementor-widget elementor-widget-button\" data-id=\"40aff06\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/qawebsite.digiicampus.com\/request-a-demo\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">SCHEDULE A DEMO<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-e569c9f\" data-id=\"e569c9f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-14314f6 elementor-widget__width-auto e-transform e-transform elementor-widget elementor-widget-image\" data-id=\"14314f6\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-17,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1220\" height=\"1336\" src=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/girl.png\" class=\"attachment-full size-full wp-image-4600\" alt=\"\" srcset=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/girl.png 1220w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/girl-274x300.png 274w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/girl-935x1024.png 935w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/01\/girl-768x841.png 768w\" sizes=\"(max-width: 1220px) 100vw, 1220px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-430fd76 elementor-invisible\" data-id=\"430fd76\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-17560a4 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"17560a4\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-bcbad23\" data-id=\"bcbad23\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0844a38 elementor-widget elementor-widget-spacer\" data-id=\"0844a38\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7280a44 elementor-widget elementor-widget-text-editor\" data-id=\"7280a44\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Benefits of Time Table Management System<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-4680a78 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4680a78\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-9099aa6\" data-id=\"9099aa6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d5d2f9e elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"d5d2f9e\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"59\" height=\"55\" viewBox=\"0 0 59 55\" fill=\"none\"><path d=\"M22.4821 12.6229H27.0158V23.8018C27.8852 24.4229 28.6926 25.1061 29.5 25.7892C30.2452 25.1061 31.1147 24.4229 31.9842 23.8018V12.6229H36.5179C37.2631 12.6229 37.9463 12.1882 38.3189 11.505C38.6294 10.8218 38.5673 10.0145 38.0705 9.45553L31.0526 0.698684C30.3073 -0.232895 28.7547 -0.232895 28.0094 0.698684L20.9294 9.45553C20.4326 10.0766 20.3705 10.8839 20.681 11.505C21.0536 12.1882 21.7368 12.6229 22.4821 12.6229Z\" fill=\"#FF0000\"><\/path><path d=\"M13.8495 24.6085H12.6695V20.0748C12.6695 19.3296 12.2347 18.6464 11.5516 18.2738C10.8684 17.9633 10.0611 18.0254 9.5021 18.5222L0.745263 25.478C0.310526 25.8506 0 26.4096 0 27.0306C0 27.6517 0.248421 28.2106 0.745263 28.5833L9.5021 35.6012C9.87474 35.9117 10.3095 36.0359 10.7442 36.0359C11.0547 36.0359 11.3032 35.9738 11.6137 35.8496C12.2968 35.5391 12.7316 34.8559 12.7316 34.0485V29.5148H13.9116C21.1158 29.5148 27.0158 35.4148 27.0158 42.6812V52.2454C27.0158 53.6117 28.1337 54.7296 29.5 54.7296C30.8663 54.7296 31.9842 53.6117 31.9842 52.2454V42.6812C31.9842 32.6822 23.8484 24.6085 13.8495 24.6085Z\" fill=\"#FF0000\"><\/path><path d=\"M58.2548 25.478L49.4979 18.5222C48.8769 18.0254 48.0695 17.9633 47.4484 18.2738C46.7653 18.5843 46.3305 19.2675 46.3305 20.0748V24.6085H45.1505C40.3063 24.6085 35.959 26.4717 32.7295 29.5148C33.7232 30.9433 34.5305 32.4338 35.2137 34.0485C37.5737 31.2538 41.1758 29.4527 45.1505 29.4527H46.3305V33.9864C46.3305 34.7317 46.7653 35.4148 47.4484 35.7875C47.6969 35.9117 48.0074 35.9738 48.3179 35.9738C48.7527 35.9738 49.1874 35.8496 49.56 35.5391L58.2548 28.5833C58.6895 28.2106 59 27.6517 59 27.0306C59 26.4717 58.7516 25.8506 58.2548 25.478Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjExMzYxMjcyNTksImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Enhanced Flexibility<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M46.8 0H5.2C3.82211 0.00402412 2.50181 0.553172 1.52749 1.52749C0.553172 2.50181 0.00402412 3.82211 0 5.2V13.8667H52V5.2C51.996 3.82211 51.4468 2.50181 50.4725 1.52749C49.4982 0.553172 48.1779 0.00402412 46.8 0ZM8.66667 8.66667C8.32385 8.66667 7.98872 8.56501 7.70368 8.37455C7.41863 8.18409 7.19647 7.91338 7.06528 7.59665C6.93408 7.27993 6.89976 6.93141 6.96664 6.59518C7.03352 6.25894 7.1986 5.95009 7.44102 5.70768C7.68343 5.46527 7.99228 5.30019 8.32851 5.23331C8.66474 5.16642 9.01326 5.20075 9.32998 5.33194C9.64671 5.46313 9.91742 5.6853 10.1079 5.97035C10.2983 6.25539 10.4 6.59051 10.4 6.93333C10.4 7.39304 10.2174 7.83392 9.89232 8.15899C9.56726 8.48405 9.12638 8.66667 8.66667 8.66667ZM15.6 8.66667C15.2572 8.66667 14.9221 8.56501 14.637 8.37455C14.352 8.18409 14.1298 7.91338 13.9986 7.59665C13.8674 7.27993 13.8331 6.93141 13.9 6.59518C13.9669 6.25894 14.1319 5.95009 14.3743 5.70768C14.6168 5.46527 14.9256 5.30019 15.2618 5.23331C15.5981 5.16642 15.9466 5.20075 16.2633 5.33194C16.58 5.46313 16.8508 5.6853 17.0412 5.97035C17.2317 6.25539 17.3333 6.59051 17.3333 6.93333C17.3333 7.39304 17.1507 7.83392 16.8257 8.15899C16.5006 8.48405 16.0597 8.66667 15.6 8.66667ZM22.5333 8.66667C22.1905 8.66667 21.8554 8.56501 21.5703 8.37455C21.2853 8.18409 21.0631 7.91338 20.9319 7.59665C20.8008 7.27993 20.7664 6.93141 20.8333 6.59518C20.9002 6.25894 21.0653 5.95009 21.3077 5.70768C21.5501 5.46527 21.8589 5.30019 22.1952 5.23331C22.5314 5.16642 22.8799 5.20075 23.1967 5.33194C23.5134 5.46313 23.7841 5.6853 23.9745 5.97035C24.165 6.25539 24.2667 6.59051 24.2667 6.93333C24.2667 7.39304 24.084 7.83392 23.759 8.15899C23.4339 8.48405 22.993 8.66667 22.5333 8.66667Z\" fill=\"#FF0000\"><\/path><path d=\"M0 17.334V46.8007C0.00402412 48.1785 0.553172 49.4988 1.52749 50.4732C2.50181 51.4475 3.82211 51.9966 5.2 52.0007H46.8C48.1779 51.9966 49.4982 51.4475 50.4725 50.4732C51.4468 49.4988 51.996 48.1785 52 46.8007V17.334H0ZM13.8667 45.0673C13.8667 45.527 13.684 45.9679 13.359 46.293C13.0339 46.618 12.593 46.8007 12.1333 46.8007C11.6736 46.8007 11.2327 46.618 10.9077 46.293C10.5826 45.9679 10.4 45.527 10.4 45.0673V36.4007C10.4 35.9409 10.5826 35.5001 10.9077 35.175C11.2327 34.8499 11.6736 34.6673 12.1333 34.6673C12.593 34.6673 13.0339 34.8499 13.359 35.175C13.684 35.5001 13.8667 35.9409 13.8667 36.4007V45.0673ZM20.8 45.0673C20.8 45.527 20.6174 45.9679 20.2923 46.293C19.9673 46.618 19.5264 46.8007 19.0667 46.8007C18.607 46.8007 18.1661 46.618 17.841 46.293C17.516 45.9679 17.3333 45.527 17.3333 45.0673V41.6007C17.3333 41.1409 17.516 40.7001 17.841 40.375C18.1661 40.0499 18.607 39.8673 19.0667 39.8673C19.5264 39.8673 19.9673 40.0499 20.2923 40.375C20.6174 40.7001 20.8 41.1409 20.8 41.6007V45.0673ZM27.7333 45.0673C27.7333 45.527 27.5507 45.9679 27.2257 46.293C26.9006 46.618 26.4597 46.8007 26 46.8007C25.5403 46.8007 25.0994 46.618 24.7743 46.293C24.4493 45.9679 24.2667 45.527 24.2667 45.0673V43.334C24.2667 42.8743 24.4493 42.4334 24.7743 42.1083C25.0994 41.7833 25.5403 41.6007 26 41.6007C26.4597 41.6007 26.9006 41.7833 27.2257 42.1083C27.5507 42.4334 27.7333 42.8743 27.7333 43.334V45.0673ZM34.6667 45.0673C34.6667 45.527 34.4841 45.9679 34.159 46.293C33.8339 46.618 33.393 46.8007 32.9333 46.8007C32.4736 46.8007 32.0327 46.618 31.7077 46.293C31.3826 45.9679 31.2 45.527 31.2 45.0673V39.8673C31.2 39.4076 31.3826 38.9667 31.7077 38.6417C32.0327 38.3166 32.4736 38.134 32.9333 38.134C33.393 38.134 33.8339 38.3166 34.159 38.6417C34.4841 38.9667 34.6667 39.4076 34.6667 39.8673V45.0673ZM36.0533 30.5073C35.88 30.75 31.5987 36.4007 26 36.4007C20.4013 36.4007 16.12 30.75 15.9467 30.5073C15.7189 30.2084 15.5956 29.8431 15.5956 29.4673C15.5956 29.0916 15.7189 28.7262 15.9467 28.4273C16.12 28.1847 20.4013 22.534 26 22.534C31.5987 22.534 35.88 28.1847 36.0533 28.4273C36.2811 28.7262 36.4044 29.0916 36.4044 29.4673C36.4044 29.8431 36.2811 30.2084 36.0533 30.5073ZM41.6 45.0673C41.6 45.527 41.4174 45.9679 41.0923 46.293C40.7673 46.618 40.3264 46.8007 39.8667 46.8007C39.407 46.8007 38.9661 46.618 38.641 46.293C38.316 45.9679 38.1333 45.527 38.1333 45.0673V32.934C38.1333 32.4743 38.316 32.0334 38.641 31.7083C38.9661 31.3833 39.407 31.2007 39.8667 31.2007C40.3264 31.2007 40.7673 31.3833 41.0923 31.7083C41.4174 32.0334 41.6 32.4743 41.6 32.934V45.0673Z\" fill=\"#FF0000\"><\/path><path d=\"M25.9998 26C23.5109 26.3049 21.2308 27.544 19.6211 29.4667C21.2308 31.3893 23.5109 32.6285 25.9998 32.9333C28.4887 32.6285 30.7687 31.3893 32.3784 29.4667C30.7687 27.544 28.4887 26.3049 25.9998 26ZM25.9998 31.6333C25.5712 31.6333 25.1523 31.5063 24.796 31.2682C24.4397 31.0301 24.162 30.6917 23.998 30.2958C23.834 29.8999 23.7911 29.4643 23.8747 29.044C23.9583 28.6237 24.1647 28.2376 24.4677 27.9346C24.7707 27.6316 25.1568 27.4252 25.5771 27.3416C25.9974 27.258 26.433 27.3009 26.8289 27.4649C27.2248 27.6289 27.5632 27.9066 27.8013 28.2629C28.0394 28.6192 28.1664 29.0381 28.1664 29.4667C28.1664 30.0413 27.9382 30.5924 27.5318 30.9987C27.1255 31.4051 26.5744 31.6333 25.9998 31.6333Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjUwODY1MzkwMCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Quick Views<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-ecb09a7\" data-id=\"ecb09a7\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5bd9fb8 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5bd9fb8\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"65\" height=\"65\" viewBox=\"0 0 65 65\" fill=\"none\"><path d=\"M44.0839 48.7247L48.7247 44.0839L46.3953 41.7545C47.583 39.9745 48.4382 37.9538 48.8708 35.7813H52.1636V29.2187H48.8708C48.4375 27.0462 47.583 25.0248 46.3953 23.2455L48.7247 20.9161L44.0839 16.2753L41.7545 18.6047C39.9745 17.417 37.9538 16.5625 35.7813 16.1292V12.8364H29.2187V16.1292C27.0462 16.5625 25.0248 17.417 23.2455 18.6047L20.9161 16.2753L16.2753 20.9154L18.6047 23.2448C17.417 25.0248 16.5625 27.0454 16.1292 29.218H12.8364V35.7806H16.1292C16.5625 37.9531 17.417 39.9738 18.6047 41.7538L16.2753 44.0832L20.9154 48.724L23.2448 46.3946C25.0248 47.5822 27.0447 48.4375 29.218 48.8701V52.1629H35.7806V48.8701C37.9531 48.4368 39.9745 47.5822 41.7538 46.3946L44.0839 48.7247ZM32.5 42.7251C26.8528 42.7251 22.2749 38.1472 22.2749 32.5C22.2749 26.8528 26.8528 22.2749 32.5 22.2749C38.1472 22.2749 42.7251 26.8528 42.7251 32.5C42.7251 38.1472 38.1472 42.7251 32.5 42.7251ZM36.4503 32.5C36.4503 34.6818 34.6818 36.4503 32.5 36.4503C30.3182 36.4503 28.5497 34.6818 28.5497 32.5C28.5497 30.3182 30.3182 28.5497 32.5 28.5497C34.6818 28.5497 36.4503 30.3182 36.4503 32.5ZM60.3637 36.3737C65.385 47.4626 58.0988 61.2935 46.1561 62.739V64.3456C46.1561 64.8757 45.5451 65.2001 45.106 64.8613L38.8299 60.0113C38.4918 59.7506 38.4918 59.2413 38.8299 58.9806L45.106 54.1306C45.5451 53.7911 46.1561 54.1162 46.1554 54.6463V56.1111C57.1899 54.3311 60.0142 44.1455 60.3637 36.3737ZM28.6263 60.3637C17.5374 65.385 3.70579 58.0981 2.26103 46.1554H0.654385C0.124329 46.1554 -0.200151 45.5444 0.138655 45.106L4.98867 38.8299C5.2494 38.4918 5.75868 38.4918 6.01941 38.8299L10.8694 45.106C11.2089 45.5451 10.8837 46.1561 10.3537 46.1554H8.88888C10.6689 57.1899 20.8545 60.0142 28.6263 60.3637ZM64.8613 19.894L60.0113 26.1701C59.7506 26.5082 59.2413 26.5082 58.9806 26.1701L54.1306 19.894C53.7911 19.4549 54.1162 18.8439 54.6463 18.8446H56.1111C54.3311 7.81014 44.1455 4.9858 36.3737 4.63625C47.4626 -0.384954 61.2942 6.90116 62.739 18.8439H64.3456C64.8757 18.8446 65.2001 19.4549 64.8613 19.894ZM4.63625 28.6263C-0.384954 17.5374 6.90188 3.70579 18.8446 2.26103V0.654385C18.8446 0.124329 19.4556 -0.200151 19.894 0.138655L26.1701 4.98867C26.5082 5.2494 26.5082 5.75868 26.1701 6.01941L19.894 10.8694C19.4549 11.2089 18.8439 10.8837 18.8446 10.3537V8.88888C7.81014 10.6689 4.9858 20.8545 4.63625 28.6263Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjEyMDI0NTY1NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Streamlined Operations<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"59\" height=\"59\" viewBox=\"0 0 59 59\" fill=\"none\"><path d=\"M2.87852 33.9684C1.5048 35.3399 0.568917 37.0883 0.189349 38.992C-0.190219 40.8958 0.00359578 42.8693 0.746256 44.6629C1.48892 46.4564 2.74703 47.9893 4.36132 49.0674C5.97562 50.1456 7.8735 50.7205 9.81472 50.7194H16.6687C17.1432 53.0406 18.4049 55.1266 20.2403 56.6247C22.0756 58.1228 24.3721 58.941 26.7413 58.941C29.1104 58.941 31.4069 58.1228 33.2422 56.6247C35.0776 55.1266 36.3393 53.0406 36.8138 50.7194H43.6678C45.609 50.7205 47.5069 50.1456 49.1212 49.0674C50.7355 47.9893 51.9936 46.4564 52.7363 44.6629C53.4789 42.8693 53.6727 40.8958 53.2932 38.992C52.9136 37.0883 51.9777 35.3399 50.604 33.9684L49.4525 32.8169C48.3584 31.7207 47.5652 30.361 47.1496 28.869L47.0948 28.7045C46.9321 28.7363 46.767 28.7547 46.6013 28.7594C46.3827 28.7822 46.163 28.7913 45.9433 28.7868C42.8431 28.7956 39.8094 27.8888 37.2225 26.1801C34.6357 24.4715 32.611 22.0371 31.4023 19.1822C30.1936 16.3274 29.8547 13.1792 30.4282 10.1325C31.0017 7.08583 32.4621 4.27632 34.6261 2.05634C32.2174 0.696709 29.4961 -0.0119602 26.7303 0.000152711C23.1298 0.00344785 19.6298 1.18796 16.7674 3.37195C13.9049 5.55594 11.8381 8.61877 10.8839 12.0905L6.33291 28.869C5.91728 30.361 5.12413 31.7207 4.02998 32.8169L2.87852 33.9684ZM32.5205 50.7194C32.1011 51.9207 31.3185 52.9619 30.281 53.6985C29.2436 54.4352 28.0027 54.831 26.7303 54.831C25.4579 54.831 24.217 54.4352 23.1795 53.6985C22.1421 52.9619 21.3594 51.9207 20.9401 50.7194H32.5205Z\" fill=\"#FF0000\"><\/path><path d=\"M45.921 0.00017235C42.4672 0.00017235 39.1548 1.37218 36.7126 3.81438C34.2704 6.25658 32.8984 9.5689 32.8984 13.0227C32.8984 16.4765 34.2704 19.7888 36.7126 22.231C39.1548 24.6732 42.4672 26.0452 45.921 26.0452C46.0677 26.0498 46.2146 26.0406 46.3596 26.0178C49.7827 25.92 53.0292 24.4766 55.395 22.0008C57.7609 19.5249 59.0553 16.2162 58.9976 12.7922C58.9399 9.36822 57.5346 6.10503 55.0867 3.71034C52.6387 1.31565 49.3454 -0.0174415 45.921 0.00017235ZM48.6625 15.0789H45.921C45.3756 15.0789 44.8526 14.8622 44.467 14.4766C44.0814 14.091 43.8648 13.568 43.8648 13.0227V8.91032C43.8648 8.36498 44.0814 7.84198 44.467 7.45637C44.8526 7.07076 45.3756 6.85413 45.921 6.85413C46.4663 6.85413 46.9893 7.07076 47.3749 7.45637C47.7605 7.84198 47.9771 8.36498 47.9771 8.91032V10.9665H48.6625C49.2079 10.9665 49.7309 11.1831 50.1165 11.5687C50.5021 11.9544 50.7187 12.4774 50.7187 13.0227C50.7187 13.568 50.5021 14.091 50.1165 14.4766C49.7309 14.8622 49.2079 15.0789 48.6625 15.0789Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5IjoiaTBpNXZSYnJQMTg5RFRPdVNxNFU3dCIsInBhc3RlSUQiOjU4NDU3NzMxNywiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span data-buffer=\"<!--(figma)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(\/figma)-->\"><\/span>Real-time Updates<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-63126ee elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"63126ee\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-fd556e1\" data-id=\"fd556e1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-655d734 elementor-widget elementor-widget-text-editor\" data-id=\"655d734\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Why Choose Digiicampus&#8217;s Time Table Management System?<br \/><\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a180202 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a180202\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-29a3ffe\" data-id=\"29a3ffe\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4ec8078 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4ec8078\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"75\" height=\"75\" viewBox=\"0 0 75 75\" fill=\"none\"><path d=\"M73.9857 45.2813L66.3077 43.3618C65.8795 41.7621 65.2513 40.2479 64.4409 38.8471L68.5109 32.0637C68.827 31.5368 68.744 30.8622 68.3094 30.4277L66.0002 28.1184C65.5656 27.6839 64.8911 27.6008 64.3642 27.917L57.5808 31.987C56.18 31.1766 54.6658 30.5484 53.0661 30.1202L51.1466 22.4422C50.9976 21.8459 50.4619 21.4277 49.8473 21.4277H46.5815C45.967 21.4277 45.4312 21.8459 45.2823 22.4422L43.6149 29.112L53.389 38.886C56.6775 40.7154 58.9287 44.1835 58.9287 48.2135C58.9287 54.1309 54.1318 58.9277 48.2144 58.9277C44.1845 58.9277 40.7164 56.6765 38.887 53.388L29.1129 43.6139L22.4431 45.2813C21.8469 45.4303 21.4287 45.966 21.4287 46.5805V49.8464C21.4287 50.4609 21.8469 50.9967 22.4431 51.1456L30.1212 53.0651C30.5493 54.6648 31.1776 56.179 31.988 57.5798L27.918 64.3632C27.6018 64.8901 27.6849 65.5647 28.1194 65.9992L30.4287 68.3085C30.8632 68.743 31.5378 68.8261 32.0647 68.5099L38.8481 64.4399C40.2489 65.2503 41.7631 65.8786 43.3628 66.3067L45.2823 73.9847C45.4312 74.581 45.967 74.9992 46.5815 74.9992H49.8473C50.4619 74.9992 50.9976 74.581 51.1466 73.9847L53.0661 66.3067C54.6658 65.8786 56.18 65.2503 57.5808 64.4399L64.3642 68.5099C64.8911 68.8261 65.5656 68.743 66.0002 68.3085L68.3094 65.9992C68.744 65.5647 68.827 64.8901 68.5109 64.3632L64.4409 57.5798C65.2513 56.179 65.8795 54.6648 66.3077 53.0651L73.9857 51.1456C74.582 50.9967 75.0002 50.4609 75.0002 49.8464V46.5805C75.0002 45.966 74.582 45.4303 73.9857 45.2813Z\" fill=\"#FF0000\"><\/path><path d=\"M0.0710576 1.76511C-0.277987 0.718139 0.718139 -0.277987 1.76511 0.0710576L16.0714 5.35708L5.35708 16.0714L0.0710576 1.76511Z\" fill=\"#FF0000\"><\/path><path d=\"M12.054 14.7324L8.03613 18.7503L37.5004 48.2146C37.5004 45.9434 38.2209 43.8439 39.4306 42.109L12.054 14.7324Z\" fill=\"#FF0000\"><\/path><path d=\"M48.2146 37.4995L18.7503 8.03516L14.7324 12.053L42.109 39.4296C43.8439 38.2199 45.9434 37.4995 48.2146 37.4995Z\" fill=\"#FF0000\"><\/path><path d=\"M48.2144 56.2492C52.6524 56.2492 56.2501 52.6515 56.2501 48.2135C56.2501 43.7754 52.6524 40.1777 48.2144 40.1777C43.7764 40.1777 40.1787 43.7754 40.1787 48.2135C40.1787 52.6515 43.7764 56.2492 48.2144 56.2492Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b21c91a elementor-widget elementor-widget-text-editor\" data-id=\"b21c91a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Customization<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f492241 elementor-widget elementor-widget-text-editor\" data-id=\"f492241\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">The system can be tailored to the specific needs and structures of each institution, accommodating various academic schedules and programs.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-6ba6745\" data-id=\"6ba6745\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0d458d2 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"0d458d2\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"63\" height=\"57\" viewBox=\"0 0 63 57\" fill=\"none\"><path d=\"M42.7021 0H24.2668C24.2668 1.69668 25.6641 3.09395 27.3607 3.09395H39.6225C41.3191 3.09395 42.7021 1.69668 42.7021 0ZM16.7244 51.9982V53.6664C16.7244 55.4486 18.1787 56.9172 19.9609 56.9172H47.0223C48.8045 56.9172 50.2588 55.4486 50.2588 53.6664V51.9982C39.1377 50.5154 27.8455 50.5154 16.7244 51.9982ZM17.0951 19.7328C14.6998 19.0912 12.2475 20.5027 11.5916 22.9123C11.3064 23.9816 11.4062 25.165 11.9766 26.2201L12.1477 26.3912V26.5195C12.775 27.4891 13.716 28.1449 14.7568 28.4158C17.1521 29.0574 19.6045 27.6316 20.2604 25.2363C20.902 22.8268 19.4904 20.3744 17.0951 19.7328ZM12.832 18.692C14.3148 17.8365 16.0115 17.6654 17.5371 18.0646C20.8449 18.9486 22.7982 22.3563 21.9143 25.6498C21.515 27.1469 20.5598 28.4871 19.134 29.3426L18.9629 29.5279H18.8203C17.3945 30.2836 15.7834 30.4262 14.3291 30.027C11.0213 29.143 9.05371 25.7496 9.93769 22.4418C10.3512 20.9162 11.3635 19.5475 12.832 18.692ZM9.73809 9.23906L6.20215 11.2779L7.89883 14.7283C6.78672 15.7834 6.07383 16.5391 5.28965 17.9078C4.49121 19.2766 4.1918 20.2889 3.83535 21.7717L0 22.0283V26.1061L3.83535 26.3627L3.97793 26.9758C4.53398 29.257 5.7459 31.3387 7.44258 32.9641L7.89883 33.4061L6.20215 36.8564L9.73809 38.8953L11.8768 35.7016C13.3025 36.115 14.3291 36.3717 15.8689 36.3717C17.5371 36.3717 18.4354 36.1578 19.9895 35.7016L22.1281 38.8953L25.6641 36.8564L23.9674 33.4061C25.0795 32.351 25.7924 31.5953 26.5766 30.2266C27.375 28.8578 27.6744 27.8455 28.0309 26.3627L31.852 26.1061V22.0283L28.0309 21.7717L27.8883 21.1586C27.3322 18.8773 26.1203 16.7814 24.4236 15.1703L23.9674 14.7426L25.6641 11.2922L22.1281 9.23906L19.9895 12.4328C18.4639 11.9908 17.5229 11.7627 15.8689 11.7627C14.3291 11.7627 13.3168 12.0051 11.8768 12.4328L9.73809 9.23906ZM47.7352 33.5772L44.2705 30.1125L35.9012 38.4676L35.2453 42.4027L39.3801 41.918L47.7352 33.5772ZM50.159 33.5772L48.9471 34.7891C46.0242 37.7119 43.1014 40.6348 40.1785 43.5576L33.1922 44.3846L34.3043 37.6549L50.2588 21.7004V3.25078C50.2588 1.46856 48.8045 0 47.0223 0H44.4273C44.4273 2.6377 42.2744 4.80488 39.6225 4.80488H27.3607C24.723 4.80488 22.5559 2.65195 22.5559 0H19.9609C18.1787 0 16.7244 1.46856 16.7244 3.25078V10.0803C17.5799 10.123 18.4354 10.2514 19.2623 10.4652L21.6006 6.97207L27.9025 10.6078L26.049 14.3719C26.8189 15.1846 27.4891 16.0828 28.0594 17.0523C28.6154 18.0219 29.0717 19.0627 29.3854 20.132L33.5772 20.4172V27.7029L29.3854 27.9738C28.758 30.1268 27.6174 32.1229 26.0633 33.7482L27.9168 37.5123L21.6148 41.148L19.2766 37.6549C18.4354 37.8545 17.5799 37.9828 16.7387 38.0256V50.2588C27.9025 48.8045 39.1092 48.8045 50.273 50.2588V33.4773L50.159 33.5772ZM45.4682 28.9006L48.9328 32.3652L62.0928 19.2195L58.6281 15.7549L45.4682 28.9006Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-497d461 elementor-widget elementor-widget-text-editor\" data-id=\"497d461\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">User-Friendly Interface<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-346e2a8 elementor-widget elementor-widget-text-editor\" data-id=\"346e2a8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Digiicampus offers an intuitive interface that is easy to navigate, making it accessible for all users, regardless of their technical proficiency.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-28c12b8\" data-id=\"28c12b8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-397a6be elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"397a6be\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"62\" height=\"77\" viewBox=\"0 0 62 77\" fill=\"none\"><path d=\"M30.6667 76.6667C21.7861 74.4305 14.4542 69.3348 8.671 61.3793C2.88778 53.4239 -0.00255386 44.5919 1.69317e-06 34.8833V11.5L30.6667 0L61.3333 11.5V34.8833C61.3333 44.5944 58.4417 53.4277 52.6585 61.3832C46.8753 69.3386 39.5447 74.4331 30.6667 76.6667ZM23 53.6667H38.3333C39.4194 53.6667 40.3305 53.2987 41.0665 52.5627C41.8025 51.8267 42.1692 50.9169 42.1667 49.8333V38.3333C42.1667 37.2472 41.7987 36.3362 41.0627 35.6002C40.3267 34.8642 39.4169 34.4974 38.3333 34.5V30.6667C38.3333 28.5583 37.582 26.7528 36.0793 25.2502C34.5767 23.7475 32.7724 22.9974 30.6667 23C28.5583 23 26.7528 23.7513 25.2502 25.254C23.7475 26.7567 22.9974 28.5609 23 30.6667V34.5C21.9139 34.5 21.0028 34.868 20.2668 35.604C19.5308 36.34 19.1641 37.2498 19.1667 38.3333V49.8333C19.1667 50.9194 19.5347 51.8305 20.2707 52.5665C21.0067 53.3025 21.9164 53.6692 23 53.6667ZM26.8333 34.5V30.6667C26.8333 29.5806 27.2013 28.6695 27.9373 27.9335C28.6733 27.1975 29.5831 26.8308 30.6667 26.8333C31.7528 26.8333 32.6638 27.2013 33.3998 27.9373C34.1358 28.6733 34.5026 29.5831 34.5 30.6667V34.5H26.8333Z\" fill=\"#FF0000\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-837ae72 elementor-widget elementor-widget-text-editor\" data-id=\"837ae72\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Accessibility<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-88d0dc6 elementor-widget elementor-widget-text-editor\" data-id=\"88d0dc6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Users can access the timetables and receive notifications through both web and mobile applications, providing convenience and accessibility.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-df26f74\" data-id=\"df26f74\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-771a29d elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"771a29d\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;background_background&quot;:&quot;gradient&quot;,&quot;animation&quot;:&quot;slideInLeft&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-3b506dc\" data-id=\"3b506dc\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7f59b06 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7f59b06\" data-element_type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-f354f16\" data-id=\"f354f16\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-180fc92 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"180fc92\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Blend flexibility, automation, and real-time updates to ensure academic excellence with Digiicampus\u2019 Time Table Management System!<br \/><\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-49bfcf4 elementor-widget elementor-widget-button\" data-id=\"49bfcf4\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/qawebsite.digiicampus.com\/request-a-demo\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">REQUEST A DEMO<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-59bf321\" data-id=\"59bf321\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-dad2eec elementor-widget__width-auto e-transform e-transform elementor-widget elementor-widget-image\" data-id=\"dad2eec\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-17,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1180\" height=\"1336\" src=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/02\/Mask-group.png\" class=\"attachment-full size-full wp-image-5490\" alt=\"\" srcset=\"https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/02\/Mask-group.png 1180w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/02\/Mask-group-265x300.png 265w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/02\/Mask-group-904x1024.png 904w, https:\/\/qawebsite.digiicampus.com\/wp-content\/uploads\/2024\/02\/Mask-group-768x870.png 768w\" sizes=\"(max-width: 1180px) 100vw, 1180px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-410c7bf elementor-invisible\" data-id=\"410c7bf\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Time Table Management System Digiicampus&#8217; Time Table Management System simplifies the process of timetable creation and enhances the overall academic experience for students and faculty. SCHEDULE A DEMO Create Flexible Class Time-Table Create a Recurring Time-Table for Sections Get Quick Time-Table Views at Different Levels Real-time Notifications Automated Time Table Management System For Smooth Campus [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"footnotes":""},"_links":{"self":[{"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/pages\/6772"}],"collection":[{"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/comments?post=6772"}],"version-history":[{"count":0,"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/pages\/6772\/revisions"}],"wp:attachment":[{"href":"https:\/\/qawebsite.digiicampus.com\/wp-json\/wp\/v2\/media?parent=6772"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}