{"id":705,"date":"2024-05-30T10:55:53","date_gmt":"2024-05-30T07:55:53","guid":{"rendered":"https:\/\/limassolbuses.com\/?page_id=705"},"modified":"2024-06-05T11:47:55","modified_gmt":"2024-06-05T08:47:55","slug":"route-23a-ypsonas-centre","status":"publish","type":"page","link":"https:\/\/limassolbuses.com\/el\/route-23a-ypsonas-centre\/","title":{"rendered":"Route 23A &#8211; Ypsonas Centre"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"705\" class=\"elementor elementor-705\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6bb34b2 e-flex e-con-boxed e-con e-parent\" data-id=\"6bb34b2\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f94c7ee elementor-widget__width-inherit elementor-widget-tablet__width-inherit elementor-widget-mobile__width-inherit elementor-widget elementor-widget-heading\" data-id=\"f94c7ee\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\"><a href=\"\/el\/routes\/\">Routes<\/a><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-458319a elementor-mobile-align-start elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"458319a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\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<a href=\"\/el\/routes\/\">\n\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-far-arrow-alt-circle-left\" viewbox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M8 256c0 137 111 248 248 248s248-111 248-248S393 8 256 8 8 119 8 256zm448 0c0 110.5-89.5 200-200 200S56 366.5 56 256 145.5 56 256 56s200 89.5 200 200zm-72-20v40c0 6.6-5.4 12-12 12H256v67c0 10.7-12.9 16-20.5 8.5l-99-99c-4.7-4.7-4.7-12.3 0-17l99-99c7.6-7.6 20.5-2.2 20.5 8.5v67h116c6.6 0 12 5.4 12 12z\"><\/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\">BACK TO ALL ROUTES<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-76ea608 e-flex e-con-boxed e-con e-parent\" data-id=\"76ea608\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0b93e89 e-con-full e-flex e-con e-child\" data-id=\"0b93e89\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-c3c5157 e-flex e-con-boxed e-con e-child\" data-id=\"c3c5157\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-45b1831 e-con-full e-flex e-con e-child\" data-id=\"45b1831\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3bec8f7 elementor-widget__width-inherit elementor-widget-tablet__width-inherit elementor-widget elementor-widget-heading\" data-id=\"3bec8f7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">23A<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-508d725 e-con-full e-flex e-con e-child\" data-id=\"508d725\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-d0abdd7 e-flex e-con-boxed e-con e-child\" data-id=\"d0abdd7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9d11752 elementor-widget__width-inherit elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"9d11752\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\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=\"23\" height=\"23\" viewbox=\"0 0 23 23\" fill=\"none\"><circle cx=\"11.5\" cy=\"11.5\" r=\"10.5\" transform=\"rotate(-180 11.5 11.5)\" stroke=\"black\" stroke-width=\"2\"><\/circle><path d=\"M11.7071 12.7071C12.0976 12.3166 12.0976 11.6834 11.7071 11.2929L5.34315 4.92893C4.95262 4.53841 4.31946 4.53841 3.92893 4.92893C3.53841 5.31946 3.53841 5.95262 3.92893 6.34315L9.58579 12L3.92893 17.6569C3.53841 18.0474 3.53841 18.6805 3.92893 19.0711C4.31946 19.4616 4.95262 19.4616 5.34314 19.0711L11.7071 12.7071ZM2 13L11 13L11 11L2 11L2 13Z\" fill=\"black\"><\/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\">Ypsonas 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fill=\"#27AAE1\"><\/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\">Christodoulou Sozou - Neas Peramou<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 0.292443 0.602424 0.574174C0.141658 1.01665 -0.0229898 1.44461 0.00253901 2.13363C0.0173823 2.53548 0.0281095 2.57906 0.194047 2.91397C0.397154 3.32384 0.689654 3.62224 1.08286 3.82074L1.32629 3.94364L1.32646 9.75352C1.32658 15.4776 1.32783 15.5654 1.40924 15.6989C1.53294 15.9018 1.72241 15.9997 1.99154 15.9997C2.26067 15.9997 2.45014 15.9018 2.57384 15.6989C2.65524 15.5654 2.65649 15.4776 2.65662 9.75522L2.65678 3.94697L2.94887 3.7935C3.31808 3.59946 3.61935 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class=\"elementor-icon-list-text\">Giannou Kranidioti - Christodoulou Sozou<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 0.292443 0.602424 0.574174C0.141658 1.01665 -0.0229898 1.44461 0.00253901 2.13363C0.0173823 2.53548 0.0281095 2.57906 0.194047 2.91397C0.397154 3.32384 0.689654 3.62224 1.08286 3.82074L1.32629 3.94364L1.32646 9.75352C1.32658 15.4776 1.32783 15.5654 1.40924 15.6989C1.53294 15.9018 1.72241 15.9997 1.99154 15.9997C2.26067 15.9997 2.45014 15.9018 2.57384 15.6989C2.65524 15.5654 2.65649 15.4776 2.65662 9.75522L2.65678 3.94697L2.94887 3.7935C3.31808 3.59946 3.61935 3.27586 3.8166 2.86141C3.95039 2.58026 3.96653 2.50817 3.98066 2.12881C4.00611 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16.9321 8.59507 16.7277 8.64252C16.5125 8.69241 7.42792 8.69241 7.21275 8.64252C7.00832 8.59507 6.85918 8.48539 6.7522 8.30374C6.67266 8.16874 6.6685 8.07585 6.65673 6.16888C6.64389 4.08746 6.66426 3.73812 6.81573 3.44121C7.0057 3.06884 7.35807 2.81193 7.77564 2.74133C8.13861 2.67997 16.1566 2.70703 16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Dimitri Liperti - Dionysiou Solomou<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li 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10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Dionysiou Solomou - Konstantinou Kavafi<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 0.292443 0.602424 0.574174C0.141658 1.01665 -0.0229898 1.44461 0.00253901 2.13363C0.0173823 2.53548 0.0281095 2.57906 0.194047 2.91397C0.397154 3.32384 0.689654 3.62224 1.08286 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8.69241 7.42792 8.69241 7.21275 8.64252C7.00832 8.59507 6.85918 8.48539 6.7522 8.30374C6.67266 8.16874 6.6685 8.07585 6.65673 6.16888C6.64389 4.08746 6.66426 3.73812 6.81573 3.44121C7.0057 3.06884 7.35807 2.81193 7.77564 2.74133C8.13861 2.67997 16.1566 2.70703 16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Dionysiou Solomou - Andrea Vlami<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 0.292443 0.602424 0.574174C0.141658 1.01665 -0.0229898 1.44461 0.00253901 2.13363C0.0173823 2.53548 0.0281095 2.57906 0.194047 2.91397C0.397154 3.32384 0.689654 3.62224 1.08286 3.82074L1.32629 3.94364L1.32646 9.75352C1.32658 15.4776 1.32783 15.5654 1.40924 15.6989C1.53294 15.9018 1.72241 15.9997 1.99154 15.9997C2.26067 15.9997 2.45014 15.9018 2.57384 15.6989C2.65524 15.5654 2.65649 15.4776 2.65662 9.75522L2.65678 3.94697L2.94887 3.7935C3.31808 3.59946 3.61935 3.27586 3.8166 2.86141C3.95039 2.58026 3.96653 2.50817 3.98066 2.12881C4.00611 1.4451 3.8403 1.01556 3.38065 0.574174C3.07622 0.281841 2.7169 0.0988984 2.32416 0.0362823C2.01586 -0.0129043 1.9352 -0.0124887 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6.81573 3.44121C7.0057 3.06884 7.35807 2.81193 7.77564 2.74133C8.13861 2.67997 16.1566 2.70703 16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Kolokotroni - Georgiou Karaiskaki 2<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" 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16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Askipiou - 25 Martiou<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 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8.69241 7.42792 8.69241 7.21275 8.64252C7.00832 8.59507 6.85918 8.48539 6.7522 8.30374C6.67266 8.16874 6.6685 8.07585 6.65673 6.16888C6.64389 4.08746 6.66426 3.73812 6.81573 3.44121C7.0057 3.06884 7.35807 2.81193 7.77564 2.74133C8.13861 2.67997 16.1566 2.70703 16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Michail Karaoli - Karpasias<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li 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8.69241 7.42792 8.69241 7.21275 8.64252C7.00832 8.59507 6.85918 8.48539 6.7522 8.30374C6.67266 8.16874 6.6685 8.07585 6.65673 6.16888C6.64389 4.08746 6.66426 3.73812 6.81573 3.44121C7.0057 3.06884 7.35807 2.81193 7.77564 2.74133C8.13861 2.67997 16.1566 2.70703 16.3432 2.77027ZM8.96659 10.8026C9.50743 11.1323 9.27622 11.9667 8.64399 11.9667C8.28925 11.9667 8.02061 11.698 8.02061 11.3433C8.02061 11.1181 8.13187 10.9181 8.32139 10.8026C8.40358 10.7524 8.53048 10.7199 8.64399 10.7199C8.75749 10.7199 8.88439 10.7524 8.96659 10.8026ZM15.619 10.8026C16.1599 11.1323 15.9287 11.9667 15.2964 11.9667C14.9417 11.9667 14.6731 11.698 14.6731 11.3433C14.6731 10.9885 14.9417 10.7199 15.2964 10.7199C15.4099 10.7199 15.5368 10.7524 15.619 10.8026Z\" fill=\"#27AAE1\"><\/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\">Aigyptou - Ilia Kannaourou<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li 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fill=\"#27AAE1\"><\/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\">Ilia Venezi - Megalou Alexandrou<\/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=\"19\" height=\"16\" viewbox=\"0 0 19 16\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M1.61734 0.0400241C1.26472 0.0982746 0.895797 0.292443 0.602424 0.574174C0.141658 1.01665 -0.0229898 1.44461 0.00253901 2.13363C0.0173823 2.53548 0.0281095 2.57906 0.194047 2.91397C0.397154 3.32384 0.689654 3.62224 1.08286 3.82074L1.32629 3.94364L1.32646 9.75352C1.32658 15.4776 1.32783 15.5654 1.40924 15.6989C1.53294 15.9018 1.72241 15.9997 1.99154 15.9997C2.26067 15.9997 2.45014 15.9018 2.57384 15.6989C2.65524 15.5654 2.65649 15.4776 2.65662 9.75522L2.65678 3.94697L2.94887 3.7935C3.31808 3.59946 3.61935 3.27586 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\"><\/image><\/defs><\/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\">View Route on Google Map<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2d77521 elementor-widget elementor-widget-html\" data-id=\"2d77521\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<iframe src=\"https:\/\/www.google.com\/maps\/d\/embed?mid=1hYdcEfCiXIzdBL8Qgc9EixAb6kP1-zQ&ehbc=2E312F\" width=\"640\" height=\"632\"><\/iframe>\t\t\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\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Routes BACK TO ALL ROUTES 23A Ypsonas Centre Start&#8211;Archiep. Makariou C&#8217; &#8211; Akropoleos 1 Archiep. Makariou C&#8217; &#8211; Parthenonos Parthenonos &#8211; Mpelapais 2 Parthenonos &#8211; Ifigeneias Tasou Isaak &#8211; Lofou 2 Kolossi Regional Lyceum Ilia Venezi &#8211; Kykladon 1 Ilia Venezi &#8211; Evagora Pallikaridi Ilia Venezi &#8211; Giannou Kranidioti Ypsonas High School 1 Christodoulou Sozou [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-705","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/pages\/705","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/comments?post=705"}],"version-history":[{"count":5,"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/pages\/705\/revisions"}],"predecessor-version":[{"id":2994,"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/pages\/705\/revisions\/2994"}],"wp:attachment":[{"href":"https:\/\/limassolbuses.com\/el\/wp-json\/wp\/v2\/media?parent=705"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}