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(\/figma)--&gt;\"><\/span>Building the Future of  Ground-Based Spectroscopy<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-06e1a72 elementor-widget elementor-widget-spacer\" data-id=\"06e1a72\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d179204 animated-slow e-transform elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"d179204\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_transform_scale_effect&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=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>The Centro de Astrobiolog\u00eda leads the development of critical subsystems for HARMONI, the first-light integral field spectrograph that will unlock the scientific potential of ESO&#8217;s 39-meter Extremely Large Telescope.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-dbcde29 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"dbcde29\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-e65df7b\" data-id=\"e65df7b\" data-element_type=\"column\" data-e-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-d8148d6 elementor-tablet-align-right elementor-mobile-align-center elementor-align-left elementor-invisible elementor-widget elementor-widget-button\" data-id=\"d8148d6\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-lg\" href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/instrument\/description\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Learn more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-4a694ad elementor-hidden-tablet elementor-hidden-phone\" data-id=\"4a694ad\" data-element_type=\"column\" data-e-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-64c29a5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"64c29a5\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-6eea22a\" data-id=\"6eea22a\" data-element_type=\"column\" data-e-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-ea03abc elementor-widget elementor-widget-spacer\" data-id=\"ea03abc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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-4844883 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4844883\" data-element_type=\"section\" data-e-type=\"section\">\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-ab3a7af\" data-id=\"ab3a7af\" data-element_type=\"column\" data-e-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-ab99b69 elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"ab99b69\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">What is Harmoni?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-131d762 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"131d762\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>HARMONI is a visible and near-infrared integral field spectrometer (0.46\u20132.45 \u03bcm) that will serve as the Extremely Large Telescope&#8217;s core spectroscopic capability from first light. Operating as a workhorse facility instrument, HARMONI addresses the ELT&#8217;s most compelling science cases across diverse astrophysical domains.<\/p>\t\t\t\t\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-5afa85b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5afa85b\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-extended\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-7f6bbb9\" data-id=\"7f6bbb9\" data-element_type=\"column\" data-e-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-14750c4 ct-service-box elementor-widget elementor-widget-icon-box\" data-id=\"14750c4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSpectroscopic Capabilities:\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tWith approximately 31,000 simultaneous spatial elements (spaxels) at  near-IR wavelengths and 15,500 at visible wavelengths arranged in a  1.3:1 aspect ratio, HARMONI enables efficient \"nodding-on-IFU\" sky  subtraction techniques. Resolving powers span R~3,000 to R~17,000,  providing flexibility for ultra-sensitive to diffraction-limited  observations.\n\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\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-e0f9a58\" data-id=\"e0f9a58\" data-element_type=\"column\" data-e-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-2d8166a ct-service-box elementor-widget elementor-widget-icon-box\" data-id=\"2d8166a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tTechnical Excellence:\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHigh throughput optical design (\u226530% average) ensures maximum photon  efficiency. Multiple spatial scales (ranging from 4 to 60 milliarcseconds  per spaxel) and spectral configurations enable optimal instrument setup  for diverse science programs. The conceptually simple design, based on  proven technology, requires no significant R&amp;D and provides \"point and  shoot\" spectroscopic capability.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7669bcc elementor-align-center elementor-widget elementor-widget-button\" data-id=\"7669bcc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/instrument\/description\/\" id=\"More Info\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">More Info<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-d2eb189\" data-id=\"d2eb189\" data-element_type=\"column\" data-e-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-e2a4be2 ct-service-box e-transform elementor-widget elementor-widget-icon-box\" data-id=\"e2a4be2\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_transform_scale_effect&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=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSynergies and Unique Capabilities:\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHARMONI complements and synergizes with ALMA (similar angular resolution)  and JWST (comparable sensitivity) while occupying unique parameter space:  diffraction-limited, medium to high-resolution imaging spectroscopy from  visible to near-infrared wavelengths unavailable at any other facility  including TMT or GMT.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\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<div class=\"elementor-element elementor-element-85d034c e-flex e-con-boxed e-con e-parent\" data-id=\"85d034c\" 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-1149715 elementor-widget elementor-widget-spacer\" data-id=\"1149715\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fed4759 elementor-widget elementor-widget-heading\" data-id=\"fed4759\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">CAB SUBSYSTEMS<\/h2>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-d31dd58 ct-section-stretched elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"d31dd58\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-extended\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-ae5f831 elementor-invisible\" data-id=\"ae5f831\" data-element_type=\"column\" data-e-type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cff3036 elementor-widget elementor-widget-heading\" data-id=\"cff3036\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Calibration Module (CM)<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b9fbd3b elementor-widget elementor-widget-text-editor\" data-id=\"b9fbd3b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>\u00a0<span style=\"font-family: inherit;font-size: inherit;font-style: inherit;font-weight: inherit\">\u00a0<\/span><\/p><p><span style=\"font-family: inherit;font-size: inherit;font-style: inherit;font-weight: inherit\">The Calibration Module subsystem (CM) is part of the CARS, Calibration and Relay System, which provides the necessary functions to deliver the telescope image to the instrument&#8217;s detectors in a calibrated form.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-63b3662 elementor-align-center elementor-mobile-align-center elementor-widget elementor-widget-button\" data-id=\"63b3662\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-md\" href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/instrument\/calibration-module\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Learn More<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-8e7cc60 elementor-invisible\" data-id=\"8e7cc60\" data-element_type=\"column\" data-e-type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c471fbe elementor-widget elementor-widget-heading\" data-id=\"c471fbe\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\"><span>Low Order Wavefront Sensors (LOWFS)<\/span><\/h3>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-34a996f elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"34a996f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>\u00a0<\/p><p><span style=\"font-family: inherit;font-size: inherit;font-style: inherit;font-weight: inherit\">The &#8216;Low Order Wave-Front Sensors&#8217; subsystem is part of the NGSS (Natural Guide Star Sensors) system and is intended to provide natural guide star detection for the LTAO and NoAO modes of operation.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-720fed0 elementor-align-center elementor-mobile-align-center elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"720fed0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-md\" href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/instrument\/lowfs\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Learn More<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-3f44ef6 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3f44ef6\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a11914b\" data-id=\"a11914b\" data-element_type=\"column\" data-e-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-5d79378 elementor-widget elementor-widget-spacer\" data-id=\"5d79378\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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-3aa420b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3aa420b\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-54927c0\" data-id=\"54927c0\" data-element_type=\"column\" data-e-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-68bca80 elementor-widget elementor-widget-spacer\" data-id=\"68bca80\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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-6152ca1 ct-section-stretched elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6152ca1\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-d3eb326 elementor-invisible\" data-id=\"d3eb326\" data-element_type=\"column\" data-e-type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\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-d7f43ac\" data-id=\"d7f43ac\" data-element_type=\"column\" data-e-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-968bbe2 elementor-widget elementor-widget-heading\" data-id=\"968bbe2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">The HARMONI Consortium<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6d8c629 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"6d8c629\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>International Collaboration: HARMONI is developed by a partnership of leading European and American institutions, combining decades of expertise in instrumentation, adaptive optics, systems engineering, and detector technology.<\/p><p>Consortium brings together world-class teams from the UK,\u00a0 France, Spain, and the United States, operating under a Consortium \u2028Agreement within the ESO Contract framework.\u00a0\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ebd1668 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"ebd1668\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p><strong>Collaborating Institutions:<\/strong><\/p><p><a href=\"https:\/\/www.ox.ac.uk\/\" target=\"_blank\" rel=\"noopener\">University of Oxford<\/a><\/p><p><a href=\"https:\/\/www.stfc.ac.uk\/about-us\/where-we-work\/uk-astronomy-technology-centre\/\" target=\"_blank\" rel=\"noopener\">UK Astronomy Technology Centre (UK ATC)<\/a><\/p><p><a href=\"https:\/\/www.dur.ac.uk\/\" target=\"_blank\" rel=\"noopener\">University of Durham<\/a><\/p><p><a href=\"https:\/\/lam.fr\/\" target=\"_blank\" rel=\"noopener\">Laboratoire d\u2019Astrophysique de Marseille (LAM)<\/a><\/p><p><a href=\"https:\/\/cral.univ-lyon1.fr\/\" target=\"_blank\" rel=\"noopener\">Centre de Recherche Astrophysique de Lyon (CRAL)<\/a><\/p><p><a href=\"https:\/\/www.iac.es\/\" target=\"_blank\" rel=\"noopener\">Instituto de Astrof\u00edsica de Canarias (IAC)<\/a><\/p><p><a href=\"https:\/\/cab.inta-csic.es\/\" target=\"_blank\" rel=\"noopener\">Centro de Astrobiolog\u00eda (CAB)<\/a><\/p><p><a href=\"https:\/\/lsa.umich.edu\/\" target=\"_blank\" rel=\"noopener\">University of Michigan<\/a><\/p><p><a href=\"https:\/\/www.eso.org\/\" target=\"_blank\" rel=\"noopener\">European Southern Observatory (ESO)<\/a><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7b0310a elementor-align-center elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"7b0310a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/consortium\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">More<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-b42d746 elementor-section-content-middle animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"b42d746\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&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-12 elementor-top-column elementor-element elementor-element-86f817e\" data-id=\"86f817e\" data-element_type=\"column\" data-e-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-9defc75 elementor-widget elementor-widget-image\" data-id=\"9defc75\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"414\" height=\"122\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga.png\" class=\"attachment-full size-full wp-image-806\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga.png 414w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga-300x88.png 300w\" sizes=\"(max-width: 414px) 100vw, 414px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-c40771b\" data-id=\"c40771b\" data-element_type=\"column\" data-e-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-69f12c6 elementor-widget elementor-widget-image\" data-id=\"69f12c6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"500\" height=\"500\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/1a7fcf7d9158c59b22e6862fb3a56b13.png\" class=\"attachment-full size-full wp-image-808\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/1a7fcf7d9158c59b22e6862fb3a56b13.png 500w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/1a7fcf7d9158c59b22e6862fb3a56b13-300x300.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/1a7fcf7d9158c59b22e6862fb3a56b13-150x150.png 150w\" sizes=\"(max-width: 500px) 100vw, 500px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-69753b8\" data-id=\"69753b8\" data-element_type=\"column\" data-e-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-3575da6 elementor-widget elementor-widget-image\" data-id=\"3575da6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"600\" height=\"600\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/onera-logo-png_seeklogo-103294.png\" class=\"attachment-full size-full wp-image-812\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/onera-logo-png_seeklogo-103294.png 600w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/onera-logo-png_seeklogo-103294-300x300.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/onera-logo-png_seeklogo-103294-150x150.png 150w\" sizes=\"(max-width: 600px) 100vw, 600px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-40c8f23\" data-id=\"40c8f23\" data-element_type=\"column\" data-e-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-87359be elementor-widget elementor-widget-image\" data-id=\"87359be\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"100\" height=\"130\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/eso_logo.jpg\" class=\"attachment-full size-full wp-image-814\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-56a20d2\" data-id=\"56a20d2\" data-element_type=\"column\" data-e-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-1c05779 elementor-widget elementor-widget-image\" data-id=\"1c05779\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"500\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logotipo_del_Instituto_de_Astrofisica_de_Canarias.svg.png\" class=\"attachment-full size-full wp-image-811\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logotipo_del_Instituto_de_Astrofisica_de_Canarias.svg.png 500w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logotipo_del_Instituto_de_Astrofisica_de_Canarias.svg-300x300.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logotipo_del_Instituto_de_Astrofisica_de_Canarias.svg-150x150.png 150w\" sizes=\"(max-width: 500px) 100vw, 500px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-32ec44f\" data-id=\"32ec44f\" data-element_type=\"column\" data-e-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-54d5faf elementor-widget elementor-widget-image\" data-id=\"54d5faf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"300\" height=\"96\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga-1-1-300x96.png\" class=\"attachment-medium size-medium wp-image-815\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga-1-1-300x96.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/descarga-1-1.png 398w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-115e74e\" data-id=\"115e74e\" data-element_type=\"column\" data-e-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-8213738 elementor-widget elementor-widget-image\" data-id=\"8213738\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"300\" height=\"199\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-300x199.png\" class=\"attachment-medium size-medium wp-image-816\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-300x199.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-1024x680.png 1024w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-768x510.png 768w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-1536x1020.png 1536w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Logo_CRAL_fond_trnasparent-2048x1360.png 2048w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-12 elementor-top-column elementor-element elementor-element-78063fd\" data-id=\"78063fd\" data-element_type=\"column\" data-e-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-4242ea9 elementor-widget elementor-widget-image\" data-id=\"4242ea9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"300\" height=\"77\" src=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Science_and_Technology_Facilities_Council_logo.svg-300x77.png\" class=\"attachment-medium size-medium wp-image-817\" alt=\"\" srcset=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Science_and_Technology_Facilities_Council_logo.svg-300x77.png 300w, https:\/\/auditore.cab.inta-csic.es\/harmoni\/files\/2025\/11\/Science_and_Technology_Facilities_Council_logo.svg.png 330w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/>\t\t\t\t\t\t\t\t\t\t\t\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-e398c21 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"e398c21\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-289838a\" data-id=\"289838a\" data-element_type=\"column\" data-e-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-a9e44cc elementor-widget elementor-widget-spacer\" data-id=\"a9e44cc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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-b1d67e4 elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"b1d67e4\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;slideInUp&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div 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(\/figma)--&gt;\"><\/span>Science Cases<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d4ef178 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d4ef178\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<div>\u00a0<\/div><p><span>Discover the diverse range of astrophysical questions HARMONI will address\u2014from the physics of supermassive black holes to the chemical evolution of galaxies across cosmic time.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f6e6a42 elementor-widget elementor-widget-button\" data-id=\"f6e6a42\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-lg\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Take a Look<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\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-3dae491 ct-section-stretched elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"3dae491\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5fdd5e9\" data-id=\"5fdd5e9\" data-element_type=\"column\" data-e-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-1ba766f elementor-widget elementor-widget-spacer\" data-id=\"1ba766f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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<div class=\"elementor-element elementor-element-ac731b7 e-flex e-con-boxed e-con e-parent\" data-id=\"ac731b7\" 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-265032d elementor-widget elementor-widget-spacer\" data-id=\"265032d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\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-8d285b3 e-flex e-con-boxed e-con e-parent\" data-id=\"8d285b3\" 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-9230c1d elementor-widget elementor-widget-wp-widget-recent-posts\" data-id=\"9230c1d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"wp-widget-recent-posts.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\n\t\t<h5>Recent Posts<\/h5>\n\t\t<ul>\n\t\t\t\t\t\t\t\t\t\t\t<li>\n\t\t\t\t\t<a href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/its-official-lowfs-will-have-two-poas\/\">It&#8217;s official: LOWFS will have two POAs<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t\t\t\t<li>\n\t\t\t\t\t<a href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/radiometric-model\/\">Radiometric Model<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t\t\t\t<li>\n\t\t\t\t\t<a href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/xv-sea-scientific-meeting\/\">XV SEA Scientific Meeting<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t\t\t\t<li>\n\t\t\t\t\t<a href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/update-on-the-corrective-model\/\">Update on the Corrective Model<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t\t\t\t<li>\n\t\t\t\t\t<a href=\"https:\/\/auditore.cab.inta-csic.es\/harmoni\/we-are-hiring\/\">We are hiring!<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t<\/ul>\n\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-2b8c860 elementor-widget elementor-widget-spacer\" data-id=\"2b8c860\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\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\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Building the Future of Ground-Based Spectroscopy The Centro de Astrobiolog\u00eda leads the development of critical subsystems for HARMONI, the first-light integral field spectrograph that will unlock the scientific potential of ESO&#8217;s 39-meter Extremely Large Telescope. Learn more What is Harmoni? HARMONI is a visible and near-infrared integral field spectrometer (0.46\u20132.45 \u03bcm) that will serve as [&hellip;]<\/p>\n","protected":false},"author":88,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"ngg_post_thumbnail":0,"footnotes":"","_links_to":"","_links_to_target":""},"class_list":["post-9","page","type-page","status-publish","hentry"],"blocksy_meta":{"page_title_panel":"","has_hero_section":"disabled","a021d615acb00704d22a215bb20821ff":"","hero_section":"type-1","hero_elements":[{"id":"custom_title","enabled":true,"heading_tag":"h1","title":"Home"},{"id":"custom_description","enabled":true,"description_visibility":{"desktop":true,"tablet":true,"mobile":false}},{"id":"custom_meta","enabled":false,"meta_elements":[{"id":"author","enabled":true,"label":"By","has_author_avatar":"yes","avatar_size":25},{"id":"post_date","enabled":true,"label":"On","date_format_source":"default","date_format":"M j, 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