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.rep-grid{display:grid;grid-template-columns:repeat(3,1fr);gap:10px}\n.mits-tool .rep-grid div{background:#F6F7FA;border-radius:10px;padding:9px 12px}\n.mits-tool .rep-grid span{display:block;color:#5C6176;font-size:11.5px}\n.mits-tool .rep-grid b{font-family:var(--f-display);font-size:16px;font-weight:600}\n.mits-tool .rep-kv{display:grid;grid-template-columns:repeat(2,1fr);gap:3px 24px}\n.mits-tool .rep-kv div{display:flex;justify-content:space-between;gap:10px;border-bottom:1px dashed #E1E3EA;padding:4px 0}\n.mits-tool .rep-kv span{color:#5C6176}\n.mits-tool .rep-hero{display:flex;align-items:baseline;gap:14px;border:1.5px solid #E6A11A;background:#FFF8EA;border-radius:12px;padding:14px 18px;flex-wrap:wrap}\n.mits-tool .rep-hero b{font-family:var(--f-display);font-size:30px;font-weight:700;line-height:1}\n.mits-tool .rep-tbl{width:100%;border-collapse:collapse;font-size:12.5px}\n.mits-tool .rep-tbl th{background:#F6F7FA;color:#5C6176;font-weight:500;text-align:start;padding:6px 8px}\n.mits-tool .rep-tbl td{padding:6px 8px;border-bottom:1px solid #E1E3EA}\n.mits-tool .rep-page .bom li{padding:7px 10px;font-size:12.5px}\n.mits-tool .rep-page .alert{font-size:12px;padding:8px 10px}\n.mits-tool .rep-foot{padding:0 40px 28px;color:#5C6176;font-size:11px}\n.mits-tool .foot{max-width:1180px;margin-inline:auto;padding-inline:16px;padding-block:0 32px;color:var(--muted);font-size:12.5px}\n.mits-tool \/* Item cards (steel weight) *\/\n.items{display:grid;gap:10px}\n.mits-tool .item{border:1px solid var(--line);border-radius:12px;padding:10px 12px;background:var(--surface-2);display:grid;gap:8px}\n.mits-tool .item-top{display:flex;gap:8px;align-items:center}\n.mits-tool .item-top svg.ico{flex:none;width:34px;height:34px;color:var(--steel)}\n.mits-tool .item-top select{flex:1;min-width:0;background:var(--surface);border:1px solid var(--line);border-radius:8px;padding:7px 8px;font-size:13.5px}\n.mits-tool .item-top select.mat{flex:0 1 150px}\n.mits-tool .dims{display:grid;grid-template-columns:repeat(auto-fit,minmax(78px,1fr));gap:6px}\n.mits-tool .dims label{display:grid;gap:2px;font-size:11px;color:var(--muted)}\n.mits-tool .dims input,.mits-tool .dims select{width:100%;min-width:0;background:var(--surface);border:1px solid var(--line);border-radius:8px;padding:6px 7px;font-size:13.5px;color:var(--ink)}\n.mits-tool .item .res{font-size:12.5px;color:var(--muted);display:flex;gap:6px 14px;flex-wrap:wrap}\n.mits-tool .item .res b{color:var(--ink);font-weight:600}\n.mits-tool .tbl{width:100%;border-collapse:collapse;font-size:13px}\n.mits-tool .tbl th{font-weight:500;color:var(--muted);text-align:start;padding:6px 6px;border-bottom:1px solid var(--line);font-size:12px}\n.mits-tool .tbl td{padding:7px 6px;border-bottom:1px dashed var(--line)}\n.mits-tool .tbl td.n{text-align:end;white-space:nowrap;font-variant-numeric:tabular-nums}\n.mits-tool .tbl tr:last-child td{border-bottom:0}\n.mits-tool .tbl-wrap{overflow-x:auto}\n.mits-tool .types.t3{grid-template-columns:repeat(3,minmax(0,1fr))}\n@media (max-width:640px){.mits-tool .types.t3{grid-template-columns:1fr}}\n.mits-tool .badge:empty{display:none}\n.mits-tool .draw{width:100%;height:auto;display:block;direction:ltr}\n.mits-tool .mini-seg{display:flex;gap:6px;flex-wrap:wrap}\n@media (max-width:600px){.mits-tool .top-in{display:grid;grid-template-columns:1fr auto;gap:12px 10px;padding-block:14px 18px}\n.mits-tool .brand{display:contents}\n.mits-tool .brand-logo{grid-column:1;grid-row:1;height:40px;border-radius:8px;justify-self:start}\n.mits-tool .top-in > .chip-btn{grid-column:2;grid-row:1;align-self:center;padding:5px 12px;font-size:13px}\n.mits-tool .brand > div{grid-column:1 \/ -1;grid-row:2}\n.mits-tool .brand h1{font-size:22px}\n.mits-tool .brand p{font-size:13px;line-height:1.55;margin-top:4px}}\nbody.mits-mbar-on .trp-floating-switcher,body.mits-mbar-on #trp-floater-ls,body.mits-mbar-on .wpr-stt-btn,body.mits-mbar-on #ast-scroll-top,body.mits-mbar-on .joinchat,body.mits-mbar-on .joinchat__button,body.mits-mbar-on #ht-ctc-chat,body.mits-mbar-on .ht-ctc,body.mits-mbar-on .wa__btn_popup,body.mits-mbar-on .qlwapp,body.mits-mbar-on .wp-whatsapp,body.mits-mbar-on .ccw_plugin,body.mits-mbar-on .float-whatsapp,body.mits-mbar-on .elementor-widget-floating-buttons,body.mits-mbar-on .e-floating-buttons,body.mits-mbar-on .e-contact-buttons{bottom:calc(118px + env(safe-area-inset-bottom,0px))!important;transition:bottom .2s}\n.mits-tool .top-in{padding-block:16px}\n.mits-tool [hidden]{display:none!important}\n.mits-tool{margin:0;padding:0;text-align:start}\n.mits-tool h1,.mits-tool h2,.mits-tool h3{color:inherit;letter-spacing:normal;text-transform:none;line-height:1.3}\n.mits-tool button{text-transform:none;letter-spacing:normal;line-height:1.4;min-height:0;box-shadow:none}\n.mits-tool table{margin:0;border:0}\n.mits-tool td,.mits-tool th{border-left:0;border-right:0}\n.mits-tool ul{margin:0}\n.mits-tool img{max-width:100%}\n.mits-tool 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\" alt=\"MITS GROUP\"><div><h1 data-i18n=\"title\"><\/h1><\/div><\/div>\n  <button class=\"chip-btn\" id=\"langBtn\" type=\"button\">English<\/button>\n<\/div><\/header>\n<main class=\"wrap\">\n  <form class=\"panel\" id=\"form\" autocomplete=\"off\" onsubmit=\"return false\">\n    <section class=\"step\">\n      <div class=\"step-h\"><span class=\"step-n\">1<\/span><h2 data-i18n=\"s1\">\u0645\u0643\u0627\u0646 \u0627\u0644\u062a\u0631\u0643\u064a\u0628<\/h2><\/div>\n      <div class=\"types\" role=\"radiogroup\">\n        <input type=\"radio\" name=\"mtype\" id=\"mt-tilt\" value=\"tilt\">\n        <label for=\"mt-tilt\"><svg viewBox=\"0 0 48 32\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" aria-hidden=\"true\"><path d=\"M2 28h44\"\/><path d=\"M8 24L38 8\" stroke-width=\"3\"\/><path d=\"M10 24v4M36 10v18M12 27L34 12\"\/><\/svg>\n          <strong data-i18n=\"t_tilt\">\u0633\u0637\u062d \u062e\u0631\u0633\u0627\u0646\u064a \u0645\u0627\u0626\u0644<\/strong><span data-i18n=\"t_tilt_d\">\u0647\u064a\u0643\u0644 \u0628\u0632\u0627\u0648\u064a\u0629 \u0645\u064a\u0644 \u0645\u062b\u0627\u0644\u064a\u0629 \u0639\u0644\u0649 \u0633\u0637\u062d \u0645\u0633\u062a\u0648\u064d<\/span><\/label>\n        <input type=\"radio\" name=\"mtype\" id=\"mt-metal\" value=\"metal\">\n        <label for=\"mt-metal\"><svg viewBox=\"0 0 48 32\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" aria-hidden=\"true\"><path d=\"M2 26l6-3 6 3 6-3 6 3 6-3 6 3 6-3\" \/><path d=\"M6 19l36-9\" stroke-width=\"3\"\/><path d=\"M12 21v-4M34 16v-4\"\/><\/svg>\n          <strong data-i18n=\"t_metal\">\u0633\u0637\u062d \u0635\u0627\u062c<\/strong><span data-i18n=\"t_metal_d\">\u0631\u064a\u0644 \u0648\u0643\u0644\u0628\u0633\u0627\u062a \u0645\u0648\u0627\u0632\u064a\u0629 \u0644\u0645\u064a\u0644 \u0627\u0644\u0633\u0642\u0641\u060c \u062e\u0641\u064a\u0641 \u0648\u0633\u0631\u064a\u0639<\/span><\/label>\n        <input type=\"radio\" name=\"mtype\" id=\"mt-ground\" value=\"ground\" checked>\n        <label for=\"mt-ground\"><svg viewBox=\"0 0 48 32\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" aria-hidden=\"true\"><path d=\"M2 26h44\"\/><path d=\"M6 20L40 4\" stroke-width=\"3\"\/><path d=\"M10 18v12M36 6v24M12 25L34 12\"\/><rect x=\"8\" y=\"26\" width=\"5\" height=\"4\" fill=\"currentColor\"\/><rect x=\"34\" y=\"26\" width=\"5\" height=\"4\" fill=\"currentColor\"\/><\/svg>\n          <strong data-i18n=\"t_ground\">\u0623\u0631\u0636\u064a<\/strong><span data-i18n=\"t_ground_d\">\u0644\u0644\u0645\u0632\u0627\u0631\u0639 \u0648\u0627\u0644\u0645\u062d\u0637\u0627\u062a\u060c \u0642\u0648\u0627\u0639\u062f \u062e\u0631\u0633\u0627\u0646\u064a\u0629 \u0644\u0643\u0644 \u0631\u062c\u0644<\/span><\/label>\n        <input type=\"radio\" name=\"mtype\" id=\"mt-elev\" value=\"elev\">\n        <label for=\"mt-elev\"><svg viewBox=\"0 0 48 32\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" aria-hidden=\"true\"><path d=\"M2 30h44\"\/><path d=\"M4 7l40-3\" stroke-width=\"3\"\/><path d=\"M8 7v23M40 5v25\"\/><circle cx=\"24\" cy=\"18\" r=\"2\"\/><path d=\"M24 20v6M21 30l3-4 3 4\"\/><\/svg>\n          <strong data-i18n=\"t_elev\">\u0645\u0631\u062a\u0641\u0639<\/strong><span data-i18n=\"t_elev_d\">\u0647\u064a\u0643\u0644 \u0639\u0627\u0644\u064d \u064a\u0645\u0634\u064a \u0627\u0644\u0646\u0627\u0633 \u062a\u062d\u062a\u0647 \u0648\u064a\u0633\u062a\u0641\u0627\u062f \u0645\u0646 \u0627\u0644\u0645\u0633\u0627\u062d\u0629<\/span><\/label>\n      <\/div>\n    <\/section>\n    <section class=\"step\">\n      <div class=\"step-h\"><span class=\"step-n\">2<\/span><h2 data-i18n=\"s2\">\u0627\u0644\u0623\u0644\u0648\u0627\u062d<\/h2><\/div>\n      <div class=\"row\">\n        <label class=\"field\"><span data-i18n=\"n\">\u0639\u062f\u062f \u0627\u0644\u0623\u0644\u0648\u0627\u062d<\/span><input type=\"number\" id=\"n\" min=\"1\" step=\"1\" value=\"16\" inputmode=\"numeric\"><\/label>\n        <label class=\"field\"><span data-i18n=\"pw\">\u0642\u062f\u0631\u0629 \u0627\u0644\u0644\u0648\u062d<\/span><span class=\"unit\"><input type=\"number\" id=\"pw\" min=\"100\" step=\"5\" value=\"645\" inputmode=\"numeric\"><em>W<\/em><\/span><\/label>\n      <\/div>\n      <div class=\"field\"><span data-i18n=\"ori\">\u0627\u062a\u062c\u0627\u0647 \u0627\u0644\u0644\u0648\u062d<\/span>\n        <div class=\"seg\" id=\"oriSeg\"><button type=\"button\" data-ori=\"p\" aria-pressed=\"true\" data-i18n=\"ori_p\">\u0637\u0648\u0644\u064a<\/button><button type=\"button\" data-ori=\"l\" aria-pressed=\"false\" data-i18n=\"ori_l\">\u0639\u0631\u0636\u064a<\/button><\/div><\/div>\n      <div class=\"row\">\n        <label class=\"field\"><span data-i18n=\"pl\">\u0637\u0648\u0644 \u0627\u0644\u0644\u0648\u062d<\/span><span class=\"unit\"><input type=\"number\" id=\"pl\" min=\"500\" step=\"1\" value=\"2384\" inputmode=\"numeric\"><em>mm<\/em><\/span><\/label>\n        <label class=\"field\"><span data-i18n=\"pwid\">\u0639\u0631\u0636 \u0627\u0644\u0644\u0648\u062d<\/span><span class=\"unit\"><input type=\"number\" id=\"pwid\" min=\"300\" step=\"1\" value=\"1303\" inputmode=\"numeric\"><em>mm<\/em><\/span><\/label>\n      <\/div>\n    <\/section>\n    <section class=\"step\">\n      <div class=\"step-h\"><span class=\"step-n\">3<\/span><h2 data-i18n=\"s3\">\u0627\u0644\u0647\u064a\u0643\u0644<\/h2><\/div>\n      <div class=\"range\" id=\"tiltBox\">\n        <div class=\"range-top\"><span data-i18n=\"tilt\">\u0632\u0627\u0648\u064a\u0629 \u0627\u0644\u0645\u064a\u0644<\/span><b class=\"num\" id=\"tiltV\">20\u00b0<\/b><\/div>\n        <input type=\"range\" id=\"tilt\" min=\"5\" max=\"35\" step=\"1\" value=\"25\">\n      <\/div>\n      <div class=\"row\">\n        <label class=\"field\" id=\"cityBox\"><span data-i18n=\"city\">\u0627\u0644\u0645\u062f\u064a\u0646\u0629 (\u0644\u062d\u0633\u0627\u0628 \u0627\u0644\u0645\u0633\u0627\u0641\u0629 \u0628\u064a\u0646 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data-i18n=\"wind\">\u0645\u0646\u0637\u0642\u0629 \u0627\u0644\u0631\u064a\u0627\u062d<\/span><select id=\"wind\"><option value=\"n\" data-i18n=\"wind_n\">\u0639\u0627\u062f\u064a\u0629<\/option><option value=\"h\" data-i18n=\"wind_h\">\u0631\u064a\u0627\u062d \u0642\u0648\u064a\u0629 \u0623\u0648 \u0633\u0627\u062d\u0644\u064a\u0629<\/option><\/select><\/label>\n        <label class=\"field\" id=\"fixBox\"><span data-i18n=\"fix\">\u0627\u0644\u062a\u062b\u0628\u064a\u062a \u0639\u0644\u0649 \u0627\u0644\u0633\u0637\u062d<\/span><select id=\"fix\"><option value=\"ballast\" data-i18n=\"fix_ballast\">\u0628\u0644\u0648\u0643\u0627\u062a \u062e\u0631\u0633\u0627\u0646\u064a\u0629 (\u0628\u062f\u0648\u0646 \u062b\u0642\u0628 \u0627\u0644\u0633\u0637\u062d)<\/option><option value=\"anchor\" data-i18n=\"fix_anchor\">\u0628\u0631\u0627\u063a\u064a \u0643\u064a\u0645\u064a\u0627\u0626\u064a\u0629 \u0641\u064a \u0627\u0644\u0633\u0642\u0641<\/option><\/select><\/label>\n      <\/div>\n      <p 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id=\"pdfMsg\" aria-live=\"polite\"><\/p><\/div><\/div>\n      <\/div>\n      <div class=\"empty\" id=\"rEmpty\" hidden data-i18n=\"empty\"><\/div>\n    <\/div>\n    <form class=\"panel lead\" id=\"leadForm\" novalidate>\n      <h3 data-i18n=\"lead_t\"><\/h3>\n      <p class=\"note\" data-i18n=\"lead_d\"><\/p>\n      <div class=\"row\">\n        <label class=\"field\"><span data-i18n=\"l_name\"><\/span><input id=\"lName\" type=\"text\" autocomplete=\"name\" maxlength=\"80\"><\/label>\n        <label class=\"field\"><span data-i18n=\"l_phone\"><\/span><input id=\"lPhone\" type=\"tel\" autocomplete=\"tel\" inputmode=\"tel\" dir=\"ltr\" placeholder=\"05xxxxxxxx\" maxlength=\"14\"><\/label>\n      <\/div>\n      <label class=\"hp\" aria-hidden=\"true\">Website<input id=\"lWebsite\" type=\"text\" tabindex=\"-1\" autocomplete=\"off\"><\/label>\n      <button type=\"submit\" class=\"btn btn-sun\" data-i18n=\"l_send\"><\/button>\n      <div id=\"leadMsg\" aria-live=\"polite\"><\/div>\n    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p{margin:0;color:var(--muted);font-size:14px}\n.mh-go{display:inline-flex;align-items:center;gap:6px;font-weight:600;color:var(--sun-strong);font-size:14.5px}\n.mh-badge{position:absolute;top:14px;inset-inline-end:14px;font-size:12px;font-weight:600;border-radius:999px;padding:2px 10px;background:var(--good-soft);color:var(--good)}\n.mh-badge.new{background:var(--sun-soft);color:var(--sun-strong)}\n.mh-guide{margin-top:28px;background:var(--surface);border:1px solid var(--line);border-radius:var(--radius);padding:clamp(18px,3vw,28px);display:grid;gap:12px}\n.mh-guide h2{font-size:20px;font-weight:600}\n.mh-guide .q{color:var(--muted);margin:0}\n.mh-opts{display:flex;flex-wrap:wrap;gap:8px}\n.mh-opt{border:1.5px solid var(--line);background:var(--surface-2);border-radius:10px;padding:9px 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h2{font-size:20px;font-weight:600}\n.mh-contact > div > p{color:var(--muted);margin:6px 0 0}\n.mh-form{display:grid;gap:10px}\n.mh-row{display:grid;grid-template-columns:1fr 1fr;gap:10px}\n@media (max-width:520px){.mh-row{grid-template-columns:1fr}}\n.mh-form label{display:grid;gap:4px;font-size:13px;color:var(--muted);font-weight:500}\n.mh-form input,.mh-form textarea{width:100%;border:1px solid var(--line);border-radius:10px;padding:9px 12px;font:inherit;color:var(--ink);background:#fff;min-height:42px}\n.mh-form textarea{min-height:84px;resize:vertical}\n.mh-hp{position:absolute;width:1px;height:1px;overflow:hidden;clip-path:inset(50%)}\n.mh-msg .ok{background:var(--good-soft);color:var(--good);border-radius:10px;padding:10px 12px;font-size:14px}\n.mh-msg .err{background:var(--warn-soft);color:var(--warn);border-radius:10px;padding:10px 12px;font-size:14px}\n.mh-msg .note{color:var(--muted);font-size:13px;margin:0}\n.mits-rel{max-width:1180px;margin:8px auto 40px;padding-inline:16px}\n.mits-rel .rh{display:flex;justify-content:space-between;align-items:baseline;gap:10px;margin-bottom:12px}\n.mits-rel h2{font-size:18px;font-weight:600}\n.mits-rel .all{color:var(--sun-strong)!important;font-weight:600;font-size:14px;text-decoration:none!important}\n.mits-rel .mh-grid{grid-template-columns:repeat(auto-fill,minmax(230px,1fr));gap:12px}\n.mits-rel .mh-card{padding:16px;grid-template-rows:auto auto 1fr auto;gap:8px}\n.mits-rel .mh-ico{width:44px;height:44px}.mits-rel .mh-ico svg{width:28px;height:28px}\n.mits-rel .mh-card h3{font-size:16px}\n.mits-rel .mh-card p{font-size:13px}\n@media (prefers-reduced-motion:reduce){.mh-card{transition:none}.mh-card:hover{transform:none}}<\/style><section class=\"mits-rel\" dir=\"ltr\" data-no-translation data-no-dynamic-translation translate=\"no\"><div class=\"rh\"><h2>Tools you may need<\/h2><a class=\"all\" href=\"https:\/\/mits.sa\/en\/engineering-calculators\/\">All tools<\/a><\/div><div class=\"mh-grid\"><a class=\"mh-card\" href=\"https:\/\/mits.sa\/en\/solar-energy-calculator\/\" data-cat=\"solar\" data-tool=\"solar\"><span class=\"mh-ico\"><svg viewBox=\"0 0 48 48\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" aria-hidden=\"true\"><circle cx=\"24\" cy=\"12\" r=\"5\"\/><path d=\"M24 2v3M24 19v3M14 12h3M31 12h3M17 5l2 2M29 17l2 2M31 5l-2 2M17 19l2-2\"\/><path d=\"M8 44l6-16h20l6 16z\"\/><path d=\"M11 36h26M20 28l-2 16M28 28l2 16\"\/><\/svg><\/span><h3>Solar Calculator<\/h3><p>System size, panels and batteries, how much you save and when it pays back. For homes, businesses and farms.<\/p><span class=\"mh-go\">Start <span aria-hidden=\"true\">\u2192<\/span><\/span><\/a><a class=\"mh-card\" href=\"https:\/\/mits.sa\/en\/solar-carport-calculator\/\" data-cat=\"solar\" data-tool=\"carport\"><span class=\"mh-ico\"><svg viewBox=\"0 0 48 48\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" aria-hidden=\"true\"><path d=\"M3 44h42\"\/><path d=\"M4 14l40-4\" stroke-width=\"3.5\"\/><path d=\"M24 12v32M24 20l-7-7M24 20l7-8\"\/><rect x=\"5\" y=\"34\" width=\"14\" height=\"7\" rx=\"2\"\/><rect x=\"29\" y=\"34\" width=\"14\" height=\"7\" rx=\"2\"\/><\/svg><\/span><h3>Solar Carport Calculator<\/h3><p>Shade cars and make power: size, output, savings, steel and footings.<\/p><span class=\"mh-go\">Start <span aria-hidden=\"true\">\u2192<\/span><\/span><\/a><a class=\"mh-card\" href=\"https:\/\/mits.sa\/en\/steel-weight-calculator\/\" data-cat=\"steel\" data-tool=\"steel\"><span class=\"mh-ico\"><svg viewBox=\"0 0 48 48\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" aria-hidden=\"true\"><path d=\"M6 12h36M6 36h36M24 12v24\" stroke-width=\"3.5\"\/><path d=\"M34 40l4 4 6-8\"\/><\/svg><\/span><h3>Steel Weight Calculator<\/h3><p>Weigh sheets, sections, pipes and rebar, with a price and the right truck.<\/p><span class=\"mh-go\">Start <span aria-hidden=\"true\">\u2192<\/span><\/span><\/a><\/div><\/section><\/div>\n\t\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":"","protected":false},"author":1,"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":"","ast-disable-related-posts":"","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":"default","ast-page-background-enabled":"default","ast-page-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-opacity":"","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-opacity":"","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-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center 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\u0627\u0644\u0634\u0645\u0633\u064a\u0629: \u0627\u062d\u0633\u0628 \u0643\u0645\u064a\u0627\u062a \u0627\u0644\u0647\u064a\u0627\u0643\u0644 \u0627\u0644\u0645\u062c\u0644\u0641\u0646\u0629 \u0623\u0648 \u0627\u0644\u0623\u0644\u0645\u0646\u064a\u0648\u0645 \u0644\u0644\u0623\u0633\u0637\u062d \u0627\u0644\u062e\u0631\u0633\u0627\u0646\u064a\u0629 \u0648\u0627\u0644\u0645\u0639\u062f\u0646\u064a\u0629 \u0648\u0627\u0644\u0623\u0631\u0636\u064a\u0629\u060c \u0645\u0639 \u0627\u0644\u0645\u0633\u0627\u0641\u0627\u062a \u0628\u064a\u0646 \u0627\u0644\u0635\u0641\u0648\u0641.","seo_title":"","seo_title_en":"Solar Mounting Structure Calculator | MITS GROUP","seo_description_en":"Solar mounting structure calculator: estimate galvanized steel or aluminum structure quantities for concrete roofs, metal roofs and ground 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