{
  "id": "custom-comp-1769093599851",
  "name": "Indicator White",
  "category": "cards",
  "thumbnail": 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",
  "timestamp": "2026-01-22T14:53:19.851Z",
  "type": "custom-code",
  "html": "<link href=\"https://fonts.googleapis.com/css2?family=Material+Symbols+Outlined:wght,FILL@100..700,0..1&amp;display=swap\" rel=\"stylesheet\">\n<style>\n    .indicator-card h3 {\n            font-weight: 800;\n            }\n</style>\n<div class=\"d-flex justify-content-between align-items-center mb-4 border-start border-primary border-4 ps-3\">\n    <h2 class=\"h4 mb-0 fw-bold\">\n        Key Indicators\n    </h2>\n    <a class=\"btn btn-link text-decoration-none fw-bold p-0 d-flex align-items-center gap-1\" href=\"#\">\nView Dashboard<span class=\"material-symbols-outlined fs-6\">arrow_forward</span></a>    </div>\n    <div class=\"row g-4 mb-5\">\n        <div class=\"col-lg-4\">\n            <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                    <div>\n                        <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                            GDP Growth\n                        </p>\n                        <h3 class=\"mb-0 text-dark\">\n                            +2.4%\n                        </h3>\n                    </div>\n                    <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>0.2%</span>                    </div>\n                    <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 30%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 60%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 45%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                        </div>\n                    </div>\n                </div>\n            </div>\n            <div class=\"col-lg-4\">\n                <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                    <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                        <div>\n                            <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                Total Population\n                            </p>\n                            <h3 class=\"mb-0 text-dark\">\n                                335.2M\n                            </h3>\n                        </div>\n                        <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>1.1%</span>                        </div>\n                        <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 75%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 65%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                            </div>\n                        </div>\n                    </div>\n                </div>\n                <div class=\"col-lg-4\">\n                    <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                        <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                            <div>\n                                <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                    CPI (Inflation)\n                                </p>\n                                <h3 class=\"mb-0 text-dark\">\n                                    3.1%\n                                </h3>\n                            </div>\n                            <span class=\"badge bg-danger-subtle text-danger d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_down</span>0.4%</span>                            </div>\n                            <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                                <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 70%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 40%;\">\n                                </div>\n                            </div>\n                        </div>\n                    </div>\n                </div>",
  "template": "<link href=\"https://fonts.googleapis.com/css2?family=Material+Symbols+Outlined:wght,FILL@100..700,0..1&amp;display=swap\" rel=\"stylesheet\">\n<style>\n    .indicator-card h3 {\n            font-weight: 800;\n            }\n</style>\n<div class=\"d-flex justify-content-between align-items-center mb-4 border-start border-primary border-4 ps-3\">\n    <h2 class=\"h4 mb-0 fw-bold\">\n        Key Indicators\n    </h2>\n    <a class=\"btn btn-link text-decoration-none fw-bold p-0 d-flex align-items-center gap-1\" href=\"#\">\nView Dashboard<span class=\"material-symbols-outlined fs-6\">arrow_forward</span></a>    </div>\n    <div class=\"row g-4 mb-5\">\n        <div class=\"col-lg-4\">\n            <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                    <div>\n                        <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                            GDP Growth\n                        </p>\n                        <h3 class=\"mb-0 text-dark\">\n                            +2.4%\n                        </h3>\n                    </div>\n                    <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>0.2%</span>                    </div>\n                    <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 30%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 60%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 45%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                        </div>\n                    </div>\n                </div>\n            </div>\n            <div class=\"col-lg-4\">\n                <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                    <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                        <div>\n                            <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                Total Population\n                            </p>\n                            <h3 class=\"mb-0 text-dark\">\n                                335.2M\n                            </h3>\n                        </div>\n                        <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>1.1%</span>                        </div>\n                        <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 75%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 65%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                            </div>\n                        </div>\n                    </div>\n                </div>\n                <div class=\"col-lg-4\">\n                    <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                        <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                            <div>\n                                <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                    CPI (Inflation)\n                                </p>\n                                <h3 class=\"mb-0 text-dark\">\n                                    3.1%\n                                </h3>\n                            </div>\n                            <span class=\"badge bg-danger-subtle text-danger d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_down</span>0.4%</span>                            </div>\n                            <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                                <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 70%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 40%;\">\n                                </div>\n                            </div>\n                        </div>\n                    </div>\n                </div>",
  "customHTML": "<link href=\"https://fonts.googleapis.com/css2?family=Material+Symbols+Outlined:wght,FILL@100..700,0..1&amp;display=swap\" rel=\"stylesheet\"/>\n<style>\n    .indicator-card h3 {\n            font-weight: 800;\n            }\n</style>\n<div class=\"d-flex justify-content-between align-items-center mb-4 border-start border-primary border-4 ps-3\">\n    <h2 class=\"h4 mb-0 fw-bold\">\n        Key Indicators\n    </h2>\n    <a class=\"btn btn-link text-decoration-none fw-bold p-0 d-flex align-items-center gap-1\" href=\"#\">\nView Dashboard<span class=\"material-symbols-outlined fs-6\">arrow_forward</span></a>    </div>\n    <div class=\"row g-4 mb-5\">\n        <div class=\"col-lg-4\">\n            <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                    <div>\n                        <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                            GDP Growth\n                        </p>\n                        <h3 class=\"mb-0 text-dark\">\n                            +2.4%\n                        </h3>\n                    </div>\n                    <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>0.2%</span>                    </div>\n                    <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 30%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 60%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-secondary\" style=\"height: 45%;\">\n                        </div>\n                        <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                        </div>\n                    </div>\n                </div>\n            </div>\n            <div class=\"col-lg-4\">\n                <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                    <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                        <div>\n                            <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                Total Population\n                            </p>\n                            <h3 class=\"mb-0 text-dark\">\n                                335.2M\n                            </h3>\n                        </div>\n                        <span class=\"badge bg-success-subtle text-success d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_up</span>1.1%</span>                        </div>\n                        <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 75%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-secondary\" style=\"height: 65%;\">\n                            </div>\n                            <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                            </div>\n                        </div>\n                    </div>\n                </div>\n                <div class=\"col-lg-4\">\n                    <div class=\"card h-100 border-0 shadow-sm p-4 indicator-card\">\n                        <div class=\"d-flex justify-content-between align-items-start mb-3\">\n                            <div>\n                                <p class=\"text-muted small fw-bold text-uppercase mb-1\">\n                                    CPI (Inflation)\n                                </p>\n                                <h3 class=\"mb-0 text-dark\">\n                                    3.1%\n                                </h3>\n                            </div>\n                            <span class=\"badge bg-danger-subtle text-danger d-flex align-items-center gap-1\">\n<span class=\"material-symbols-outlined fs-6\">trending_down</span>0.4%</span>                            </div>\n                            <div class=\"d-flex align-items-end gap-1 opacity-25\" style=\"height: 40px;\">\n                                <div class=\"flex-grow-1 bg-primary\" style=\"height: 100%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 70%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 50%;\">\n                                </div>\n                                <div class=\"flex-grow-1 bg-secondary\" style=\"height: 40%;\">\n                                </div>\n                            </div>\n                        </div>\n                    </div>\n                </div>",
  "textContent": "",
  "styles": {
    "marginTop": "0px",
    "marginBottom": "0px",
    "marginLeft": "0px",
    "marginRight": "0px",
    "paddingTop": "0px",
    "paddingBottom": "0px",
    "paddingLeft": "0px",
    "paddingRight": "0px",
    "width": "auto",
    "widthValue": "",
    "widthUnit": "px",
    "height": "auto",
    "backgroundColor": "",
    "color": "",
    "fontSize": "16px",
    "fontFamily": "inherit",
    "textAlign": "left",
    "border": "",
    "borderRadius": "",
    "borderColor": "",
    "alignItems": "",
    "justifyContent": ""
  },
  "cssClasses": "",
  "customCSS": "",
  "icon": "⚙️"
}