How To Prepare Geography in 22 Days
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Unpacking...
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"},"2cb27fac-7134-4448-9e88-accef56ae8c7":{"mime":"font/woff2","compressed":false,"data":"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"},"c31f3be0-46cd-4573-8a4f-15589f915569":{"mime":"font/woff2","compressed":false,"data":"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"},"81f465ee-5d61-4c83-a080-fda76e636df9":{"mime":"font/woff2","compressed":false,"data":"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"}}
[]
"\n\n\n\nHow To Prepare Geography in 22 Days\n/* latin-ext */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 300;\n font-display: swap;\n src: url(\"0143a262-9eb9-4a11-8b62-5c00c0386e91\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 300;\n font-display: swap;\n src: url(\"2cb27fac-7134-4448-9e88-accef56ae8c7\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* latin-ext */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"0143a262-9eb9-4a11-8b62-5c00c0386e91\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"2cb27fac-7134-4448-9e88-accef56ae8c7\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* latin-ext */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 500;\n font-display: swap;\n src: url(\"0143a262-9eb9-4a11-8b62-5c00c0386e91\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 500;\n font-display: swap;\n src: url(\"2cb27fac-7134-4448-9e88-accef56ae8c7\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* latin-ext */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"0143a262-9eb9-4a11-8b62-5c00c0386e91\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"2cb27fac-7134-4448-9e88-accef56ae8c7\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* latin-ext */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"0143a262-9eb9-4a11-8b62-5c00c0386e91\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'DM Sans';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"2cb27fac-7134-4448-9e88-accef56ae8c7\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* cyrillic */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"30d4a63b-3958-454c-bbd8-60f916e98918\") format('woff2');\n unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;\n}\n/* vietnamese */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"c31f3be0-46cd-4573-8a4f-15589f915569\") format('woff2');\n unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;\n}\n/* latin-ext */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"81f465ee-5d61-4c83-a080-fda76e636df9\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 400;\n font-display: swap;\n src: url(\"645b7d14-4ceb-46bb-a58c-6ed1c3596479\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* cyrillic */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"30d4a63b-3958-454c-bbd8-60f916e98918\") format('woff2');\n unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;\n}\n/* vietnamese */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"c31f3be0-46cd-4573-8a4f-15589f915569\") format('woff2');\n unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;\n}\n/* latin-ext */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"81f465ee-5d61-4c83-a080-fda76e636df9\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 600;\n font-display: swap;\n src: url(\"645b7d14-4ceb-46bb-a58c-6ed1c3596479\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* cyrillic */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"30d4a63b-3958-454c-bbd8-60f916e98918\") format('woff2');\n unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;\n}\n/* vietnamese */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"c31f3be0-46cd-4573-8a4f-15589f915569\") format('woff2');\n unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;\n}\n/* latin-ext */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"81f465ee-5d61-4c83-a080-fda76e636df9\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 700;\n font-display: swap;\n src: url(\"645b7d14-4ceb-46bb-a58c-6ed1c3596479\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* cyrillic */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 900;\n font-display: swap;\n src: url(\"30d4a63b-3958-454c-bbd8-60f916e98918\") format('woff2');\n unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;\n}\n/* vietnamese */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 900;\n font-display: swap;\n src: url(\"c31f3be0-46cd-4573-8a4f-15589f915569\") format('woff2');\n unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;\n}\n/* latin-ext */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 900;\n font-display: swap;\n src: url(\"81f465ee-5d61-4c83-a080-fda76e636df9\") format('woff2');\n unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;\n}\n/* latin */\n@font-face {\n font-family: 'Playfair Display';\n font-style: normal;\n font-weight: 900;\n font-display: swap;\n src: url(\"645b7d14-4ceb-46bb-a58c-6ed1c3596479\") format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n\n\n *, *::before, *::after { box-sizing: border-box; margin: 0; padding: 0; }\n :root {\n --navy: #0d1b2a;\n --navy-mid: #162034;\n --navy-light: #1e2f47;\n --cream: #faf8f4;\n --cream-dark: #f2ede4;\n --text: #1a1a2e;\n --muted: #6b7280;\n --orange: oklch(72% 0.18 55);\n --orange-dark: oklch(60% 0.18 55);\n --teal: oklch(65% 0.18 185);\n --teal-light: oklch(92% 0.06 185);\n --gold: oklch(80% 0.15 85);\n }\n html { scroll-behavior: smooth; }\n body {\n font-family: 'DM Sans', sans-serif;\n background: var(--cream);\n color: var(--text);\n line-height: 1.6;\n }\n\n /* NAV */\n nav {\n position: sticky; top: 0; z-index: 100;\n background: rgba(13,27,42,0.97);\n backdrop-filter: blur(12px);\n border-bottom: 1px solid rgba(255,255,255,0.08);\n padding: 0 40px;\n display: flex; align-items: center; justify-content: space-between;\n height: 64px;\n }\n .nav-logo {\n font-family: 'Playfair Display', serif;\n color: #fff;\n font-size: 18px;\n font-weight: 700;\n letter-spacing: -0.3px;\n }\n .nav-logo span { color: var(--orange); }\n .nav-links { display: flex; gap: 32px; list-style: none; }\n .nav-links a {\n color: rgba(255,255,255,0.7);\n text-decoration: none;\n font-size: 14px;\n font-weight: 500;\n transition: color 0.2s;\n }\n .nav-links a:hover { color: #fff; }\n .nav-cta {\n background: var(--orange);\n color: #fff;\n border: none;\n padding: 10px 24px;\n border-radius: 6px;\n font-family: 'DM Sans', sans-serif;\n font-size: 14px;\n font-weight: 600;\n cursor: pointer;\n transition: background 0.2s, transform 0.15s;\n }\n .nav-cta:hover { background: var(--orange-dark); transform: translateY(-1px); }\n\n /* HERO */\n .hero {\n background: var(--navy);\n position: relative;\n overflow: hidden;\n padding: 80px 40px 0;\n }\n .hero::before {\n content: '';\n position: absolute; inset: 0;\n background: radial-gradient(ellipse 80% 60% at 60% 40%, rgba(30,80,160,0.25) 0%, transparent 70%),\n radial-gradient(ellipse 50% 50% at 20% 80%, rgba(var(--teal), 0.1) 0%, transparent 60%);\n }\n /* Map grid overlay */\n .hero::after {\n content: '';\n position: absolute; inset: 0;\n background-image:\n linear-gradient(rgba(255,255,255,0.03) 1px, transparent 1px),\n linear-gradient(90deg, rgba(255,255,255,0.03) 1px, transparent 1px);\n background-size: 60px 60px;\n }\n .hero-inner {\n position: relative; z-index: 2;\n max-width: 960px; margin: 0 auto;\n display: grid; grid-template-columns: 1fr 380px; gap: 60px; align-items: center;\n }\n .hero-badge {\n display: inline-flex; align-items: center; gap: 8px;\n background: rgba(255,165,0,0.12);\n border: 1px solid rgba(255,165,0,0.3);\n color: var(--gold);\n padding: 6px 14px; border-radius: 100px;\n font-size: 12px; font-weight: 600; letter-spacing: 0.5px;\n text-transform: uppercase; margin-bottom: 24px;\n }\n .hero-badge::before { content: '🗺'; font-size: 14px; }\n .hero-title {\n font-family: 'Playfair Display', serif;\n font-size: clamp(36px, 5vw, 56px);\n font-weight: 900;\n color: #fff;\n line-height: 1.1;\n letter-spacing: -1px;\n margin-bottom: 20px;\n }\n .hero-title em { color: var(--orange); font-style: normal; }\n .hero-subtitle {\n color: rgba(255,255,255,0.65);\n font-size: 17px;\n line-height: 1.65;\n margin-bottom: 32px;\n font-weight: 400;\n }\n .hero-stats {\n display: flex; gap: 28px; margin-bottom: 36px;\n }\n .hero-stat { text-align: left; }\n .hero-stat .num {\n font-family: 'Playfair Display', serif;\n font-size: 28px; font-weight: 700; color: #fff;\n display: block; line-height: 1;\n }\n .hero-stat .lbl {\n font-size: 12px; color: rgba(255,255,255,0.5);\n font-weight: 500; letter-spacing: 0.3px;\n }\n .hero-stat-div { width: 1px; background: rgba(255,255,255,0.12); }\n .hero-btns { display: flex; gap: 12px; align-items: center; }\n .btn-primary {\n background: var(--orange);\n color: #fff;\n padding: 14px 32px;\n border: none; border-radius: 8px;\n font-family: 'DM Sans', sans-serif;\n font-size: 15px; font-weight: 700;\n cursor: pointer; transition: all 0.2s;\n text-decoration: none; display: inline-block;\n }\n .btn-primary:hover { background: var(--orange-dark); transform: translateY(-2px); box-shadow: 0 8px 24px rgba(0,0,0,0.3); }\n .btn-ghost {\n color: rgba(255,255,255,0.8);\n background: none;\n border: 1.5px solid rgba(255,255,255,0.25);\n padding: 13px 24px;\n border-radius: 8px;\n font-family: 'DM Sans', sans-serif;\n font-size: 14px; font-weight: 500;\n cursor: pointer; transition: all 0.2s;\n text-decoration: none; display: inline-block;\n }\n .btn-ghost:hover { border-color: rgba(255,255,255,0.6); color: #fff; }\n\n /* Hero card */\n .hero-card {\n background: rgba(255,255,255,0.06);\n border: 1px solid rgba(255,255,255,0.12);\n border-radius: 16px;\n padding: 28px;\n backdrop-filter: blur(8px);\n position: relative;\n z-index: 2;\n }\n .hero-card-label {\n font-size: 11px; font-weight: 600;\n text-transform: uppercase; letter-spacing: 1px;\n color: var(--teal); margin-bottom: 16px;\n }\n .day-timeline { list-style: none; }\n .day-timeline li {\n display: flex; align-items: flex-start; gap: 12px;\n padding: 10px 0;\n border-bottom: 1px solid rgba(255,255,255,0.06);\n font-size: 13px; color: rgba(255,255,255,0.75);\n }\n .day-timeline li:last-child { border-bottom: none; }\n .day-dot {\n width: 28px; height: 28px; min-width: 28px;\n background: rgba(255,255,255,0.08);\n border-radius: 50%;\n display: flex; align-items: center; justify-content: center;\n font-size: 10px; font-weight: 700;\n color: var(--orange);\n border: 1px solid rgba(255,165,0,0.3);\n }\n .day-content { padding-top: 4px; }\n .day-content strong { color: #fff; display: block; font-size: 13px; font-weight: 600; margin-bottom: 2px; }\n .hero-bottom {\n padding: 24px 40px;\n max-width: 960px; margin: 32px auto 0;\n display: flex; align-items: center; gap: 24px;\n position: relative; z-index: 2;\n border-top: 1px solid rgba(255,255,255,0.08);\n }\n .meta-pill {\n display: flex; align-items: center; gap: 8px;\n color: rgba(255,255,255,0.6);\n font-size: 13px;\n }\n .meta-pill svg { opacity: 0.6; }\n\n /* SECTION COMMONS */\n section { padding: 96px 40px; }\n .container { max-width: 960px; margin: 0 auto; }\n .section-tag {\n font-size: 12px; font-weight: 700;\n text-transform: uppercase; letter-spacing: 1.5px;\n color: var(--teal);\n margin-bottom: 12px;\n display: block;\n }\n .section-title {\n font-family: 'Playfair Display', serif;\n font-size: clamp(28px, 4vw, 42px);\n font-weight: 700; line-height: 1.15;\n letter-spacing: -0.5px;\n margin-bottom: 16px;\n }\n .section-sub {\n color: var(--muted);\n font-size: 16px; line-height: 1.65;\n max-width: 560px;\n }\n .section-header { margin-bottom: 56px; }\n\n /* PAIN POINTS */\n .pain-section { background: var(--navy); color: #fff; }\n .pain-section .section-title { color: #fff; }\n .pain-section .section-sub { color: rgba(255,255,255,0.55); }\n .pain-grid { display: grid; grid-template-columns: repeat(3,1fr); gap: 24px; }\n .pain-card {\n background: rgba(255,255,255,0.04);\n border: 1px solid rgba(255,255,255,0.08);\n border-radius: 12px; padding: 28px;\n transition: border-color 0.2s;\n }\n .pain-card:hover { border-color: rgba(255,165,0,0.3); }\n .pain-icon {\n width: 44px; height: 44px; background: rgba(255,165,0,0.1);\n border-radius: 10px; display: flex; align-items: center; justify-content: center;\n margin-bottom: 16px; font-size: 20px;\n }\n .pain-card h3 { font-size: 16px; font-weight: 600; color: #fff; margin-bottom: 8px; }\n .pain-card p { font-size: 14px; color: rgba(255,255,255,0.5); line-height: 1.6; }\n\n /* OUTCOMES */\n .outcomes-section { background: var(--cream-dark); }\n .outcomes-grid { display: grid; grid-template-columns: 1fr 1fr; gap: 40px; align-items: center; }\n .outcome-list { list-style: none; display: flex; flex-direction: column; gap: 16px; }\n .outcome-item {\n display: flex; align-items: flex-start; gap: 14px;\n padding: 16px 20px;\n background: #fff;\n border-radius: 10px;\n border: 1px solid rgba(0,0,0,0.06);\n transition: transform 0.2s, box-shadow 0.2s;\n }\n .outcome-item:hover { transform: translateX(4px); box-shadow: 0 4px 16px rgba(0,0,0,0.08); }\n .check-icon {\n width: 22px; height: 22px; min-width: 22px; border-radius: 50%;\n background: oklch(92% 0.06 185);\n display: flex; align-items: center; justify-content: center;\n margin-top: 1px;\n }\n .check-icon svg { width: 12px; height: 12px; }\n .outcome-item p { font-size: 14px; font-weight: 500; color: var(--text); line-height: 1.5; }\n .outcomes-visual {\n background: var(--navy);\n border-radius: 16px; padding: 36px;\n color: #fff; position: relative; overflow: hidden;\n }\n .outcomes-visual::before {\n content: '';\n position: absolute; top: -40px; right: -40px;\n width: 200px; height: 200px;\n background: radial-gradient(circle, rgba(255,165,0,0.15) 0%, transparent 70%);\n }\n .big-number {\n font-family: 'Playfair Display', serif;\n font-size: 96px; font-weight: 900; line-height: 1;\n color: var(--orange); display: block;\n }\n .big-label {\n font-size: 22px; font-weight: 600; color: #fff;\n margin-bottom: 24px; line-height: 1.3;\n }\n .mini-stats { display: grid; grid-template-columns: 1fr 1fr; gap: 16px; margin-top: 28px; }\n .mini-stat {\n background: rgba(255,255,255,0.07);\n border-radius: 8px; padding: 14px 16px;\n border: 1px solid rgba(255,255,255,0.08);\n }\n .mini-stat .mn { font-size: 24px; font-weight: 700; color: #fff; font-family: 'Playfair Display', serif; }\n .mini-stat .ml { font-size: 12px; color: rgba(255,255,255,0.5); margin-top: 2px; }\n\n /* CURRICULUM */\n .curriculum-section { background: #fff; }\n .week-tabs { display: flex; gap: 8px; margin-bottom: 36px; flex-wrap: wrap; }\n .week-tab {\n padding: 8px 20px;\n border-radius: 100px;\n border: 1.5px solid rgba(0,0,0,0.12);\n background: none; font-family: 'DM Sans', sans-serif;\n font-size: 13px; font-weight: 600; cursor: pointer;\n transition: all 0.2s; color: var(--muted);\n }\n .week-tab.active {\n background: var(--navy); border-color: var(--navy);\n color: #fff;\n }\n .week-tab:hover:not(.active) { border-color: var(--navy); color: var(--navy); }\n .days-grid { display: grid; grid-template-columns: repeat(3,1fr); gap: 16px; }\n .day-card {\n border: 1.5px solid rgba(0,0,0,0.07);\n border-radius: 10px; padding: 18px;\n transition: all 0.2s; cursor: default;\n position: relative; overflow: hidden;\n }\n .day-card::before {\n content: '';\n position: absolute; top: 0; left: 0;\n width: 3px; height: 100%;\n background: var(--orange);\n opacity: 0;\n transition: opacity 0.2s;\n }\n .day-card:hover { border-color: var(--orange); box-shadow: 0 4px 20px rgba(0,0,0,0.08); }\n .day-card:hover::before { opacity: 1; }\n .day-num {\n font-size: 11px; font-weight: 700; letter-spacing: 0.5px;\n color: var(--orange); text-transform: uppercase;\n margin-bottom: 6px;\n }\n .day-card h4 { font-size: 14px; font-weight: 600; color: var(--text); margin-bottom: 4px; line-height: 1.4; }\n .day-card p { font-size: 12px; color: var(--muted); line-height: 1.5; }\n\n /* INSTRUCTOR */\n .instructor-section { background: var(--cream-dark); }\n .instructor-grid { display: grid; grid-template-columns: 300px 1fr; gap: 56px; align-items: start; }\n .instructor-photo {\n aspect-ratio: 3/4;\n background: var(--navy-light);\n border-radius: 16px;\n display: flex; align-items: flex-end;\n overflow: hidden; position: relative;\n border: 3px solid rgba(255,255,255,0.6);\n box-shadow: 0 16px 40px rgba(0,0,0,0.15);\n }\n .instructor-placeholder {\n width: 100%; padding: 20px;\n background: linear-gradient(to top, rgba(13,27,42,0.95), transparent);\n color: #fff; font-size: 13px; line-height: 1.5;\n font-family: monospace; color: rgba(255,255,255,0.5);\n text-align: center; padding: 24px;\n display: flex; flex-direction: column; align-items: center; justify-content: center;\n height: 100%;\n }\n .photo-icon {\n width: 80px; height: 80px; border-radius: 50%;\n background: rgba(255,255,255,0.08);\n display: flex; align-items: center; justify-content: center;\n margin-bottom: 12px; font-size: 32px;\n }\n .instructor-name {\n font-family: 'Playfair Display', serif;\n font-size: 32px; font-weight: 700;\n margin-bottom: 8px; color: var(--text);\n }\n .instructor-title { color: var(--teal); font-weight: 600; font-size: 15px; margin-bottom: 20px; }\n .instructor-bio { color: var(--muted); line-height: 1.7; margin-bottom: 28px; font-size: 15px; }\n .instructor-creds { display: flex; gap: 24px; flex-wrap: wrap; }\n .cred-item { text-align: center; }\n .cred-item .cn {\n font-family: 'Playfair Display', serif;\n font-size: 28px; font-weight: 700; color: var(--navy);\n display: block;\n }\n .cred-item .cl { font-size: 12px; color: var(--muted); font-weight: 500; }\n\n /* TESTIMONIALS */\n .testimonials-section { background: var(--navy); }\n .testimonials-section .section-title { color: #fff; }\n .testimonials-section .section-sub { color: rgba(255,255,255,0.55); }\n .testi-grid { display: grid; grid-template-columns: repeat(3,1fr); gap: 20px; }\n .testi-card {\n background: rgba(255,255,255,0.05);\n border: 1px solid rgba(255,255,255,0.09);\n border-radius: 12px; padding: 24px;\n transition: border-color 0.2s;\n position: relative;\n }\n .testi-card:hover { border-color: rgba(255,165,0,0.25); }\n .testi-quote { font-size: 36px; line-height: 1; color: var(--orange); margin-bottom: 12px; font-family: Georgia, serif; }\n .testi-text { font-size: 14px; color: rgba(255,255,255,0.7); line-height: 1.65; margin-bottom: 20px; }\n .testi-author { display: flex; align-items: center; gap: 12px; }\n .testi-avatar {\n width: 38px; height: 38px; border-radius: 50%;\n background: rgba(255,255,255,0.1);\n display: flex; align-items: center; justify-content: center;\n font-size: 14px; font-weight: 700; color: var(--orange);\n font-family: 'Playfair Display', serif;\n }\n .testi-info .tn { font-size: 14px; font-weight: 600; color: #fff; }\n .testi-info .tr { font-size: 12px; color: rgba(255,255,255,0.45); }\n .testi-stars { color: var(--gold); font-size: 12px; margin-bottom: 12px; }\n\n /* PRICING */\n .pricing-section { background: var(--cream-dark); }\n .pricing-grid { display: grid; grid-template-columns: repeat(3,1fr); gap: 24px; }\n .price-card {\n background: #fff;\n border-radius: 16px; padding: 32px;\n border: 2px solid rgba(0,0,0,0.07);\n position: relative; transition: all 0.2s;\n }\n .price-card:hover { transform: translateY(-4px); box-shadow: 0 20px 40px rgba(0,0,0,0.12); }\n .price-card.featured {\n background: var(--navy); color: #fff;\n border-color: transparent;\n box-shadow: 0 12px 40px rgba(13,27,42,0.35);\n }\n .featured-badge {\n position: absolute; top: -12px; right: 24px;\n background: var(--orange); color: #fff;\n font-size: 11px; font-weight: 700;\n padding: 4px 12px; border-radius: 100px;\n letter-spacing: 0.5px; text-transform: uppercase;\n }\n .plan-name { font-size: 13px; font-weight: 700; text-transform: uppercase; letter-spacing: 1px; color: var(--teal); margin-bottom: 8px; }\n .price-card.featured .plan-name { color: var(--gold); }\n .plan-price {\n font-family: 'Playfair Display', serif;\n font-size: 48px; font-weight: 900; line-height: 1;\n margin-bottom: 4px; color: var(--navy);\n }\n .price-card.featured .plan-price { color: #fff; }\n .plan-price sup { font-size: 24px; vertical-align: super; }\n .plan-period { font-size: 13px; color: var(--muted); margin-bottom: 24px; }\n .price-card.featured .plan-period { color: rgba(255,255,255,0.5); }\n .plan-features { list-style: none; margin-bottom: 28px; display: flex; flex-direction: column; gap: 10px; }\n .plan-features li {\n font-size: 14px; display: flex; align-items: center; gap: 10px;\n color: var(--text);\n }\n .price-card.featured .plan-features li { color: rgba(255,255,255,0.8); }\n .plan-features li.off { opacity: 0.4; }\n .feat-check { color: var(--teal); font-size: 15px; font-weight: 700; }\n .feat-x { color: var(--muted); font-size: 15px; }\n .plan-btn {\n width: 100%; padding: 14px;\n border-radius: 8px; border: 2px solid var(--navy);\n background: transparent; color: var(--navy);\n font-family: 'DM Sans', sans-serif;\n font-size: 14px; font-weight: 700;\n cursor: pointer; transition: all 0.2s;\n }\n .plan-btn:hover { background: var(--navy); color: #fff; }\n .price-card.featured .plan-btn {\n background: var(--orange); border-color: var(--orange); color: #fff;\n }\n .price-card.featured .plan-btn:hover { background: var(--orange-dark); }\n .refund-note { font-size: 12px; text-align: center; color: var(--muted); margin-top: 8px; }\n .price-card.featured .refund-note { color: rgba(255,255,255,0.4); }\n\n /* FAQ */\n .faq-section { background: #fff; }\n .faq-list { display: flex; flex-direction: column; gap: 0; border: 1px solid rgba(0,0,0,0.09); border-radius: 12px; overflow: hidden; }\n .faq-item { border-bottom: 1px solid rgba(0,0,0,0.07); }\n .faq-item:last-child { border-bottom: none; }\n .faq-q {\n width: 100%; display: flex; align-items: center; justify-content: space-between;\n padding: 20px 24px;\n background: none; border: none; cursor: pointer;\n font-family: 'DM Sans', sans-serif; font-size: 15px; font-weight: 600;\n color: var(--text); text-align: left; gap: 16px;\n transition: background 0.15s;\n }\n .faq-q:hover { background: var(--cream); }\n .faq-arrow { width: 20px; height: 20px; min-width: 20px; transition: transform 0.25s; }\n .faq-item.open .faq-arrow { transform: rotate(180deg); }\n .faq-a {\n max-height: 0; overflow: hidden;\n transition: max-height 0.35s ease, padding 0.25s;\n padding: 0 24px;\n font-size: 14px; color: var(--muted); line-height: 1.7;\n }\n .faq-item.open .faq-a { max-height: 300px; padding: 0 24px 20px; }\n\n /* GUARANTEE */\n .guarantee-section {\n background: linear-gradient(135deg, var(--navy) 0%, #162044 100%);\n text-align: center; padding: 72px 40px;\n }\n .guarantee-section .section-title { color: #fff; max-width: 600px; margin: 0 auto 20px; }\n .guarantee-section p { color: rgba(255,255,255,0.6); max-width: 500px; margin: 0 auto 32px; font-size: 15px; }\n .guarantee-badges { display: flex; justify-content: center; gap: 32px; flex-wrap: wrap; margin-bottom: 40px; }\n .g-badge {\n display: flex; align-items: center; gap: 10px;\n color: rgba(255,255,255,0.8); font-size: 14px; font-weight: 500;\n }\n .g-icon {\n width: 36px; height: 36px; border-radius: 50%;\n background: rgba(255,255,255,0.1);\n display: flex; align-items: center; justify-content: center;\n font-size: 16px;\n }\n\n /* FOOTER */\n footer {\n background: #07101b;\n color: rgba(255,255,255,0.5);\n padding: 48px 40px 32px;\n font-size: 13px;\n }\n .footer-inner {\n max-width: 960px; margin: 0 auto;\n display: flex; justify-content: space-between; align-items: center;\n flex-wrap: wrap; gap: 16px;\n }\n .footer-brand {\n font-family: 'Playfair Display', serif;\n font-size: 20px; font-weight: 700; color: #fff;\n }\n .footer-brand span { color: var(--orange); }\n .footer-links { display: flex; gap: 24px; }\n .footer-links a { color: rgba(255,255,255,0.45); text-decoration: none; transition: color 0.2s; }\n .footer-links a:hover { color: #fff; }\n\n /* STICKY BOTTOM CTA */\n .sticky-cta {\n position: fixed; bottom: 24px; right: 24px;\n background: var(--orange);\n color: #fff; padding: 14px 28px;\n border-radius: 100px;\n font-family: 'DM Sans', sans-serif;\n font-size: 14px; font-weight: 700;\n box-shadow: 0 8px 32px rgba(0,0,0,0.35);\n cursor: pointer; text-decoration: none;\n display: flex; align-items: center; gap: 8px;\n transition: all 0.2s;\n z-index: 50;\n }\n .sticky-cta:hover { transform: translateY(-2px); box-shadow: 0 12px 36px rgba(0,0,0,0.4); }\n\n @media (max-width: 768px) {\n nav { padding: 0 20px; }\n .nav-links { display: none; }\n section { padding: 60px 20px; }\n .hero { padding: 60px 20px 0; }\n .hero-inner { grid-template-columns: 1fr; gap: 32px; }\n .hero-card { display: none; }\n .hero-bottom { padding: 20px; }\n .pain-grid, .days-grid, .testi-grid, .pricing-grid { grid-template-columns: 1fr; }\n .outcomes-grid, .instructor-grid { grid-template-columns: 1fr; }\n .mini-stats { grid-template-columns: 1fr 1fr; }\n .price-card.featured { order: -1; }\n }\n\n\n\n\n<!-- NAV -->\n<nav>\n <div class="nav-logo">Geo<span>Prep\n <ul class="nav-links">\n <li><a href="#curriculum">Curriculum\n <li><a href="#instructor">Instructor\n <li><a href="#testimonials">Results\n <li><a href="#pricing">Pricing\n <li><a href="#faq">FAQ\n \n <button class="nav-cta">Enroll Now →\n\n\n<!-- HERO -->\n<section class="hero">\n <div class="hero-inner">\n <div class="hero-left">\n <div class="hero-badge">Limited Seats · Next Batch Starting May 5\n <h1 class="hero-title">Master Geography<br>in <em>22 Days.<br>Clear Any Exam.\n <p class="hero-subtitle">A structured, day-by-day crash program designed for UPSC, SSC, and State PCS aspirants. From Physical Geography to Human & Economic Geography — complete, confident, exam-ready.\n <div class="hero-stats">\n <div class="hero-stat">\n <span class="num">3,200+\n <span class="lbl">Students Enrolled\n \n <div class="hero-stat-div">\n <div class="hero-stat">\n <span class="num">4.9 ★\n <span class="lbl">Average Rating\n \n <div class="hero-stat-div">\n <div class="hero-stat">\n <span class="num">22\n <span class="lbl">Structured Days\n \n \n <div class="hero-btns">\n <a href="#pricing" class="btn-primary">Enroll Now · Starting ₹999\n <a href="#curriculum" class="btn-ghost">View Curriculum\n \n \n <div class="hero-card">\n <div class="hero-card-label">Your 22-Day Journey\n <ul class="day-timeline">\n <li>\n <div class="day-dot">1–4\n <div class="day-content">\n <strong>Physical Geography\n Geomorphology, Climatology, Oceanography\n \n \n <li>\n <div class="day-dot">5–9\n <div class="day-content">\n <strong>Indian Geography\n Physiography, Rivers, Soils, Climate of India\n \n \n <li>\n <div class="day-dot">10–14\n <div class="day-content">\n <strong>Human Geography\n Population, Migration, Agriculture, Industry\n \n \n <li>\n <div class="day-dot">15–19\n <div class="day-content">\n <strong>Economic Geography\n Resources, Trade, Transport, Environment\n \n \n <li>\n <div class="day-dot">20–22\n <div class="day-content">\n <strong>Revision + PYQ Sprint\n Previous Year Questions & Mock Tests\n \n \n \n \n \n <div class="hero-bottom">\n <div class="meta-pill">\n \n Self-paced · Watch Anytime\n \n <div class="meta-pill">\n \n 14-Day Refund Guarantee\n \n <div class="meta-pill">\n \n Hindi + English Medium\n \n <div class="meta-pill">\n \n Lifetime Access\n \n \n\n\n<!-- PAIN POINTS -->\n<section class="pain-section" id="about">\n <div class="container">\n <div class="section-header">\n <span class="section-tag">Sound Familiar?\n <h2 class="section-title" style="color:#fff">Are you struggling with Geography?\n <p class="section-sub">Most aspirants spend months on Geography and still feel unprepared on exam day. Here's why.\n \n <div class="pain-grid">\n <div class="pain-card">\n <div class="pain-icon">📚\n <h3>Too Much Content, No Direction\n <p>NCERT books, atlases, reference books — you don't know what to study first or what's actually asked in exams.\n \n <div class="pain-card">\n <div class="pain-icon">🗺\n <h3>Maps Feel Impossible to Memorise\n <p>Political maps, physiographic divisions, rivers, rainfall — there's no system, so nothing sticks.\n \n <div class="pain-card">\n <div class="pain-icon">⏰\n <h3>Running Out of Time\n <p>Exam is approaching and Geography is still untouched or half-prepared. You need a fast, structured plan now.\n \n <div class="pain-card">\n <div class="pain-icon">🔁\n <h3>Can't Retain What You Study\n <p>You read it once, understand it — then forget everything within a week. No revision system in place.\n \n <div class="pain-card">\n <div class="pain-icon">📝\n <h3>Can't Apply in PYQs\n <p>You know the theory but freeze when you see actual past year questions. Conceptual gaps are hurting your score.\n \n <div class="pain-card">\n <div class="pain-icon">🎯\n <h3>No Idea What's Important\n <p>Without an exam-oriented filter, you're studying everything equally — spending time on low-yield topics.\n \n \n \n\n\n<!-- OUTCOMES -->\n<section class="outcomes-section">\n <div class="container">\n <div class="outcomes-grid">\n <div>\n <span class="section-tag">What You'll Achieve\n <h2 class="section-title">Complete Geography.<br>22 Days. Zero Gaps.\n <p class="section-sub" style="margin-bottom:32px">Every topic mapped to exam patterns. Every day designed for maximum retention.\n <ul class="outcome-list">\n <li class="outcome-item">\n <div class="check-icon">\n <p>Cover all of Physical, Indian, Human & Economic Geography in a structured sequence\n \n <li class="outcome-item">\n <div class="check-icon">\n <p>Learn map-based memory techniques that make physiography and rivers stick\n \n <li class="outcome-item">\n <div class="check-icon">\n <p>Solve UPSC, SSC & State PCS previous year questions with full confidence\n \n <li class="outcome-item">\n <div class="check-icon">\n <p>Built-in 3-day revision sprint so everything is fresh on exam day\n \n <li class="outcome-item">\n <div class="check-icon">\n <p>Download notes, diagrams and mind maps for every chapter\n \n \n \n <div class="outcomes-visual">\n <span class="big-number">22\n <div class="big-label">Days to Complete<br>Preparation\n <p style="font-size:14px;line-height:1.6">A day-by-day roadmap eliminates guesswork. Know exactly what to study today, tomorrow, and every day until your exam.\n <div class="mini-stats">\n <div class="mini-stat">\n <div class="mn">60+\n <div class="ml">Video Lessons\n \n <div class="mini-stat">\n <div class="mn">400+\n <div class="ml">PYQ Practice Qs\n \n <div class="mini-stat">\n <div class="mn">22\n <div class="ml">Daily Mind Maps\n \n <div class="mini-stat">\n <div class="mn">3,200+\n <div class="ml">Students\n \n \n \n \n \n\n\n<!-- CURRICULUM -->\n<section class="curriculum-section" id="curriculum">\n <div class="container">\n <div class="section-header">\n <span class="section-tag">Course Curriculum\n <h2 class="section-title">Day-by-Day Breakdown\n <p class="section-sub">Every session is a focused 60–90 minute block with lesson + practice questions + mind map.\n \n <div class="week-tabs">\n <button class="week-tab active">Week 1 · Physical\n <button class="week-tab">Week 2 · Indian\n <button class="week-tab">Week 3 · Human & Economic\n <button class="week-tab">Days 20–22 · Revision\n \n <div id="week-content">\n <!-- Populated by JS -->\n \n \n\n\n<!-- INSTRUCTOR -->\n<section class="instructor-section" id="instructor">\n <div class="container">\n <div class="instructor-grid">\n <div class="instructor-photo">\n <div class="instructor-placeholder">\n <div class="photo-icon">👤\n <div style="font-size:11px">Instructor photo\n \n \n <div>\n <span class="section-tag">Your Instructor\n <div class="instructor-name">Your Expert Guide\n <div class="instructor-title">UPSC Geography Specialist · 9+ Years Teaching\n <p class="instructor-bio">A passionate geography educator who has helped thousands of UPSC aspirants crack their prelims and mains. Known for making complex geographical concepts simple, visual, and exam-ready through structured frameworks and mnemonic techniques that actually work under pressure.\n <p class="instructor-bio">Previously associated with leading coaching institutes in Delhi, now bringing the same quality directly to aspirants nationwide at a fraction of the cost.\n <div class="instructor-creds">\n <div class="cred-item">\n <span class="cn">3,200+\n <span class="cl">Students Taught\n \n <div class="cred-item">\n <span class="cn">9 Yrs\n <span class="cl">Teaching Experience\n \n <div class="cred-item">\n <span class="cn">4.9★\n <span class="cl">Average Rating\n \n \n \n \n \n\n\n<!-- TESTIMONIALS -->\n<section class="testimonials-section" id="testimonials">\n <div class="container">\n <div class="section-header">\n <span class="section-tag">Student Results\n <h2 class="section-title">They Cleared It. So Can You.\n <p class="section-sub">Real students. Real scores. Real life changes.\n \n <div class="testi-grid">\n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">I had 25 days before my UPSC Prelims and Geography was completely pending. This course saved me. The day-by-day plan meant I never had to decide what to study — I just followed it.\n <div class="testi-author">\n <div class="testi-avatar">A\n <div class="testi-info">\n <div class="tn">Aarav Mehta\n <div class="tr">UPSC Prelims 2024 Cleared\n \n \n \n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">Maps always scared me. The visual memory techniques in this course changed that completely. I could recall physiographic divisions, river systems, everything — in the exam hall.\n <div class="testi-author">\n <div class="testi-avatar">P\n <div class="testi-info">\n <div class="tn">Priya Sharma\n <div class="tr">SSC CGL · Top 500 Rank\n \n \n \n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">The PYQ sprint in the last 3 days was gold. I attempted 15 geography questions in prelims and got 13 correct. This course paid for itself a hundred times over.\n <div class="testi-author">\n <div class="testi-avatar">R\n <div class="testi-info">\n <div class="tn">Rahul Verma\n <div class="tr">UPPSC · Interview Stage\n \n \n \n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">I had studied geography before but never felt confident. The way human and economic geography is connected to current affairs here made it click for the first time.\n <div class="testi-author">\n <div class="testi-avatar">S\n <div class="testi-info">\n <div class="tn">Sneha Patel\n <div class="tr">MPPSC Prelims Cleared\n \n \n \n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">Worth every rupee. The notes and mind maps alone are worth 10x the price. I've stopped buying expensive books — these PDFs are precise and exam-targeted.\n <div class="testi-author">\n <div class="testi-avatar">K\n <div class="testi-info">\n <div class="tn">Karan Singh\n <div class="tr">UPSC Aspirant · 3rd Attempt\n \n \n \n <div class="testi-card">\n <div class="testi-stars">★★★★★\n <div class="testi-quote">\"\n <p class="testi-text">As a working professional attempting UPSC, I had very limited time. This course fit perfectly — 90 minutes a day for 22 days. I finished geography without taking leave from work.\n <div class="testi-author">\n <div class="testi-avatar">N\n <div class="testi-info">\n <div class="tn">Neha Gupta\n <div class="tr">Working Professional · Delhi\n \n \n \n \n \n\n\n<!-- GUARANTEE -->\n<section class="guarantee-section">\n <div class="container" style="max-width:700px;text-align:center">\n <span class="section-tag" style="text-align:center;margin-bottom:16px">Our Promise\n <h2 class="section-title" style="color:#fff;text-align:center">No-Nonsense. Risk-Free. Results-Focused.\n <p style="font-size:15px;line-height:1.7;margin-bottom:36px">We built this course with one goal: get you exam-ready in 22 days. If it doesn't work for you, we'll refund you completely — no questions asked.\n <div class="guarantee-badges">\n <div class="g-badge"><div class="g-icon">💳 One-time Payment\n <div class="g-badge"><div class="g-icon">🔄 14-Day Full Refund\n <div class="g-badge"><div class="g-icon">♾ Lifetime Access\n <div class="g-badge"><div class="g-icon">🆙 Free Future Updates\n \n <a href="#pricing" class="btn-primary">View Pricing Plans →\n \n\n\n<!-- PRICING -->\n<section class="pricing-section" id="pricing">\n <div class="container">\n <div class="section-header" style="text-align:center">\n <span class="section-tag" style="text-align:center">Simple Pricing\n <h2 class="section-title" style="text-align:center">Choose Your Plan\n <p class="section-sub" style="margin:0 auto;text-align:center">All plans include lifetime access and our 14-day full refund policy.\n \n <div class="pricing-grid">\n <div class="price-card">\n <div class="plan-name">Starter\n <div class="plan-price"><sup>₹999\n <div class="plan-period">One-time payment · Lifetime access\n <ul class="plan-features">\n <li><span class="feat-check">✓ All 60+ Video Lessons\n <li><span class="feat-check">✓ 22 Daily Mind Maps (PDF)\n <li><span class="feat-check">✓ Chapter Notes & Summaries\n <li><span class="feat-check">✓ 200+ Practice Questions\n <li class="off"><span class="feat-x">✗ 400+ PYQ Bank\n <li class="off"><span class="feat-x">✗ Live Q&A Sessions\n <li class="off"><span class="feat-x">✗ Community Access\n \n <button class="plan-btn">Enroll in Starter\n <div class="refund-note">14-day refund policy\n \n <div class="price-card featured">\n <div class="featured-badge">Best Value\n <div class="plan-name">Complete\n <div class="plan-price"><sup>₹1,799\n <div class="plan-period">One-time payment · Lifetime access\n <ul class="plan-features">\n <li><span class="feat-check">✓ All 60+ Video Lessons\n <li><span class="feat-check">✓ 22 Daily Mind Maps (PDF)\n <li><span class="feat-check">✓ Chapter Notes & Summaries\n <li><span class="feat-check">✓ 400+ PYQ Practice Bank\n <li><span class="feat-check">✓ 6 Live Group Q&A Sessions\n <li><span class="feat-check">✓ Community Access\n <li><span class="feat-check">✓ Certificate of Completion\n \n <button class="plan-btn">Enroll in Complete\n <div class="refund-note">14-day refund · Lifetime access\n \n <div class="price-card">\n <div class="plan-name">Mains Pro\n <div class="plan-price"><sup>₹2,999\n <div class="plan-period">One-time payment · Lifetime access\n <ul class="plan-features">\n <li><span class="feat-check">✓ Everything in Complete\n <li><span class="feat-check">✓ UPSC Mains GS1 Module\n <li><span class="feat-check">✓ Answer Writing Templates\n <li><span class="feat-check">✓ 12 Live Q&A Sessions\n <li><span class="feat-check">✓ 1:1 Doubt Resolution\n <li><span class="feat-check">✓ Map Practice Workbook\n <li><span class="feat-check">✓ Priority Community Access\n \n <button class="plan-btn">Enroll in Mains Pro\n <div class="refund-note">14-day refund policy\n \n \n \n\n\n<!-- FAQ -->\n<section class="faq-section" id="faq">\n <div class="container" style="max-width:720px">\n <div class="section-header" style="text-align:center">\n <span class="section-tag" style="text-align:center">FAQ\n <h2 class="section-title" style="text-align:center">Frequently Asked Questions\n \n <div class="faq-list" id="faq-list">\n \n\n\n<!-- FOOTER -->\n<footer>\n <div class="footer-inner">\n <div>\n <div class="footer-brand">Geo<span>Prep\n <div style="margin-top:6px;font-size:12px">Exam-ready Geography. In 22 Days.\n \n <div class="footer-links">\n <a href="#">Privacy Policy\n <a href="#">Terms of Use\n <a href="#">Refund Policy\n <a href="#">Contact Us\n \n <div style="font-size:12px">© 2025 GeoPrep. All rights reserved.\n \n\n\n<!-- STICKY CTA -->\n<a href="#pricing" class="sticky-cta">Enroll Now · ₹999 →\n\n\nconst curriculum = {\n 1: [\n { day: 'Day 1', title: 'Origin of the Earth & Interior', desc: 'Earth\\'s formation, layers, rocks & plate tectonics basics' },\n { day: 'Day 2', title: 'Geomorphology', desc: 'Landforms — mountains, plateaus, plains; erosion & deposition' },\n { day: 'Day 3', title: 'Climatology', desc: 'Atmosphere, pressure belts, winds, monsoon systems' },\n { day: 'Day 4', title: 'Oceanography', desc: 'Ocean currents, tides, salinity, coral reefs & their significance' },\n { day: 'Day 5', title: 'Drainage Systems of India', desc: 'Himalayan & Peninsular rivers — basins, tributaries, projects' },\n { day: 'Day 6', title: 'Physiography of India', desc: 'Northern plains, Deccan plateau, coastal plains & islands' },\n { day: 'Day 7', title: 'Climate of India', desc: 'Monsoon mechanism, seasons, rainfall distribution, cyclones' },\n ],\n 2: [\n { day: 'Day 8', title: 'Soils of India', desc: 'Types, distribution, fertility & soil conservation methods' },\n { day: 'Day 9', title: 'Natural Vegetation', desc: 'Forest types, biodiversity hotspots, National Parks & wildlife' },\n { day: 'Day 10', title: 'Agriculture in India', desc: 'Food crops, cash crops, cropping patterns, Green Revolution' },\n { day: 'Day 11', title: 'Minerals & Energy Resources', desc: 'Iron ore, coal, petroleum, nuclear energy — distribution & issues' },\n { day: 'Day 12', title: 'Industries of India', desc: 'Iron & steel, textile, chemicals, automobiles — location factors' },\n { day: 'Day 13', title: 'Transport & Communication', desc: 'Railways, roadways, waterways, airways — network & significance' },\n { day: 'Day 14', title: 'Human Geography Intro', desc: 'Schools of thought, man-environment relationship, determinism' },\n ],\n 3: [\n { day: 'Day 15', title: 'Population Geography', desc: 'Distribution, density, growth, migration patterns & issues' },\n { day: 'Day 16', title: 'Settlement Geography', desc: 'Rural vs urban, settlement patterns, urbanisation trends' },\n { day: 'Day 17', title: 'Economic Geography', desc: 'Primary, secondary, tertiary activities — global patterns' },\n { day: 'Day 18', title: 'World Resources & Trade', desc: 'Energy resources, trade routes, WTO & globalisation effects' },\n { day: 'Day 19', title: 'Environment & Ecology', desc: 'Biomes, climate change, international conventions, SDGs' },\n ],\n 4: [\n { day: 'Day 20', title: 'Rapid Revision — Physical', desc: 'Speed revision of all physical geography concepts with mnemonics' },\n { day: 'Day 21', title: 'Rapid Revision — India & Human', desc: 'Indian + Human/Economic geography full-round recap' },\n { day: 'Day 22', title: 'PYQ Sprint + Mock Test', desc: '400+ practice questions, topic-wise analysis, final strategy' },\n ],\n};\n\nfunction showWeek(week, btn) {\n document.querySelectorAll('.week-tab').forEach(t => t.classList.remove('active'));\n btn.classList.add('active');\n const days = curriculum[week];\n const cols = week === 4 ? 3 : 4;\n document.getElementById('week-content').innerHTML = `\n <div class="days-grid" style="grid-template-columns:repeat(${cols === 3 ? 3 : 4},1fr)">\n ${days.map(d => `\n <div class="day-card">\n <div class="day-num">${d.day}\n <h4>${d.title}\n <p>${d.desc}\n \n `).join('')}\n \n `;\n}\nshowWeek(1, document.querySelector('.week-tab'));\n\n// FAQ\nconst faqs = [\n { q: 'Is this course for UPSC only?', a: 'No — while it\\'s optimised for UPSC Prelims & Mains (GS1), it covers everything needed for SSC CGL, CHSL, State PCS (UPPSC, MPPSC, BPSC), and Railway exams that include Geography.' },\n { q: 'Do I need any prior knowledge of Geography?', a: 'Not at all. The course starts from fundamentals and builds up progressively. Class 9–12 NCERT level comfort is sufficient, but even total beginners can follow along.' },\n { q: 'How long does each day\\'s session take?', a: 'Each daily session is 60–90 minutes of video content. Add 20–30 minutes for practice questions and you\\'re looking at about 2 hours per day — very manageable alongside other subjects.' },\n { q: 'Is the course available in Hindi?', a: 'Yes. The course is taught primarily in Hindi with English technical terms, making it accessible to a wide range of aspirants across India. All notes and PDFs are bilingual.' },\n { q: 'When do I get access after enrolling?', a: 'Access is granted instantly after payment. You\\'ll receive an email with your login credentials within 5–10 minutes. Check your spam/promotions folder too.' },\n { q: 'Can I get a refund if I don\\'t like it?', a: 'Absolutely. We offer a 14-day no-questions-asked full refund. Simply email us or WhatsApp us within 14 days of purchase and we\\'ll process it within a few hours.' },\n { q: 'What does \"lifetime access\" mean?', a: 'Once enrolled, you keep access to all course content, future updates, and additions forever — even after your exam. Many students revisit the content for subsequent attempts.' },\n { q: 'Are the Live Q&A sessions recorded?', a: 'Yes. All live Q&A session recordings are uploaded to the course platform within a week of the session. You won\\'t miss anything even if you can\\'t attend live.' },\n];\n\nconst faqList = document.getElementById('faq-list');\nfaqs.forEach((f, i) => {\n const item = document.createElement('div');\n item.className = 'faq-item';\n item.innerHTML = `\n <button class="faq-q">\n <span>${f.q}\n \n \n \n \n <div class="faq-a">${f.a}\n `;\n faqList.appendChild(item);\n});\n\nfunction toggleFaq(i) {\n const items = document.querySelectorAll('.faq-item');\n items[i].classList.toggle('open');\n}\n\n// Hide sticky CTA near hero\nwindow.addEventListener('scroll', () => {\n const cta = document.querySelector('.sticky-cta');\n cta.style.opacity = window.scrollY > 400 ? '1' : '0';\n cta.style.pointerEvents = window.scrollY > 400 ? 'auto' : 'none';\n});\ndocument.querySelector('.sticky-cta').style.opacity = '0';\n\n\n\n\n\n\n\n"
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<title>How To Prepare Geography in 22 Days
Unpacking...