Missing session.

\", 400);\n const page = (body: string) => html(`

Nightsky Poster refund

${body}

Back to the generator

`);\n try {\n const s = await stripe(\"/v1/checkout/sessions/\" + id);\n if (s.payment_status !== \"paid\" || !s.payment_intent) return page(\"

This session has no completed payment, so there is nothing to refund.

\");\n if (req.method !== \"POST\") return page(`

Refund the £${(s.amount_total / 100).toFixed(2)} payment for this download? No questions asked; it goes back to the card you paid with in 5 to 10 days.

`);\n const form = new URLSearchParams(); form.set(\"payment_intent\", String(s.payment_intent)); form.set(\"metadata[cfg]\", \"self-serve refund\");\n try {\n const r = await stripe(\"/v1/refunds\", form);\n console.log(\"refund\", r.id, r.status, s.payment_intent);\n return page(`

Done. Refund ${r.id} is ${r.status}. It reaches your card in 5 to 10 days. Sorry it was not right.

`);\n } catch (e: any) {\n const m = String(e.message || \"\");\n if (/already been refunded|already refunded/i.test(m)) return page(\"

This payment was already refunded.

\");\n console.error(\"refund failed\", m);\n return page(`

The refund could not be issued automatically (${m}). Reply to your Stripe receipt email and it will be done by hand.

`);\n }\n } catch (e: any) { return page(`

Could not look up this session (${e.message}). Try again in a minute.

`); }\n }\n if (p === \"/done\") {\n const id = url.searchParams.get(\"session_id\") || \"\";\n if (!/^cs_[A-Za-z0-9_]+$/.test(id)) return html(\"

Missing session.

\", 400);\n try {\n const s = await stripe(\"/v1/checkout/sessions/\" + id);\n if (s.payment_status !== \"paid\") return html(`

Payment is still processing

Some payment methods take a minute to settle. This page refreshes itself every 20 seconds; your download appears as soon as Stripe confirms.

If you were charged and nothing appears after a few minutes, reply to your Stripe receipt email and it will be refunded, no questions.

Back to the generator

`, 202);\n const cfg = unpack(s.metadata?.cfg || \"{}\");\n const inject = ``;\n return html(DONE_HTML.replace(\"\", inject + \"\"));\n } catch (e: any) { return html(`

Could not verify this session (${e.message}). Please try again in a minute.

`, 500); }\n }\n\n return new Response(\"Not found\", { status: 404 });\n}\n","children",[],[175],"03cfe061-2b5e-45e3-8e63-ba01154496e0","README.md","79e9b90c-b11e-11f1-9d92-1607ee4eb77e",29,["D",1789487987755],"# Nightsky Poster\n\nAn accurate star-map poster generator. Pick a place, a date and a time; it draws the sky that was\noverhead: 5,070 HYG stars to magnitude 6, positions precessed to the date, sidereal time at your\nlongitude, the Moon at its true phase with the lit limb facing the Sun, and the naked-eye planets.\nFree watermarked preview; £5 for a 4000×6000 PNG + SVG via Stripe Checkout, one-click self-serve refunds.\n\nBuilt and operated by an AI (Claude) with a human account holder. No LLM runs in the product: it is\ndeterministic astronomy (Meeus) in `gen/sky_js.ts`, served by `main.ts`.\n\nData: HYG v4.1 (CC BY-SA 4.0), constellation lines from d3-celestial (BSD-3), geocoding by Photon (OSM).\n",[],[184],"33e5c6a7-8450-4703-982c-64345d9e201d","stars_b.ts","5a48a346-b11a-11f1-9b20-1607ee4eb77e",8,["D",1789486216692],"export default 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default \"/* Nightsky Poster — sky rendering engine (browser, no deps)\\n Data: HYG v4.1 (CC BY-SA 4.0, astronexus), constellation lines from d3-celestial (BSD-3).\\n Maths: Meeus, Astronomical Algorithms (sidereal time ch.12, precession ch.21, alt/az ch.13). */\\n(function (global) {\\n const D2R = Math.PI / 180, R2D = 180 / Math.PI;\\n\\n // ---- time ----------------------------------------------------------------\\n function tzOffsetMinutes(utcMs, tz) {\\n try {\\n const f = new Intl.DateTimeFormat('en-US', { timeZone: tz, hourCycle: 'h23',\\n year: 'numeric', month: '2-digit', day: '2-digit', hour: '2-digit', minute: '2-digit', second: '2-digit' });\\n const p = {};\\n for (const x of f.formatToParts(new Date(utcMs))) p[x.type] = x.value;\\n const asUTC = Date.UTC(+p.year, +p.month - 1, +p.day, +p.hour, +p.minute, +p.second);\\n return Math.round((asUTC - utcMs) / 60000);\\n } catch (e) { return 0; }\\n }\\n // wall-clock (y,m,d,h,mi) in IANA tz -> UTC ms\\n function wallToUTC(y, m, d, h, mi, tz) {\\n let guess = Date.UTC(y, m - 1, d, h, mi, 0);\\n let off = tzOffsetMinutes(guess, tz);\\n let utc = guess - off * 60000;\\n off = tzOffsetMinutes(utc, tz);\\n return guess - off * 60000;\\n }\\n function julianDate(utcMs) { return 2440587.5 + utcMs / 86400000; }\\n function gmstDeg(jd) {\\n const T = (jd - 2451545.0) / 36525;\\n let g = 280.46061837 + 360.98564736629 * (jd - 2451545.0) + 0.000387933 * T * T - T * T * T / 38710000;\\n g %= 360; if (g < 0) g += 360; return g;\\n }\\n\\n // ---- precession J2000 -> date (Meeus 21.3/21.4) -----------------------------\\n function precessor(jd) {\\n const T = (jd - 2451545.0) / 36525;\\n const s = 1 / 3600;\\n const zeta = (2306.2181 * T + 0.30188 * T * T + 0.017998 * T * T * T) * s * D2R;\\n const z = (2306.2181 * T + 1.09468 * T * T + 0.018203 * T * T * T) * s * D2R;\\n const th = (2004.3109 * T - 0.42665 * T * T - 0.041833 * T * T * T) * s * D2R;\\n const cth = Math.cos(th), sth = Math.sin(th);\\n return function (raDeg, decDeg) {\\n const a0 = raDeg * D2R + zeta, d0 = decDeg * D2R;\\n const cd = Math.cos(d0), sd = Math.sin(d0), ca = Math.cos(a0), sa = Math.sin(a0);\\n const A = cd * sa, B = cth * cd * ca - sth * sd, C = sth * cd * ca + cth * sd;\\n let ra = Math.atan2(A, B) + z; if (ra < 0) ra += 2 * Math.PI;\\n const dec = Math.asin(Math.max(-1, Math.min(1, C)));\\n return [ra, dec]; // radians\\n };\\n }\\n\\n // ---- projection ------------------------------------------------------------\\n // Returns projector: (raRad, decRad) -> {x,y,alt} in unit disc (horizon r=1), N up, E left.\\n function projector(utcMs, latDeg, lonDeg) {\\n const jd = julianDate(utcMs);\\n const lst = (gmstDeg(jd) + lonDeg) * D2R;\\n const phi = latDeg * D2R, sphi = Math.sin(phi), cphi = Math.cos(phi);\\n const prec = precessor(jd);\\n function ofDate(ra, dec) {\\n const H = lst - ra;\\n const sdec = Math.sin(dec), cdec = Math.cos(dec), cH = Math.cos(H), sH = Math.sin(H);\\n const sinAlt = sphi * sdec + cphi * cdec * cH;\\n const alt = Math.asin(Math.max(-1, Math.min(1, sinAlt)));\\n // azimuth from North through East\\n const az = Math.atan2(-sH * cdec, cphi * sdec - sphi * cdec * cH); // N=0, E=+90deg\\n const r = (Math.PI / 2 - alt) / (Math.PI / 2); // azimuthal equidistant\\n return { x: -r * Math.sin(az), y: -r * Math.cos(az), alt: alt * R2D, az: ((az * R2D) + 360) % 360, r };\\n }\\n const f = function (raDeg, decDeg) { const [ra, dec] = prec(raDeg, decDeg); return ofDate(ra, dec); };\\n f.ofDate = ofDate;\\n return f;\\n }\\n\\n\\n // ---- Sun, Moon, planets (Schlyter low-precision elements; equinox of date) ----------\\n function bodies(utcMs) {\\n const d = julianDate(utcMs) - 2451543.5;\\n const rev = x => { x %= 360; return x < 0 ? x + 360 : x; };\\n const sin = x => Math.sin(x * D2R), cos = x => Math.cos(x * D2R);\\n const ecl = 23.4393 - 3.563e-7 * d;\\n function kepler(M, e) { let E = M + e * R2D * sin(M) * (1 + e * cos(M)); for (let i = 0; i < 8; i++) { const dE = (E - e * R2D * sin(E) - M) / (1 - e * cos(E)); E -= dE; if (Math.abs(dE) < 1e-6) break; } return E; }\\n function orbit(el) { // -> heliocentric (or geocentric for moon) ecliptic rect coords + v\\n const E = kepler(el.M, el.e);\\n const xv = el.a * (cos(E) - el.e), yv = el.a * Math.sqrt(1 - el.e * el.e) * sin(E);\\n const v = Math.atan2(yv, xv) * R2D, r = Math.sqrt(xv * xv + yv * yv);\\n const vw = v + el.w;\\n return { x: r * (cos(el.N) * cos(vw) - sin(el.N) * sin(vw) * cos(el.i)), y: r * (sin(el.N) * cos(vw) + cos(el.N) * sin(vw) * cos(el.i)), z: r * sin(vw) * sin(el.i), r };\\n }\\n // Sun\\n const ws = 282.9404 + 4.70935e-5 * d, es = 0.016709 - 1.151e-9 * d, Ms = rev(356.0470 + 0.9856002585 * d);\\n const Es = kepler(Ms, es), xvs = cos(Es) - es, yvs = Math.sqrt(1 - es * es) * sin(Es);\\n const vs = Math.atan2(yvs, xvs) * R2D, rs = Math.sqrt(xvs * xvs + yvs * yvs), lons = rev(vs + ws);\\n const xs = rs * cos(lons), ys = rs * sin(lons);\\n const toEq = (x, y, z) => { const ye = y * cos(ecl) - z * sin(ecl), ze = y * sin(ecl) + z * cos(ecl); return { ra: Math.atan2(ye, x), dec: Math.atan2(ze, Math.sqrt(x * x + ye * ye)), dist: Math.sqrt(x * x + y * y + z * z) }; };\\n const sun = toEq(xs, ys, 0);\\n // Moon\\n const mo = { N: rev(125.1228 - 0.0529538083 * d), i: 5.1454, w: rev(318.0634 + 0.1643573223 * d), a: 60.2666, e: 0.054900, M: rev(115.3654 + 13.0649929509 * d) };\\n let m = orbit(mo);\\n let lon = Math.atan2(m.y, m.x) * R2D, lat = Math.atan2(m.z, Math.sqrt(m.x * m.x + m.y * m.y)) * R2D, rm = m.r;\\n const Ls = Ms + ws, Lm = mo.M + mo.w + mo.N, D = Lm - Ls, F = Lm - mo.N, Mm = mo.M;\\n lon += -1.274 * sin(Mm - 2 * D) + 0.658 * sin(2 * D) - 0.186 * sin(Ms) - 0.059 * sin(2 * Mm - 2 * D) - 0.057 * sin(Mm - 2 * D + Ms) + 0.053 * sin(Mm + 2 * D) + 0.046 * sin(2 * D - Ms) + 0.041 * sin(Mm - Ms) - 0.035 * sin(D) - 0.031 * sin(Mm + Ms) - 0.015 * sin(2 * F - 2 * D) + 0.011 * sin(Mm - 4 * D);\\n lat += -0.173 * sin(F - 2 * D) - 0.055 * sin(Mm - F - 2 * D) - 0.046 * sin(Mm + F - 2 * D) + 0.033 * sin(F + 2 * D) + 0.017 * sin(2 * Mm + F);\\n rm += -0.58 * cos(Mm - 2 * D) - 0.46 * cos(2 * D);\\n const moonEq = toEq(rm * cos(lon) * cos(lat), rm * sin(lon) * cos(lat), rm * sin(lat));\\n // elongation & illuminated fraction\\n const elong = Math.acos(Math.max(-1, Math.min(1, Math.sin(sun.dec) * Math.sin(moonEq.dec) + Math.cos(sun.dec) * Math.cos(moonEq.dec) * Math.cos(sun.ra - moonEq.ra))));\\n const moon = { ra: moonEq.ra, dec: moonEq.dec, k: (1 - Math.cos(elong)) / 2, parallax: Math.asin(1 / rm), elong };\\n // Planets\\n const P = {\\n Mercury: { N: 48.3313 + 3.24587e-5 * d, i: 7.0047 + 5.00e-8 * d, w: 29.1241 + 1.01444e-5 * d, a: 0.387098, e: 0.205635 + 5.59e-10 * d, M: rev(168.6562 + 4.0923344368 * d) },\\n Venus: { N: 76.6799 + 2.46590e-5 * d, i: 3.3946 + 2.75e-8 * d, w: 54.8910 + 1.38374e-5 * d, a: 0.723330, e: 0.006773 - 1.302e-9 * d, M: rev(48.0052 + 1.6021302244 * d) },\\n Mars: { N: 49.5574 + 2.11081e-5 * d, i: 1.8497 - 1.78e-8 * d, w: 286.5016 + 2.92961e-5 * d, a: 1.523688, e: 0.093405 + 2.516e-9 * d, M: rev(18.6021 + 0.5240207766 * d) },\\n Jupiter: { N: 100.4542 + 2.76854e-5 * d, i: 1.3030 - 1.557e-7 * d, w: 273.8777 + 1.64505e-5 * d, a: 5.20256, e: 0.048498 + 4.469e-9 * d, M: rev(19.8950 + 0.0830853001 * d) },\\n Saturn: { N: 113.6634 + 2.38980e-5 * d, i: 2.4886 - 1.081e-7 * d, w: 339.3939 + 2.97661e-5 * d, a: 9.55475, e: 0.055546 - 9.499e-9 * d, M: rev(316.9670 + 0.0334442282 * d) },\\n };\\n const Mj = P.Jupiter.M, Msa = P.Saturn.M;\\n const planets = [];\\n for (const name of Object.keys(P)) {\\n const h = orbit(P[name]);\\n let plon = Math.atan2(h.y, h.x) * R2D, plat = Math.atan2(h.z, Math.sqrt(h.x * h.x + h.y * h.y)) * R2D;\\n if (name === 'Jupiter') plon += -0.332 * sin(2 * Mj - 5 * Msa - 67.6) - 0.056 * sin(2 * Mj - 2 * Msa + 21) + 0.042 * sin(3 * Mj - 5 * Msa + 21) - 0.036 * sin(Mj - 2 * Msa) + 0.022 * cos(Mj - Msa) + 0.023 * sin(2 * Mj - 3 * Msa + 52) - 0.016 * sin(Mj - 5 * Msa - 69);\\n if (name === 'Saturn') { plon += 0.812 * sin(2 * Mj - 5 * Msa - 67.6) - 0.229 * cos(2 * Mj - 4 * Msa - 2) + 0.119 * sin(Mj - 2 * Msa - 3) + 0.046 * sin(2 * Mj - 6 * Msa - 69) + 0.014 * sin(Mj - 3 * Msa + 32); plat += -0.020 * cos(2 * Mj - 4 * Msa - 2) + 0.018 * sin(2 * Mj - 6 * Msa - 49); }\\n const xh = h.r * cos(plon) * cos(plat), yh = h.r * sin(plon) * cos(plat), zh = h.r * sin(plat);\\n const eq = toEq(xh + xs, yh + ys, zh);\\n planets.push({ name, ra: eq.ra, dec: eq.dec });\\n }\\n return { sun, moon, planets };\\n }\\n\\n // ---- themes ----------------------------------------------------------------\\n const THEMES = {\\n midnight: { bg: '#0b1630', ink: '#f4f1e8', star: '#ffffff', line: 'rgba(244,241,232,0.35)', grid: 'rgba(244,241,232,0.10)', rim: 'rgba(244,241,232,0.55)', sky: '#0e1c3f' },\\n noir: { bg: '#000000', ink: '#ffffff', star: '#ffffff', line: 'rgba(255,255,255,0.32)', grid: 'rgba(255,255,255,0.09)', rim: 'rgba(255,255,255,0.5)', sky: '#050505' },\\n paper: { bg: '#f6f1e6', ink: '#1a1a1a', star: '#1a1a1a', line: 'rgba(26,26,26,0.35)', grid: 'rgba(26,26,26,0.10)', rim: 'rgba(26,26,26,0.55)', sky: '#f6f1e6' },\\n forest: { bg: '#0f2a22', ink: '#f2ead7', star: '#fff8e7', line: 'rgba(242,234,215,0.35)', grid: 'rgba(242,234,215,0.10)', rim: 'rgba(242,234,215,0.55)', sky: '#123329' },\\n };\\n function starColor(ci, theme) {\\n if (theme === 'paper') return '#1a1a1a';\\n if (ci < 0.0) return '#cfe0ff';\\n if (ci < 0.3) return '#e6eeff';\\n if (ci < 0.8) return '#ffffff';\\n if (ci < 1.3) return '#fff2d6';\\n return '#ffd9b0';\\n }\\n function esc(s) { return String(s).replace(/&/g, '&').replace(//g, '>').replace(/\\\"/g, '"'); }\\n\\n // ---- render ----------------------------------------------------------------\\n // cfg: {lat, lon, tz, date:'YYYY-MM-DD', time:'HH:MM', place, title, sub, theme, lines, grid, labels, watermark}\\n // data: {stars:[[ra,dec,mag,ci,name?]], lines:[[[ra,dec],...]]}\\n function renderSVG(cfg, data, opts) {\\n opts = opts || {};\\n const W = 2000, H = 3000; // 2:3 portrait units\\n const t = THEMES[cfg.theme] || THEMES.midnight;\\n const [y, m, d] = cfg.date.split('-').map(Number);\\n const [hh, mm] = (cfg.time || '21:00').split(':').map(Number);\\n const utc = wallToUTC(y, m, d, hh, mm, cfg.tz || 'UTC');\\n const proj = projector(utc, +cfg.lat, +cfg.lon);\\n const cx = W / 2, cy = 1200, R = 850;\\n let out = [];\\n out.push(``);\\n return out.join('');\\n }\\n\\n function toPNG(svgText, width, cb) {\\n const W = width || 4000, H = W * 1.5;\\n const blob = new Blob([svgText], { type: 'image/svg+xml;charset=utf-8' });\\n const url = URL.createObjectURL(blob);\\n const img = new Image();\\n img.onload = function () {\\n const c = document.createElement('canvas'); c.width = W; c.height = H;\\n c.getContext('2d').drawImage(img, 0, 0, W, H);\\n URL.revokeObjectURL(url);\\n c.toBlob(b => cb(null, b), 'image/png');\\n };\\n img.onerror = e => cb(e);\\n img.src = url;\\n }\\n\\n global.Sky = { renderSVG, toPNG, wallToUTC, tzOffsetMinutes, projector, bodies, THEMES, gmstDeg, julianDate };\\n})(typeof window !== 'undefined' ? window : globalThis);\\n\";\n",[],[151,203],"6cbdeb26-4e74-4f40-bb1d-96d99a2ca007","lines.ts","5991a9ac-b11a-11f1-abd1-1607ee4eb77e",5,["D",1789486215494],"export default 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default \"\\n\\n\\n\\n\\nNightsky Poster — the real night sky for your date and place, print-ready\\n\\n\\n\\n\\n\\n\\n\\n\\n

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NIGHTSKY POSTER

\\n Free preview · £5 for the print-ready file\\n

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The sky exactly as it was, on the night that mattered.

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A wedding, a birth, a first date, the night you moved in. Pick the place and the moment and get an accurate star map: real stars from the HYG catalogue down to magnitude 6, constellation lines, the Moon at its true phase, the naked-eye planets, precession-corrected for the year, sized for printing.

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\\n\\n

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\\n Place\\n

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Latitude

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Longitude

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Date

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Local time

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\\n Time zone of that place\\n \\n Title\\n \\n Subtitle (optional)\\n \\n Style\\n

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\\n Constellation lines\\n Grid\\n Names\\n Moon\\n Planets\\n

\\n \\n

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You get a 4000×6000 px PNG (prints crisp at 18×27 in / A2 and larger) and the SVG, without the watermark, delivered instantly after checkout by Stripe. Refund yourself with one click from the download page, no questions, within 14 days.

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Live preview. The watermark disappears in the file you buy. The page address updates as you edit, so you can copy it to share this sky.

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Three examples

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\\n $\\\"Midnight$ \\n $\\\"Paper$ \\n $\\\"Noir$ \\n

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What you are looking at

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Real data, not decoration.

5,070 stars brighter than magnitude 6.0 from the HYG v4.1 catalogue, with brightness and colour index carried through. If you know the sky, you will recognise it.

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The right sky for the year.

Positions are precessed from J2000 to your date, and the view is computed from apparent sidereal time at your longitude. A 1962 sky is not a 2026 sky, and this knows the difference.

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The Moon and the planets, too.

The Moon is drawn where it was, at the phase it had, with its bright limb facing the Sun. Mercury, Venus, Mars, Jupiter and Saturn are placed from their orbital elements. Most star-map posters leave all of this out.

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Made to print.

2:3 portrait. 4000×6000 PNG plus scalable SVG. Print it at home, at a high-street printer, or upload it to any online poster service.

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Honest about how it was built.

This site and its rendering engine were written by an AI (Claude) operated by a human. The astronomy is textbook Meeus, tested against known star positions.

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NIGHTSKY POSTER

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Thank you. Payment confirmed, here is your sky.

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Bookmark this page: it is your download link and it keeps working. If anything is not right, request a refund here: one click, no questions, within 14 days.

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Printing tips: the file is 2:3 portrait. It prints crisp at 18×27 in, A2, or 50×75 cm. Ask for matte paper. For online poster printers upload the PNG.

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History · stars_a.ts