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Chenzo Holistic Coaching
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"Love and relationships", "Career and calling", "Your North Node and soul purpose", "Themes and dates for your next 12 months", "Reflection questions throughout your book" ], "format": "A personal PDF of about 18 pages, yours to keep.", "price": "[PRICE]", "button": "Get my book", "secondary": "Prefer to talk first? Book a free call with Chenzo", "note": "One payment. No subscription." }, "nav": { "next": "Continue", "back": "Back" } }; const CFG = {"intakeUrl":"https://chc-astro-intake.chenzo-holistic.workers.dev","checkoutUrl":"https://www.chenzoholisticcoaching.com/checkout?product_id=15293&product_type=digital_product&price_id=318861","freeCallUrl":"https://cal.com/chenzoholisticcoaching/free-30-min-online-discovery-session-discover-your-next-step","price":"€29"}; if (CFG.checkoutUrl) document.getElementById('ptag').remove(); if (CFG.price) COPY.offer.price = CFG.price; const { buildChart, SIGNS, SIGN_GLYPHS, signOf } = M_chart; const { SIGN_TEXT: S, HOUSE_TEXT: H, ELEMENT_TEXT } = M_texts; const { positions } = M_ephemeris; const { wheelSvg } = M_wheel_svg; const LOGO = 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"; document.querySelectorAll("img[data-logo]").forEach((i) => i.src = LOGO); const BRAND = { purple: '#36164C', gold: '#F2CF5C' }; // Steden: [naam, land, breedte, lengte, tijdzone]. Productie: volledige GeoNames-lijst (CC BY 4.0). const CITIES = [ ['Amsterdam','Netherlands',52.37,4.90,'Europe/Amsterdam'],['Rotterdam','Netherlands',51.92,4.48,'Europe/Amsterdam'],['The Hague','Netherlands',52.08,4.30,'Europe/Amsterdam'],['Utrecht','Netherlands',52.09,5.12,'Europe/Amsterdam'],['Eindhoven','Netherlands',51.44,5.47,'Europe/Amsterdam'],['Groningen','Netherlands',53.22,6.57,'Europe/Amsterdam'], ['Brussels','Belgium',50.85,4.35,'Europe/Brussels'],['Antwerp','Belgium',51.22,4.40,'Europe/Brussels'],['Ghent','Belgium',51.05,3.72,'Europe/Brussels'], ['London','United Kingdom',51.51,-0.13,'Europe/London'],['Manchester','United Kingdom',53.48,-2.24,'Europe/London'],['Birmingham','United Kingdom',52.49,-1.89,'Europe/London'],['Glasgow','United Kingdom',55.86,-4.25,'Europe/London'],['Edinburgh','United Kingdom',55.95,-3.19,'Europe/London'],['Dublin','Ireland',53.35,-6.26,'Europe/Dublin'], ['Paris','France',48.86,2.35,'Europe/Paris'],['Lyon','France',45.76,4.84,'Europe/Paris'],['Marseille','France',43.30,5.37,'Europe/Paris'],['Berlin','Germany',52.52,13.40,'Europe/Berlin'],['Hamburg','Germany',53.55,9.99,'Europe/Berlin'],['Munich','Germany',48.14,11.58,'Europe/Berlin'],['Cologne','Germany',50.94,6.96,'Europe/Berlin'],['Frankfurt','Germany',50.11,8.68,'Europe/Berlin'], ['Vienna','Austria',48.21,16.37,'Europe/Vienna'],['Zurich','Switzerland',47.38,8.54,'Europe/Zurich'],['Geneva','Switzerland',46.20,6.14,'Europe/Zurich'], ['Rome','Italy',41.90,12.50,'Europe/Rome'],['Milan','Italy',45.46,9.19,'Europe/Rome'],['Naples','Italy',40.85,14.27,'Europe/Rome'],['Turin','Italy',45.07,7.69,'Europe/Rome'],['Palermo','Italy',38.12,13.36,'Europe/Rome'],['Florence','Italy',43.77,11.26,'Europe/Rome'],['Bari','Italy',41.12,16.87,'Europe/Rome'], ['Madrid','Spain',40.42,-3.70,'Europe/Madrid'],['Barcelona','Spain',41.39,2.17,'Europe/Madrid'],['Valencia','Spain',39.47,-0.38,'Europe/Madrid'],['Seville','Spain',37.39,-5.98,'Europe/Madrid'],['Lisbon','Portugal',38.72,-9.14,'Europe/Lisbon'],['Porto','Portugal',41.15,-8.61,'Europe/Lisbon'], ['Copenhagen','Denmark',55.68,12.57,'Europe/Copenhagen'],['Stockholm','Sweden',59.33,18.07,'Europe/Stockholm'],['Oslo','Norway',59.91,10.75,'Europe/Oslo'],['Helsinki','Finland',60.17,24.94,'Europe/Helsinki'], ['Warsaw','Poland',52.23,21.01,'Europe/Warsaw'],['Krakow','Poland',50.06,19.94,'Europe/Warsaw'],['Prague','Czechia',50.08,14.44,'Europe/Prague'],['Budapest','Hungary',47.50,19.04,'Europe/Budapest'],['Bucharest','Romania',44.43,26.10,'Europe/Bucharest'],['Athens','Greece',37.98,23.73,'Europe/Athens'],['Istanbul','Turkey',41.01,28.98,'Europe/Istanbul'], ['New York','United States',40.71,-74.01,'America/New_York'],['Los Angeles','United States',34.05,-118.24,'America/Los_Angeles'],['Chicago','United States',41.88,-87.63,'America/Chicago'],['Houston','United States',29.76,-95.37,'America/Chicago'],['Miami','United States',25.76,-80.19,'America/New_York'],['San Francisco','United States',37.77,-122.42,'America/Los_Angeles'],['Seattle','United States',47.61,-122.33,'America/Los_Angeles'],['Denver','United States',39.74,-104.99,'America/Denver'],['Phoenix','United States',33.45,-112.07,'America/Phoenix'],['Boston','United States',42.36,-71.06,'America/New_York'],['Atlanta','United States',33.75,-84.39,'America/New_York'], ['Toronto','Canada',43.65,-79.38,'America/Toronto'],['Vancouver','Canada',49.28,-123.12,'America/Vancouver'],['Montreal','Canada',45.50,-73.57,'America/Toronto'],['Mexico City','Mexico',19.43,-99.13,'America/Mexico_City'], ['Sao Paulo','Brazil',-23.55,-46.63,'America/Sao_Paulo'],['Rio de Janeiro','Brazil',-22.91,-43.17,'America/Sao_Paulo'],['Buenos Aires','Argentina',-34.60,-58.38,'America/Argentina/Buenos_Aires'],['Bogota','Colombia',4.71,-74.07,'America/Bogota'],['Lima','Peru',-12.05,-77.04,'America/Lima'], ['Sydney','Australia',-33.87,151.21,'Australia/Sydney'],['Melbourne','Australia',-37.81,144.96,'Australia/Melbourne'],['Brisbane','Australia',-27.47,153.03,'Australia/Brisbane'],['Perth','Australia',-31.95,115.86,'Australia/Perth'],['Auckland','New Zealand',-36.85,174.76,'Pacific/Auckland'], ['Johannesburg','South Africa',-26.20,28.05,'Africa/Johannesburg'],['Cape Town','South Africa',-33.92,18.42,'Africa/Johannesburg'],['Cairo','Egypt',30.04,31.24,'Africa/Cairo'],['Lagos','Nigeria',6.52,3.38,'Africa/Lagos'],['Nairobi','Kenya',-1.29,36.82,'Africa/Nairobi'], ['Dubai','United Arab Emirates',25.20,55.27,'Asia/Dubai'],['Mumbai','India',19.08,72.88,'Asia/Kolkata'],['Delhi','India',28.61,77.21,'Asia/Kolkata'],['Bangalore','India',12.97,77.59,'Asia/Kolkata'],['Singapore','Singapore',1.35,103.82,'Asia/Singapore'],['Bangkok','Thailand',13.76,100.50,'Asia/Bangkok'],['Jakarta','Indonesia',-6.21,106.85,'Asia/Jakarta'],['Denpasar','Indonesia',-8.65,115.22,'Asia/Makassar'],['Manila','Philippines',14.60,120.98,'Asia/Manila'],['Hong Kong','China',22.32,114.17,'Asia/Hong_Kong'],['Shanghai','China',31.23,121.47,'Asia/Shanghai'],['Beijing','China',39.90,116.41,'Asia/Shanghai'],['Tokyo','Japan',35.68,139.69,'Asia/Tokyo'],['Seoul','South Korea',37.57,126.98,'Asia/Seoul'],['Kuala Lumpur','Malaysia',3.14,101.69,'Asia/Kuala_Lumpur'] ]; const cityLabel = (c) => `${c[0]}, ${c[1]}`; const st = { a: {}, chart: null, sunSign: null }; const ELS = ['fire', 'earth', 'air', 'water']; const $ = (h) => { document.getElementById('app').innerHTML = h; }; const esc = (s) => String(s).replace(/[&<>"]/g, (c) => ({ '&': '&', '<': '<', '>': '>', '"': '"' })[c]); const firstSentences = (t, n) => t.split(/(?<=\.)\s+/).slice(0, n).join(' '); function dominant(chart) { const e = chart.elements; return ELS.slice().sort((x, y) => e[y] - e[x])[0]; } // Meters: afgeleid uit de horoscoop, nooit verzonnen. Elke uitkomst krijgt zijn reden mee. function meters(chart) { const w = { sun: 3, moon: 3, mercury: 1.5, venus: 1.5, mars: 1.5, ...(chart.timeKnown ? { asc: 2 } : {}) }; const total = Object.values(w).reduce((s, v) => s + v, 0); const el = (k) => signOf(chart.points[k]) % 4; const share = (i) => Object.keys(w).filter((k) => el(k) === i).reduce((s, k) => s + w[k], 0) / total; const sign = (k) => SIGNS[signOf(chart.points[k])]; const nep = (keys) => chart.aspects.find((a) => a.aspect !== 'sextile' && ((a.a === 'neptune' && keys.includes(a.b)) || (a.b === 'neptune' && keys.includes(a.a)))); const inHouses = (hs) => chart.placements.filter((p) => ['sun', 'moon', 'mercury', 'venus', 'mars'].includes(p.key) && hs.includes(p.house)); const water = share(3), fire = share(0); const out = []; { // Intuition let s = water * 60, why = []; if (water >= 0.25) why.push(`${Math.round(water * 100)}% water in your chart`); if (el('moon') === 3) { s += 15; why.push(`Moon in ${sign('moon')}`); } const n = nep(['sun', 'moon', 'mercury', 'asc']); if (n) { s += 15; why.push(`Neptune ${n.aspect} ${M_chart.BODY_NAMES[n.a === 'neptune' ? n.b : n.a]}`); } const hid = inHouses([4, 8, 12]); if (hid.length) { s += Math.min(10, hid.length * 5); why.push(`${hid.map((p) => p.name).join(' and ')} in a hidden house`); } out.push({ s, why }); } { // Empathy let s = water * 60, why = []; if (water >= 0.25) why.push(`${Math.round(water * 100)}% water in your chart`); if (el('moon') === 3) { s += 10; why.push(`Moon in ${sign('moon')}`); } if (el('venus') === 3) { s += 10; why.push(`Venus in ${sign('venus')}`); } const n = nep(['moon', 'venus', 'sun']); if (n) { s += 20; why.push(`Neptune ${n.aspect} ${M_chart.BODY_NAMES[n.a === 'neptune' ? n.b : n.a]}`); } out.push({ s, why }); } { // Creativity let s = fire * 50, why = []; if (fire >= 0.25) why.push(`${Math.round(fire * 100)}% fire in your chart`); for (const k of ['sun', 'venus']) if (['Leo', 'Libra', 'Pisces', 'Taurus'].includes(sign(k))) { s += 12; why.push(`${M_chart.BODY_NAMES[k]} in ${sign(k)}`); } const fifth = inHouses([5]); if (fifth.length) { s += Math.min(15, fifth.length * 8); why.push(`${fifth.map((p) => p.name).join(' and ')} in the house of creativity`); } const n = nep(['venus', 'sun', 'mercury']); if (n) { s += 10; why.push(`Neptune ${n.aspect} ${M_chart.BODY_NAMES[n.a === 'neptune' ? n.b : n.a]}`); } out.push({ s, why }); } return out.map((m) => ({ pct: Math.max(8, Math.min(96, Math.round(m.s))), why: m.why.length ? m.why.join(', ') : 'a lighter emphasis in your chart' })) .map((m) => ({ ...m, level: m.pct < 35 ? 0 : m.pct < 65 ? 1 : 2 })); } function potentialArea(chart) { if (!chart.houses) return null; const count = {}; for (const p of chart.placements) if (p.house && ['sun', 'moon', 'mercury', 'venus', 'mars', 'jupiter', 'saturn'].includes(p.key)) count[p.house] = (count[p.house] || 0) + 1; const best = Object.entries(count).sort((a, b) => b[1] - a[1])[0]; return best ? H[best[0]].area : null; } // ---------- schermen ---------- function multi(key, c, next) { const sel = new Set(st.a[key] || []); $(`