{"id":844,"date":"2026-02-11T03:33:50","date_gmt":"2026-02-11T03:33:50","guid":{"rendered":"https:\/\/alasinternational.com\/?page_id=844"},"modified":"2026-10-08T04:09:31","modified_gmt":"2026-10-08T04:09:31","slug":"home-alas-international","status":"publish","type":"page","link":"https:\/\/alasinternational.com\/es\/home-alas-international\/","title":{"rendered":"Home &#8211; Alas International"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"844\" class=\"elementor elementor-844\">\n\t\t\t\t<div class=\"elementor-element elementor-element-30982201 e-con-full e-flex e-con e-parent\" data-id=\"30982201\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7f6b1b14 elementor-widget elementor-widget-html\" data-id=\"7f6b1b14\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t\t<!-- =====================================================================\n  ALAS INTERNATIONAL \u00b7 Hero Background WebGL  (v4 \u00b7 logo como origen de luz + mas movimiento)\n  ---------------------------------------------------------------------\n  Pegar completo en un widget \"HTML\" de Elementor (Free).\n  - Sin Node \/ NPM \/ build: todo por CDN (unpkg + jsDelivr + cdnjs).\n  - Three.js r147 (build UMD) + addons \"examples\/js\" + GSAP 3.12.5.\n  - Geografia real: contornos de paises de Natural Earth (paquete npm\n    \"world-atlas\", TopoJSON 110m) cargados en el navegador por CDN.\n  - Concepto: Canada (dorado champagne) y Latinoamerica (dorado) como un\n    relieve topografico de puntos y curvas de nivel; EE.UU. aparece tenue\n    como contexto. Arcos de luz conectan Toronto con las capitales\/hubs\n    de Latinoamerica.\n  - Optica: lente 50mm (full-frame 36mm), apertura f\/2.8.\n      * DoF por particula (circulo de confusion en el shader).\n      * Pase final: desenfoque de lente hacia los bordes, vineta,\n        aberracion cromatica sutil y grano de pelicula.\n      * UnrealBloomPass sutil para el resplandor champagne.\n  ===================================================================== -->\n\n<div id=\"alas-hero-bg\" aria-hidden=\"true\"><\/div>\n\n<style>\n  \/* Contenedor de fondo. El padre (seccion\/contenedor de Elementor) debe tener\n     position: relative; overflow: hidden. El contenido del hero debe tener z-index >= 1. *\/\n  #alas-hero-bg {\n    width: 100%;\n    height: 100vh;\n    position: absolute;\n    top: 0;\n    left: 0;\n    z-index: 0;\n    overflow: hidden;\n    pointer-events: none;\n    \/* Fondo de respaldo (se ve mientras cargan los scripts o si no hay WebGL) *\/\n    background: radial-gradient(ellipse 80% 65% at 50% 42%, #14213a 0%, #0d1117 62%, #080b10 100%);\n  }\n  #alas-hero-bg canvas {\n    display: block;\n    width: 100%;\n    height: 100%;\n    opacity: 0;\n    transition: opacity 1.8s ease;\n  }\n<\/style>\n\n<script>\n(function () {\n  'use strict';\n\n  var container = document.getElementById('alas-hero-bg');\n  if (!container || container.getAttribute('data-ready')) return; \/\/ evita doble inicializacion\n  container.setAttribute('data-ready', '1');\n\n  \/* =====================================================================\n     0. CDNs (cada recurso tiene URL principal + respaldo)\n     ===================================================================== *\/\n  var THREE_VER = '0.147.0';\n  \/\/ Logo de ALAS International incrustado en base64 (sin peticiones externas).\n  \/\/ Se usa como el origen luminoso de la red: la luz \"nace\" en el emblema sobre Canada.\n  var LOGO_DATA_URI = 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';\n  var EX = function (p) {\n    return [\n      'https:\/\/unpkg.com\/three@' + THREE_VER + '\/examples\/js\/' + p,\n      'https:\/\/cdn.jsdelivr.net\/npm\/three@' + THREE_VER + '\/examples\/js\/' + p\n    ];\n  };\n  var LIB_THREE = [\n    'https:\/\/unpkg.com\/three@' + THREE_VER + '\/build\/three.min.js',\n    'https:\/\/cdn.jsdelivr.net\/npm\/three@' + THREE_VER + '\/build\/three.min.js',\n    'https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/three.js\/r147\/three.min.js'\n  ];\n  var LIB_GSAP = [\n    'https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/gsap\/3.12.5\/gsap.min.js',\n    'https:\/\/unpkg.com\/gsap@3.12.5\/dist\/gsap.min.js'\n  ];\n  \/\/ Orden importa: dependencias primero. \"optional\" = si no existe, se ignora.\n  var LIBS_POST = [\n    { urls: EX('postprocessing\/Pass.js'), optional: true },\n    { urls: EX('shaders\/CopyShader.js') },\n    { urls: EX('shaders\/LuminosityHighPassShader.js') },\n    { urls: EX('postprocessing\/EffectComposer.js') },\n    { urls: EX('postprocessing\/MaskPass.js'), optional: true },\n    { urls: EX('postprocessing\/ShaderPass.js') },\n    { urls: EX('postprocessing\/RenderPass.js') },\n    { urls: EX('postprocessing\/UnrealBloomPass.js') }\n  ];\n  \/\/ Contornos de paises (Natural Earth 110m, TopoJSON)\n  var GEO_URLS = [\n    'https:\/\/cdn.jsdelivr.net\/npm\/world-atlas@2.0.2\/countries-110m.json',\n    'https:\/\/unpkg.com\/world-atlas@2.0.2\/countries-110m.json'\n  ];\n\n  \/\/ Carga un script probando cada URL hasta que una funcione\n  function loadScript(urls) {\n    return new Promise(function (resolve, reject) {\n      var i = 0;\n      (function next() {\n        if (i >= urls.length) { reject(new Error('No se pudo cargar: ' + urls[0])); return; }\n        var s = document.createElement('script');\n        s.src = urls[i++];\n        s.async = false;\n        s.onload = function () { resolve(); };\n        s.onerror = function () { s.parentNode && s.parentNode.removeChild(s); next(); };\n        document.head.appendChild(s);\n      })();\n    });\n  }\n\n  \/\/ Descarga el TopoJSON del mapa (devuelve null si todas las URLs fallan)\n  async function loadGeo() {\n    for (var i = 0; i < GEO_URLS.length; i++) {\n      try {\n        var res = await fetch(GEO_URLS[i]);\n        if (res.ok) return await res.json();\n      } catch (e) { \/* prueba la siguiente URL *\/ }\n    }\n    return null;\n  }\n\n  async function boot() {\n    var geoPromise = loadGeo(); \/\/ se descarga en paralelo con las librerias\n\n    \/\/ 1) Three.js es imprescindible; si falla se queda el degradado CSS\n    try {\n      if (!(window.THREE && window.THREE.REVISION === '147')) await loadScript(LIB_THREE);\n    } catch (e) { console.warn('[ALAS hero]', e); return; }\n\n    \/\/ 2) GSAP es opcional (sin el, la escena aparece sin animacion de entrada)\n    try { if (!window.gsap) await loadScript(LIB_GSAP); } catch (e) { console.warn('[ALAS hero] GSAP no disponible'); }\n\n    \/\/ 3) Post-procesado: si algo falla, se renderiza directo (el DoF por particula sigue activo)\n    var hasPost = true;\n    try {\n      for (var i = 0; i < LIBS_POST.length; i++) {\n        try { await loadScript(LIBS_POST[i].urls); }\n        catch (err) { if (!LIBS_POST[i].optional) throw err; }\n      }\n      hasPost = !!(THREE.EffectComposer && THREE.RenderPass && THREE.ShaderPass && THREE.UnrealBloomPass);\n    } catch (e) { hasPost = false; console.warn('[ALAS hero] Post-procesado no disponible', e); }\n\n    var geo = await geoPromise;\n    if (!geo) console.warn('[ALAS hero] No se pudo cargar el mapa; se usa un relieve abstracto de respaldo');\n\n    try { init(hasPost, geo); } catch (e) { console.warn('[ALAS hero] WebGL no disponible', e); }\n  }\n\n  \/* =====================================================================\n     1. INICIALIZACION\n     ===================================================================== *\/\n  function init(hasPost, geo) {\n\n    \/* ---------- 1.1 Configuracion artistica (ajustar aqui) ---------- *\/\n    var PALETTE = {\n      bg: 0x0d1117,\n      gold: new THREE.Color(0xc9a66b),      \/\/ dorado principal (Latinoamerica)\n      champagne: new THREE.Color(0xf0e0b8), \/\/ luz mas clara para Canada, pulsos y nodos\n      navy: new THREE.Color(0x1f3f78)       \/\/ azul marino sutil para valles, oceano y EE.UU.\n    };\n\n    var CAMERA = {\n      focalLength: 50,   \/\/ mm (lente 50mm sobre sensor full-frame de 36mm)\n      filmGauge: 36,\n      distance: 64,      \/\/ distancia camara -> punto de enfoque (unidades de escena)\n      elevation: 0.75,   \/\/ rad (~43 grados de picado: permite reconocer la silueta del continente)\n      target: new THREE.Vector3(0, 0.3, 0),\n      offsetX: 7,        \/\/ desplaza el mapa a la derecha para dejar sitio al texto (0 = centrado)\n      parallaxAz: 0.38,  \/\/ rad de giro horizontal maximo con el raton (mas notorio)\n      parallaxEl: 0.20   \/\/ rad de giro vertical maximo con el raton (mas notorio)\n    };\n\n    var DOF = {\n      fNumber: 2.8,      \/\/ apertura simulada: menor numero = mas desenfoque\n      focusRange: 2.8,   \/\/ profundidad (unidades) alrededor del foco que se mantiene nitida\n      blurStrength: 70,  \/\/ px de circulo de confusion @1080p para f\/2.8\n      maxBlur: 60,\n      edgeBlur: 26       \/\/ px de desenfoque de lente en las esquinas (pase final)\n    };\n\n    var INTENSITY = {\n      terrainPoints: 0.95,\n      terrainLines: 0.34,\n      outlines: 0.9,\n      arcs: 0.85,\n      dust: 0.3,\n      bloom: 0.55\n    };\n\n    \/\/ Proyeccion: 1 grado de latitud = MAP.S unidades. Centro del mapa: lon0 \/ lat0.\n    var MAP = { S: 0.28, lon0: -78, lat0: 10 };\n\n    \/\/ HUB: centro de Canada (interior, lejos de la frontera). Desde aqui salen todos los arcos.\n    var HUB = { name: 'Canada (centro)', lat: 57.5, lon: -98 };\n\n    \/\/ Nodos de Canada repartidos de costa a costa y hacia el norte\n    \/\/ (mensaje: tambien se puede invertir y crecer DENTRO de Canada)\n    var CANADA_NODES = [\n      { name: 'Vancouver',   lat: 49.28, lon: -123.12 },\n      { name: 'Yellowknife', lat: 62.45, lon: -114.37 },\n      { name: 'Edmonton',    lat: 53.55, lon: -113.49 },\n      { name: 'Toronto',     lat: 43.65, lon: -79.38 },\n      { name: 'Montreal',    lat: 45.50, lon: -73.57 },\n      { name: 'Halifax',     lat: 44.65, lon: -63.57 }\n    ];\n\n    \/\/ Destinos en Latinoamerica y el Caribe (coordenadas reales)\n    var DESTINATIONS = [\n      { name: 'Ciudad de Mexico', lat: 19.43,  lon: -99.13 },\n      { name: 'Guatemala',        lat: 14.63,  lon: -90.51 },\n      { name: 'Panama',           lat: 8.98,   lon: -79.52 },\n      { name: 'La Habana',        lat: 23.11,  lon: -82.37 },\n      { name: 'Santo Domingo',    lat: 18.49,  lon: -69.93 },\n      { name: 'Bogota',           lat: 4.71,   lon: -74.07 },\n      { name: 'Caracas',          lat: 10.48,  lon: -66.90 },\n      { name: 'Lima',             lat: -12.05, lon: -77.04 },\n      { name: 'La Paz',           lat: -16.50, lon: -68.15 },\n      { name: 'Brasilia',         lat: -15.79, lon: -47.88 },\n      { name: 'Sao Paulo',        lat: -23.55, lon: -46.63 },\n      { name: 'Santiago',         lat: -33.45, lon: -70.67 },\n      { name: 'Buenos Aires',     lat: -34.60, lon: -58.38 }\n    ];\n\n    \/\/ Cordilleras aproximadas: puntos [lat, lon] (elevan el relieve)\n    var RIDGES = [\n      { h: 1.05, s: 2.6, pts: [[-56, -71], [-45, -72], [-38, -71.5], [-30, -70], [-22, -68.5], [-15, -69], [-10, -76.5], [-3, -78.5], [3, -76.5], [7, -74]] }, \/\/ Andes\n      { h: 0.8,  s: 3.2, pts: [[33, -108], [40, -106.5], [47, -112], [52, -118], [58, -125], [63, -132]] },                                                   \/\/ Rocosas\n      { h: 0.6,  s: 2.2, pts: [[15, -91], [16, -96], [20, -100], [24, -104.5], [29, -108], [32, -109.5]] },                                                   \/\/ Sierra Madre y C. America\n      { h: 0.35, s: 4.0, pts: [[-12, -45], [-20, -44], [-28, -50]] }                                                                                          \/\/ Altiplano brasileno\n    ];\n    var LAND_BASE = 0.28, OCEAN_BASE = -0.22;\n\n    var reduceMotion = window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches;\n    var isMobile = Math.min(window.innerWidth, window.innerHeight) < 700 ||\n                   (window.matchMedia && window.matchMedia('(pointer: coarse)').matches);\n    var hasGSAP = !!window.gsap;\n\n    \/* ---------- 1.2 Renderer ---------- *\/\n    var renderer = new THREE.WebGLRenderer({\n      antialias: !hasPost,      \/\/ con composer el antialias lo aporta el render target (MSAA)\n      alpha: false,\n      stencil: false,\n      powerPreference: 'high-performance'\n    });\n    renderer.setClearColor(PALETTE.bg, 1);\n    container.appendChild(renderer.domElement);\n\n    var gl = renderer.getContext();\n    var pointRange = gl.getParameter(gl.ALIASED_POINT_SIZE_RANGE);\n    var maxPointPx = pointRange ? Math.max(8, pointRange[1] - 1) : 60;\n\n    var pixelRatio = Math.min(window.devicePixelRatio || 1, isMobile ? 1.5 : 1.75);\n\n    \/* ---------- 1.3 Escena y camara (lente 50mm) ---------- *\/\n    var scene = new THREE.Scene();\n    scene.background = new THREE.Color(PALETTE.bg);\n\n    var camera = new THREE.PerspectiveCamera(30, 1, 0.5, 400);\n    camera.filmGauge = CAMERA.filmGauge;\n    camera.setFocalLength(CAMERA.focalLength); \/\/ calcula el FOV real de un 50mm\n\n    var world = new THREE.Group();\n    scene.add(world);\n\n    \/* =====================================================================\n       2. UNIFORMS COMPARTIDOS (DoF) Y SHADERS\n       ===================================================================== *\/\n    \/\/ Todos los materiales referencian estos mismos objetos {value}\n    var U = {\n      uFocus:      { value: CAMERA.distance },\n      uFocusRange: { value: DOF.focusRange },\n      uBlurScale:  { value: DOF.blurStrength },\n      uMaxBlur:    { value: DOF.maxBlur },\n      uProjScale:  { value: 2800 },\n      uMaxPoint:   { value: maxPointPx },\n      uReveal:     { value: 0 }\n    };\n\n    \/\/ ---- Puntos: tamano en pixeles = tamano nitido + circulo de confusion ----\n    var POINT_VERT = [\n      'uniform float uFocus, uFocusRange, uBlurScale, uMaxBlur, uProjScale, uMaxPoint, uSizeMul;',\n      'attribute vec3 aColor;',\n      'attribute float aSize;',\n      'varying vec3 vColor;',\n      'varying float vBlur;',\n      'varying float vEnergy;',\n      'void main() {',\n      '  vec4 mv = modelViewMatrix * vec4(position, 1.0);',\n      '  float depth = max(-mv.z, 0.1);',\n      \/\/ Circulo de confusion (lente delgada): crece con |profundidad - foco| \/ profundidad\n      '  float coc = clamp((abs(depth - uFocus) - uFocusRange) \/ depth, 0.0, 4.0) * uBlurScale;',\n      '  coc = min(coc, uMaxBlur);',\n      '  float sharpPx = aSize * uSizeMul * uProjScale \/ depth;',\n      '  float sizePx = sharpPx + coc;',\n      '  vBlur = coc \/ max(sizePx, 1.0);',\n      \/\/ Conservacion aproximada de energia: un disco grande reparte la misma luz en mas area\n      '  vEnergy = (0.16 + 0.84 * (sharpPx \/ max(sizePx, 1.0))) * step(0.001, aSize);',\n      '  vColor = aColor;',\n      '  gl_PointSize = clamp(sizePx, 1.0, uMaxPoint);',\n      '  gl_Position = projectionMatrix * mv;',\n      '}'\n    ].join('\\n');\n\n    var POINT_FRAG = [\n      'uniform float uIntensity, uReveal;',\n      'varying vec3 vColor;',\n      'varying float vBlur;',\n      'varying float vEnergy;',\n      'void main() {',\n      '  vec2 p = gl_PointCoord * 2.0 - 1.0;',\n      '  float d = length(p);',\n      '  if (d > 1.0) discard;',\n      \/\/ Enfocado: nucleo luminoso suave. Desenfocado: disco de bokeh con borde mas brillante.\n      '  float core = pow(1.0 - d, 1.7) * 1.5;',\n      '  float disc = smoothstep(1.0, 0.86, d) * (0.62 + 0.38 * smoothstep(0.5, 0.95, d));',\n      '  float shape = mix(core, disc, smoothstep(0.05, 0.6, vBlur));',\n      '  gl_FragColor = vec4(vColor, shape * vEnergy * uIntensity * uReveal);',\n      '}'\n    ].join('\\n');\n\n    \/\/ ---- Lineas: no se pueden difuminar, asi que pierden opacidad fuera del plano focal ----\n    var LINE_VERT = [\n      'uniform float uFocus, uFocusRange, uOpacity, uDraw, uReveal;',\n      'attribute vec3 aColor;',\n      'attribute float aT;',\n      'varying vec3 vColor;',\n      'varying float vAlpha;',\n      'void main() {',\n      '  vec4 mv = modelViewMatrix * vec4(position, 1.0);',\n      '  float depth = max(-mv.z, 0.1);',\n      '  float off = clamp((abs(depth - uFocus) - uFocusRange) \/ depth * 2.4, 0.0, 1.0);',\n      '  vAlpha = uOpacity * uReveal * mix(1.0, 0.3, off) * (1.0 - smoothstep(uDraw - 0.05, uDraw, aT));',\n      '  vColor = aColor;',\n      '  gl_Position = projectionMatrix * mv;',\n      '}'\n    ].join('\\n');\n\n    var LINE_FRAG = [\n      'varying vec3 vColor;',\n      'varying float vAlpha;',\n      'void main() { gl_FragColor = vec4(vColor, vAlpha); }'\n    ].join('\\n');\n\n    function makePointMaterial(intensity, sizeMul) {\n      return new THREE.ShaderMaterial({\n        uniforms: Object.assign({\n          uIntensity: { value: intensity },\n          uSizeMul: { value: sizeMul || 1 }\n        }, U),\n        vertexShader: POINT_VERT,\n        fragmentShader: POINT_FRAG,\n        transparent: true,\n        depthWrite: false,\n        depthTest: false,\n        blending: THREE.AdditiveBlending\n      });\n    }\n\n    function makeLineMaterial(opacity, draw) {\n      return new THREE.ShaderMaterial({\n        uniforms: Object.assign({\n          uOpacity: { value: opacity },\n          uDraw: { value: draw }\n        }, U),\n        vertexShader: LINE_VERT,\n        fragmentShader: LINE_FRAG,\n        transparent: true,\n        depthWrite: false,\n        depthTest: false,\n        blending: THREE.AdditiveBlending\n      });\n    }\n\n    \/* =====================================================================\n       3. UTILIDADES MATEMATICAS\n       ===================================================================== *\/\n    function clamp01(v) { return v < 0 ? 0 : v > 1 ? 1 : v; }\n    function sstep(a, b, v) { var t = clamp01((v - a) \/ (b - a)); return t * t * (3 - 2 * t); }\n\n    \/\/ Generador pseudoaleatorio determinista (la escena siempre se ve igual)\n    function mulberry32(a) {\n      return function () {\n        a |= 0; a = (a + 0x6D2B79F5) | 0;\n        var t = Math.imul(a ^ (a >>> 15), 1 | a);\n        t = (t + Math.imul(t ^ (t >>> 7), 61 | t)) ^ t;\n        return ((t ^ (t >>> 14)) >>> 0) \/ 4294967296;\n      };\n    }\n    var rand = mulberry32(20240607);\n\n    \/* =====================================================================\n       GEO: decodificador TopoJSON + seleccion de paises + rasterizado\n       ===================================================================== *\/\n    var DEG = Math.PI \/ 180;\n\n    \/\/ Decodifica un TopoJSON (formato de \"world-atlas\") a [{name, polys:[[anillo,...],...]}]\n    \/\/ Cada anillo es una lista de [lon, lat]\n    function decodeTopo(topo, objName) {\n      var obj = topo.objects[objName];\n      var sc = topo.transform ? topo.transform.scale : null;\n      var tr = topo.transform ? topo.transform.translate : null;\n      var arcs = topo.arcs.map(function (arc) {\n        if (!sc) return arc.slice();          \/\/ sin cuantizar: coordenadas absolutas\n        var x = 0, y = 0;\n        return arc.map(function (p) {          \/\/ cuantizado: deltas acumulados\n          x += p[0]; y += p[1];\n          return [x * sc[0] + tr[0], y * sc[1] + tr[1]];\n        });\n      });\n      function ring(ids) {\n        var pts = [];\n        for (var i = 0; i < ids.length; i++) {\n          var a = ids[i] < 0 ? arcs[~ids[i]].slice().reverse() : arcs[ids[i]];\n          for (var j = i > 0 ? 1 : 0; j < a.length; j++) pts.push(a[j]);\n        }\n        return pts;\n      }\n      return obj.geometries.map(function (g) {\n        var polys = [];\n        if (g.type === 'Polygon') polys.push(g.arcs.map(ring));\n        else if (g.type === 'MultiPolygon') g.arcs.forEach(function (p) { polys.push(p.map(ring)); });\n        return { name: (g.properties && g.properties.name) || '', polys: polys };\n      });\n    }\n\n    var LATAM_NAMES = ['mexico', 'guatemala', 'belize', 'honduras', 'el salvador', 'nicaragua', 'costa rica',\n      'panama', 'colombia', 'venezuela', 'guyana', 'suriname', 'ecuador', 'peru', 'brazil', 'bolivia',\n      'paraguay', 'chile', 'argentina', 'uruguay', 'cuba', 'dominican rep.', 'dominican republic', 'haiti',\n      'jamaica', 'puerto rico', 'trinidad and tobago'];\n\n    \/\/ grp: 1 = Canada, 2 = Latinoamerica, 3 = EE.UU. (solo contexto, tenue), 0 = ignorar\n    function groupOf(name) {\n      var n = name.toLowerCase();\n      if (n === 'canada') return 1;\n      if (LATAM_NAMES.indexOf(n) >= 0) return 2;\n      if (n === 'united states of america' || n === 'united states') return 3;\n      if (n === 'france') return 2; \/\/ solo se conserva el poligono de la Guayana Francesa (ver abajo)\n      return 0;\n    }\n\n    \/\/ Devuelve la lista de poligonos a dibujar, con su pais, grupo y bbox\n    function buildPolys(decoded) {\n      var out = [], idx = 0;\n      decoded.forEach(function (ctry) {\n        var grp = groupOf(ctry.name);\n        if (!grp) return;\n        idx++;\n        ctry.polys.forEach(function (rings) {\n          var outer = rings[0];\n          if (!outer || outer.length < 3) return;\n          var minLon = 1e9, maxLon = -1e9, minLat = 1e9, maxLat = -1e9;\n          for (var i = 0; i < outer.length; i++) {\n            var p = outer[i];\n            if (p[0] < minLon) minLon = p[0]; if (p[0] > maxLon) maxLon = p[0];\n            if (p[1] < minLat) minLat = p[1]; if (p[1] > maxLat) maxLat = p[1];\n          }\n          var cLon = (minLon + maxLon) \/ 2, cLat = (minLat + maxLat) \/ 2;\n          var n = ctry.name.toLowerCase();\n          if (cLat > 76) return;                            \/\/ islas del Artico extremo\n          if (n === 'united states of america' && cLon < -135) return; \/\/ Alaska y Hawai\n          if (n === 'france' && !(cLon < -40 && cLat < 10)) return;    \/\/ solo Guayana Francesa\n          out.push({\n            name: n === 'france' ? 'french guiana' : n, grp: grp, idx: idx, rings: rings,\n            minLat: minLat, maxLat: maxLat\n          });\n        });\n      });\n      return out;\n    }\n\n    \/\/ Proyeccion sinusoidal: conserva bien las areas y la silueta de las Americas\n    function projectLL(lon, lat, MAP, out) {\n      out.x = (lon - MAP.lon0) * Math.cos(lat * DEG) * MAP.S;\n      out.z = -(lat - MAP.lat0) * MAP.S;\n    }\n\n    \/\/ Rasteriza los poligonos sobre una rejilla uniforme en el mundo (scanline por filas de latitud)\n    \/\/ Devuelve Uint8Array con el indice de pais (0 = oceano)\n    function rasterize(polys, grid, MAP) {\n      var labels = new Uint8Array(grid.cols * grid.rows);\n      for (var r = 0; r < grid.rows; r++) {\n        var lat = MAP.lat0 - grid.zs[r] \/ MAP.S;\n        var cosl = Math.cos(lat * DEG);\n        if (cosl < 0.05) continue;\n        for (var pi = 0; pi < polys.length; pi++) {\n          var P = polys[pi];\n          if (lat < P.minLat || lat > P.maxLat) continue;\n          var hits = [];\n          for (var ri = 0; ri < P.rings.length; ri++) {\n            var ring = P.rings[ri], n = ring.length;\n            for (var i = 0; i < n; i++) {\n              var a = ring[i], b = ring[(i + 1) % n];\n              if ((a[1] <= lat) !== (b[1] <= lat)) {\n                hits.push(a[0] + (lat - a[1]) \/ (b[1] - a[1]) * (b[0] - a[0]));\n              }\n            }\n          }\n          hits.sort(function (u, v) { return u - v; });\n          for (var k = 0; k + 1 < hits.length; k += 2) {\n            var x0 = (hits[k] - MAP.lon0) * cosl * MAP.S;\n            var x1 = (hits[k + 1] - MAP.lon0) * cosl * MAP.S;\n            var c0 = Math.max(0, Math.ceil((x0 - grid.xmin) \/ grid.d));\n            var c1 = Math.min(grid.cols - 1, Math.floor((x1 - grid.xmin) \/ grid.d));\n            for (var c = c0; c <= c1; c++) labels[r * grid.cols + c] = P.idx;\n          }\n        }\n      }\n      return labels;\n    }\n\n    \/\/ Distancia (en grados) de un punto [lat, lon] a una polilinea de [lat, lon]\n    function distToLine(lat, lon, pts) {\n      var best = 1e9, k = Math.cos(lat * DEG);\n      for (var i = 0; i < pts.length - 1; i++) {\n        var ay = pts[i][0], ax = pts[i][1] * k, by = pts[i + 1][0], bx = pts[i + 1][1] * k;\n        var px = lon * k, py = lat;\n        var dx = bx - ax, dy = by - ay, l2 = dx * dx + dy * dy;\n        var t = l2 > 0 ? ((px - ax) * dx + (py - ay) * dy) \/ l2 : 0;\n        t = t < 0 ? 0 : t > 1 ? 1 : t;\n        var ex = ax + t * dx - px, ey = ay + t * dy - py;\n        var d = Math.sqrt(ex * ex + ey * ey);\n        if (d < best) best = d;\n      }\n      return best;\n    }\n\n    \/* =====================================================================\n       4. TOPOGRAFIA REAL: Canada + Latinoamerica (con oleaje de agua)\n       ===================================================================== *\/\n    \/\/ Estado animable (GSAP lo mueve en la intro)\n    var state = { amp: 0, reveal: 0, blur: 2.6, zoom: 1.2 };\n    var tmpL = { x: 0, z: 0 };\n\n    \/\/ Relieve estatico a partir de coordenadas reales (cordilleras)\n    function reliefLL(lon, lat) {\n      var h = 0;\n      for (var i = 0; i < RIDGES.length; i++) {\n        var R = RIDGES[i], d = distToLine(lat, lon, R.pts);\n        h += R.h * Math.exp(-(d * d) \/ (2 * R.s * R.s));\n      }\n      return h;\n    }\n\n    \/\/ Oleaje organico tipo agua: suma de senos\/cosenos con distintas escalas y velocidades.\n    \/\/ Las coordenadas se escalan (WAVE_SCALE) al tamano del mapa.\n    var WAVE_SCALE = 3, WAVE_AMP = 0.3, WAVE_SPEED = 1.5;\n    function waveAt(x, z, t) {\n      var X = x * WAVE_SCALE, Z = z * WAVE_SCALE, s = t * WAVE_SPEED;\n      var w1 = Math.sin(X * 0.21 + s * 0.32) * Math.cos(Z * 0.17 - s * 0.24) * 1.15;\n      var w2 = Math.sin(X * 0.09 - Z * 0.13 + s * 0.18) * 1.7;\n      var w3 = Math.sin((X + Z) * 0.52 + s * 0.55) * 0.18;\n      var w4 = Math.cos(X * 0.37 - s * 0.4) * Math.sin(Z * 0.41 + s * 0.3) * 0.32;\n      return (w1 + w2 + w3 + w4) * WAVE_AMP;\n    }\n    var LAND_WAVE = 0.65; \/\/ la tierra ondula un poco menos que el oceano\n\n    \/\/ Rejilla uniforme en el mundo que cubre el hemisferio occidental\n    var K = MAP.S \/ 0.26;\n    var GRID = {\n      xmin: -11.6 * K, xmax: 12.6 * K,\n      zmin: -(76 - MAP.lat0) * MAP.S, zmax: (MAP.lat0 + 57) * MAP.S,\n      d: isMobile ? 0.24 : 0.16\n    };\n    GRID.cols = Math.floor((GRID.xmax - GRID.xmin) \/ GRID.d) + 1;\n    GRID.rows = Math.floor((GRID.zmax - GRID.zmin) \/ GRID.d) + 1;\n    GRID.xs = new Float32Array(GRID.cols);\n    GRID.zs = new Float32Array(GRID.rows);\n    for (var gc = 0; gc < GRID.cols; gc++) GRID.xs[gc] = GRID.xmin + gc * GRID.d;\n    for (var gr = 0; gr < GRID.rows; gr++) GRID.zs[gr] = GRID.zmin + gr * GRID.d;\n    var cols = GRID.cols, rows = GRID.rows;\n\n    \/* ---------- Nodos de negocio (coordenadas reales) ---------- *\/\n    function makeNode(d, size, kind, i) {\n      projectLL(d.lon, d.lat, MAP, tmpL);\n      return {\n        name: d.name, x: tmpL.x, z: tmpL.z, y: 0, size: size, kind: kind,\n        rel: reliefLL(d.lon, d.lat) + LAND_BASE, phase: i * 0.173\n      };\n    }\n    \/\/ 0 = hub (centro de Canada), luego nodos regionales de Canada, luego Latinoamerica\n    var nodes = [makeNode(HUB, 0.1, 'hub', 0)]\n      .concat(CANADA_NODES.map(function (d, i) { return makeNode(d, 0.2, 'ca', i + 1); }))\n      .concat(DESTINATIONS.map(function (d, i) { return makeNode(d, 0.17, 'latam', i + 1 + CANADA_NODES.length); }));\n    var HUBP = nodes[0];\n\n    \/* ---------- Paises -> etiquetas por celda ---------- *\/\n    var polys = [], labels, grpOfIdx = [0];\n    if (geo) {\n      polys = buildPolys(decodeTopo(geo, 'countries'));\n      polys.forEach(function (P) { grpOfIdx[P.idx] = P.grp; });\n      labels = rasterize(polys, GRID, MAP);\n    } else {\n      \/\/ Respaldo sin mapa: toda la rejilla es \"tierra\" (relieve abstracto)\n      labels = new Uint8Array(cols * rows).fill(1);\n      grpOfIdx[1] = 2;\n    }\n\n    \/\/ Colores por grupo (1 = Canada, 2 = Latinoamerica, 3 = EE.UU.)\n    var C_CAN = PALETTE.gold.clone().lerp(PALETTE.champagne, 0.45);\n    var C_LAT = PALETTE.gold.clone();\n    var C_USA = PALETTE.navy.clone().multiplyScalar(1.5);\n    var C_SEA = PALETTE.navy.clone().multiplyScalar(1.1);\n    function groupColor(g) { return g === 1 ? C_CAN : g === 2 ? C_LAT : g === 3 ? C_USA : C_SEA; }\n\n    \/* ---------- Vertices: toda la tierra + red regular en el oceano ---------- *\/\n    var RIP_R = 3.4, RIP_SPEED = 0.16, RIP_K = 1 \/ (2 * 0.3 * 0.3); \/\/ ondas que salen de cada nodo\n    var vIndex = new Int32Array(cols * rows).fill(-1);\n    var vx = [], vz = [], vRel = [], vW = [], vFade = [], vOcean = [], vSize = [], vCr = [], vCg = [], vCb = [];\n    var vN0 = [], vD0 = [], vN1 = [], vD1 = [];\n    var hwFade = 12 * K, hdFade = 17.5 * K;\n    for (var r = 0; r < rows; r++) {\n      for (var c = 0; c < cols; c++) {\n        var lab = labels[r * cols + c], x = GRID.xs[c], z = GRID.zs[r];\n        var rr = Math.sqrt((x \/ hwFade) * (x \/ hwFade) + (z \/ hdFade) * (z \/ hdFade));\n        var edgeFade = 1 - sstep(0.72, 1.0, rr);\n        if (!lab) {\n          if ((r & 1) || (c & 1)) continue;   \/\/ oceano: red regular cada 2 celdas\n          if (edgeFade < 0.05) continue;\n        }\n        var lat = MAP.lat0 - z \/ MAP.S;\n        var lon = MAP.lon0 + x \/ (MAP.S * Math.cos(lat * DEG));\n        var grp = lab ? grpOfIdx[lab] : 0;\n        var tone = lab ? 0.82 + 0.36 * (((lab * 37) % 11) \/ 10) : 1; \/\/ cada pais con un tono ligeramente distinto\n        var col = groupColor(grp);\n        vIndex[r * cols + c] = vx.length;\n        vx.push(x); vz.push(z);\n        vRel.push(reliefLL(lon, lat) + (lab ? LAND_BASE : OCEAN_BASE));\n        vW.push(lab ? LAND_WAVE : 1.0);\n        vFade.push(lab ? 1 : edgeFade * 0.85);\n        vOcean.push(lab ? 0 : 1);\n        vSize.push(0.05 + rand() * (lab ? 0.045 : 0.05));\n        vCr.push(col.r * tone); vCg.push(col.g * tone); vCb.push(col.b * tone);\n        \/\/ los dos nodos mas cercanos (para las ondas que se expanden desde cada nodo)\n        var n0 = -1, d0 = 1e9, n1 = -1, d1 = 1e9;\n        for (var ni = 0; ni < nodes.length; ni++) {\n          var ddx = x - nodes[ni].x, ddz = z - nodes[ni].z, dd = Math.sqrt(ddx * ddx + ddz * ddz);\n          if (dd < d0) { n1 = n0; d1 = d0; n0 = ni; d0 = dd; } else if (dd < d1) { n1 = ni; d1 = dd; }\n        }\n        vN0.push(d0 < RIP_R ? n0 : -1); vD0.push(d0);\n        vN1.push(d1 < RIP_R ? n1 : -1); vD1.push(d1);\n      }\n    }\n    var nV = vx.length;\n    var tPos = new Float32Array(nV * 3), tCol = new Float32Array(nV * 3), tSize = new Float32Array(vSize);\n    var tT = new Float32Array(nV);\n    for (var vi = 0; vi < nV; vi++) { tPos[vi * 3] = vx[vi]; tPos[vi * 3 + 2] = vz[vi]; }\n\n    var posAttr = new THREE.BufferAttribute(tPos, 3); posAttr.setUsage(THREE.DynamicDrawUsage);\n    var colAttr = new THREE.BufferAttribute(tCol, 3); colAttr.setUsage(THREE.DynamicDrawUsage);\n\n    \/\/ Puntos del terreno\n    var ptsGeo = new THREE.BufferGeometry();\n    ptsGeo.setAttribute('position', posAttr);\n    ptsGeo.setAttribute('aColor', colAttr);\n    ptsGeo.setAttribute('aSize', new THREE.BufferAttribute(tSize, 1));\n    var terrainPoints = new THREE.Points(ptsGeo, makePointMaterial(INTENSITY.terrainPoints, 1));\n    terrainPoints.frustumCulled = false;\n    world.add(terrainPoints);\n\n    \/\/ Curvas de nivel en tierra + red de \"agua\" en el oceano; comparten buffers con los puntos\n    var idx = [];\n    var la, lb;\n    for (var lr = 0; lr < rows; lr += 2) {                       \/\/ tierra: filas alternas\n      for (var lc = 0; lc < cols - 1; lc++) {\n        if (labels[lr * cols + lc] && labels[lr * cols + lc + 1]) {\n          idx.push(vIndex[lr * cols + lc], vIndex[lr * cols + lc + 1]);\n        }\n      }\n    }\n    for (var orr = 0; orr < rows; orr += 4) {                    \/\/ oceano: filas\n      for (var oc = 0; oc < cols - 2; oc += 2) {\n        la = vIndex[orr * cols + oc]; lb = vIndex[orr * cols + oc + 2];\n        if (la >= 0 && lb >= 0 && !labels[orr * cols + oc] && !labels[orr * cols + oc + 2]) idx.push(la, lb);\n      }\n    }\n    for (var mc = 0; mc < cols; mc += 8) {                       \/\/ oceano: meridianos\n      for (var mr = 0; mr < rows - 2; mr += 2) {\n        la = vIndex[mr * cols + mc]; lb = vIndex[(mr + 2) * cols + mc];\n        if (la >= 0 && lb >= 0 && !labels[mr * cols + mc] && !labels[(mr + 2) * cols + mc]) idx.push(la, lb);\n      }\n    }\n    var lineGeo = new THREE.BufferGeometry();\n    lineGeo.setAttribute('position', posAttr);\n    lineGeo.setAttribute('aColor', colAttr);\n    lineGeo.setAttribute('aT', new THREE.BufferAttribute(tT, 1));\n    lineGeo.setIndex(new THREE.BufferAttribute(nV > 65535 ? new Uint32Array(idx) : new Uint16Array(idx), 1));\n    var terrainLines = new THREE.LineSegments(lineGeo, makeLineMaterial(INTENSITY.terrainLines, 2.0));\n    terrainLines.frustumCulled = false;\n    world.add(terrainLines);\n\n    \/\/ Actualiza en cada frame: altura (oleaje), color (cresta dorada \/ valle azul),\n    \/\/ destellos de agua en el oceano y ondas de luz que se expanden desde cada nodo\n    var ringR = new Float32Array(nodes.length), ringA = new Float32Array(nodes.length);\n    function updateTerrain(t) {\n      var amp = state.amp;\n      var nr = PALETTE.navy.r, ng = PALETTE.navy.g, nb = PALETTE.navy.b;\n      var cr = PALETTE.champagne.r, cg = PALETTE.champagne.g, cb = PALETTE.champagne.b;\n      for (var n = 0; n < nodes.length; n++) {\n        var fr = (t * RIP_SPEED + nodes[n].phase) % 1;\n        ringR[n] = fr * RIP_R;\n        ringA[n] = (1 - fr) * (1 - fr);\n      }\n      for (var i = 0; i < nV; i++) {\n        var x = vx[i], z = vz[i];\n        var h = (vRel[i] + waveAt(x, z, t) * vW[i]) * amp;\n        tPos[i * 3 + 1] = h;\n        var hn = clamp01((h + 0.9) \/ 3.0);\n        var g = 0.35 + 0.65 * sstep(0.1, 0.8, hn);\n        \/\/ ondas expansivas desde los nodos cercanos\n        var boost = 0, a = vN0[i], e;\n        if (a >= 0) { e = vD0[i] - ringR[a]; boost += Math.exp(-e * e * RIP_K) * ringA[a]; }\n        a = vN1[i];\n        if (a >= 0) { e = vD1[i] - ringR[a]; boost += Math.exp(-e * e * RIP_K) * ringA[a]; }\n        \/\/ destellos que recorren la superficie del agua\n        var shimmer = 0;\n        if (vOcean[i]) {\n          var sv = Math.sin(x * 4.0 + z * 2.5 - t * 1.5 + Math.sin(z * 1.7 + t * 0.6) * 1.3);\n          shimmer = sv > 0 ? sv * sv * sv * 0.3 : 0;\n        }\n        var f = vFade[i];\n        var b = f * (0.32 + 0.9 * hn + shimmer);\n        var bo = boost * 0.6 * f;\n        tCol[i * 3]     = (nr + (vCr[i] - nr) * g) * b + cr * bo;\n        tCol[i * 3 + 1] = (ng + (vCg[i] - ng) * g) * b + cg * bo;\n        tCol[i * 3 + 2] = (nb + (vCb[i] - nb) * g) * b + cb * bo;\n      }\n      posAttr.needsUpdate = true;\n      colAttr.needsUpdate = true;\n    }\n\n    \/* ---------- Contornos de paises (fronteras y costas reales) ---------- *\/\n    var oX = [], oZ = [], oRel = [], oCol = [], oIdx = [];\n    polys.forEach(function (P) {\n      var col = P.grp === 1 ? C_CAN.clone().multiplyScalar(1.2)\n              : P.grp === 2 ? C_LAT.clone().multiplyScalar(1.15)\n              : C_USA.clone().multiplyScalar(0.9);\n      P.rings.forEach(function (ring) {\n        var base = oX.length;\n        for (var i = 0; i < ring.length; i++) {\n          projectLL(ring[i][0], ring[i][1], MAP, tmpL);\n          oX.push(tmpL.x); oZ.push(tmpL.z);\n          oRel.push(reliefLL(ring[i][0], ring[i][1]) + LAND_BASE);\n          oCol.push(col.r, col.g, col.b);\n          if (i > 0) oIdx.push(base + i - 1, base + i);\n        }\n      });\n    });\n    var nO = oX.length;\n    var oPos = new Float32Array(nO * 3);\n    for (var oi = 0; oi < nO; oi++) { oPos[oi * 3] = oX[oi]; oPos[oi * 3 + 2] = oZ[oi]; }\n    var outlineAttr = new THREE.BufferAttribute(oPos, 3); outlineAttr.setUsage(THREE.DynamicDrawUsage);\n    var outlineGeo = new THREE.BufferGeometry();\n    outlineGeo.setAttribute('position', outlineAttr);\n    outlineGeo.setAttribute('aColor', new THREE.BufferAttribute(new Float32Array(oCol), 3));\n    outlineGeo.setAttribute('aT', new THREE.BufferAttribute(new Float32Array(nO), 1));\n    if (nO > 0) outlineGeo.setIndex(new THREE.BufferAttribute(nO > 65535 ? new Uint32Array(oIdx) : new Uint16Array(oIdx), 1));\n    var outlines = new THREE.LineSegments(outlineGeo, makeLineMaterial(INTENSITY.outlines, 2.0));\n    outlines.frustumCulled = false;\n    world.add(outlines);\n\n    function updateOutlines(t) {\n      var amp = state.amp;\n      for (var i = 0; i < nO; i++) {\n        oPos[i * 3 + 1] = (oRel[i] + waveAt(oX[i], oZ[i], t) * LAND_WAVE) * amp + 0.02;\n      }\n      outlineAttr.needsUpdate = true;\n    }\n\n    \/* =====================================================================\n       5. RED DE CONEXIONES: NODOS, ARCOS Y PULSOS (ida y vuelta)\n       ===================================================================== *\/\n    var ARC_SEGMENTS = 72;\n    var COMETS = 3, TRAIL = 8, COMET_HEAD = 0.11;\n\n    var nPos = new Float32Array(nodes.length * 3);\n    var nCol = new Float32Array(nodes.length * 3);\n    var nSize = new Float32Array(nodes.length);\n    nodes.forEach(function (n, i) {\n      nCol[i * 3] = PALETTE.champagne.r; nCol[i * 3 + 1] = PALETTE.champagne.g; nCol[i * 3 + 2] = PALETTE.champagne.b;\n      nSize[i] = n.size;\n    });\n    var nodeGeo = new THREE.BufferGeometry();\n    var nodePosAttr = new THREE.BufferAttribute(nPos, 3); nodePosAttr.setUsage(THREE.DynamicDrawUsage);\n    var nodeSizeAttr = new THREE.BufferAttribute(nSize, 1); nodeSizeAttr.setUsage(THREE.DynamicDrawUsage);\n    nodeGeo.setAttribute('position', nodePosAttr);\n    nodeGeo.setAttribute('aColor', new THREE.BufferAttribute(nCol, 3));\n    nodeGeo.setAttribute('aSize', nodeSizeAttr);\n    var nodePoints = new THREE.Points(nodeGeo, makePointMaterial(1.0, 1));\n    nodePoints.frustumCulled = false;\n    world.add(nodePoints);\n\n    \/\/ Arcos Bezier cuadraticos: hub -> nodos de Canada y hub -> nodos de Latinoamerica.\n    \/\/ Se recalculan cada frame para seguir al relieve.\n    var arcs = nodes.slice(1).map(function (dn, i) {\n      var pos = new Float32Array((ARC_SEGMENTS + 1) * 3);\n      var col = new Float32Array((ARC_SEGMENTS + 1) * 3);\n      var tt = new Float32Array(ARC_SEGMENTS + 1);\n      var domestic = dn.kind === 'ca';\n      var c0 = domestic ? PALETTE.champagne : PALETTE.gold;\n      var k0 = domestic ? 0.75 : 0.55;\n      for (var s = 0; s <= ARC_SEGMENTS; s++) {\n        var m = s \/ ARC_SEGMENTS;\n        \/\/ degradado hacia champagne brillante en el destino\n        col[s * 3]     = c0.r * k0 + (PALETTE.champagne.r - c0.r * k0) * m;\n        col[s * 3 + 1] = c0.g * k0 + (PALETTE.champagne.g - c0.g * k0) * m;\n        col[s * 3 + 2] = c0.b * k0 + (PALETTE.champagne.b - c0.b * k0) * m;\n        tt[s] = m;\n      }\n      var geoA = new THREE.BufferGeometry();\n      var pa = new THREE.BufferAttribute(pos, 3); pa.setUsage(THREE.DynamicDrawUsage);\n      geoA.setAttribute('position', pa);\n      geoA.setAttribute('aColor', new THREE.BufferAttribute(col, 3));\n      geoA.setAttribute('aT', new THREE.BufferAttribute(tt, 1));\n      var mat = makeLineMaterial(INTENSITY.arcs, 0); \/\/ uDraw: 0 -> 1.1 (GSAP \"dibuja\" el arco)\n      var line = new THREE.Line(geoA, mat);\n      line.frustumCulled = false;\n      world.add(line);\n\n      var dist = Math.sqrt((dn.x - HUBP.x) * (dn.x - HUBP.x) + (dn.z - HUBP.z) * (dn.z - HUBP.z));\n      return {\n        pa: pa, mat: mat, to: dn,\n        p: [0, 0, 0, 0, 0, 0, 0, 0, 0],   \/\/ P0, P1 (control), P2\n        lift: (domestic ? 0.7 : 0.9) + dist * (domestic ? 0.22 : 0.17),\n        bend: (dn.x - HUBP.x) * 0.12,\n        speed: 0.045 + (i % 4) * 0.008,\n        phase: i * 0.137\n      };\n    });\n\n    function bez(arc, u, out) {\n      var p = arc.p, a = (1 - u) * (1 - u), b = 2 * (1 - u) * u, c = u * u;\n      out[0] = a * p[0] + b * p[3] + c * p[6];\n      out[1] = a * p[1] + b * p[4] + c * p[7];\n      out[2] = a * p[2] + b * p[5] + c * p[8];\n    }\n\n    var tmp = [0, 0, 0];\n    function updateArcs(t) {\n      for (var a = 0; a < arcs.length; a++) {\n        var arc = arcs[a], p = arc.p;\n        var y0 = nodes[0].y + 0.3, y1 = nodes[a + 1].y + 0.3;\n        p[0] = HUBP.x; p[1] = y0; p[2] = HUBP.z;\n        p[6] = arc.to.x; p[7] = y1; p[8] = arc.to.z;\n        p[3] = (p[0] + p[6]) \/ 2 + arc.bend;\n        p[4] = Math.max(y0, y1) + arc.lift * (0.35 + 0.65 * state.amp);\n        p[5] = (p[2] + p[8]) \/ 2;\n        var arr = arc.pa.array;\n        for (var s = 0; s <= ARC_SEGMENTS; s++) {\n          bez(arc, s \/ ARC_SEGMENTS, tmp);\n          arr[s * 3] = tmp[0]; arr[s * 3 + 1] = tmp[1]; arr[s * 3 + 2] = tmp[2];\n        }\n        arc.pa.needsUpdate = true;\n      }\n    }\n\n    \/\/ Pulsos de luz (cometas): unos viajan del hub al destino y otros de vuelta (flujo bidireccional)\n    var cometCount = arcs.length * COMETS * TRAIL;\n    var cPos = new Float32Array(cometCount * 3), cCol = new Float32Array(cometCount * 3), cSize = new Float32Array(cometCount);\n    for (var q = 0; q < cometCount; q++) {\n      var tail = q % TRAIL;\n      var f = 1 - tail \/ TRAIL;\n      \/\/ la cabeza es champagne; la cola se enfria hacia dorado\n      cCol[q * 3]     = PALETTE.gold.r + (PALETTE.champagne.r - PALETTE.gold.r) * f;\n      cCol[q * 3 + 1] = PALETTE.gold.g + (PALETTE.champagne.g - PALETTE.gold.g) * f;\n      cCol[q * 3 + 2] = PALETTE.gold.b + (PALETTE.champagne.b - PALETTE.gold.b) * f;\n    }\n    var cometGeo = new THREE.BufferGeometry();\n    var cometPosAttr = new THREE.BufferAttribute(cPos, 3); cometPosAttr.setUsage(THREE.DynamicDrawUsage);\n    var cometSizeAttr = new THREE.BufferAttribute(cSize, 1); cometSizeAttr.setUsage(THREE.DynamicDrawUsage);\n    cometGeo.setAttribute('position', cometPosAttr);\n    cometGeo.setAttribute('aColor', new THREE.BufferAttribute(cCol, 3));\n    cometGeo.setAttribute('aSize', cometSizeAttr);\n    var comets = new THREE.Points(cometGeo, makePointMaterial(1.0, 1));\n    comets.frustumCulled = false;\n    world.add(comets);\n\n    function updateComets(t) {\n      var n = 0;\n      for (var a = 0; a < arcs.length; a++) {\n        var arc = arcs[a], draw = arc.mat.uniforms.uDraw.value;\n        for (var j = 0; j < COMETS; j++) {\n          var reverse = (j % 2) === 1;                       \/\/ sentido de vuelta\n          var head = (t * arc.speed + j \/ COMETS + arc.phase) % 1;\n          var life = Math.sin(Math.PI * Math.min(1, head));  \/\/ nace y muere suavemente en los extremos\n          var visible = reverse ? (draw > 1.0 ? 1 : 0) : (head < draw - 0.03 ? 1 : 0);\n          for (var k = 0; k < TRAIL; k++, n++) {\n            var uh = head - k * 0.0085; if (uh < 0) uh = 0;\n            bez(arc, reverse ? 1 - uh : uh, tmp);\n            cPos[n * 3] = tmp[0]; cPos[n * 3 + 1] = tmp[1]; cPos[n * 3 + 2] = tmp[2];\n            var f = 1 - k \/ TRAIL;\n            cSize[n] = visible * COMET_HEAD * f * f * (0.3 + 0.7 * life);\n          }\n        }\n      }\n      cometPosAttr.needsUpdate = true;\n      cometSizeAttr.needsUpdate = true;\n    }\n\n    function updateNodes(t) {\n      for (var i = 0; i < nodes.length; i++) {\n        var n = nodes[i];\n        n.y = (n.rel + waveAt(n.x, n.z, t) * LAND_WAVE) * state.amp;\n        nPos[i * 3] = n.x; nPos[i * 3 + 1] = n.y + 0.2; nPos[i * 3 + 2] = n.z;\n        nSize[i] = n.size * (1 + 0.25 * Math.sin(t * 1.8 + i * 1.7)); \/\/ latido suave\n      }\n      nodePosAttr.needsUpdate = true;\n      nodeSizeAttr.needsUpdate = true;\n    }\n\n    \/* =====================================================================\n       5b. EL LOGO COMO ORIGEN LUMINOSO (Canada)\n       ---------------------------------------------------------------------\n       El emblema de ALAS International flota sobre el hub de Canada: de ahi\n       \"nace\" la luz que recorre cada arco. Es un sprite (siempre mira a la\n       camara), sin test de profundidad para que se lea limpio y nitido\n       incluso con el desenfoque cinematografico activo, mas un halo aditivo\n       detras que el bloom convierte en un resplandor champagne.\n       ===================================================================== *\/\n    var LOGO_ASPECT = 560 \/ 321;\n    var logoGroup = new THREE.Group();\n    world.add(logoGroup);\n\n    \/\/ Halo: textura radial generada en un canvas (sin peticiones externas)\n    function makeGlowTexture() {\n      var cv = document.createElement('canvas');\n      cv.width = cv.height = 256;\n      var ctx = cv.getContext('2d');\n      var g = ctx.createRadialGradient(128, 128, 0, 128, 128, 128);\n      g.addColorStop(0.0, 'rgba(255,255,255,1)');\n      g.addColorStop(0.22, 'rgba(240,224,184,0.85)');\n      g.addColorStop(0.55, 'rgba(201,166,107,0.28)');\n      g.addColorStop(1.0, 'rgba(201,166,107,0)');\n      ctx.fillStyle = g;\n      ctx.fillRect(0, 0, 256, 256);\n      var tex = new THREE.CanvasTexture(cv);\n      tex.needsUpdate = true;\n      return tex;\n    }\n\n    var glowTex = makeGlowTexture();\n    var glowMat = new THREE.SpriteMaterial({\n      map: glowTex, color: 0xf0e0b8, transparent: true, depthTest: false, depthWrite: false,\n      blending: THREE.AdditiveBlending, opacity: 0.85\n    });\n    var glowSprite = new THREE.Sprite(glowMat);\n    glowSprite.renderOrder = 10;\n    logoGroup.add(glowSprite);\n\n    var logoTex = new THREE.TextureLoader().load(LOGO_DATA_URI);\n    logoTex.colorSpace = THREE.SRGBColorSpace || logoTex.colorSpace;\n    var logoMat = new THREE.SpriteMaterial({\n      map: logoTex, transparent: true, depthTest: false, depthWrite: false,\n      opacity: 0\n    });\n    var logoSprite = new THREE.Sprite(logoMat);\n    logoSprite.renderOrder = 11;\n    logoGroup.add(logoSprite);\n\n    var LOGO_W = isMobile ? 3.1 : 3.9; \/\/ ancho del emblema en unidades de escena\n    logoSprite.scale.set(LOGO_W, LOGO_W \/ LOGO_ASPECT, 1);\n\n    function updateLogo(t) {\n      \/\/ sigue al hub (Canada), con un vuelo suave propio por encima del relieve\n      var bob = Math.sin(t * 0.55) * 0.22;\n      logoGroup.position.set(HUBP.x, HUBP.y + 1.85 + bob, HUBP.z);\n\n      var pulse = 1 + 0.045 * Math.sin(t * 0.9) + 0.02 * Math.sin(t * 2.3 + 1.1);\n      logoSprite.scale.set(LOGO_W * pulse, (LOGO_W \/ LOGO_ASPECT) * pulse, 1);\n      logoMat.opacity = state.reveal; \/\/ aparece junto con el resto de la escena\n\n      var glowPulse = 1 + 0.12 * Math.sin(t * 0.7) + 0.05 * Math.sin(t * 1.9 + 2.0);\n      var glowW = LOGO_W * 2.0 * glowPulse;\n      glowSprite.scale.set(glowW, glowW, 1);\n      glowMat.opacity = state.reveal * (0.65 + 0.2 * Math.sin(t * 0.7));\n    }\n\n    \/* =====================================================================\n       6. PARTICULAS EN MOVIMIENTO (brasas doradas que ascienden, con deriva\n          en espiral y destellos ocasionales: mas vivas y elegantes)\n       ===================================================================== *\/\n    var DUST = isMobile ? 260 : 560;\n    var DUST_H = 17, DUST_Y0 = -3;\n    var dBase = new Float32Array(DUST * 3), dPos = new Float32Array(DUST * 3);\n    var dCol = new Float32Array(DUST * 3), dSize0 = new Float32Array(DUST), dSize = new Float32Array(DUST);\n    var dSeed = new Float32Array(DUST), dFrac = new Float32Array(DUST), dRise = new Float32Array(DUST);\n    var dSwirlR = new Float32Array(DUST), dSwirlSpeed = new Float32Array(DUST), dTwinkle = new Float32Array(DUST);\n    for (var di = 0; di < DUST; di++) {\n      dBase[di * 3]     = (rand() - 0.5) * 62;\n      dBase[di * 3 + 2] = (rand() - 0.5) * 62;\n      \/\/ una de cada ~9 particulas es una chispa mas grande y luminosa (acento elegante)\n      var sparkle = rand() < 0.11;\n      dSize0[di] = sparkle ? (0.42 + rand() * 0.5) : (0.1 + rand() * 0.28);\n      dSeed[di] = rand();\n      dFrac[di] = rand();                    \/\/ altura inicial (0..1) dentro del volumen\n      dRise[di] = 0.016 + rand() * 0.03;     \/\/ velocidad de ascenso (mas vivo que antes)\n      dSwirlR[di] = 0.8 + rand() * 2.6;      \/\/ radio del remolino horizontal\n      dSwirlSpeed[di] = (0.12 + rand() * 0.22) * (rand() < 0.5 ? 1 : -1); \/\/ sentido alterno\n      dTwinkle[di] = 2.0 + rand() * 3.5;     \/\/ velocidad propia del centelleo\n      var mixBlue = rand() < 0.26;\n      var cc = mixBlue ? PALETTE.navy : (sparkle ? PALETTE.champagne : PALETTE.gold);\n      var br = mixBlue ? 1.5 : (sparkle ? 1.5 : 1.05);\n      dCol[di * 3] = cc.r * br; dCol[di * 3 + 1] = cc.g * br; dCol[di * 3 + 2] = cc.b * br;\n    }\n    var dustGeo = new THREE.BufferGeometry();\n    var dustPosAttr = new THREE.BufferAttribute(dPos, 3); dustPosAttr.setUsage(THREE.DynamicDrawUsage);\n    var dustSizeAttr = new THREE.BufferAttribute(dSize, 1); dustSizeAttr.setUsage(THREE.DynamicDrawUsage);\n    dustGeo.setAttribute('position', dustPosAttr);\n    dustGeo.setAttribute('aColor', new THREE.BufferAttribute(dCol, 3));\n    dustGeo.setAttribute('aSize', dustSizeAttr);\n    var dust = new THREE.Points(dustGeo, makePointMaterial(INTENSITY.dust, 1));\n    dust.frustumCulled = false;\n    scene.add(dust); \/\/ fuera de \"world\": se desplaza aparte para un parallax extra\n\n    function updateDust(t) {\n      for (var i = 0; i < DUST; i++) {\n        var s = dSeed[i] * 6.2831;\n        var fr = (dFrac[i] + t * dRise[i]) % 1;   \/\/ 0..1: asciende y reaparece abajo\n        \/\/ deriva en espiral (ademas de la ondulacion), para un movimiento mas organico\n        var swirlAng = s + t * dSwirlSpeed[i];\n        var swirl = dSwirlR[i] * (0.4 + 0.6 * Math.sin(fr * Math.PI));\n        dPos[i * 3]     = dBase[i * 3]     + Math.sin(t * 0.25 + s) * 2.6 + Math.cos(swirlAng) * swirl;\n        dPos[i * 3 + 1] = DUST_Y0 + fr * DUST_H + Math.sin(t * 0.22 + s * 2.0) * 0.6;\n        dPos[i * 3 + 2] = dBase[i * 3 + 2] + Math.cos(t * 0.21 + s * 1.3) * 2.6 + Math.sin(swirlAng) * swirl;\n        var twinkle = 0.78 + 0.22 * Math.sin(t * dTwinkle[i] + s * 3.0); \/\/ centelleo individual\n        dSize[i] = dSize0[i] * Math.pow(Math.sin(Math.PI * fr), 0.6) * twinkle; \/\/ aparece y se desvanece suavemente\n      }\n      dustPosAttr.needsUpdate = true;\n      dustSizeAttr.needsUpdate = true;\n    }\n\n    \/* =====================================================================\n       7. POST-PROCESADO: bloom sutil + lente cinematografica\n       ===================================================================== *\/\n    var composer = null, bloomPass = null, finalPass = null;\n\n    if (hasPost) {\n      var rtOpts = { samples: renderer.capabilities.isWebGL2 ? 4 : 0 };\n      if (renderer.capabilities.isWebGL2) rtOpts.type = THREE.HalfFloatType;\n      var rt = new THREE.WebGLRenderTarget(4, 4, rtOpts);\n      composer = new THREE.EffectComposer(renderer, rt);\n      composer.addPass(new THREE.RenderPass(scene, camera));\n\n      bloomPass = new THREE.UnrealBloomPass(new THREE.Vector2(256, 256), INTENSITY.bloom, 0.7, 0.22);\n      composer.addPass(bloomPass);\n\n      \/\/ Pase final: desenfoque radial (bordes fuera de foco), vineta, aberracion cromatica, grano\n      finalPass = new THREE.ShaderPass({\n        uniforms: {\n          tDiffuse:   { value: null },\n          uResolution:{ value: new THREE.Vector2(1, 1) },\n          uTime:      { value: 0 },\n          uBlur:      { value: DOF.edgeBlur },\n          uVignette:  { value: 0.9 },\n          uGrain:     { value: 0.03 },\n          uCenter:    { value: new THREE.Vector2(0.5, 0.5) }\n        },\n        vertexShader: [\n          'varying vec2 vUv;',\n          'void main() {',\n          '  vUv = uv;',\n          '  gl_Position = projectionMatrix * modelViewMatrix * vec4(position, 1.0);',\n          '}'\n        ].join('\\n'),\n        fragmentShader: [\n          'uniform sampler2D tDiffuse;',\n          'uniform vec2 uResolution, uCenter;',\n          'uniform float uTime, uBlur, uVignette, uGrain;',\n          'varying vec2 vUv;',\n          'const float GOLDEN = 2.39996323;',\n          'float hash(vec2 p) { return fract(sin(dot(p, vec2(12.9898, 78.233))) * 43758.5453); }',\n          'void main() {',\n          '  vec2 uv = vUv;',\n          '  float aspect = uResolution.x \/ uResolution.y;',\n          '  vec2 c = uv - uCenter;',\n          '  vec2 cc = vec2(c.x * aspect, c.y);',\n          \/\/ r: 0 en el centro, ~1 en las esquinas\n          '  float r = length(cc) \/ (0.5 * sqrt(aspect * aspect + 1.0));',\n          '  float mask = smoothstep(0.28, 1.0, r);',\n          '  float radius = uBlur * mask;',\n          \/\/ Desenfoque de disco (espiral de Vogel), ponderado por brillo para bokeh mas luminoso\n          '  vec3 col = vec3(0.0);',\n          '  float total = 0.0;',\n          '  for (int i = 0; i < 20; i++) {',\n          '    float fi = float(i) + 0.5;',\n          '    float rr = sqrt(fi \/ 20.0);',\n          '    float th = fi * GOLDEN;',\n          '    vec2 off = vec2(cos(th), sin(th)) * rr * radius \/ uResolution;',\n          '    vec3 s = texture2D(tDiffuse, uv + off).rgb;',\n          '    float w = 1.0 + dot(s, vec3(0.333)) * 2.0;',\n          '    col += s * w;',\n          '    total += w;',\n          '  }',\n          '  col \/= total;',\n          \/\/ Aberracion cromatica sutil en los bordes\n          '  vec2 ca = c * 0.004 * mask;',\n          '  col.r = mix(col.r, texture2D(tDiffuse, uv - ca).r, 0.6);',\n          '  col.b = mix(col.b, texture2D(tDiffuse, uv + ca).b, 0.6);',\n          \/\/ Resplandor azul marino de ambiente en el centro + tinte frio en sombras\n          '  col += vec3(0.05, 0.09, 0.16) * 0.35 * (1.0 - smoothstep(0.0, 0.9, r));',\n          '  col *= mix(vec3(1.0), vec3(0.95, 0.98, 1.04), 1.0 - clamp(dot(col, vec3(0.333)) * 2.0, 0.0, 1.0));',\n          \/\/ Vineta\n          '  float vig = smoothstep(1.15, 0.35, r);',\n          '  col *= mix(1.0, vig, uVignette);',\n          \/\/ Grano de pelicula (tambien elimina el banding del degradado oscuro)\n          '  float g = hash(uv * uResolution + fract(uTime) * 100.0) - 0.5;',\n          '  col += g * uGrain;',\n          '  gl_FragColor = vec4(col, 1.0);',\n          '}'\n        ].join('\\n')\n      });\n      finalPass.renderToScreen = true;\n      composer.addPass(finalPass);\n    }\n\n    \/* =====================================================================\n       8. TAMANO \/ OPTICA\n       ===================================================================== *\/\n    var pxScale = 1;\n\n    function resize() {\n      var w = container.clientWidth || window.innerWidth;\n      var h = container.clientHeight || window.innerHeight;\n      renderer.setPixelRatio(pixelRatio);\n      renderer.setSize(w, h, false);\n      camera.aspect = w \/ h;\n      camera.setFocalLength(CAMERA.focalLength); \/\/ recalcula el FOV del 50mm segun el aspecto\n      \/\/ En pantallas anchas el mapa se desplaza a la derecha; en vertical se centra\n      world.position.x = camera.aspect > 1.3 ? CAMERA.offsetX : 0;\n      if (composer) {\n        composer.setPixelRatio(pixelRatio);\n        composer.setSize(w, h);\n        finalPass.uniforms.uResolution.value.set(w * pixelRatio, h * pixelRatio);\n      }\n      pxScale = renderer.domElement.height \/ 1080;\n      U.uProjScale.value = (renderer.domElement.height * 0.5) \/ Math.tan((camera.fov * Math.PI \/ 180) * 0.5);\n      if (finalPass) finalPass.uniforms.uBlur.value = DOF.edgeBlur * pxScale;\n    }\n\n    \/\/ f\/2.8: el circulo de confusion escala con 2.8 \/ fNumber\n    function updateOptics() {\n      U.uBlurScale.value = DOF.blurStrength * (2.8 \/ DOF.fNumber) * pxScale * state.blur;\n      U.uMaxBlur.value = DOF.maxBlur * pxScale;\n    }\n\n    \/* =====================================================================\n       9. INTERACCION (parallax con el raton)\n       ===================================================================== *\/\n    var smooth = { x: 0, y: 0 };   \/\/ valores suavizados que usa la camara\n    var setX, setY;\n    if (hasGSAP) {\n      setX = gsap.quickTo(smooth, 'x', { duration: 1.0, ease: 'power3.out' });\n      setY = gsap.quickTo(smooth, 'y', { duration: 1.0, ease: 'power3.out' });\n    } else {\n      var rawTarget = { x: 0, y: 0 };\n      setX = function (v) { rawTarget.x = v; };\n      setY = function (v) { rawTarget.y = v; };\n    }\n\n    \/\/ El canvas esta detras del contenido, asi que se escucha en window (no en el canvas)\n    function onMove(e) {\n      var pt = e.touches && e.touches.length ? e.touches[0] : e;\n      setX((pt.clientX \/ window.innerWidth) * 2 - 1);\n      setY((pt.clientY \/ window.innerHeight) * 2 - 1);\n    }\n    function onLeave() { setX(0); setY(0); }\n    window.addEventListener('mousemove', onMove, { passive: true });\n    window.addEventListener('touchmove', onMove, { passive: true });\n    document.addEventListener('mouseleave', onLeave);\n\n    var motion = reduceMotion ? 0.3 : 1;\n    var lookTarget = CAMERA.target;\n\n    function updateCamera(t) {\n      var aspectPull = camera.aspect < 1 ? 1 + (1 - camera.aspect) * 0.5 : 1; \/\/ en vertical se aleja un poco\n      var R = CAMERA.distance * aspectPull * state.zoom;\n      var az = smooth.x * CAMERA.parallaxAz * motion + Math.sin(t * 0.07) * 0.05;\n      var el = CAMERA.elevation - smooth.y * CAMERA.parallaxEl * motion + Math.sin(t * 0.05 + 1.3) * 0.02;\n      camera.position.set(\n        lookTarget.x + R * Math.cos(el) * Math.sin(az),\n        lookTarget.y + R * Math.sin(el),\n        lookTarget.z + R * Math.cos(el) * Math.cos(az)\n      );\n      camera.lookAt(lookTarget);\n      U.uFocus.value = R + Math.sin(t * 0.25) * 0.6; \/\/ el foco \"respira\" apenas\n      dust.position.x = -smooth.x * 2.2 * motion;    \/\/ capa de polvo con mas parallax\n      dust.position.y = smooth.y * 0.8 * motion;\n    }\n\n    \/* =====================================================================\n       10. BUCLE DE RENDER\n       ===================================================================== *\/\n    var clock = { last: 0, time: 0 };\n    var raf = 0, running = false;\n    var fpsAcc = 0, fpsFrames = 0, warm = 0;\n\n    function frame(now) {\n      raf = requestAnimationFrame(frame);\n      var raw = clock.last ? (now - clock.last) \/ 1000 : 0.016;\n      clock.last = now;\n      var dt = Math.min(raw, 0.05);\n      clock.time += dt * (reduceMotion ? 0.3 : 1);\n      var t = clock.time;\n\n      if (!hasGSAP) { \/\/ sin GSAP: suavizado manual del raton\n        smooth.x += (rawTarget.x - smooth.x) * 0.09;\n        smooth.y += (rawTarget.y - smooth.y) * 0.09;\n      }\n\n      U.uReveal.value = state.reveal;\n      updateOptics();\n      updateTerrain(t);   \/\/ aqui se aplican los Math.sin del oleaje\n      updateOutlines(t);\n      updateNodes(t);\n      updateLogo(t);\n      updateArcs(t);\n      updateComets(t);\n      updateDust(t);\n      updateCamera(t);\n\n      if (composer) {\n        finalPass.uniforms.uTime.value = t;\n        composer.render(dt);\n      } else {\n        renderer.render(scene, camera);\n      }\n\n      \/\/ Calidad adaptativa: si baja de ~40 fps se reduce el pixel ratio\n      warm += raw;\n      if (warm > 3) {\n        fpsAcc += raw; fpsFrames++;\n        if (fpsAcc > 2) {\n          var fps = fpsFrames \/ fpsAcc;\n          if (fps < 40 && pixelRatio > 1) { pixelRatio = Math.max(1, pixelRatio - 0.25); resize(); }\n          fpsAcc = 0; fpsFrames = 0;\n        }\n      }\n    }\n\n    function start() { if (!running) { running = true; clock.last = 0; raf = requestAnimationFrame(frame); } }\n    function stop()  { running = false; cancelAnimationFrame(raf); }\n\n    \/\/ Pausa cuando el hero no es visible o la pestana esta en segundo plano\n    var inView = true, tabVisible = !document.hidden;\n    function syncRun() { (inView && tabVisible) ? start() : stop(); }\n    if ('IntersectionObserver' in window) {\n      new IntersectionObserver(function (entries) { inView = entries[0].isIntersecting; syncRun(); }).observe(container);\n    }\n    document.addEventListener('visibilitychange', function () { tabVisible = !document.hidden; syncRun(); });\n\n    if ('ResizeObserver' in window) new ResizeObserver(resize).observe(container);\n    window.addEventListener('resize', resize);\n\n    \/* =====================================================================\n       11. ENTRADA CINEMATOGRAFICA (GSAP)\n       ===================================================================== *\/\n    function intro() {\n      var canvas = renderer.domElement;\n      if (reduceMotion || !hasGSAP) {\n        state.amp = 1; state.reveal = 1; state.blur = 1; state.zoom = 1;\n        arcs.forEach(function (a) { a.mat.uniforms.uDraw.value = 1.1; });\n        canvas.style.opacity = '1';\n        return;\n      }\n      canvas.style.opacity = '1'; \/\/ fundido con la transicion CSS\n      var tl = gsap.timeline();\n      tl.to(state, { reveal: 1, duration: 2.4, ease: 'power2.out' }, 0);\n      tl.to(state, { amp: 1, duration: 3.6, ease: 'power2.inOut' }, 0);\n      tl.to(state, { zoom: 1, duration: 4.0, ease: 'power3.out' }, 0);       \/\/ dolly-in suave\n      tl.to(state, { blur: 1, duration: 3.2, ease: 'power2.inOut' }, 0.3);   \/\/ \"rack focus\": entra desenfocado y encuentra el foco\n      arcs.forEach(function (a, i) {                                         \/\/ los arcos se dibujan uno tras otro\n        tl.to(a.mat.uniforms.uDraw, { value: 1.1, duration: 2.4, ease: 'power2.inOut' }, 1.0 + i * 0.12);\n      });\n    }\n\n    \/* ---------- Arranque ---------- *\/\n    resize();\n    updateOptics();\n    start();\n    intro();\n  }\n\n  boot();\n})();\n<\/script>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-60a0f44f e-con-full e-flex e-con e-child\" data-id=\"60a0f44f\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-44cef7a1 elementor-widget elementor-widget-image\" data-id=\"44cef7a1\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"800\" height=\"457\" src=\"https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/09\/Alas-Logo-txtwhite-1024x585.webp\" class=\"attachment-large size-large wp-image-1857\" alt=\"\" srcset=\"https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/09\/Alas-Logo-txtwhite-1024x585.webp 1024w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/09\/Alas-Logo-txtwhite-300x171.webp 300w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/09\/Alas-Logo-txtwhite-768x439.webp 768w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/09\/Alas-Logo-txtwhite.webp 1400w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60e03c18 elementor-widget elementor-widget-elementskit-heading\" data-id=\"60e03c18\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_left   ekit_heading_tablet-   ekit_heading_mobile-text_center\"><h1 class=\"ekit-heading--title elementskit-section-title \">Business Expansion Shouldn't Rely on Guesswork<\/h1>\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>We structure your market entry across Canada and Latin America, eliminating commercial friction and connecting you exclusively with the right decision makers<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ea77f1e e-grid e-con-full e-con e-child\" data-id=\"ea77f1e\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7a4d8f08 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"7a4d8f08\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"https:\/\/calendar.app.google\/BXKRAhzSBjFEz16Q8\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">BOOK A STRATEGIC OPPORTUNITY CALL<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-187606c8 elementor-align-left elementor-widget elementor-widget-button\" data-id=\"187606c8\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"#industry\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Explore Industries<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-53d7eb72 e-con-full e-flex e-con e-parent\" data-id=\"53d7eb72\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-4656cc8 e-flex e-con-boxed e-con e-child\" data-id=\"4656cc8\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b2579ea elementor-widget__width-inherit elementor-widget elementor-widget-elementskit-heading\" data-id=\"b2579ea\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_center   ekit_heading_tablet-   ekit_heading_mobile-text_center\"><h2 class=\"ekit-heading--title elementskit-section-title \">The Greatest Risk Isn't Your Product. It's Market Friction.<\/h2>\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>Corporate growth stalls when a strong offer fails to reach the right desk. The challenge is rarely your business; it's the path to the right conversation.<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d9fded4 e-grid e-con-full e-con e-child\" data-id=\"d9fded4\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-36872e3 e-con-full e-transform e-flex e-con e-child\" data-id=\"36872e3\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-10,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3ac63d8 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"3ac63d8\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 64 64\"><circle cx=\"32\" cy=\"32\" r=\"27\" fill=\"none\" stroke=\"#D99A2B\" stroke-width=\"2.8\"><\/circle><text x=\"32\" y=\"40\" text-anchor=\"middle\" font-family=\"Arial,Helvetica,sans-serif\" font-size=\"23\" font-weight=\"700\" fill=\"#D99A2B\">01<\/text><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tLimited Access\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tKey leaders who can move an opportunity forward are often inaccessible through traditional channels.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-708a74f e-con-full e-transform e-flex e-con e-child\" data-id=\"708a74f\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-10,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ef66c30 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"ef66c30\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 64 64\"><circle cx=\"32\" cy=\"32\" r=\"27\" fill=\"none\" stroke=\"#D99A2B\" stroke-width=\"2.8\"><\/circle><text x=\"32\" y=\"40\" text-anchor=\"middle\" font-family=\"Arial,Helvetica,sans-serif\" font-size=\"23\" font-weight=\"700\" fill=\"#D99A2B\">02<\/text><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tWeak Positioning\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tA high value proposition is diluted and overlooked if it doesn't translate to the local business culture and market expectations.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-037f27d e-con-full e-transform e-flex e-con e-child\" data-id=\"037f27d\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-10,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7c911eb elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"7c911eb\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 64 64\"><circle cx=\"32\" cy=\"32\" r=\"27\" fill=\"none\" stroke=\"#D99A2B\" stroke-width=\"2.8\"><\/circle><text x=\"32\" y=\"40\" text-anchor=\"middle\" font-family=\"Arial,Helvetica,sans-serif\" font-size=\"23\" font-weight=\"700\" fill=\"#D99A2B\">03<\/text><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tMarket Complexity\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tRegulatory barriers and unfamiliar networks delay expansion timelines and multiply financial risk.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-360df94d e-con-full e-flex e-con e-parent\" data-id=\"360df94d\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7c5fa91b e-con-full e-flex e-con e-child\" data-id=\"7c5fa91b\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7bb38948 e-grid e-con-full e-con e-child\" data-id=\"7bb38948\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6ca0610c elementor-widget elementor-widget-spacer\" data-id=\"6ca0610c\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c4fe920 elementor-widget elementor-widget-heading\" data-id=\"c4fe920\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Why Organizations Choose <BR> Alas International<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6f996016 elementor-widget elementor-widget-spacer\" data-id=\"6f996016\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9d555b elementor-widget-divider--view-line_text elementor-widget-divider--element-align-center elementor-widget elementor-widget-divider\" data-id=\"9d555b\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t\t<span class=\"elementor-divider__text elementor-divider__element\">\n\t\t\t\tDIFFERENTIATORS\t\t\t\t<\/span>\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2d0b672c e-grid e-con-boxed e-con e-child\" data-id=\"2d0b672c\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-15d9f3e6 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"15d9f3e6\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-brain\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tStrategic Relationships\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tMeaningful opportunities often begin with the right relationships. We help organizations strengthen connections that support growth, influence, and long-term success.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3fda83b3 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"3fda83b3\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-review\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tExecutive Level Engagement\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tBuilt for executives, founders, investors, and decision-makers seeking strategic outcomes.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-114248d3 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"114248d3\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-Helmet\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tIndustry Focused Perspective\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tEvery industry faces unique challenges. Our approach combines sector awareness with practical business insight.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-78dc9b elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"78dc9b\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-rocket-ship\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tOpportunity Driven Strategy\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tFocused on helping organizations identify opportunities, overcome barriers, and create sustainable growth.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e11b4b4 elementor-widget elementor-widget-spacer\" data-id=\"6e11b4b4\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-307487a5 elementor-widget elementor-widget-heading\" data-id=\"307487a5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Growth Requires More Than Strategy<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5615cbca elementor-widget elementor-widget-text-editor\" data-id=\"5615cbca\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p data-start=\"1946\" data-end=\"1984\">Many organizations already have plans. What they often need is the right combination of relationships, positioning, market insight, and execution support to move those plans forward.<\/p><p data-start=\"2131\" data-end=\"2185\">Alas International helps bridge the gap between strategy and action.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-90a4bbe elementor-widget elementor-widget-spacer\" data-id=\"90a4bbe\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7ccc6319 elementor-widget-divider--view-line_text elementor-widget-divider--element-align-center elementor-widget elementor-widget-divider\" data-id=\"7ccc6319\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t\t<span class=\"elementor-divider__text elementor-divider__element\">\n\t\t\t\tOUR STRATEGIC GROWTH FRAMEWORK\t\t\t\t<\/span>\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-16024896 elementor-widget elementor-widget-spacer\" data-id=\"16024896\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7d39e8bc e-grid e-con-full e-con e-child\" data-id=\"7d39e8bc\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4ba99b63 elementor-widget elementor-widget-icon-box\" data-id=\"4ba99b63\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tDiscover\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tUnderstand objectives and opportunities.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-209771f3 elementor-widget elementor-widget-icon-box\" data-id=\"209771f3\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tAssess\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tEvaluate growth pathways.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-49b063d5 elementor-widget elementor-widget-icon-box\" data-id=\"49b063d5\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tPosition\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tAlign strategy and priorities.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3ff58948 elementor-widget elementor-widget-icon-box\" data-id=\"3ff58948\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tConnect\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tDevelop strategic relationships.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6dc2b693 elementor-widget elementor-widget-icon-box\" data-id=\"6dc2b693\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tExecute\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tSupport growth initiatives.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-242d91d1 elementor-widget elementor-widget-spacer\" data-id=\"242d91d1\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4c0d850e elementor-widget-divider--view-line_text elementor-widget-divider--element-align-center elementor-widget elementor-widget-divider\" data-id=\"4c0d850e\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t\t<span class=\"elementor-divider__text elementor-divider__element\">\n\t\t\t\tReady to Discuss What's Next?\t\t\t\t<\/span>\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-74abc688 elementor-widget elementor-widget-heading\" data-id=\"74abc688\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Every organization faces different challenges. <br>Let's explore the opportunities available to yours.<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-161fd708 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"161fd708\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"https:\/\/calendar.app.google\/BXKRAhzSBjFEz16Q8\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Schedule Executive Strategy Call<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4e4847c4 e-con-full e-flex e-con e-parent\" data-id=\"4e4847c4\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-48285094 e-con-full e-flex e-con e-child\" data-id=\"48285094\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-1ee52dbe e-con-full e-flex e-con e-child\" data-id=\"1ee52dbe\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-206eda77 elementor-widget elementor-widget-elementskit-heading\" data-id=\"206eda77\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_center   ekit_heading_tablet-text_center   ekit_heading_mobile-text_center\"><h3 class=\"ekit-heading--title elementskit-section-title \">Selective Strategic Partnerships<\/h3>\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>Alas International intentionally works with a limited number of organizations at any given time.<\/p>\n<p>This allows us to provide greater focus, deeper engagement, and stronger alignment with executive priorities.<\/p>\n<p>Rather than pursuing volume, we prioritize meaningful partnerships where our expertise, relationships, and strategic capabilities can create measurable value.<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-41182f9b elementor-align-center elementor-widget elementor-widget-button\" data-id=\"41182f9b\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"https:\/\/calendar.app.google\/BXKRAhzSBjFEz16Q8\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Schedule Executive Strategy Call<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-42018295 e-con-full e-flex e-con e-parent\" data-id=\"42018295\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-470c52ce e-con-full e-flex e-con e-child\" data-id=\"470c52ce\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-27647808 e-grid e-con-full e-con e-child\" data-id=\"27647808\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-796905fa elementor-widget elementor-widget-heading\" data-id=\"796905fa\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Frequently Asked Questions<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1931b7a7 elementor-widget elementor-widget-elementskit-faq\" data-id=\"1931b7a7\" data-element_type=\"widget\" data-widget_type=\"elementskit-faq.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" >\n                <div class=\"elementskit-single-faq elementor-repeater-item-00c5ab1\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">What types of organizations does Alas International typically work with?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Alas International supports organizations operating in complex industries where strategic relationships, stakeholder engagement, business development, and long-term growth objectives play an important role in success.            <\/div>\n        <\/div>\n                <div class=\"elementskit-single-faq elementor-repeater-item-e4d32d2\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">What industries does Allas International support?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Our team works with organizations across sectors including Energy, Manufacturing, Food &amp; Beverage, Mining, Agriculture, Logistics, Infrastructure, Technology, Healthcare, and Consumer Products.            <\/div>\n        <\/div>\n                <div class=\"elementskit-single-faq elementor-repeater-item-28e7d59\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">How does Alas International help organizations identify growth opportunities?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Through strategic advisory, market insight, stakeholder engagement, relationship development, and business development support designed to help organizations uncover opportunities and move initiatives forward.            <\/div>\n        <\/div>\n                <div class=\"elementskit-single-faq elementor-repeater-item-63f3a5b\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">What makes Alas International different from traditional consulting firms?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Alas International combines strategic insight with relationship-driven execution, helping organizations move beyond recommendations and into meaningful action.            <\/div>\n        <\/div>\n                <div class=\"elementskit-single-faq elementor-repeater-item-5de6cce\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">Does Alas International support organizations expanding into new markets?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Yes. Alas International helps organizations evaluate opportunities, strengthen positioning, build strategic relationships, and navigate complex environments when pursuing growth initiatives.            <\/div>\n        <\/div>\n                <div class=\"elementskit-single-faq elementor-repeater-item-1c0f1ab\">\n            <div class=\"elementskit-faq-header\">\n                <h2 class=\"elementskit-faq-title\">How do strategic relationships contribute to business growth?<\/h2>\n            <\/div>\n            <div class=\"elementskit-faq-body\">\n                Strong relationships often create access to opportunities, information, partnerships, and conversations that can accelerate growth and reduce uncertainty.            <\/div>\n        <\/div>\n                \n    <\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b41e35e elementor-align-center elementor-widget elementor-widget-button\" data-id=\"5b41e35e\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"https:\/\/calendar.app.google\/BXKRAhzSBjFEz16Q8\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Schedule Executive Strategy Call<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-42d1cc90 e-con-full e-flex e-con e-parent\" data-id=\"42d1cc90\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4472d150 e-transform elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"4472d150\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_scale_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"divider.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-30768d06 e-flex e-con-boxed e-con e-parent\" data-id=\"30768d06\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2af3c3a0 e-con-full e-flex e-con e-child\" data-id=\"2af3c3a0\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1b593285 elementor-widget elementor-widget-elementskit-heading\" data-id=\"1b593285\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_center   ekit_heading_tablet-text_center   ekit_heading_mobile-text_center\"><h3 class=\"ekit-heading--title elementskit-section-title \">Let's Explore What's Possible<\/h3>\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>Every organization faces different opportunities, challenges, and growth objectives. The right conversation can often reveal possibilities that are difficult to see from inside the business. Whether your focus is growth, strategic partnerships, stakeholder engagement, market positioning, or international opportunities, ALAS can help you identify the next step forward<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-53cbd09 e-grid e-con-full e-con e-child\" data-id=\"53cbd09\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-489d2d12 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"489d2d12\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm elementor-animation-grow\" href=\"https:\/\/calendar.app.google\/BXKRAhzSBjFEz16Q8\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"icon icon-right-arrow\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Schedule Executive Strategy Call<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3ffb69a e-con-full e-flex e-con e-parent\" data-id=\"3ffb69a\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-77aa869b e-transform elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"77aa869b\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_scale_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"divider.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6347b85b e-flex e-con-boxed e-con e-parent\" data-id=\"6347b85b\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-51634d68 e-con-full e-flex e-con e-child\" data-id=\"51634d68\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-64d74ec5 e-con-full e-flex e-con e-child\" data-id=\"64d74ec5\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6c126961 elementor-widget elementor-widget-image\" data-id=\"6c126961\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/alasinternational.com\/home-alas-international\/\">\n\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"457\" src=\"https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/02\/RobertoAlas_LOGO-FINALwhite-01-1024x585.png\" class=\"attachment-large size-large wp-image-984\" alt=\"\" srcset=\"https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/02\/RobertoAlas_LOGO-FINALwhite-01-1024x585.png 1024w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/02\/RobertoAlas_LOGO-FINALwhite-01-300x171.png 300w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/02\/RobertoAlas_LOGO-FINALwhite-01-768x439.png 768w, https:\/\/alasinternational.com\/wp-content\/uploads\/2026\/02\/RobertoAlas_LOGO-FINALwhite-01.png 1400w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b13928d elementor-widget elementor-widget-elementskit-heading\" data-id=\"5b13928d\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_left   ekit_heading_tablet-   ekit_heading_mobile-text_center\">\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>Alas International is a Public Relations &amp; International Strategy firm operating across Canada, USA and LATAM.<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-545d28c3 e-grid-align-left e-grid-align-mobile-center elementor-shape-rounded elementor-grid-0 elementor-widget elementor-widget-social-icons\" data-id=\"545d28c3\" data-element_type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-icon-facebook elementor-repeater-item-f2826ca\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Icon-facebook<\/span>\n\t\t\t\t\t\t<i class=\"icon icon-facebook\"><\/i>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-instagram elementor-repeater-item-d82ef38\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Instagram<\/span>\n\t\t\t\t\t\t<svg class=\"e-font-icon-svg e-fab-instagram\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M224.1 141c-63.6 0-114.9 51.3-114.9 114.9s51.3 114.9 114.9 114.9S339 319.5 339 255.9 287.7 141 224.1 141zm0 189.6c-41.1 0-74.7-33.5-74.7-74.7s33.5-74.7 74.7-74.7 74.7 33.5 74.7 74.7-33.6 74.7-74.7 74.7zm146.4-194.3c0 14.9-12 26.8-26.8 26.8-14.9 0-26.8-12-26.8-26.8s12-26.8 26.8-26.8 26.8 12 26.8 26.8zm76.1 27.2c-1.7-35.9-9.9-67.7-36.2-93.9-26.2-26.2-58-34.4-93.9-36.2-37-2.1-147.9-2.1-184.9 0-35.8 1.7-67.6 9.9-93.9 36.1s-34.4 58-36.2 93.9c-2.1 37-2.1 147.9 0 184.9 1.7 35.9 9.9 67.7 36.2 93.9s58 34.4 93.9 36.2c37 2.1 147.9 2.1 184.9 0 35.9-1.7 67.7-9.9 93.9-36.2 26.2-26.2 34.4-58 36.2-93.9 2.1-37 2.1-147.8 0-184.8zM398.8 388c-7.8 19.6-22.9 34.7-42.6 42.6-29.5 11.7-99.5 9-132.1 9s-102.7 2.6-132.1-9c-19.6-7.8-34.7-22.9-42.6-42.6-11.7-29.5-9-99.5-9-132.1s-2.6-102.7 9-132.1c7.8-19.6 22.9-34.7 42.6-42.6 29.5-11.7 99.5-9 132.1-9s102.7-2.6 132.1 9c19.6 7.8 34.7 22.9 42.6 42.6 11.7 29.5 9 99.5 9 132.1s2.7 102.7-9 132.1z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-icon-linkedin elementor-repeater-item-0d1a6ce\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Icon-linkedin<\/span>\n\t\t\t\t\t\t<i class=\"icon icon-linkedin\"><\/i>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2c2422f e-con-full e-flex e-con e-child\" data-id=\"2c2422f\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-38f3a0db elementor-widget elementor-widget-elementskit-heading\" data-id=\"38f3a0db\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_left   ekit_heading_tablet-text_right   ekit_heading_mobile-text_center\">\t\t\t\t<div class='ekit-heading__description'>\n\t\t\t\t\t<p>Relationships. Influence. Growth.<\/p>\n\t\t\t\t<\/div>\n\t\t\t<\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7d75a633 elementor-align-left elementor-align--mobilecenter elementor-widget elementor-widget-elementskit-button\" data-id=\"7d75a633\" data-element_type=\"widget\" data-widget_type=\"elementskit-button.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" >\t\t<div class=\"ekit-btn-wraper\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/calendly.com\/alasinternational\/strategy-call\" class=\"elementskit-btn  whitespace--normal\" id=\"\" target=\"_blank\" rel=\"noopener\">\n\t\t\t\t\tRequest a Strategic Conversation<i class=\"icon icon-right-arrow\"><\/i>\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n        <\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-29f44319 e-con-full e-flex e-con e-child\" data-id=\"29f44319\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-33f8f27e elementor-widget__width-auto elementor-widget elementor-widget-elementskit-heading\" data-id=\"33f8f27e\" data-element_type=\"widget\" data-widget_type=\"elementskit-heading.default\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" ><div class=\"ekit-heading elementskit-section-title-wraper text_center   ekit_heading_tablet-   ekit_heading_mobile-text_center\"><p class=\"ekit-heading--title elementskit-section-title \">\u00a9 2026 Alas International. Strategic Advisory for International Markets. All rights reserved.<\/p><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-264d919f elementor-icon-list--layout-inline elementor-align-center elementor-mobile-align-center elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"264d919f\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items elementor-inline-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/alasinternational.com\/about\/\">\n\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">About<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/alasinternational.com\/services\/\">\n\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Services<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/alasinternational.com\/industries\/\">\n\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-bookmark\" viewBox=\"0 0 384 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M336 0H48C21.49 0 0 21.49 0 48v464l192-112 192 112V48c0-26.51-21.49-48-48-48zm0 428.43l-144-84-144 84V54a6 6 0 0 1 6-6h276c3.314 0 6 2.683 6 5.996V428.43z\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Industries<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/alasinternational.com\/contact\/\">\n\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Contact<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Business Expansion Shouldn&#8217;t Rely on Guesswork We structure your market entry across Canada and Latin America, eliminating commercial friction and connecting you exclusively with the right decision makers BOOK A STRATEGIC OPPORTUNITY CALL Explore Industries The Greatest Risk Isn&#8217;t Your Product. It&#8217;s Market Friction. Corporate growth stalls when a strong offer fails to reach the [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"footnotes":""},"class_list":["post-844","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/pages\/844","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/comments?post=844"}],"version-history":[{"count":394,"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/pages\/844\/revisions"}],"predecessor-version":[{"id":2088,"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/pages\/844\/revisions\/2088"}],"wp:attachment":[{"href":"https:\/\/alasinternational.com\/es\/wp-json\/wp\/v2\/media?parent=844"}],"curies":[{"name":"\u00a1Bien jugado!","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}