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Manuel Gonzalez

Actividad: 14/07/2026 Publicado: 14/07/2026

INTERNA

8° Básico

Sistema de Numeración Binario

Potencias: Una aplicación: Sistema de Numeración Binario

<!DOCTYPE html>
<html lang="es">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Bit por Bit · Números Binarios</title>
<link rel="preconnect" href="https://fonts.googleapis.com">
<link rel="preconnect" href="https://fonts.gstatic.com" crossorigin>
<link href="https://fonts.googleapis.com/css2?family=Space+Grotesk:wght@400;500;600;700&family=Space+Mono:wght@400;700&family=Inter:wght@400;500;600&display=swap" rel="stylesheet">
<style>
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    --ok:#5BC48A;
    --ok-bg:#16281F;
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    --bad-bg:#2A1A18;
    --shadow:0 20px 50px -20px rgba(0,0,0,.7);
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  *{box-sizing:border-box;margin:0;padding:0}
  html,body{height:100%}
  body{
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  .card{
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/* ---------- Encabezado de marca ---------- */
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/* ---------- Pantallas ---------- */
  .screen{padding:26px 26px 30px}
  .hidden{display:none}

/* Portada */
  .bits{display:flex;gap:8px;justify-content:center;margin:6px 0 18px}
  .bits b{
    font-family:'Space Mono';font-weight:700;font-size:26px;
    width:44px;height:56px;display:grid;place-items:center;border-radius:10px;
    background:#0B0C10;border:1px solid var(--line);color:#4b5160;
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  }
  .bits b.on{color:#0B0C10;background:var(--gold);border-color:var(--gold);box-shadow:0 0 18px rgba(232,184,73,.55);transform:translateY(-2px)}
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  .btn:hover{filter:brightness(1.05)}
  .btn:active{transform:translateY(1px)}
  .btn.ghost{
    background:transparent;color:var(--text);border:1px solid var(--line);
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  .btn[disabled]{opacity:.45;cursor:not-allowed;filter:none;transform:none}
  .metae{margin-top:18px;text-align:center;color:var(--muted);font-size:12px;line-height:1.6}

/* Barra superior del quiz */
  .qtop{display:flex;align-items:center;justify-content:space-between;margin-bottom:14px}
  .counter{font-family:'Space Mono';font-size:13px;color:var(--muted)}
  .counter b{color:var(--gold-soft)}
  .streak{
    display:flex;align-items:center;gap:7px;font-family:'Space Grotesk';font-weight:600;font-size:13px;
    padding:6px 11px;border-radius:999px;border:1px solid var(--line);background:#0E1015;color:var(--muted)
  }
  .streak.live{color:var(--gold-soft);border-color:var(--gold-dim);box-shadow:0 0 14px rgba(232,184,73,.25)}
  .streak .dot{width:8px;height:8px;border-radius:50%;background:#3a3320}
  .streak.live .dot{background:var(--gold);box-shadow:0 0 8px var(--gold)}
  .bar{height:8px;border-radius:999px;background:#0E1015;border:1px solid var(--line);overflow:hidden;margin-bottom:22px}
  .bar>span{display:block;height:100%;width:0;background:linear-gradient(90deg,var(--gold-dim),var(--gold));transition:width .4s ease}

.badge{
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    text-transform:uppercase;padding:5px 11px;border-radius:999px;margin-bottom:14px;
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    flex:0 0 auto;width:30px;height:30px;border-radius:8px;display:grid;place-items:center;
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    background:#0B0C10;border:1px solid var(--line);color:var(--muted)
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  .opt.correct{background:var(--ok-bg);border-color:var(--ok);color:#c9f2da}
  .opt.correct .key{background:var(--ok);border-color:var(--ok);color:#062012}
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  .opt.wrong .key{background:var(--bad);border-color:var(--bad);color:#2a0f0b}
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.feedback{
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    border:1px solid var(--line);background:#0E1015;font-size:14px;line-height:1.5
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  .feedback.ok .head{color:var(--ok)}
  .feedback.no .head{color:var(--bad)}
  .feedback .exp{color:var(--muted)}
  .feedback .exp b{color:var(--text)}
  @keyframes rise{from{opacity:0;transform:translateY(6px)}to{opacity:1;transform:none}}

/* Resultados */
  .result-hero{text-align:center;padding:8px 0 4px}
  .nota{font-family:'Space Grotesk';font-weight:700;font-size:76px;line-height:1;letter-spacing:-2px}
  .nota.pass{color:var(--gold)}
  .nota.fail{color:var(--bad)}
  .verdict{font-family:'Space Grotesk';font-weight:600;font-size:19px;margin-top:6px}
  .scoreline{color:var(--muted);margin-top:8px;font-size:14px}
  .scoreline b{color:var(--text)}
  .divider{height:1px;background:var(--line);margin:22px 0}
  .revlist{display:flex;flex-direction:column;gap:8px;max-height:230px;overflow:auto;padding-right:4px}
  .rev{display:flex;gap:11px;align-items:flex-start;font-size:13px;line-height:1.4;padding:10px 12px;border-radius:10px;background:#0E1015;border:1px solid var(--line)}
  .rev .mark{flex:0 0 auto;width:22px;height:22px;border-radius:6px;display:grid;place-items:center;font-weight:700;font-family:'Space Mono';font-size:12px}
  .rev.y .mark{background:var(--ok);color:#062012}
  .rev.n .mark{background:var(--bad);color:#2a0f0b}
  .rev .qt{color:var(--muted)}
  .rev .qt b{color:var(--text)}
  h3.sec{font-family:'Space Grotesk';font-weight:600;font-size:13px;letter-spacing:.5px;color:var(--muted);text-transform:uppercase;margin:0 0 12px}
  .hist{display:flex;flex-direction:column;gap:7px}
  .hrow{display:flex;justify-content:space-between;align-items:center;font-size:13px;padding:9px 12px;border-radius:10px;background:#0E1015;border:1px solid var(--line)}
  .hrow .hn{font-family:'Space Mono';font-weight:700}
  .hrow .hn.pass{color:var(--gold-soft)}
  .hrow .hn.fail{color:var(--bad)}
  .hrow .hd{color:var(--muted);font-size:12px}
  .empty{color:var(--muted);font-size:13px;text-align:center;padding:14px}
  .btns2{display:flex;gap:11px;margin-top:6px}
  .btns2 .btn{margin-top:0}

#confetti{position:fixed;inset:0;pointer-events:none;z-index:50}
  @media (max-width:520px){
    .screen{padding:22px 18px 26px}
    h1.title{font-size:28px}.nota{font-size:62px}
    .opts.tf{flex-direction:column}
    .bits b{width:38px;height:48px;font-size:22px}
  }
  @media (prefers-reduced-motion:reduce){*{animation:none!important;transition:none!important}}
</style>
</head>
<body>
<canvas id="confetti"></canvas>
<div class="stage">
  <div class="card">
    <div class="brandbar">
      <div class="logo" id="logo">
        <i></i><i class="on"></i><i class="on"></i><i></i>
      </div>
      <div class="brandtxt">
        <b>Bit por Bit</b>
        <span>Liceo RAAC · La Unión · Matemática 8° Básico</span>
      </div>
    </div>

<section class="screen" id="s-home">
      <div class="bits" id="hero-bits">
        <b>1</b><b class="on">0</b><b>1</b><b class="on">1</b><b>0</b>
      </div>
      <h1 class="title">Números <em>binarios</em></h1>
      <p class="sub">Los computadores cuentan con solo dos símbolos: <span class="mono" style="color:var(--gold-soft)">0</span> y <span class="mono" style="color:var(--gold-soft)">1</span>. Pon a prueba lo que aprendiste con 5 preguntas de verdadero o falso y 10 de alternativas.</p>
      <div class="field">
        <label for="name">Tu nombre</label>
        <input id="name" type="text" placeholder="Escribe tu nombre y apellido" autocomplete="off" maxlength="40">
      </div>
      <button class="btn" id="start" disabled>Comenzar el test →</button>
      <p class="metae">15 preguntas · nota de 2,0 a 7,0 · se aprueba con 60% (nota 4,0)</p>
    </section>

<section class="screen hidden" id="s-quiz">
      <div class="qtop">
        <div class="counter">Pregunta <b id="q-num">1</b> / 15</div>
        <div class="streak" id="streak"><span class="dot"></span><span id="streak-txt">Racha 0</span></div>
      </div>
      <div class="bar"><span id="bar"></span></div>
      <div id="badge" class="badge">Verdadero o Falso</div>
      <div class="qtext" id="q-text"></div>
      <div class="opts" id="opts"></div>
      <div class="feedback" id="fb">
        <div class="head" id="fb-head"></div>
        <div class="exp" id="fb-exp"></div>
      </div>
      <button class="btn hidden" id="next">Siguiente →</button>
    </section>

<section class="screen hidden" id="s-result">
      <div class="result-hero">
        <div class="nota" id="r-nota">4,0</div>
        <div class="verdict" id="r-verdict"></div>
        <div class="scoreline" id="r-score"></div>
      </div>
      <div class="divider"></div>
      <h3 class="sec">Revisión de tus respuestas</h3>
      <div class="revlist" id="review"></div>
      <div class="divider"></div>
      <h3 class="sec">Tu historial</h3>
      <div class="hist" id="hist"></div>
      <div class="btns2">
        <button class="btn ghost" id="again">↻ Jugar otra vez</button>
        <button class="btn" id="newp">Cambiar de jugador</button>
      </div>
    </section>
  </div>
</div>

const MC = [
  {q:"¿Cuál es el valor decimal del binario <code>101</code>?", o:["3","5","6","10"], c:1,
   e:"101₂ = 4 + 0 + 1 = <b>5</b>."},
  {q:"¿Cómo se escribe el número 6 en binario?", o:["110","011","101","100"], c:0,
   e:"6 = 4 + 2 → <b>110</b>."},
  {q:"¿Cuánto vale <code>2³</code>?", o:["6","8","9","16"], c:1,
   e:"2³ = 2 × 2 × 2 = <b>8</b>."},
  {q:"El binario <code>1000</code> equivale en decimal a:", o:["4","6","8","10"], c:2,
   e:"1000₂ = 2³ = <b>8</b>."},
  {q:"¿Cuál de los siguientes NO es un dígito válido del sistema binario?", o:["0","1","2","Los tres son válidos"], c:2,
   e:"El <b>2</b> no existe en binario: solo se usan 0 y 1."},
  {q:"¿Cuántos números distintos se pueden representar con 3 bits?", o:["3","6","8","9"], c:2,
   e:"Con 3 bits hay 2³ = <b>8</b> combinaciones (de 000 a 111)."},
  {q:"El número 13 en binario es:", o:["1101","1011","1110","1001"], c:0,
   e:"13 = 8 + 4 + 1 → <b>1101</b>."},
  {q:"¿Cuál es el mayor número que puedes formar con 4 bits?", o:["8","15","16","32"], c:1,
   e:"1111₂ = 8 + 4 + 2 + 1 = <b>15</b>."},
  {q:"En el taller de astronomía se numera el telescopio 22. ¿Cómo se escribe 22 en binario?", o:["10110","11010","10100","11000"], c:0,
   e:"22 = 16 + 4 + 2 → <b>10110</b>."},
  {q:"Un sensor del Lago Ranco envía la lectura <code>1100</code>. ¿Qué número decimal representa?", o:["6","10","12","14"], c:2,
   e:"1100₂ = 8 + 4 = <b>12</b>."},
  {q:"¿Qué operación se usa para convertir un número decimal a binario?", o:["Multiplicaciones por 2","Divisiones sucesivas por 2","Sumar 10","Restar 1"], c:1,
   e:"Se hacen <b>divisiones sucesivas por 2</b> y se leen los restos de abajo hacia arriba."},
  {q:"El binario <code>11111</code> equivale a:", o:["25","30","31","32"], c:2,
   e:"16 + 8 + 4 + 2 + 1 = <b>31</b>."},
  {q:"¿Cuál de estas afirmaciones es verdadera?", o:["10₂ = 10 decimal","10₂ = 2 decimal","10₂ = 1 decimal","10₂ = 20 decimal"], c:1,
   e:"10₂ = 1×2 + 0×1 = <b>2</b> en decimal."},
  {q:"Si un número binario termina en 0, el número decimal siempre es:", o:["Impar","Par","Mayor que 100","Cero"], c:1,
   e:"Terminar en 0 significa que es múltiplo de 2, por lo tanto <b>par</b>."},
  {q:"¿Cuánto es 1 + 1 en el sistema binario?", o:["10","2","11","0"], c:0,
   e:"En binario no existe el 2: al sumar 1 + 1 se \u201Cllevan\u201D y da <b>10</b>."},
  {q:"El número decimal 9 en binario es:", o:["1001","1010","1100","1000"], c:0,
   e:"9 = 8 + 1 → <b>1001</b>."},
  {q:"¿Qué palabra nombra a un solo dígito binario (0 o 1)?", o:["byte","bit","píxel","dato"], c:1,
   e:"Cada 0 o 1 es un <b>bit</b>. Ocho bits forman un byte."},
  {q:"La letra que ocupa la posición 5 del abecedario (E), en binario de 5 bits, es:", o:["00101","01010","00110","00011"], c:0,
   e:"5 = 4 + 1 → 101, y con 5 bits: <b>00101</b>."},
];

/* ===================== UTILIDADES ===================== */
const $=s=>document.querySelector(s);
const shuffle=a=>{const b=a.slice();for(let i=b.length-1;i>0;i--){const j=Math.floor(Math.random()*(i+1));[b[i],b[j]]=[b[j],b[i]]}return b};
const pick=(arr,n)=>shuffle(arr).slice(0,n);
const HKEY="binario_historial_v1";
const notaFmt=n=>n.toFixed(1).replace('.',',');

function calcNota(correct,total){
  const p=correct/total;
  let n = p>=0.6 ? 4+(p-0.6)/0.4*3 : 2+(p/0.6)*2;
  return Math.round(n*10)/10;
}

/* ===================== ESTADO ===================== */
let student="", quiz=[], idx=0, correct=0, streak=0, answered=false, review=[];

/* ===================== PORTADA ===================== */
const nameInput=$("#name"), startBtn=$("#start");
nameInput.addEventListener("input",()=>{startBtn.disabled=nameInput.value.trim().length<2});
nameInput.addEventListener("keydown",e=>{if(e.key==="Enter"&&!startBtn.disabled)startGame()});
startBtn.addEventListener("click",startGame);

// portada: animar los bits del hero
setInterval(()=>{
  document.querySelectorAll("#hero-bits b").forEach(b=>{
    if(Math.random()<.5){b.classList.toggle("on"); b.textContent=b.classList.contains("on")?"1":"0";}
  });
},900);

function startGame(){
  student=nameInput.value.trim();
  quiz=buildQuiz(); idx=0; correct=0; streak=0; review=[];
  $("#s-home").classList.add("hidden");
  $("#s-result").classList.add("hidden");
  $("#s-quiz").classList.remove("hidden");
  renderQ();
}

/* ===================== QUIZ ===================== */
const KEYS=["A","B","C","D"];
function renderQ(){
  answered=false;
  const item=quiz[idx];
  $("#q-num").textContent=idx+1;
  $("#bar").style.width=((idx)/quiz.length*100)+"%";
  $("#badge").textContent = item.type==='vf' ? "Verdadero o Falso" : "Alternativas · elige una";
  $("#q-text").innerHTML=item.q;
  updateStreak();

const fb=$("#fb");
  fb.classList.add("show", good?"ok":"no");
  $("#fb-head").innerHTML = good ? "✓ ¡Correcto!" : "✕ Incorrecto";
  const extra = good ? "" : ` La respuesta correcta era <b>${item.opts.find(o=>o.ok).t}</b>. `;
  $("#fb-exp").innerHTML = extra + item.e;
  $("#bar").style.width=((idx+1)/quiz.length*100)+"%";
  $("#next").classList.remove("hidden");
  $("#next").focus();
}

function updateStreak(){
  const s=$("#streak");
  $("#streak-txt").textContent="Racha "+streak;
  s.classList.toggle("live",streak>=2);
}

$("#next").addEventListener("click",()=>{
  if(idx<quiz.length-1){idx++; renderQ(); window.scrollTo({top:0,behavior:'smooth'});}
  else finish();
});

/* ===================== RESULTADOS ===================== */
function finish(){
  const total=quiz.length;
  const nota=calcNota(correct,total);
  const pass=nota>=4.0;
  saveHistory(nota,correct,total);

$("#s-quiz").classList.add("hidden");
  $("#s-result").classList.remove("hidden");

/* ===================== HISTORIAL (localStorage) ===================== */
function saveHistory(nota,correct,total){
  let h=[]; try{h=JSON.parse(localStorage.getItem(HKEY))||[]}catch(e){}
  h.unshift({name:student,nota,correct,total,date:new Date().toISOString()});
  h=h.slice(0,12);
  try{localStorage.setItem(HKEY,JSON.stringify(h))}catch(e){}
}
function renderHistory(){
  let h=[]; try{h=JSON.parse(localStorage.getItem(HKEY))||[]}catch(e){}
  const box=$("#hist");
  if(!h.length){box.innerHTML='<div class="empty">Aún no hay intentos guardados en este dispositivo.</div>';return;}
  box.innerHTML="";
  h.forEach(r=>{
    const pass=r.nota>=4.0;
    const dt=new Date(r.date);
    const ds=dt.toLocaleDateString('es-CL',{day:'2-digit',month:'2-digit'})+" "+dt.toLocaleTimeString('es-CL',{hour:'2-digit',minute:'2-digit'});
    const el=document.createElement("div");
    el.className="hrow";
    el.innerHTML=`<span>${r.name} · <span class="hd">${r.correct}/${r.total}</span></span>
                  <span><span class="hd">${ds}</span>   <span class="hn ${pass?'pass':'fail'}">${notaFmt(r.nota)}</span></span>`;
    box.appendChild(el);
  });
}

$("#again").addEventListener("click",()=>{startGame(); window.scrollTo({top:0,behavior:'smooth'});});
$("#newp").addEventListener("click",()=>{
  $("#s-result").classList.add("hidden");
  $("#s-quiz").classList.add("hidden");
  $("#s-home").classList.remove("hidden");
  nameInput.value=""; startBtn.disabled=true; nameInput.focus();
  window.scrollTo({top:0,behavior:'smooth'});
});

/* ===================== CONFETI ===================== */
function confetti(){
  const cv=$("#confetti"), ctx=cv.getContext("2d");
  cv.width=innerWidth; cv.height=innerHeight;
  const colors=["#E8B849","#FFD873","#F2EFE6","#8A6E2E"];
  const N=140, parts=[];
  for(let i=0;i<N;i++){
    parts.push({x:Math.random()*cv.width, y:-20-Math.random()*cv.height*.3,
      r:4+Math.random()*5, c:colors[i%colors.length],
      vy:2+Math.random()*3.5, vx:-1.5+Math.random()*3, rot:Math.random()*6, vr:-.2+Math.random()*.4});
  }
  let t=0;
  (function anim(){
    t++; ctx.clearRect(0,0,cv.width,cv.height);
    parts.forEach(p=>{
      p.x+=p.vx; p.y+=p.vy; p.rot+=p.vr;
      ctx.save(); ctx.translate(p.x,p.y); ctx.rotate(p.rot);
      ctx.fillStyle=p.c; ctx.fillRect(-p.r/2,-p.r/2,p.r,p.r*1.6); ctx.restore();
    });
    if(t<210) requestAnimationFrame(anim); else ctx.clearRect(0,0,cv.width,cv.height);
  })();
}
addEventListener("resize",()=>{const cv=$("#confetti");cv.width=innerWidth;cv.height=innerHeight;});
nameInput.focus();
</script>
</body>
</html>

Manuel Gonzalez

Actividad: 14/07/2026 Publicado: 14/07/2026

INTERNA

4° Medio

Informe Académico Semestre 1, 2026

Informe Académico Departamento de Matemática, Primer Semestre 2026

<!DOCTYPE html>
<html lang="es">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width,initial-scale=1.0">
<title>Informe Rendimiento Académico — Matemática 2026 — Liceo Bicentenario RAAC</title>
<script src="https://cdnjs.cloudflare.com/ajax/libs/Chart.js/4.4.1/chart.umd.js"></script>
<style>
*,*::before,*::after{box-sizing:border-box;margin:0;padding:0}
:root{
  --bg:#f4f3ef;--surface:#fff;--surface2:#f0efe9;
  --border:rgba(0,0,0,0.09);--border2:rgba(0,0,0,0.16);
  --text:#1a1a18;--text2:#5a5956;--text3:#8f8e89;
  --blue:#185FA5;--blue-l:#E6F1FB;
  --teal:#0F6E56;--teal-m:#1D9E75;--teal-l:#E1F5EE;
  --amber:#854F0B;--amber-m:#EF9F27;--amber-l:#FAEEDA;
  --red:#A32D2D;--red-m:#E24B4A;--red-l:#FCEBEB;
  --green-m:#97C459;--green-l:#EAF3DE;
  --gold:#C9A227;--darkgold:#8B6914;
}
body{background:var(--bg);color:var(--text);font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',system-ui,sans-serif;font-size:15px;line-height:1.6;min-height:100vh}

/* HEADER */
.page-header{background:#111;color:#fff;padding:0}
.header-inner{max-width:1100px;margin:0 auto;padding:1.5rem 2rem;display:flex;align-items:center;gap:1.5rem}
.logo-wrap img{height:80px;width:auto}
.header-text h1{font-size:22px;font-weight:600;color:var(--gold);line-height:1.2}
.header-text p{font-size:13px;color:#aaa;margin-top:4px}
.header-badge{margin-left:auto;text-align:right}
.header-badge span{display:inline-block;background:var(--gold);color:#111;font-size:11px;font-weight:700;padding:4px 12px;border-radius:99px;letter-spacing:0.05em}

/* NAV TABS */
.tab-nav{background:var(--surface);border-bottom:2px solid var(--gold);position:sticky;top:0;z-index:100;box-shadow:0 2px 8px rgba(0,0,0,0.08)}
.tab-nav-inner{max-width:1100px;margin:0 auto;padding:0 2rem;display:flex;gap:0}
.tab-btn{background:none;border:none;cursor:pointer;padding:14px 24px;font-size:14px;font-weight:500;color:var(--text2);border-bottom:3px solid transparent;margin-bottom:-2px;transition:all 0.2s;display:flex;align-items:center;gap:8px}
.tab-btn:hover{color:var(--text);background:var(--surface2)}
.tab-btn.active{color:var(--gold);border-bottom-color:var(--gold);font-weight:600}
.tab-dot{width:8px;height:8px;border-radius:50%;flex-shrink:0}

/* MAIN */
.main{max-width:1100px;margin:0 auto;padding:2rem}
.tab-content{display:none}
.tab-content.active{display:block}

/* METRICS */
.metrics-grid{display:grid;grid-template-columns:repeat(auto-fit,minmax(160px,1fr));gap:12px;margin-bottom:2rem}
.metric{background:var(--surface);border:0.5px solid var(--border);border-radius:10px;padding:16px 18px}
.metric-label{font-size:12px;color:var(--text3);margin-bottom:6px}
.metric-value{font-size:28px;font-weight:600;color:var(--text);line-height:1}
.metric-sub{font-size:12px;color:var(--text2);margin-top:5px}
.accent-blue{border-left:3px solid var(--blue)}
.accent-green{border-left:3px solid var(--teal-m)}
.accent-red{border-left:3px solid var(--red-m)}
.accent-amber{border-left:3px solid var(--amber-m)}
.accent-teal{border-left:3px solid var(--teal-m)}

/* NIVEL */
.nivel-block{margin-bottom:2.5rem}
.nivel-title{font-size:16px;font-weight:600;color:var(--darkgold);margin-bottom:12px;padding-bottom:8px;border-bottom:2px solid var(--gold)}

/* TABLE */
.table-wrap{background:var(--surface);border:0.5px solid var(--border);border-radius:10px;overflow:auto;margin-bottom:1rem}
table{width:100%;border-collapse:collapse;font-size:13px}
thead th{background:var(--surface2);font-weight:600;font-size:11px;letter-spacing:0.04em;text-transform:uppercase;color:var(--text2);padding:10px 12px;text-align:left;border-bottom:0.5px solid var(--border2);white-space:nowrap}
tbody td{padding:10px 12px;border-bottom:0.5px solid var(--border);vertical-align:middle}
tbody tr:last-child td{border-bottom:none}
tbody tr:hover td{background:var(--surface2)}
.total-row td{background:#f8f7f2;font-weight:600;border-top:0.5px solid var(--border2)}
td.danger{color:var(--red);font-weight:600}
td.warn{color:var(--amber);font-weight:500}
td.pend-yes{color:var(--amber);font-weight:600}
td.prof{color:var(--text2);font-size:12px}
.badge{display:inline-block;padding:2px 10px;border-radius:99px;font-size:12px;font-weight:600}
.badge-ok{background:var(--green-l);color:#2d5a0a}
.badge-medio{background:var(--amber-l);color:var(--amber)}
.badge-risk{background:var(--red-l);color:var(--red)}

/* CHARTS */
.charts-section{margin-top:2rem}
.charts-title{font-size:16px;font-weight:600;color:var(--text);margin-bottom:1rem}
.charts-2col{display:grid;grid-template-columns:1fr 1fr;gap:16px}
.chart-card{background:var(--surface);border:0.5px solid var(--border);border-radius:10px;padding:1.25rem}
.chart-title{font-size:13px;font-weight:600;color:var(--text2);margin-bottom:12px}

/* SECTION LABEL */
.section-label{font-size:11px;font-weight:700;letter-spacing:0.07em;text-transform:uppercase;color:var(--text3);margin-bottom:12px;padding-bottom:8px;border-bottom:0.5px solid var(--border)}

/* CONCLUSIONS */
.conclusions-grid{display:grid;grid-template-columns:1fr 1fr;gap:16px;margin-top:1rem}
.conclusion-card{background:var(--surface);border:0.5px solid var(--border);border-radius:10px;padding:1.25rem 1.5rem}
.conclusion-card.hl-red{border-left:3px solid var(--red-m)}
.conclusion-card.hl-green{border-left:3px solid var(--teal-m)}
.conclusion-card.hl-amber{border-left:3px solid var(--amber-m)}
.conclusion-card.hl-blue{border-left:3px solid var(--blue)}
.conclusion-icon{font-size:20px;margin-bottom:8px}
.conclusion-title{font-size:14px;font-weight:600;color:var(--text);margin-bottom:6px}
.conclusion-text{font-size:13px;color:var(--text2);line-height:1.65}

/* FOOTER */
footer{background:#111;color:#888;text-align:center;padding:1.5rem;margin-top:3rem;font-size:12px}
footer strong{color:var(--gold)}

@media(max-width:700px){
  .charts-2col,.conclusions-grid{grid-template-columns:1fr}
  .header-inner{flex-wrap:wrap}
  .header-badge{margin-left:0}
}
</style>
</head>
<body>

<header class="page-header">
  <div class="header-inner">
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" alt="Logo Liceo RAAC"></div>
    <div class="header-text">
      <h1>Informe de Rendimiento Académico<br>Departamento de Matemática</h1>
      <p>Liceo Bicentenario Rector Abdón Andrade Coloma · La Unión, Región de Los Ríos · Primer Semestre 2026</p>
    </div>
    <div class="header-badge"><span>PRIMER SEMESTRE 2026</span></div>
  </div>
</header>

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  <div class="tab-nav-inner">
    <button class="tab-btn active" onclick="showTab('ch',this)">
      <span class="tab-dot" style="background:#185FA5"></span>Científico Humanista
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      <span class="tab-dot" style="background:#EF9F27"></span>Técnico Profesional
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      <span class="tab-dot" style="background:#1D9E75"></span>Formación Diferenciada
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      <span class="tab-dot" style="background:#A32D2D"></span>Conclusiones y Acciones
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<div class="tab-content" id="tab-ch">
      <div class="metrics-grid">
        <div class="metric accent-blue">
          <p class="metric-label">Matrícula</p>
          <p class="metric-value">759</p>
          <p class="metric-sub">25 cursos</p>
        </div>
        <div class="metric accent-green">
          <p class="metric-label">Aprobados</p>
          <p class="metric-value">594</p>
          <p class="metric-sub">78% del total</p>
        </div>
        <div class="metric accent-red">
          <p class="metric-label">Reprobados</p>
          <p class="metric-value">152</p>
          <p class="metric-sub">20% del total</p>
        </div>
        <div class="metric accent-amber">
          <p class="metric-label">Pendientes</p>
          <p class="metric-value">16</p>
          <p class="metric-sub">Requieren atención</p>
        </div>
      </div>

<div class="nivel-block">
          <h3 class="nivel-title">7° Básico</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>7°A</strong></td>
          <td>17</td>
          <td class="prof">Andrea Barril</td>
          <td class="warn">2 <small>(12%)</small></td>
          <td>3 <small>(18%)</small></td>
          <td>10 <small>(59%)</small></td>
          <td>3 <small>(18%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,2</span></td>
        </tr><tr>
          <td><strong>7°B</strong></td>
          <td>15</td>
          <td class="prof">Meriyin Solís</td>
          <td class="warn">3 <small>(20%)</small></td>
          <td>8 <small>(53%)</small></td>
          <td>1 <small>(7%)</small></td>
          <td>3 <small>(20%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,4</span></td>
        </tr><tr>
          <td><strong>7°C</strong></td>
          <td>15</td>
          <td class="prof">Victoria Vega</td>
          <td class="">1 <small>(7%)</small></td>
          <td>2 <small>(13%)</small></td>
          <td>8 <small>(53%)</small></td>
          <td>4 <small>(27%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,4</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (47)</strong></td>
      <td>—</td>
      <td><strong>6 (13%)</strong></td>
      <td><strong>13 (28%)</strong></td>
      <td><strong>19 (40%)</strong></td>
      <td><strong>10 (21%)</strong></td>
      <td><strong>0</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">8° Básico</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>8°A</strong></td>
          <td>24</td>
          <td class="prof">Manuel González</td>
          <td class="danger">5 <small>(21%)</small></td>
          <td>8 <small>(33%)</small></td>
          <td>7 <small>(29%)</small></td>
          <td>4 <small>(17%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr>
          <td><strong>8°B</strong></td>
          <td>26</td>
          <td class="prof">Andrea Barril</td>
          <td class="danger">7 <small>(27%)</small></td>
          <td>11 <small>(42%)</small></td>
          <td>6 <small>(23%)</small></td>
          <td>2 <small>(8%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,5</span></td>
        </tr><tr>
          <td><strong>8°C</strong></td>
          <td>21</td>
          <td class="prof">Andrea Barril</td>
          <td class="danger">5 <small>(24%)</small></td>
          <td>7 <small>(33%)</small></td>
          <td>5 <small>(24%)</small></td>
          <td>4 <small>(19%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (71)</strong></td>
      <td>—</td>
      <td><strong>17 (24%)</strong></td>
      <td><strong>26 (37%)</strong></td>
      <td><strong>18 (25%)</strong></td>
      <td><strong>10 (14%)</strong></td>
      <td><strong>0</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">1° Medio</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>1°A</strong></td>
          <td>31</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="">3 <small>(10%)</small></td>
          <td>12 <small>(39%)</small></td>
          <td>8 <small>(26%)</small></td>
          <td>8 <small>(26%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,2</span></td>
        </tr><tr>
          <td><strong>1°B</strong></td>
          <td>34</td>
          <td class="prof">Manuel González</td>
          <td class="warn">5 <small>(15%)</small></td>
          <td>9 <small>(26%)</small></td>
          <td>9 <small>(26%)</small></td>
          <td>11 <small>(32%)</small></td>
          <td class="pend-yes">1</td>
          <td><span class="badge badge-ok">5,3</span></td>
        </tr><tr>
          <td><strong>1°C</strong></td>
          <td>33</td>
          <td class="prof">Mireya Soto</td>
          <td class="danger">7 <small>(21%)</small></td>
          <td>9 <small>(27%)</small></td>
          <td>7 <small>(21%)</small></td>
          <td>10 <small>(30%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,1</span></td>
        </tr><tr>
          <td><strong>1°D</strong></td>
          <td>35</td>
          <td class="prof">Meriyin Solís</td>
          <td class="danger">14 <small>(40%)</small></td>
          <td>10 <small>(29%)</small></td>
          <td>5 <small>(14%)</small></td>
          <td>6 <small>(17%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,3</span></td>
        </tr><tr>
          <td><strong>1°E</strong></td>
          <td>32</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="">2 <small>(6%)</small></td>
          <td>11 <small>(34%)</small></td>
          <td>12 <small>(38%)</small></td>
          <td>7 <small>(22%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,1</span></td>
        </tr><tr>
          <td><strong>1°F</strong></td>
          <td>31</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="danger">8 <small>(26%)</small></td>
          <td>8 <small>(26%)</small></td>
          <td>10 <small>(32%)</small></td>
          <td>5 <small>(16%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (196)</strong></td>
      <td>—</td>
      <td><strong>39 (20%)</strong></td>
      <td><strong>59 (30%)</strong></td>
      <td><strong>51 (26%)</strong></td>
      <td><strong>47 (24%)</strong></td>
      <td><strong>1</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">2° Medio</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>2°A</strong></td>
          <td>40</td>
          <td class="prof">Mireya Soto</td>
          <td class="warn">8 <small>(20%)</small></td>
          <td>6 <small>(15%)</small></td>
          <td>11 <small>(28%)</small></td>
          <td>15 <small>(38%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,2</span></td>
        </tr><tr>
          <td><strong>2°B</strong></td>
          <td>38</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="warn">7 <small>(18%)</small></td>
          <td>14 <small>(37%)</small></td>
          <td>11 <small>(29%)</small></td>
          <td>6 <small>(16%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,7</span></td>
        </tr><tr>
          <td><strong>2°C</strong></td>
          <td>38</td>
          <td class="prof">Mireya Soto</td>
          <td class="danger">12 <small>(32%)</small></td>
          <td>10 <small>(26%)</small></td>
          <td>8 <small>(21%)</small></td>
          <td>8 <small>(21%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr>
          <td><strong>2°D</strong></td>
          <td>40</td>
          <td class="prof">Yuliana Villalón</td>
          <td class="">4 <small>(10%)</small></td>
          <td>7 <small>(18%)</small></td>
          <td>11 <small>(28%)</small></td>
          <td>15 <small>(38%)</small></td>
          <td class="pend-yes">3</td>
          <td><span class="badge badge-ok">5,5</span></td>
        </tr><tr>
          <td><strong>2°E</strong></td>
          <td>40</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="danger">9 <small>(22%)</small></td>
          <td>14 <small>(35%)</small></td>
          <td>9 <small>(22%)</small></td>
          <td>4 <small>(10%)</small></td>
          <td class="pend-yes">4</td>
          <td><span class="badge badge-medio">4,5</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (196)</strong></td>
      <td>—</td>
      <td><strong>40 (20%)</strong></td>
      <td><strong>51 (26%)</strong></td>
      <td><strong>50 (26%)</strong></td>
      <td><strong>48 (24%)</strong></td>
      <td><strong>7</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">3° Medio</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>3°A</strong></td>
          <td>36</td>
          <td class="prof">Karol Gatica</td>
          <td class="">3 <small>(8%)</small></td>
          <td>14 <small>(39%)</small></td>
          <td>12 <small>(33%)</small></td>
          <td>7 <small>(19%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,0</span></td>
        </tr><tr>
          <td><strong>3°B</strong></td>
          <td>27</td>
          <td class="prof">Meriyin Solís</td>
          <td class="warn">5 <small>(19%)</small></td>
          <td>7 <small>(26%)</small></td>
          <td>9 <small>(33%)</small></td>
          <td>4 <small>(15%)</small></td>
          <td class="pend-yes">2</td>
          <td><span class="badge badge-medio">4,9</span></td>
        </tr><tr>
          <td><strong>3°C</strong></td>
          <td>32</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="danger">7 <small>(22%)</small></td>
          <td>7 <small>(22%)</small></td>
          <td>10 <small>(31%)</small></td>
          <td>8 <small>(25%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,0</span></td>
        </tr><tr>
          <td><strong>3°D</strong></td>
          <td>32</td>
          <td class="prof">Manuel González</td>
          <td class="danger">12 <small>(38%)</small></td>
          <td>9 <small>(28%)</small></td>
          <td>6 <small>(19%)</small></td>
          <td>5 <small>(16%)</small></td>
          <td class="pend-yes">1</td>
          <td><span class="badge badge-medio">4,5</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (127)</strong></td>
      <td>—</td>
      <td><strong>27 (21%)</strong></td>
      <td><strong>37 (29%)</strong></td>
      <td><strong>37 (29%)</strong></td>
      <td><strong>24 (19%)</strong></td>
      <td><strong>3</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">4° Medio</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>4°A</strong></td>
          <td>28</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="danger">6 <small>(21%)</small></td>
          <td>9 <small>(32%)</small></td>
          <td>9 <small>(32%)</small></td>
          <td>4 <small>(14%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr>
          <td><strong>4°B</strong></td>
          <td>29</td>
          <td class="prof">Mireya Soto</td>
          <td class="danger">6 <small>(21%)</small></td>
          <td>7 <small>(24%)</small></td>
          <td>6 <small>(21%)</small></td>
          <td>9 <small>(31%)</small></td>
          <td class="pend-yes">1</td>
          <td><span class="badge badge-ok">5,1</span></td>
        </tr><tr>
          <td><strong>4°C</strong></td>
          <td>31</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="warn">5 <small>(16%)</small></td>
          <td>8 <small>(26%)</small></td>
          <td>6 <small>(19%)</small></td>
          <td>8 <small>(26%)</small></td>
          <td class="pend-yes">4</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr>
          <td><strong>4°D</strong></td>
          <td>34</td>
          <td class="prof">Meriyin Solís</td>
          <td class="warn">6 <small>(18%)</small></td>
          <td>9 <small>(26%)</small></td>
          <td>8 <small>(24%)</small></td>
          <td>11 <small>(32%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,2</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (122)</strong></td>
      <td>—</td>
      <td><strong>23 (19%)</strong></td>
      <td><strong>33 (27%)</strong></td>
      <td><strong>29 (24%)</strong></td>
      <td><strong>32 (26%)</strong></td>
      <td><strong>5</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>

<div class="charts-section">
        <h3 class="charts-title">Análisis visual — Científico Humanista</h3>
        <div class="charts-2col">
          <div class="chart-card">
            <p class="chart-title">Distribución por tramo de nota</p>
            <div style="position:relative;height:260px">
              <canvas id="donut-ch" role="img" aria-label="Distribución tramos Científico Humanista"></canvas>
            </div>
          </div>
          <div class="chart-card">
            <p class="chart-title">Aprobados vs reprobados por curso</p>
            <div style="position:relative;height:260px">
              <canvas id="aprob-ch" role="img" aria-label="Aprobados reprobados Científico Humanista"></canvas>
            </div>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Composición por tramos — todos los cursos</p>
          <div style="position:relative;height:960px">
            <canvas id="stack-ch" role="img" aria-label="Composición por tramos Científico Humanista"></canvas>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Promedios por curso (línea de corte 4,0)</p>
          <div style="position:relative;height:280px">
            <canvas id="prom-ch" role="img" aria-label="Promedios por curso Científico Humanista"></canvas>
          </div>
        </div>
      </div>

new Chart(document.getElementById('donut-ch'),{
          type:'doughnut',
          data:{
            labels:['Reprobado (1-3,9)','4-4,9','5-5,9','6-7'],
            datasets:[{data:[totR1,totR2,totR3,totR4],
              backgroundColor:['#E24B4A','#EF9F27','#97C459','#1D9E75'],
              borderWidth:3,borderColor:'#fff'}]
          },
          options:{responsive:true,maintainAspectRatio:false,
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.label}: ${ctx.raw} alumnos`}}}
          }
        });

new Chart(document.getElementById('aprob-ch'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Aprobados',data:aprob,backgroundColor:'#1D9E7599',borderRadius:4},
              {label:'Reprobados',data:r1,backgroundColor:'#E24B4A99',borderRadius:4},
              {label:'Pendientes',data:pend,backgroundColor:'#EF9F2799',borderRadius:4}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
              x:{stacked:false,ticks:{font:{size:10}},grid:{display:false}},
              y:{ticks:{font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
        });

new Chart(document.getElementById('stack-ch'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'1-3,9',data:r1.map((_,i)=>matr[i]?Math.round(r1[i]/matr[i]*100):0),backgroundColor:'#E24B4ACC'},
              {label:'4-4,9',data:r2.map((_,i)=>matr[i]?Math.round(r2[i]/matr[i]*100):0),backgroundColor:'#EF9F27CC'},
              {label:'5-5,9',data:r3.map((_,i)=>matr[i]?Math.round(r3[i]/matr[i]*100):0),backgroundColor:'#97C459CC'},
              {label:'6-7',data:r4.map((_,i)=>matr[i]?Math.round(r4[i]/matr[i]*100):0),backgroundColor:'#1D9E75CC'}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            indexAxis:'y',
            scales:{
              x:{stacked:true,min:0,max:100,ticks:{callback:v=>v+'%',font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}},
              y:{stacked:true,ticks:{font:{size:11}},grid:{display:false}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}%`}}}
          }
        });

new Chart(document.getElementById('prom-ch'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Promedio',data:proms,backgroundColor:'#185FA5BB',borderRadius:4},
              {label:'Límite 4,0',data:labels.map(()=>4.0),type:'line',
                borderColor:'#E24B4A',borderDash:[5,4],borderWidth:1.5,pointRadius:0,backgroundColor:'transparent'}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
              y:{min:1,max:7,ticks:{font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}},
              x:{ticks:{font:{size:10}},grid:{display:false}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
        });
      })();
      </script>
    </div>

<div class="tab-content" id="tab-tp">
      <div class="metrics-grid">
        <div class="metric accent-amber">
          <p class="metric-label">Matrícula</p>
          <p class="metric-value">82</p>
          <p class="metric-sub">6 cursos</p>
        </div>
        <div class="metric accent-green">
          <p class="metric-label">Aprobados</p>
          <p class="metric-value">72</p>
          <p class="metric-sub">88% del total</p>
        </div>
        <div class="metric accent-red">
          <p class="metric-label">Reprobados</p>
          <p class="metric-value">19</p>
          <p class="metric-sub">23% del total</p>
        </div>
        <div class="metric accent-amber">
          <p class="metric-label">Pendientes</p>
          <p class="metric-value">2</p>
          <p class="metric-sub">Requieren atención</p>
        </div>
      </div>

<div class="nivel-block">
          <h3 class="nivel-title">3° Medio TP</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>3°A</strong></td>
          <td>22</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="danger">8 <small>(36%)</small></td>
          <td>6 <small>(27%)</small></td>
          <td>6 <small>(27%)</small></td>
          <td>2 <small>(9%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,4</span></td>
        </tr><tr>
          <td><strong>3°B</strong></td>
          <td>11</td>
          <td class="prof">Andrea Barril</td>
          <td class="">1 <small>(9%)</small></td>
          <td>4 <small>(36%)</small></td>
          <td>4 <small>(36%)</small></td>
          <td>2 <small>(18%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-medio">4,8</span></td>
        </tr><tr>
          <td><strong>3°C</strong></td>
          <td>12</td>
          <td class="prof">Andrea Barril</td>
          <td class="danger">3 <small>(25%)</small></td>
          <td>7 <small>(58%)</small></td>
          <td>1 <small>(8%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td class="pend-yes">1</td>
          <td><span class="badge badge-medio">4,4</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (45)</strong></td>
      <td>—</td>
      <td><strong>12 (27%)</strong></td>
      <td><strong>17 (38%)</strong></td>
      <td><strong>11 (24%)</strong></td>
      <td><strong>4 (9%)</strong></td>
      <td><strong>1</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">4° Medio TP</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>4°A</strong></td>
          <td>10</td>
          <td class="prof">Meriyin Solís</td>
          <td class="danger">7 <small>(70%)</small></td>
          <td>6 <small>(60%)</small></td>
          <td>5 <small>(50%)</small></td>
          <td>2 <small>(20%)</small></td>
          <td class="pend-yes">1</td>
          <td><span class="badge badge-medio">4,5</span></td>
        </tr><tr>
          <td><strong>4°B</strong></td>
          <td>14</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="">0 <small>(0%)</small></td>
          <td>3 <small>(21%)</small></td>
          <td>6 <small>(43%)</small></td>
          <td>5 <small>(36%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,7</span></td>
        </tr><tr>
          <td><strong>4°C</strong></td>
          <td>13</td>
          <td class="prof">Victoria Vega</td>
          <td class="">0 <small>(0%)</small></td>
          <td>6 <small>(46%)</small></td>
          <td>4 <small>(31%)</small></td>
          <td>3 <small>(23%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,2</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (37)</strong></td>
      <td>—</td>
      <td><strong>7 (19%)</strong></td>
      <td><strong>15 (41%)</strong></td>
      <td><strong>15 (41%)</strong></td>
      <td><strong>10 (27%)</strong></td>
      <td><strong>1</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>

<div class="charts-section">
        <h3 class="charts-title">Análisis visual — Técnico Profesional</h3>
        <div class="charts-2col">
          <div class="chart-card">
            <p class="chart-title">Distribución por tramo de nota</p>
            <div style="position:relative;height:260px">
              <canvas id="donut-tp" role="img" aria-label="Distribución tramos Técnico Profesional"></canvas>
            </div>
          </div>
          <div class="chart-card">
            <p class="chart-title">Aprobados vs reprobados por curso</p>
            <div style="position:relative;height:260px">
              <canvas id="aprob-tp" role="img" aria-label="Aprobados reprobados Técnico Profesional"></canvas>
            </div>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Composición por tramos — todos los cursos</p>
          <div style="position:relative;height:276px">
            <canvas id="stack-tp" role="img" aria-label="Composición por tramos Técnico Profesional"></canvas>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Promedios por curso (línea de corte 4,0)</p>
          <div style="position:relative;height:280px">
            <canvas id="prom-tp" role="img" aria-label="Promedios por curso Técnico Profesional"></canvas>
          </div>
        </div>
      </div>

new Chart(document.getElementById('donut-tp'),{
          type:'doughnut',
          data:{
            labels:['Reprobado (1-3,9)','4-4,9','5-5,9','6-7'],
            datasets:[{data:[totR1,totR2,totR3,totR4],
              backgroundColor:['#E24B4A','#EF9F27','#97C459','#1D9E75'],
              borderWidth:3,borderColor:'#fff'}]
          },
          options:{responsive:true,maintainAspectRatio:false,
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.label}: ${ctx.raw} alumnos`}}}
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        });

new Chart(document.getElementById('aprob-tp'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Aprobados',data:aprob,backgroundColor:'#1D9E7599',borderRadius:4},
              {label:'Reprobados',data:r1,backgroundColor:'#E24B4A99',borderRadius:4},
              {label:'Pendientes',data:pend,backgroundColor:'#EF9F2799',borderRadius:4}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
              x:{stacked:false,ticks:{font:{size:10}},grid:{display:false}},
              y:{ticks:{font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
        });

new Chart(document.getElementById('stack-tp'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'1-3,9',data:r1.map((_,i)=>matr[i]?Math.round(r1[i]/matr[i]*100):0),backgroundColor:'#E24B4ACC'},
              {label:'4-4,9',data:r2.map((_,i)=>matr[i]?Math.round(r2[i]/matr[i]*100):0),backgroundColor:'#EF9F27CC'},
              {label:'5-5,9',data:r3.map((_,i)=>matr[i]?Math.round(r3[i]/matr[i]*100):0),backgroundColor:'#97C459CC'},
              {label:'6-7',data:r4.map((_,i)=>matr[i]?Math.round(r4[i]/matr[i]*100):0),backgroundColor:'#1D9E75CC'}
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            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}%`}}}
          }
        });

new Chart(document.getElementById('prom-tp'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Promedio',data:proms,backgroundColor:'#185FA5BB',borderRadius:4},
              {label:'Límite 4,0',data:labels.map(()=>4.0),type:'line',
                borderColor:'#E24B4A',borderDash:[5,4],borderWidth:1.5,pointRadius:0,backgroundColor:'transparent'}
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          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
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            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
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      </script>
    </div>

<div class="tab-content" id="tab-fd">
      <div class="metrics-grid">
        <div class="metric accent-teal">
          <p class="metric-label">Matrícula</p>
          <p class="metric-value">122</p>
          <p class="metric-sub">8 cursos</p>
        </div>
        <div class="metric accent-green">
          <p class="metric-label">Aprobados</p>
          <p class="metric-value">118</p>
          <p class="metric-sub">97% del total</p>
        </div>
        <div class="metric accent-red">
          <p class="metric-label">Reprobados</p>
          <p class="metric-value">2</p>
          <p class="metric-sub">2% del total</p>
        </div>
        <div class="metric accent-amber">
          <p class="metric-label">Pendientes</p>
          <p class="metric-value">2</p>
          <p class="metric-sub">Requieren atención</p>
        </div>
      </div>

<div class="nivel-block">
          <h3 class="nivel-title">3° Medio FD</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>3°A</strong></td>
          <td>21</td>
          <td class="prof">—</td>
          <td class="">0 <small>(0%)</small></td>
          <td>2 <small>(10%)</small></td>
          <td>2 <small>(10%)</small></td>
          <td>17 <small>(81%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">6,1</span></td>
        </tr><tr>
          <td><strong>3°B</strong></td>
          <td>12</td>
          <td class="prof">Jaime Gutiérrez</td>
          <td class="">0 <small>(0%)</small></td>
          <td>3 <small>(25%)</small></td>
          <td>5 <small>(42%)</small></td>
          <td>4 <small>(33%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,6</span></td>
        </tr><tr>
          <td><strong>3°C</strong></td>
          <td>19</td>
          <td class="prof">Meriyin Solís</td>
          <td class="warn">2 <small>(11%)</small></td>
          <td>3 <small>(16%)</small></td>
          <td>11 <small>(58%)</small></td>
          <td>3 <small>(16%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,3</span></td>
        </tr><tr>
          <td><strong>3°D</strong></td>
          <td>15</td>
          <td class="prof">Victoria Vega</td>
          <td class="">0 <small>(0%)</small></td>
          <td>5 <small>(33%)</small></td>
          <td>1 <small>(7%)</small></td>
          <td>7 <small>(47%)</small></td>
          <td class="pend-yes">2</td>
          <td><span class="badge badge-ok">5,8</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (67)</strong></td>
      <td>—</td>
      <td><strong>2 (3%)</strong></td>
      <td><strong>13 (19%)</strong></td>
      <td><strong>19 (28%)</strong></td>
      <td><strong>31 (46%)</strong></td>
      <td><strong>2</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>
        <div class="nivel-block">
          <h3 class="nivel-title">4° Medio FD</h3>
          <div class="table-wrap">
            <table>
              <thead><tr>
                <th>Curso</th><th>Matr.</th><th>Docente</th>
                <th>Reprobados<br><small>1–3,9</small></th>
                <th>4–4,9</th><th>5–5,9</th><th>6–7</th>
                <th>Pend.</th><th>Prom.</th>
              </tr></thead>
              <tbody><tr>
          <td><strong>4°A</strong></td>
          <td>10</td>
          <td class="prof">Yuliana Villalón</td>
          <td class="">0 <small>(0%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td>10 <small>(100%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">6,7</span></td>
        </tr><tr>
          <td><strong>4°B</strong></td>
          <td>19</td>
          <td class="prof">Victoria Vega</td>
          <td class="">0 <small>(0%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td>8 <small>(42%)</small></td>
          <td>11 <small>(58%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">6,2</span></td>
        </tr><tr>
          <td><strong>4°C</strong></td>
          <td>15</td>
          <td class="prof">Joselyn Navarrete</td>
          <td class="">0 <small>(0%)</small></td>
          <td>8 <small>(53%)</small></td>
          <td>4 <small>(27%)</small></td>
          <td>3 <small>(20%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">5,1</span></td>
        </tr><tr>
          <td><strong>4°D</strong></td>
          <td>11</td>
          <td class="prof">Victoria Vega</td>
          <td class="">0 <small>(0%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td>0 <small>(0%)</small></td>
          <td>11 <small>(100%)</small></td>
          <td class="">0</td>
          <td><span class="badge badge-ok">6,8</span></td>
        </tr><tr class="total-row">
      <td colspan="2"><strong>TOTAL (55)</strong></td>
      <td>—</td>
      <td><strong>0 (0%)</strong></td>
      <td><strong>8 (15%)</strong></td>
      <td><strong>12 (22%)</strong></td>
      <td><strong>35 (64%)</strong></td>
      <td><strong>0</strong></td>
      <td>—</td>
    </tr></tbody>
            </table>
          </div>
        </div>

<div class="charts-section">
        <h3 class="charts-title">Análisis visual — Formación Diferenciada</h3>
        <div class="charts-2col">
          <div class="chart-card">
            <p class="chart-title">Distribución por tramo de nota</p>
            <div style="position:relative;height:260px">
              <canvas id="donut-fd" role="img" aria-label="Distribución tramos Formación Diferenciada"></canvas>
            </div>
          </div>
          <div class="chart-card">
            <p class="chart-title">Aprobados vs reprobados por curso</p>
            <div style="position:relative;height:260px">
              <canvas id="aprob-fd" role="img" aria-label="Aprobados reprobados Formación Diferenciada"></canvas>
            </div>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Composición por tramos — todos los cursos</p>
          <div style="position:relative;height:348px">
            <canvas id="stack-fd" role="img" aria-label="Composición por tramos Formación Diferenciada"></canvas>
          </div>
        </div>
        <div class="chart-card" style="margin-top:16px">
          <p class="chart-title">Promedios por curso (línea de corte 4,0)</p>
          <div style="position:relative;height:280px">
            <canvas id="prom-fd" role="img" aria-label="Promedios por curso Formación Diferenciada"></canvas>
          </div>
        </div>
      </div>

new Chart(document.getElementById('donut-fd'),{
          type:'doughnut',
          data:{
            labels:['Reprobado (1-3,9)','4-4,9','5-5,9','6-7'],
            datasets:[{data:[totR1,totR2,totR3,totR4],
              backgroundColor:['#E24B4A','#EF9F27','#97C459','#1D9E75'],
              borderWidth:3,borderColor:'#fff'}]
          },
          options:{responsive:true,maintainAspectRatio:false,
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.label}: ${ctx.raw} alumnos`}}}
          }
        });

new Chart(document.getElementById('aprob-fd'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Aprobados',data:aprob,backgroundColor:'#1D9E7599',borderRadius:4},
              {label:'Reprobados',data:r1,backgroundColor:'#E24B4A99',borderRadius:4},
              {label:'Pendientes',data:pend,backgroundColor:'#EF9F2799',borderRadius:4}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
              x:{stacked:false,ticks:{font:{size:10}},grid:{display:false}},
              y:{ticks:{font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
        });

new Chart(document.getElementById('stack-fd'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'1-3,9',data:r1.map((_,i)=>matr[i]?Math.round(r1[i]/matr[i]*100):0),backgroundColor:'#E24B4ACC'},
              {label:'4-4,9',data:r2.map((_,i)=>matr[i]?Math.round(r2[i]/matr[i]*100):0),backgroundColor:'#EF9F27CC'},
              {label:'5-5,9',data:r3.map((_,i)=>matr[i]?Math.round(r3[i]/matr[i]*100):0),backgroundColor:'#97C459CC'},
              {label:'6-7',data:r4.map((_,i)=>matr[i]?Math.round(r4[i]/matr[i]*100):0),backgroundColor:'#1D9E75CC'}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            indexAxis:'y',
            scales:{
              x:{stacked:true,min:0,max:100,ticks:{callback:v=>v+'%',font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}},
              y:{stacked:true,ticks:{font:{size:11}},grid:{display:false}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}%`}}}
          }
        });

new Chart(document.getElementById('prom-fd'),{
          type:'bar',
          data:{
            labels:labels,
            datasets:[
              {label:'Promedio',data:proms,backgroundColor:'#185FA5BB',borderRadius:4},
              {label:'Límite 4,0',data:labels.map(()=>4.0),type:'line',
                borderColor:'#E24B4A',borderDash:[5,4],borderWidth:1.5,pointRadius:0,backgroundColor:'transparent'}
            ]
          },
          options:{responsive:true,maintainAspectRatio:false,
            scales:{
              y:{min:1,max:7,ticks:{font:{size:11}},grid:{color:'rgba(0,0,0,0.05)'}},
              x:{ticks:{font:{size:10}},grid:{display:false}}
            },
            plugins:{legend:{position:'bottom',labels:{font:{size:11}}},
              tooltip:{callbacks:{label:ctx=>` ${ctx.dataset.label}: ${ctx.raw}`}}}
          }
        });
      })();
      </script>
    </div>

<div class="tab-content" id="tab-concl">

<p class="section-label" style="margin-bottom:1.5rem">Análisis global del semestre</p>

<div class="metrics-grid">
    <div class="metric accent-blue"><p class="metric-label">Matrícula total</p><p class="metric-value">963</p><p class="metric-sub">Los tres sistemas</p></div>
    <div class="metric accent-green"><p class="metric-label">Aprobados global</p><p class="metric-value">784</p><p class="metric-sub">81% del total</p></div>
    <div class="metric accent-red"><p class="metric-label">Reprobados global</p><p class="metric-value">173</p><p class="metric-sub">18% del total</p></div>
    <div class="metric accent-amber"><p class="metric-label">Pendientes global</p><p class="metric-value">20</p><p class="metric-sub">Requieren gestión</p></div>
  </div>

<p class="section-label">Causas detectadas de resultados deficientes</p>
  <div class="conclusions-grid" style="margin-bottom:2rem">
    <div class="conclusion-card hl-red">
      <div class="conclusion-icon">📉</div>
      <p class="conclusion-title">Brechas de aprendizajes previos</p>
      <p class="conclusion-text">Los estudiantes de 1° y 2° Medio CH que ingresan con bases frágiles de 7°–8° básico (promedio 4,5–4,8 en CH) arrastran déficits en operatoria, fracciones y álgebra elemental que dificultan el logro de los OA del nivel superior.</p>
    </div>
    <div class="conclusion-card hl-red">
      <div class="conclusion-icon">🔄</div>
      <p class="conclusion-title">Alta concentración en tramo 4–4,9</p>
      <p class="conclusion-text">En CH, el 26% de los estudiantes aprobó con nota entre 4,0 y 4,9 — franja de alta vulnerabilidad. Estos alumnos requieren intervención preventiva; de lo contrario, son candidatos a reprobar en el segundo semestre ante cualquier baja de rendimiento.</p>
    </div>
    <div class="conclusion-card hl-amber">
      <div class="conclusion-icon">👥</div>
      <p class="conclusion-title">Sobrecarga y heterogeneidad de cursos</p>
      <p class="conclusion-text">Cursos de hasta 40 estudiantes con heterogeneidad socioemocional y de aprendizaje dificultan la atención diferenciada. 1°D CH con 14 reprobados (40%) y 3°D CH con 12 (38%) evidencian la necesidad de estrategias específicas para grupos con alta concentración de dificultades.</p>
    </div>
    <div class="conclusion-card hl-amber">
      <div class="conclusion-icon">📋</div>
      <p class="conclusion-title">Pendientes en 2° y 4° Medio</p>
      <p class="conclusion-text">2°E tiene 4 pendientes y 4°C tiene 4 pendientes, lo que sugiere dificultades en el cierre evaluativo, posiblemente asociadas a ausentismo crónico o situaciones sociofamiliares no abordadas a tiempo por la dupla psicosocial.</p>
    </div>
    <div class="conclusion-card hl-amber">
      <div class="conclusion-icon">🏫</div>
      <p class="conclusion-title">Contexto TP con alta reprobación inicial</p>
      <p class="conclusion-text">3°A TP tiene 8 reprobados (36%) y 4°A TP tiene 7 (70%), indicando que los estudiantes TP perciben la asignatura de matemática como desconectada de su especialidad. La ausencia de contextualización en situaciones de las especialidades técnicas contribuye al desenganche.</p>
    </div>
    <div class="conclusion-card hl-green">
      <div class="conclusion-icon">⭐</div>
      <p class="conclusion-title">Formación Diferenciada destaca positivamente</p>
      <p class="conclusion-text">FD obtiene promedios de 5,1 a 6,8 con prácticamente cero reprobación. El formato electivo, la motivación intrínseca de los estudiantes que eligieron estos planes, y la menor presión evaluativa explican este rendimiento notoriamente superior.</p>
    </div>
  </div>

<p class="section-label">Preguntas orientadoras respondidas</p>
  <div class="chart-card" style="margin-bottom:1rem">
    <p class="conclusion-title" style="margin-bottom:10px">¿Qué acciones metodológicas se proponen para el segundo semestre?</p>
    <p class="conclusion-text">
      <strong>1. Aplicaciones Interactivas:</strong> Incorporar la IA en actividades interactivas mediante la realización de test on line con su respectiva retroalimentación.<br><br>
      <strong>2. Diferenciación curricular:</strong> A través de las actividades interactivas, crear actividades con distintos niveles de dificultad, permitiendo que cada estudiante avance según su nivel sin quedar excluido del logro del OA central.<br><br>
      <strong>3. Rutinas de práctica espaciada:</strong> Incluir 10 minutos diarios de repaso de contenidos anteriores (ejercicios tipo PAES para EM, ejercicios de cálculo mental para básica) para consolidar aprendizajes y evitar el olvido.<br><br>
      <strong>4. Rúbricas transparentes:</strong> Compartir con anticipación los criterios de evaluación de cada prueba para que los estudiantes puedan auto-regular su estudio.<br><br>
      <strong>5. Diversidad de Actividades:</strong> Realización de trabajos prácticos, evaluaciones acumulativas, ticket de salida y entrada, ya sea de manera individual, duplas o grupos.<br><br>
      <strong>6. Entrevistas con apoderados:</strong> Entrevistas entre los 3 actores principales del sistema educativo: profesor, apoderado y estudiante, lo que permitirá crear un mejor compromiso por ambas partes.<br><br>

</p>
  </div>
</div>

</main>

<footer>
  <strong>Liceo Bicentenario Rector Abdón Andrade Coloma</strong> · Departamento de Matemática · La Unión, Región de Los Ríos · Primer Semestre 2026<br>
  Generado por el Departamento de Matemática para uso de la Unidad Técnico Pedagógica
</footer>

Manuel Gonzalez

Actividad: 16/06/2026 Publicado: 16/06/2026

4° Medio

Resumen Logaritmos

Breve resumen para la PAES de Matemática M2

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/* MASTERY BANNER */
.mastery-banner{background:linear-gradient(90deg,#1a7a3c,#2d8a50);color:#fff;padding:10px 20px;display:flex;align-items:center;gap:10px;font-size:0.9rem;font-weight:600;}
.mastery-banner.hidden{display:none;}

/* NAV */
.nav{background:var(--card);border-bottom:1.5px solid var(--border);display:flex;overflow-x:auto;padding:0 1rem;}
.tab-btn{flex:none;padding:14px 18px;border:none;background:none;font-family:'DM Sans',sans-serif;font-size:0.88rem;font-weight:600;color:var(--text2);cursor:pointer;border-bottom:3px solid transparent;transition:all .2s;white-space:nowrap;}
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.tab-btn:hover:not(.active){background:var(--gold-light);color:var(--navy);}

/* CONTENT */
.content{max-width:880px;margin:0 auto;padding:1.5rem 1rem;}

/* CARDS */
.card{background:var(--card);border-radius:var(--radius);border:1px solid var(--border);box-shadow:var(--shadow);padding:1.4rem 1.5rem;margin-bottom:1.2rem;}
.card-title{font-family:'Source Serif 4',serif;font-size:1.1rem;font-weight:600;color:var(--navy);margin-bottom:1rem;display:flex;align-items:center;gap:10px;}
.card-icon{width:34px;height:34px;border-radius:8px;background:var(--gold-light);border:1px solid var(--gold-border);display:flex;align-items:center;justify-content:center;font-size:1rem;flex-shrink:0;}

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.formula-block{background:var(--navy);border-radius:10px;padding:14px 18px;font-family:'Source Serif 4',serif;font-size:1.05rem;color:#e8f0ff;margin:10px 0;line-height:1.6;}
.formula-block .label{font-size:0.72rem;font-family:'DM Sans',sans-serif;font-weight:600;color:#90afd4;text-transform:uppercase;letter-spacing:0.6px;margin-bottom:4px;}
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.formula-chip strong{color:var(--navy);font-family:'DM Sans',sans-serif;font-size:0.75rem;display:block;margin-bottom:2px;font-weight:700;}

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.example-block .ex-label{font-family:'DM Sans',sans-serif;font-size:0.72rem;font-weight:700;color:var(--navy2);text-transform:uppercase;letter-spacing:0.5px;margin-bottom:4px;}
.tip{background:var(--teal-light);border:1px solid #9dd9d9;border-radius:8px;padding:10px 14px;font-size:0.88rem;color:var(--teal);margin:8px 0;}

/* PAES TAG */
.paes-tag{display:inline-block;background:#fef3c7;border:1px solid #f6cc5c;border-radius:6px;padding:2px 10px;font-size:0.72rem;font-weight:700;color:#92400e;margin-left:8px;vertical-align:middle;}

/* PROPERTY TABLE */
.prop-table{width:100%;border-collapse:collapse;font-size:0.91rem;}
.prop-table th{background:var(--navy);color:#e8f0ff;padding:9px 12px;text-align:left;font-weight:600;font-size:0.8rem;text-transform:uppercase;letter-spacing:0.4px;}
.prop-table td{padding:9px 12px;border-bottom:1px solid var(--border);vertical-align:top;}
.prop-table tr:nth-child(even) td{background:#f7f8fa;}
.prop-table td:first-child{font-family:'Source Serif 4',serif;font-size:1.02rem;color:var(--navy);white-space:nowrap;}

/* PRACTICE */
.topic-grid{display:grid;grid-template-columns:repeat(auto-fit,minmax(160px,1fr));gap:10px;margin:1rem 0;}
.topic-card{background:var(--surface);border:1.5px solid var(--border);border-radius:10px;padding:14px;text-align:center;cursor:pointer;transition:all .2s;font-size:0.88rem;font-weight:600;color:var(--text2);}
.topic-card:hover{border-color:var(--navy3);background:var(--teal-light);color:var(--teal);}
.topic-card .tc-icon{font-size:1.6rem;display:block;margin-bottom:6px;}

/* EXERCISE */
.exercise-card{background:var(--surface);border:1.5px solid var(--border);border-radius:11px;padding:1.2rem 1.4rem;margin-bottom:1rem;transition:border-color .2s;}
.exercise-card.answered{border-color:#c3d4ea;}
.ex-num{font-size:0.72rem;font-weight:700;color:var(--gray);text-transform:uppercase;letter-spacing:0.6px;margin-bottom:6px;}
.ex-question{font-family:'Source Serif 4',serif;font-size:1.08rem;color:var(--text);margin-bottom:14px;line-height:1.55;}
.ex-paes-hint{font-size:0.75rem;color:var(--gold);font-weight:600;display:inline-block;background:var(--gold-light);border:1px solid var(--gold-border);border-radius:5px;padding:1px 8px;margin-bottom:10px;}
.options{display:flex;flex-direction:column;gap:7px;}
.opt-btn{text-align:left;padding:10px 15px;border:1.5px solid var(--border);border-radius:8px;background:var(--card);font-family:'Source Serif 4',serif;font-size:1rem;cursor:pointer;transition:all .15s;color:var(--text);display:flex;align-items:center;gap:10px;}
.opt-btn .opt-letter{width:24px;height:24px;border-radius:50%;background:var(--bg);border:1.5px solid var(--border);display:flex;align-items:center;justify-content:center;font-size:0.75rem;font-family:'DM Sans',sans-serif;font-weight:700;flex-shrink:0;color:var(--text2);}
.opt-btn:hover:not(:disabled){border-color:var(--navy3);background:#f0f4fb;}
.opt-btn:hover:not(:disabled) .opt-letter{background:var(--navy);color:#fff;border-color:var(--navy);}
.opt-btn.correct{background:var(--green-light);border-color:#52b578;}
.opt-btn.correct .opt-letter{background:var(--green);color:#fff;border-color:var(--green);}
.opt-btn.incorrect{background:var(--red-light);border-color:#e07070;}
.opt-btn.incorrect .opt-letter{background:var(--red);color:#fff;border-color:var(--red);}
.opt-btn.reveal{background:var(--green-light);border-color:#52b578;opacity:0.85;}
.opt-btn.reveal .opt-letter{background:var(--green);color:#fff;border-color:var(--green);}
.opt-btn:disabled{cursor:default;}

.feedback{border-radius:8px;padding:10px 14px;margin-top:10px;font-size:0.88rem;line-height:1.55;}
.feedback.correct{background:var(--green-light);color:#1a5c34;border:1px solid #a3d4b4;}
.feedback.incorrect{background:var(--red-light);color:#8b1a1a;border:1px solid #f0b0b0;}
.feedback .fb-title{font-family:'DM Sans',sans-serif;font-weight:700;font-size:0.82rem;margin-bottom:4px;}
.feedback .fb-math{font-family:'Source Serif 4',serif;font-size:1rem;margin-top:4px;}

/* QUIZ */
.quiz-meta{display:flex;align-items:center;justify-content:space-between;flex-wrap:wrap;gap:10px;margin-bottom:1rem;}
.quiz-title-block .qt{font-family:'Source Serif 4',serif;font-size:1.15rem;font-weight:600;color:var(--navy);}
.quiz-title-block .qs{font-size:0.82rem;color:var(--gray);margin-top:2px;}
.chips{display:flex;gap:8px;flex-wrap:wrap;}
.chip{padding:5px 13px;border-radius:20px;font-size:0.8rem;font-weight:700;}
.chip.navy{background:#dde8f5;color:var(--navy);}
.chip.green{background:var(--green-light);color:var(--green);}
.chip.gold{background:var(--gold-light);color:var(--gold);}
.chip.red{background:var(--red-light);color:var(--red);}

.progress-wrap{height:8px;background:#e2e8f0;border-radius:20px;overflow:hidden;margin:8px 0 1.4rem;}
.progress-bar{height:100%;background:linear-gradient(90deg,var(--navy3),var(--navy));border-radius:20px;transition:width .4s ease;}

/* RESULTS */
.result-main{text-align:center;padding:1.5rem 1rem;}
.nota-big{font-family:'Source Serif 4',serif;font-size:5rem;font-weight:700;line-height:1;}
.nota-big.pass{color:var(--green);}
.nota-big.fail{color:var(--red);}
.nota-scale{font-size:0.82rem;color:var(--gray);margin-top:4px;}
.stat-row{display:flex;justify-content:center;gap:2rem;margin:1.2rem 0;flex-wrap:wrap;}
.stat-item .sv{font-size:1.8rem;font-weight:700;font-family:'Source Serif 4',serif;}
.stat-item .sl{font-size:0.78rem;color:var(--gray);}
.verdict{display:inline-block;padding:6px 20px;border-radius:20px;font-weight:700;font-size:0.88rem;margin-top:6px;}
.verdict.pass{background:var(--green-light);color:var(--green);}
.verdict.fail{background:var(--red-light);color:var(--red);}

/* HISTORY TABLE */
.hist-table{width:100%;border-collapse:collapse;font-size:0.88rem;}
.hist-table th{background:#f0f4fa;color:var(--navy);padding:8px 12px;text-align:center;font-weight:700;border-bottom:2px solid var(--border);}
.hist-table td{padding:8px 12px;text-align:center;border-bottom:1px solid var(--border);}
.hist-table tr:last-child td{border-bottom:none;}
.nota-cell{font-family:'Source Serif 4',serif;font-size:1.1rem;font-weight:600;}
.nota-cell.pass{color:var(--green);}
.nota-cell.fail{color:var(--red);}
.star-streak{font-size:1.1rem;}

/* MASTERY INDICATOR */
.mastery-indicator{background:linear-gradient(135deg,#1a7a3c,#2d6a4f);border-radius:var(--radius);padding:1.4rem;color:#fff;text-align:center;margin-bottom:1rem;}
.mastery-indicator h3{font-family:'Source Serif 4',serif;font-size:1.2rem;margin-bottom:6px;}
.mastery-stars{font-size:2rem;margin:8px 0;}
.mastery-indicator p{font-size:0.88rem;opacity:0.85;}

/* STREAK BAR */
.streak-track{display:flex;gap:8px;justify-content:center;margin:12px 0;}
.streak-dot{width:38px;height:38px;border-radius:50%;border:2.5px solid;display:flex;align-items:center;justify-content:center;font-size:1rem;}
.streak-dot.done{background:#1a7a3c;border-color:#1a7a3c;color:#fff;}
.streak-dot.pending{background:#f0f4fa;border-color:#c0d4e8;color:#a0b4c8;}

/* BTNS */
.btn{display:inline-flex;align-items:center;gap:8px;padding:11px 22px;border-radius:9px;font-family:'DM Sans',sans-serif;font-size:0.92rem;font-weight:700;cursor:pointer;border:none;transition:all .18s;}
.btn-navy{background:var(--navy);color:#fff;}
.btn-navy:hover{background:var(--navy2);}
.btn-gold{background:var(--gold2);color:#fff;}
.btn-gold:hover{background:var(--gold);}
.btn-outline{background:#fff;color:var(--navy);border:1.5px solid var(--border);}
.btn-outline:hover{background:var(--gold-light);border-color:var(--gold-border);}
.btn:disabled{opacity:0.55;cursor:not-allowed;}

.hidden{display:none!important;}
.mt{margin-top:1rem;}
.center{text-align:center;}
.flex{display:flex;}
.gap{gap:10px;}
.divider{height:1px;background:var(--border);margin:1rem 0;}
</style>
</head>
<body>

<div id="mastery-banner" class="mastery-banner hidden">
  🏆 ¡Dominio alcanzado! Obtuviste nota 7.0 en tres tests consecutivos. Estás listo/a para la PAES M2.
</div>

<div class="header">
  <div class="header-inner">
    <div class="header-eyebrow">📐 4° Año Medio · Matemática M2</div>
    <h1>Propiedades de los<br><em>Logaritmos</em></h1>
    <p>Adición · Sustracción · Multiplicación · Potencias · Cambio de base</p>
    <div class="demre-tag">DEMRE · PAES M2 · Álgebra y Funciones</div>
  </div>
</div>

<div class="nav">
  <button class="tab-btn active" onclick="showTab('teoria')">📖 Teoría</button>
  <button class="tab-btn" onclick="showTab('practica')">✏️ Práctica</button>
  <button class="tab-btn" onclick="showTab('test')">🎯 Test PAES</button>
  <button class="tab-btn" onclick="showTab('progreso')">📊 Progreso</button>
</div>

<div id="tab-teoria" class="content">

<div class="card">
    <div class="card-title"><span class="card-icon">📌</span>Definición y restricciones <span class="paes-tag">PAES</span></div>
    <div class="formula-block">
      <div class="label">Definición</div>
      log<sub>b</sub>(x) = y  ⟺  b<sup>y</sup> = x
    </div>
    <div class="formula-row">
      <div class="formula-chip"><strong>Base</strong>b > 0, b ≠ 1</div>
      <div class="formula-chip"><strong>Argumento</strong>x > 0</div>
      <div class="formula-chip"><strong>Log natural</strong>ln(x) = log<sub>e</sub>(x)</div>
      <div class="formula-chip"><strong>Log decimal</strong>log(x) = log<sub>10</sub>(x)</div>
    </div>
    <div class="tip">💡 En la PAES M2, "log" sin base indica logaritmo decimal (base 10). Revisa siempre el dominio del argumento.</div>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">📋</span>Tabla de Propiedades</div>
    <table class="prop-table">
      <thead><tr><th>Propiedad</th><th>Fórmula</th><th>Condición</th></tr></thead>
      <tbody>
        <tr><td>Producto (suma)</td><td>log<sub>b</sub>(M·N) = log<sub>b</sub>M + log<sub>b</sub>N</td><td>M,N > 0</td></tr>
        <tr><td>Cociente (resta)</td><td>log<sub>b</sub>(M/N) = log<sub>b</sub>M – log<sub>b</sub>N</td><td>M,N > 0</td></tr>
        <tr><td>Potencia</td><td>log<sub>b</sub>(M<sup>p</sup>) = p·log<sub>b</sub>M</td><td>M > 0, p ∈ ℝ</td></tr>
        <tr><td>Raíz</td><td>log<sub>b</sub>(ⁿ√M) = (1/n)·log<sub>b</sub>M</td><td>M,n > 0</td></tr>
        <tr><td>Cambio de base</td><td>log<sub>b</sub>M = log<sub>c</sub>M / log<sub>c</sub>b</td><td>c > 0, c ≠ 1</td></tr>
        <tr><td>Log de la base</td><td>log<sub>b</sub>b = 1</td><td>—</td></tr>
        <tr><td>Log de 1</td><td>log<sub>b</sub>1 = 0</td><td>—</td></tr>
        <tr><td>Log de potencia de base</td><td>log<sub>b</sub>(b<sup>n</sup>) = n</td><td>—</td></tr>
        <tr><td>Base elevada al log</td><td>b<sup>log<sub>b</sub>M</sup> = M</td><td>M > 0</td></tr>
      </tbody>
    </table>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">➕</span>Propiedad del Producto</div>
    <div class="formula-block">log<sub>b</sub>(M · N) = log<sub>b</sub>M + log<sub>b</sub>N</div>
    <div class="example-block">
      <div class="ex-label">Ejemplo 1</div>
      log₂(8 · 4) = log₂8 + log₂4 = 3 + 2 = <strong>5</strong><br>
      Verificación: log₂(32) = 5 ✓ (2⁵ = 32)
    </div>
    <div class="example-block">
      <div class="ex-label">Ejemplo 2 – Estilo PAES</div>
      Si log 2 = a y log 3 = b, expresa log 6 en términos de a y b.<br>
      log 6 = log(2·3) = log 2 + log 3 = <strong>a + b</strong>
    </div>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">➖</span>Propiedad del Cociente</div>
    <div class="formula-block">log<sub>b</sub>(M / N) = log<sub>b</sub>M – log<sub>b</sub>N</div>
    <div class="example-block">
      <div class="ex-label">Ejemplo PAES</div>
      Si log 2 = a, expresa log 5 en función de a.<br>
      log 5 = log(10/2) = log 10 – log 2 = 1 – a = <strong>1 – a</strong>
    </div>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">⬆️</span>Propiedad de la Potencia</div>
    <div class="formula-block">log<sub>b</sub>(M<sup>p</sup>) = p · log<sub>b</sub>M</div>
    <div class="example-block">
      <div class="ex-label">Ejemplo 1</div>
      log₃(81) = log₃(3⁴) = 4 · log₃3 = 4 · 1 = <strong>4</strong>
    </div>
    <div class="example-block">
      <div class="ex-label">Ejemplo 2 – Estilo PAES</div>
      Si log 2 = a, expresa log 8 en función de a.<br>
      log 8 = log(2³) = 3·log 2 = <strong>3a</strong>
    </div>
    <div class="tip">💡 Caso raíz: log(√x) = log(x^(1/2)) = (1/2)·log x. En la PAES, las raíces casi siempre se convierten en potencias fraccionarias.</div>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">🔄</span>Cambio de Base</div>
    <div class="formula-block">log<sub>b</sub>M = log M / log b = ln M / ln b</div>
    <div class="example-block">
      <div class="ex-label">Ejemplo</div>
      log₅(125) = log 125 / log 5 = log(5³) / log 5 = 3·log 5 / log 5 = <strong>3</strong>
    </div>
    <div class="tip">💡 Fórmula útil: log<sub>b</sub>a · log<sub>a</sub>b = 1. También: log<sub>b</sub>a = 1 / log<sub>a</sub>b.</div>
  </div>

<div class="card">
    <div class="card-title"><span class="card-icon">🧮</span>Estrategia PAES – Expresar en función de variables</div>
    <div class="tip" style="font-size:0.92rem;line-height:1.6;">
      <strong>Técnica frecuente en M2:</strong> Te dan log 2 = a y/o log 3 = b, y piden expresar log(algo) en términos de a y b.<br><br>
      <strong>Paso 1:</strong> Factoriza el argumento en potencias de 2 y 3.<br>
      <strong>Paso 2:</strong> Aplica propiedades de producto y potencia.<br>
      <strong>Paso 3:</strong> Reemplaza log 2 → a, log 3 → b, log 10 → 1.
    </div>
    <div class="example-block">
      <div class="ex-label">Ejemplo completo</div>
      log 2 = a, log 3 = b. Calcular log 72.<br>
      72 = 8 · 9 = 2³ · 3²<br>
      log 72 = log(2³ · 3²) = 3·log 2 + 2·log 3 = <strong>3a + 2b</strong>
    </div>
  </div>

<div class="center mt">
    <button class="btn btn-navy" onclick="showTab('practica')">✏️ Ir a Práctica →</button>
  </div>
</div>

<div id="tab-practica" class="content hidden">
  <div class="card">
    <div class="card-title"><span class="card-icon">🎓</span>Práctica libre por tema</div>
    <p style="font-size:0.88rem;color:var(--text2);margin-bottom:1rem;">Elige un tema para practicar. Sin nota — retroalimentación inmediata con explicación paso a paso.</p>
    <div class="topic-grid">
      <div class="topic-card" onclick="startPractice('producto')"><span class="tc-icon">➕</span>Producto<br><small style="font-weight:400;">log(M·N)</small></div>
      <div class="topic-card" onclick="startPractice('cociente')"><span class="tc-icon">➖</span>Cociente<br><small style="font-weight:400;">log(M/N)</small></div>
      <div class="topic-card" onclick="startPractice('potencia')"><span class="tc-icon">⬆️</span>Potencia<br><small style="font-weight:400;">log(Mⁿ)</small></div>
      <div class="topic-card" onclick="startPractice('cambiobase')"><span class="tc-icon">🔄</span>Cambio de base</div>
      <div class="topic-card" onclick="startPractice('expresion')"><span class="tc-icon">🧮</span>Expresión<br><small style="font-weight:400;">log 2=a, log 3=b</small></div>
      <div class="topic-card" onclick="startPractice('mixto')"><span class="tc-icon">🎲</span>Mixto PAES<br><small style="font-weight:400;">Todos los temas</small></div>
    </div>
  </div>
  <div id="practice-area"></div>
</div>

<div id="tab-test" class="content hidden">
  <div id="test-start-screen">
    <div class="card">
      <div class="card-title"><span class="card-icon">🎯</span>Test PAES M2 – Logaritmos</div>
      <div style="display:grid;grid-template-columns:repeat(auto-fit,minmax(160px,1fr));gap:10px;margin:1rem 0;">
        <div style="background:#dde8f5;border-radius:10px;padding:14px;text-align:center;">
          <div style="font-size:1.6rem;font-weight:700;color:var(--navy);font-family:'Source Serif 4',serif;">10</div>
          <div style="font-size:0.8rem;color:var(--navy2);">Preguntas por test</div>
        </div>
        <div style="background:var(--gold-light);border-radius:10px;padding:14px;text-align:center;">
          <div style="font-size:1.6rem;font-weight:700;color:var(--gold);font-family:'Source Serif 4',serif;">60%</div>
          <div style="font-size:0.8rem;color:var(--gold);">Exigencia aprobación</div>
        </div>
        <div style="background:var(--green-light);border-radius:10px;padding:14px;text-align:center;">
          <div style="font-size:1.6rem;font-weight:700;color:var(--green);font-family:'Source Serif 4',serif;">2–7</div>
          <div style="font-size:0.8rem;color:var(--green);">Escala de notas</div>
        </div>
        <div style="background:#f3e8ff;border-radius:10px;padding:14px;text-align:center;">
          <div style="font-size:1.6rem;font-weight:700;color:#7c3aed;font-family:'Source Serif 4',serif;">★★★</div>
          <div style="font-size:0.8rem;color:#7c3aed;">3 notas 7.0 = dominio</div>
        </div>
      </div>
      <div class="tip">🏆 Cuando obtengas <strong>nota 7.0 en tres tests seguidos</strong>, la plataforma te notificará que has dominado el tema.</div>
    </div>

<div id="streak-card" class="card hidden">
      <div class="card-title"><span class="card-icon">⚡</span>Racha actual de nota 7.0</div>
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        <div class="qt" id="test-title">Test #1</div>
        <div class="qs" id="test-sub">Propiedades de Logaritmos – PAES M2</div>
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producto: [
    {q:"Simplifica: log₂(4) + log₂(8)", a:"5", w:["12","7","3"], exp:"log₂4 + log₂8 = log₂(4·8) = log₂32 = 5."},
    {q:"Calcula: log₃(9) + log₃(3)", a:"3", w:["2","6","9"], exp:"log₃9 + log₃3 = log₃(9·3) = log₃27 = 3."},
    {q:"Expresa log(35) usando log 5 = a y log 7 = b", a:"a + b", w:["a·b","a – b","2a + b"], exp:"log 35 = log(5·7) = log 5 + log 7 = a + b."},
    {q:"Si log 2 = 0,301, ¿cuánto es log 4?", a:"0,602", w:["0,602","0,301","0,903"], exp:"log 4 = log(2²) = 2·log 2 = 2·0,301 = 0,602."},
    {q:"Simplifica: log(ab) si log a = 3 y log b = 2", a:"5", w:["6","1","3/2"], exp:"log(ab) = log a + log b = 3 + 2 = 5."},
    {q:"Si log 2 = a, expresa log 16 en términos de a", a:"4a", w:["2a","a²","8a"], exp:"log 16 = log(2⁴) = 4·log 2 = 4a."},
    {q:"log₅(5) + log₅(25) =", a:"3", w:["5","2","1"], exp:"log₅5 = 1. log₅25 = log₅(5²) = 2. Suma: 3."},
    {q:"Si log 2 = a y log 3 = b, expresa log 6", a:"a + b", w:["ab","a – b","a + 2b"], exp:"log 6 = log(2·3) = log 2 + log 3 = a + b."},
    {q:"Calcula log₁₀(100) + log₁₀(10)", a:"3", w:["4","2","1"], exp:"log 100 = 2, log 10 = 1. Suma = 3."},
    {q:"Si log 2 = a y log 5 = b, expresa log 10", a:"a + b", w:["a·b","a – b","a + 2b"], exp:"log 10 = log(2·5) = a + b = 1 (ya que log 10 = 1, se verifica a + b = 1)."},
    {q:"Simplifica: log₂(2) + log₂(4) + log₂(8)", a:"6", w:["3","9","5"], exp:"1 + 2 + 3 = 6."},
    {q:"Si log 3 = b, expresa log 27", a:"3b", w:["b³","b/3","9b"], exp:"log 27 = log(3³) = 3·log 3 = 3b."},
  ],

cociente: [
    {q:"Calcula: log₂(32) – log₂(4)", a:"3", w:["2","5","8"], exp:"log₂(32/4) = log₂8 = 3."},
    {q:"Simplifica: log(100) – log(10)", a:"1", w:["2","10","0"], exp:"log(100/10) = log 10 = 1."},
    {q:"Si log 2 = a, expresa log 5", a:"1 – a", w:["a – 1","a/2","1 + a"], exp:"log 5 = log(10/2) = log 10 – log 2 = 1 – a."},
    {q:"Si log 3 = b, expresa log(1/3)", a:"–b", w:["b","1 – b","1/b"], exp:"log(1/3) = log(3⁻¹) = –log 3 = –b."},
    {q:"log₅(125) – log₅(5) =", a:"2", w:["3","4","1"], exp:"log₅(125/5) = log₅25 = log₅(5²) = 2."},
    {q:"Si log 2 = a y log 3 = b, expresa log(3/2)", a:"b – a", w:["a – b","b/a","b + a"], exp:"log(3/2) = log 3 – log 2 = b – a."},
    {q:"Calcula: log₃(81) – log₃(9)", a:"2", w:["3","1","4"], exp:"log₃(81/9) = log₃9 = 2."},
    {q:"log(1000) – log(100) =", a:"1", w:["2","3","10"], exp:"log(1000/100) = log 10 = 1."},
    {q:"Si log 2 = 0,301, calcula log(1/2)", a:"–0,301", w:["0,301","0,699","–0,699"], exp:"log(1/2) = –log 2 = –0,301."},
    {q:"Si log 6 = a y log 2 = b, expresa log 3", a:"a – b", w:["a + b","a/b","a·b"], exp:"log 3 = log(6/2) = log 6 – log 2 = a – b."},
    {q:"log₄(64) – log₄(4) =", a:"2", w:["3","1","4"], exp:"log₄(64/4) = log₄16 = log₄(4²) = 2."},
    {q:"Si log 2 = a y log 3 = b, expresa log(2/9)", a:"a – 2b", w:["a + 2b","2a – b","a – b"], exp:"log(2/9) = log 2 – log(3²) = a – 2b."},
  ],

potencia: [
    {q:"Calcula: log₂(2⁵)", a:"5", w:["2","10","25"], exp:"log₂(2⁵) = 5 (propiedad log_b(b^n) = n)."},
    {q:"Simplifica: log(10⁴)", a:"4", w:["10","1","40"], exp:"log(10⁴) = 4 (base 10)."},
    {q:"Si log 2 = a, expresa log√2", a:"a/2", w:["2a","√a","a²"], exp:"log(2^(1/2)) = (1/2)·log 2 = a/2."},
    {q:"Calcula: 3·log₃(9)", a:"6", w:["3","9","2"], exp:"log₃9 = 2, luego 3·2 = 6."},
    {q:"Si log 2 = a y log 3 = b, expresa log 72", a:"3a + 2b", w:["2a + 3b","a + 2b","3a – 2b"], exp:"72 = 2³·3². log 72 = 3·log 2 + 2·log 3 = 3a + 2b."},
    {q:"Simplifica: log₅(√125)", a:"3/2", w:["2","5/2","1"], exp:"√125 = 5^(3/2). log₅(5^(3/2)) = 3/2."},
    {q:"Si log 5 = a, expresa log(√5)", a:"a/2", w:["5a","a²","2a"], exp:"log(5^(1/2)) = (1/2)·a = a/2."},
    {q:"Calcula: log₂(√32)", a:"5/2", w:["4","3","2"], exp:"32 = 2⁵. √32 = 2^(5/2). log₂(2^(5/2)) = 5/2."},
    {q:"Si log 2 = a y log 3 = b, expresa log 12", a:"2a + b", w:["a + 2b","2a – b","a + b"], exp:"12 = 2²·3. log 12 = 2·log 2 + log 3 = 2a + b."},
    {q:"Simplifica: ½·log₄(16)", a:"1", w:["2","4","1/2"], exp:"log₄16 = 2. (1/2)·2 = 1."},
    {q:"Si log 2 = a y log 3 = b, expresa log 18", a:"a + 2b", w:["2a + b","a – 2b","a·b"], exp:"18 = 2·3². log 18 = log 2 + 2·log 3 = a + 2b."},
    {q:"Calcula: log₃(3⁷)", a:"7", w:["3","21","1"], exp:"log₃(3⁷) = 7."},
    {q:"Si log 2 = a y log 3 = b, expresa log(∛4)", a:"2a/3", w:["a/3","2a","a/2"], exp:"∛4 = (2²)^(1/3) = 2^(2/3). log(2^(2/3)) = (2/3)·a."},
    {q:"Simplifica: 2·log 5 + 2·log 2", a:"2", w:["4","1","10"], exp:"2(log 5 + log 2) = 2·log(10) = 2·1 = 2."},
    {q:"Si log 2 = a, expresa log 32", a:"5a", w:["2a","a⁵","4a"], exp:"32 = 2⁵. log 32 = 5·a."},
  ],

cambiobase: [
    {q:"Calcula log₂(8) usando log decimal", a:"3", w:["2","4","1"], exp:"log₂8 = log 8 / log 2 = log(2³)/log 2 = 3."},
    {q:"log₄(64) = ?", a:"3", w:["4","2","16"], exp:"log₄(64) = log₄(4³) = 3."},
    {q:"Si log₃5 = a, entonces log₅3 = ?", a:"1/a", w:["a","–a","a²"], exp:"log₅3 = 1/log₃5 = 1/a."},
    {q:"log₂(10) · log₁₀(4) = ?", a:"2", w:["4","1","log 2"], exp:"log₂10 · log 4 = log₂10 · 2·log 2 = 2·(log₂10 · log 2) = 2·1 = 2."},
    {q:"Calcula log₈(2)", a:"1/3", w:["3","2","1/2"], exp:"8 = 2³, entonces log₈2 = log₂2 / log₂8 = 1/3."},
    {q:"log₂₅(5) = ?", a:"1/2", w:["2","5","1/5"], exp:"25 = 5². log₂₅5 = log₅5 / log₅25 = 1/2."},
    {q:"log₄(2) = ?", a:"1/2", w:["2","4","1/4"], exp:"4 = 2², log₄2 = 1/log₂4 = 1/2."},
    {q:"Si log₂3 = a, expresa log₃2", a:"1/a", w:["a","a – 1","1 – a"], exp:"log₃2 = 1/log₂3 = 1/a."},
    {q:"Calcula log₉(27)", a:"3/2", w:["2","3","1"], exp:"9=3², 27=3³. log₉27 = log₃27/log₃9 = 3/2."},
    {q:"log₁₆(4) = ?", a:"1/2", w:["4","2","1/4"], exp:"16=4², log₁₆4 = 1/log₄16 = 1/2."},
    {q:"Si log₂5 = a, entonces log₅25 = ?", a:"2/a", w:["a/2","2a","a"], exp:"log₅25 = log₅(5²) = 2. Usando cambio de base: 2 = 2/a · a... directo log₅25=2. En función de a: 2 / a · 1 = ya es 2. Alternativa: log₂25 = 2a, log₂5 = a, entonces log₅25 = log₂25/log₂5 = 2a/a = 2."},
    {q:"log₂(3) · log₃(8) = ?", a:"3", w:["6","2","1"], exp:"log₂3 · log₃8 = log₂3 · (3·log₃2) = log₂3 · 3/log₂3 = 3."},
  ],

expresion: [
    {q:"Si log 2 = a y log 3 = b, expresa log 36", a:"2a + 2b", w:["a + 2b","2a + b","a·b"], exp:"36 = 4·9 = 2²·3². log 36 = 2·log 2 + 2·log 3 = 2a + 2b."},
    {q:"Si log 2 = a, expresa log 50", a:"2 – a", w:["a – 2","2a","1 – a"], exp:"50 = 100/2. log 50 = log 100 – log 2 = 2 – a."},
    {q:"Si log 2 = a y log 3 = b, expresa log 15", a:"1 – a + b", w:["a + b","1 + a – b","1 – a – b"], exp:"15 = 3·5 = 3·(10/2). log 15 = log 3 + log 10 – log 2 = b + 1 – a."},
    {q:"Si log 2 = a y log 3 = b, expresa log(2/3)", a:"a – b", w:["b – a","a + b","ab"], exp:"log(2/3) = log 2 – log 3 = a – b."},
    {q:"Si log 2 = a y log 3 = b, expresa log 48", a:"4a + b", w:["a + 4b","2a + 3b","4a – b"], exp:"48 = 16·3 = 2⁴·3. log 48 = 4a + b."},
    {q:"Si log 2 = a y log 3 = b, expresa log 0,5", a:"–a", w:["a","1 – a","a – 1"], exp:"0,5 = 1/2. log(1/2) = –log 2 = –a."},
    {q:"Si log 2 = a y log 3 = b, expresa log(√6)", a:"(a + b)/2", w:["a + b","2(a+b)","a·b/2"], exp:"log√6 = (1/2)·log 6 = (1/2)(a + b)."},
    {q:"Si log 2 = a y log 3 = b, expresa log 45", a:"2b + 1 – a", w:["2a + b","2b – a","a + 2b"], exp:"45 = 9·5 = 3²·(10/2). log 45 = 2b + 1 – a."},
    {q:"Si log 5 = a, expresa log 25", a:"2a", w:["a²","a/2","5a"], exp:"log 25 = log(5²) = 2·a."},
    {q:"Si log 2 = a y log 3 = b, expresa log 75", a:"2 – 2a + b", w:["2a + b","b – 2a","2 + b – a"], exp:"75 = 25·3 = (100/4)·3 = 100·3/4. log 75 = log 100 + log 3 – log 4 = 2 + b – 2a."},
    {q:"Si log 2 = a y log 3 = b, expresa log(1/6)", a:"–a – b", w:["a + b","b – a","a – b"], exp:"log(1/6) = –log 6 = –(log 2 + log 3) = –a – b."},
    {q:"Si log 2 = a, expresa log 200", a:"2a + 2... Corrección: log 200 = log 2 + log 100 = a + 2", a:"a + 2", w:["2a + 1","2a + 2","a – 2"], exp:"200 = 2·100. log 200 = log 2 + log 100 = a + 2."},
    {q:"Si log 2 = a y log 3 = b, expresa log 24", a:"3a + b", w:["2a + b","a + 3b","3a – b"], exp:"24 = 2³·3. log 24 = 3a + b."},
    {q:"Si log 2 = a y log 3 = b, expresa log(√18)", a:"(a + 2b)/2", w:["a + 2b","a/2 + b","2a + b"], exp:"18 = 2·3². log(√18) = (1/2)·log 18 = (1/2)(a + 2b)."},
    {q:"Si log 2 = 0,301 y log 3 = 0,477, calcula log 12", a:"1,079", w:["0,778","1,204","0,903"], exp:"log 12 = log(4·3) = 2·log 2 + log 3 = 0,602 + 0,477 = 1,079."},
    {q:"Si log 2 = a y log 3 = b, expresa log 90", a:"a + 2b + 1", w:["2a + b + 1","a + b + 2","a – 2b + 1"], exp:"90 = 2·9·5 = 2·3²·(10/2)... Simplificando: 90 = 9·10. log 90 = log 9 + log 10 = 2b + 1. Alternativa: 90 = 2·45 = 2·9·5 = 2·3²·(10/2). Directo: 90 = 2·3²·5. log 90 = a + 2b + (1–a) = 2b + 1. Correcto: 90 = 9·10. log 90 = 2b + 1. Versión con 2: 90=2·45=2·9·5, log 90 = a+2b+(1–a) = 2b+1."},
  ],

mixto: [],
};

// Fix multi-answer entries
DB.expresion[11] = {q:"Si log 2 = a, expresa log 200", a:"a + 2", w:["2a + 1","2a + 2","a – 2"], exp:"200 = 2·100. log 200 = log 2 + log 100 = a + 2."};
DB.expresion[15] = {q:"Si log 2 = a y log 3 = b, expresa log 90", a:"2b + 1", w:["a + 2b + 1","2a + b","a + b + 1"], exp:"90 = 9·10. log 90 = log(3²·10) = 2b + 1."};
DB.cambiobase[10] = {q:"Si log₂5 = a, entonces log₅25 = ?", a:"2/a", w:["a/2","2a","a"], exp:"log₅25 = log₂25/log₂5 = 2a/a = 2. En función de a: resultado es 2, que también = 2/a·a. Respuesta directa: 2."};
DB.cambiobase[10] = {q:"Si log₂5 = a, entonces log₅25 = ?", a:"2", w:["a/2","2a","1/a"], exp:"log₅25 = log₅(5²) = 2. (Independiente de a, el resultado es siempre 2.)"};

// Add more extra exercises
const extra = [
  {q:"Calcula: log₂(1)", a:"0", w:["1","2","–1"], exp:"log_b(1) = 0 para cualquier base b válida.", cat:"mixto"},
  {q:"Simplifica: log_b(b)", a:"1", w:["0","b","b²"], exp:"log_b(b) = 1 siempre.", cat:"mixto"},
  {q:"¿Cuánto es log₃(1)?", a:"0", w:["1","3","–1"], exp:"log₃(1) = 0 porque 3⁰ = 1.", cat:"mixto"},
  {q:"Si log a = 5, entonces log(a²) = ?", a:"10", w:["5","25","a"], exp:"log(a²) = 2·log a = 2·5 = 10.", cat:"mixto"},
  {q:"Simplifica: log 2 + log 50", a:"3", w:["2","100","1"], exp:"log(2·50) = log 100 = 2. Espera: log 100 = 2, no 3. Corrección.", cat:"mixto"},
  {q:"Simplifica: log 5 + log 2", a:"1", w:["10","7","0"], exp:"log(5·2) = log 10 = 1.", cat:"mixto"},
  {q:"Calcula: log 1000 – log 10", a:"2", w:["100","3","1"], exp:"log(1000/10) = log 100 = 2.", cat:"mixto"},
  {q:"Si 10^x = 100, entonces x = ?", a:"2", w:["10","100","1"], exp:"10^x = 100 = 10² → x = 2, es decir log(100) = 2.", cat:"mixto"},
  {q:"Si log 2 = a y log 3 = b, expresa log 54", a:"a + 3b", w:["3a + b","2a + 3b","a + 2b"], exp:"54 = 2·27 = 2·3³. log 54 = a + 3b.", cat:"mixto"},
  {q:"Calcula: log₅(1/25)", a:"–2", w:["2","–1/2","–25"], exp:"log₅(1/25) = log₅(5⁻²) = –2.", cat:"mixto"},
  {q:"Si log_b(x) = 3, entonces log_b(x²) = ?", a:"6", w:["9","3/2","1,5"], exp:"log_b(x²) = 2·log_b(x) = 2·3 = 6.", cat:"mixto"},
  {q:"Calcula: log₄(2) + log₄(8)", a:"2", w:["1","3","4"], exp:"log₄2 = 1/2. log₄8 = log₄(4·2) = 1 + 1/2 = 3/2. Suma = 2.", cat:"mixto"},
  {q:"Si log 2 = a, expresa log(√50)", a:"(2 – a)/2", w:["(2 + a)/2","1 – a","(1 – a)/2"], exp:"50 = 100/2. log 50 = 2 – a. log√50 = (2–a)/2.", cat:"mixto"},
  {q:"¿Cuánto vale 2^(log₂7)?", a:"7", w:["2","14","49"], exp:"b^(log_b(M)) = M. Entonces 2^(log₂7) = 7.", cat:"mixto"},
  {q:"Si log 2 = a y log 3 = b, expresa log 1,5", a:"b – a", w:["a – b","a + b","1 – b"], exp:"1,5 = 3/2. log(3/2) = log 3 – log 2 = b – a.", cat:"mixto"},
  {q:"Simplifica: log_b(b⁴) – log_b(b²)", a:"2", w:["4","8","b²"], exp:"4 – 2 = 2 (propiedad log_b(b^n) = n).", cat:"mixto"},
  {q:"Si log 2 = a y log 3 = b, expresa log(√(2/3))", a:"(a – b)/2", w:["(a + b)/2","a – b","(b – a)/2"], exp:"log√(2/3) = (1/2)·log(2/3) = (1/2)(a – b).", cat:"mixto"},
  {q:"Calcula: log₃(3^10)", a:"10", w:["3","30","1"], exp:"log₃(3^10) = 10.", cat:"mixto"},
  {q:"Si log 2 = a y log 3 = b, expresa log 96", a:"5a + b", w:["4a + b","5a – b","a + 5b"], exp:"96 = 32·3 = 2⁵·3. log 96 = 5a + b.", cat:"mixto"},
  {q:"Cuánto es log₁₀(0,01)?", a:"–2", w:["2","–1","–0,5"], exp:"0,01 = 10⁻². log(10⁻²) = –2.", cat:"mixto"},
];

extra[4] = {q:"Simplifica: log 2 + log 50", a:"2", w:["3","1","100"], exp:"log(2·50) = log 100 = 2."};
DB.mixto = [...DB.producto,...DB.cociente,...DB.potencia,...DB.cambiobase,...DB.expresion,...extra.map(e=>({q:e.q,a:e.a,w:e.w,exp:e.exp}))];

// =============================================================
// STATE
// =============================================================
const state = {
  history: [],         // {num, correct, nota}
  consecutive7: 0,
  masteryAchieved: false,
};

let testState = {
  exercises: [],
  answered: [],
  correctCount: 0,
  wrongCount: 0,
  finished: false,
};

let practiceState = { topic:'', exercises:[], answers:[] };

// =============================================================
// UTILS
// =============================================================
function shuffle(arr){
  const a=[...arr];
  for(let i=a.length-1;i>0;i--){const j=Math.floor(Math.random()*(i+1));[a[i],a[j]]=[a[j],a[i]];}
  return a;
}
function esc(s){return String(s).replace(/'/g,"'");}
function calcNota(correct){
  const p=correct/10;
  if(p===0)return 2.0;
  if(p<0.6)return parseFloat((2.0+(p/0.6)*2.0).toFixed(1));
  return parseFloat((4.0+((p-0.6)/0.4)*3.0).toFixed(1));
}

function showTab(tab){
  ['teoria','practica','test','progreso'].forEach((t,i)=>{
    document.getElementById('tab-'+t).classList.add('hidden');
    document.querySelectorAll('.tab-btn')[i].classList.remove('active');
  });
  document.getElementById('tab-'+tab).classList.remove('hidden');
  document.querySelectorAll('.tab-btn')[['teoria','practica','test','progreso'].indexOf(tab)].classList.add('active');
  if(tab==='progreso') renderProgress();
  if(tab==='test') updateTestStartScreen();
}

// =============================================================
// PRACTICE
// =============================================================
function startPractice(topic){
  practiceState.topic = topic;
  const pool = shuffle([...DB[topic]]).slice(0,6);
  practiceState.exercises = pool;
  practiceState.answers = new Array(6).fill(false);
  const area = document.getElementById('practice-area');
  area.innerHTML = '';
  pool.forEach((ex,idx)=>{
    const opts = shuffle([ex.a,...ex.w]);
    const letters = ['A','B','C','D'];
    const div = document.createElement('div');
    div.className='exercise-card';
    div.id='pex-'+idx;
    div.innerHTML=`
      <div class="ex-num">Ejercicio ${idx+1} · Práctica libre</div>
      <div class="ex-question">${ex.q}</div>
      <div class="options">${opts.map((o,oi)=>`
        <button class="opt-btn" onclick="checkPractice(${idx},'${esc(o)}','${esc(ex.a)}','${esc(ex.exp)}')">
          <span class="opt-letter">${letters[oi]}</span>${o}
        </button>`).join('')}
      </div>
      <div id="pfb-${idx}"></div>
    `;
    area.appendChild(div);
  });
}

// =============================================================
// TEST
// =============================================================
function updateTestStartScreen(){
  const strk=document.getElementById('streak-card');
  const cons=state.consecutive7;
  if(state.history.length>0){
    strk.classList.remove('hidden');
    const track=document.getElementById('streak-track');
    track.innerHTML=[0,1,2].map(i=>`
      <div class="streak-dot ${i<cons?'done':'pending'}">${i<cons?'★':'☆'}</div>`).join('');
    document.getElementById('streak-msg').textContent=
      cons===0?'Aún no tienes notas 7.0 consecutivas.':
      cons===1?'1 de 3 — ¡sigue así!':
      cons===2?'2 de 3 — ¡casi dominas el tema!':
      '¡Dominio completo alcanzado! 🏆';
  } else {
    strk.classList.add('hidden');
  }
  const btn=document.getElementById('start-test-btn');
  btn.textContent=`🚀 Iniciar Test #${state.history.length+1}`;
  btn.disabled=false;
}

function initTest(){
  if(state.masteryAchieved && state.consecutive7>=3){
    if(!confirm('Ya dominaste este tema. ¿Deseas realizar otro test de repaso?'))return;
  }
  const topics=['producto','cociente','potencia','cambiobase','expresion','producto','cociente','potencia','expresion','mixto'];
  const used=[];
  testState.exercises=topics.map(t=>{
    const pool=DB[t].filter(e=>!used.includes(e));
    const ex=pool[Math.floor(Math.random()*pool.length)];
    used.push(ex);return ex;
  });
  testState.answered=new Array(10).fill(false);
  testState.correctCount=0;
  testState.wrongCount=0;
  testState.finished=false;

const num=state.history.length+1;
  document.getElementById('test-title').textContent=`Test #${num} – Logaritmos`;
  document.getElementById('test-sub').textContent='Propiedades · PAES M2 · 10 preguntas';
  document.getElementById('t-progress').textContent='0/10';
  document.getElementById('t-correct').textContent='✓ 0';
  document.getElementById('t-wrong').textContent='✗ 0';
  document.getElementById('test-pbar').style.width='0%';
  document.getElementById('finish-btn-wrap').classList.add('hidden');
  document.getElementById('test-start-screen').classList.add('hidden');
  document.getElementById('test-area').classList.remove('hidden');
  renderTestExercises();
}

// =============================================================
// PROGRESS
// =============================================================
function renderProgress(){
  const h=state.history;
  if(h.length===0){
    document.getElementById('no-progress').classList.remove('hidden');
    document.getElementById('progress-area').classList.add('hidden');
    return;
  }
  document.getElementById('no-progress').classList.add('hidden');
  document.getElementById('progress-area').classList.remove('hidden');
  const area=document.getElementById('progress-area');

const avg=parseFloat((h.reduce((s,t)=>s+t.nota,0)/h.length).toFixed(1));
  const best=Math.max(...h.map(t=>t.nota));
  const passed=h.filter(t=>t.nota>=4).length;
  const cons=state.consecutive7;

let html='';

if(state.masteryAchieved){
    html+=`<div class="mastery-indicator">
      <h3>🏆 ¡Tema Dominado!</h3>
      <div class="mastery-stars">★ ★ ★</div>
      <p>Lograste nota 7.0 en tres tests consecutivos.<br>Estás listo/a para enfrentar este tema en la PAES M2.</p>
    </div>`;
  } else if(cons>0){
    html+=`<div class="card">
      <div class="card-title"><span class="card-icon">⚡</span>Racha de nota 7.0</div>
      <div class="streak-track">${[0,1,2].map(i=>`<div class="streak-dot ${i<cons?'done':'pending'}">${i<cons?'★':'☆'}</div>`).join('')}</div>
      <p class="center" style="font-size:0.85rem;color:var(--gray);margin-top:8px;">${cons} de 3 consecutivos</p>
    </div>`;
  }

html+=`<div class="card">
    <div class="card-title"><span class="card-icon">📊</span>Resumen general</div>
    <div style="display:grid;grid-template-columns:repeat(auto-fit,minmax(120px,1fr));gap:10px;margin-top:8px;">
      <div style="text-align:center;background:#f0f4fa;border-radius:9px;padding:12px;">
        <div style="font-size:1.6rem;font-weight:700;font-family:'Source Serif 4',serif;color:var(--navy);">${h.length}</div>
        <div style="font-size:0.78rem;color:var(--gray);">Tests realizados</div>
      </div>
      <div style="text-align:center;background:var(--gold-light);border-radius:9px;padding:12px;">
        <div style="font-size:1.6rem;font-weight:700;font-family:'Source Serif 4',serif;color:var(--gold);">${avg}</div>
        <div style="font-size:0.78rem;color:var(--gold);">Promedio</div>
      </div>
      <div style="text-align:center;background:var(--green-light);border-radius:9px;padding:12px;">
        <div style="font-size:1.6rem;font-weight:700;font-family:'Source Serif 4',serif;color:var(--green);">${best}</div>
        <div style="font-size:0.78rem;color:var(--green);">Mejor nota</div>
      </div>
      <div style="text-align:center;background:#dde8f5;border-radius:9px;padding:12px;">
        <div style="font-size:1.6rem;font-weight:700;font-family:'Source Serif 4',serif;color:var(--navy);">${passed}/${h.length}</div>
        <div style="font-size:0.78rem;color:var(--navy2);">Tests aprobados</div>
      </div>
    </div>
  </div>`;

html+=`<div class="card">
    <div class="card-title"><span class="card-icon">📋</span>Historial de tests</div>
    <div style="overflow-x:auto;">
    <table class="hist-table">
      <thead><tr><th>Test</th><th>Correctas</th><th>Incorrectas</th><th>%</th><th>Nota</th><th>Estado</th><th>Racha</th></tr></thead>
      <tbody>
        ${h.map((t,i)=>{
          const pct=Math.round(t.correct/10*100);
          const pass=t.nota>=4;
          const is7=t.nota>=7;
          // compute streak at that point
          let streak=0;
          for(let j=i;j>=0&&h[j].nota>=7;j--)streak++;
          return `<tr>
            <td style="font-weight:700;">#${t.num}<br><small style="color:var(--gray);font-size:0.72rem;">${t.date||''}</small></td>
            <td style="color:var(--green);font-weight:700;">${t.correct}</td>
            <td style="color:var(--red);">${10-t.correct}</td>
            <td>${pct}%</td>
            <td class="nota-cell ${pass?'pass':'fail'}">${t.nota}</td>
            <td><span style="background:${pass?'var(--green-light)':'var(--red-light)'};color:${pass?'var(--green)':'var(--red)'};border-radius:6px;padding:3px 10px;font-size:0.78rem;font-weight:700;">${pass?'✅ Aprobado':'❌ No aprobado'}</span></td>
            <td class="star-streak">${is7?'⭐'.repeat(Math.min(streak,3)):''}</td>
          </tr>`;
        }).join('')}
      </tbody>
    </table>
    </div>
  </div>`;

// Evolution mini chart
  if(h.length>1){
    const maxH=280;const barW=Math.min(60,Math.floor(560/h.length));
    const bars=h.map((t,i)=>{
      const hpx=Math.round(((t.nota-2)/5)*maxH);
      const col=t.nota>=7?'#1a7a3c':t.nota>=4?'#3b6cb7':'#c0392b';
      return `<div style="display:flex;flex-direction:column;align-items:center;gap:4px;flex:1;min-width:${barW}px;">
        <div style="font-size:0.8rem;font-weight:700;color:${col};font-family:'Source Serif 4',serif;">${t.nota}</div>
        <div style="width:${barW-8}px;height:${hpx}px;background:${col};border-radius:4px 4px 0 0;min-height:4px;"></div>
        <div style="font-size:0.72rem;color:var(--gray);">#${t.num}</div>
      </div>`;
    }).join('');
    html+=`<div class="card">
      <div class="card-title"><span class="card-icon">📈</span>Evolución de notas</div>
      <div style="display:flex;align-items:flex-end;gap:4px;height:${maxH+60}px;padding:8px 0;overflow-x:auto;">${bars}</div>
      <div style="display:flex;gap:12px;font-size:0.78rem;margin-top:4px;flex-wrap:wrap;">
        <span>🟢 Nota 7.0</span><span>🔵 Aprobado</span><span>🔴 Reprobado</span>
      </div>
    </div>`;
  }

html+=`<div class="center mt" style="padding-bottom:2rem;">
    <button class="btn btn-navy" onclick="showTab('test')">🎯 Realizar nuevo test →</button>
  </div>`;

area.innerHTML=html;
}
</script>
</body>
</html>

Manuel Gonzalez

Actividad: 08/06/2026 Publicado: 08/06/2026

7° Básico

Operatoria Nros Enteros. Versión 2

Operatoria con Números Enteros

<!DOCTYPE html>
<html lang="es">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0, viewport-fit=cover">
<title>Números Enteros 7° Básico — Liceo RAAC</title>
<link rel="preconnect" href="https://fonts.googleapis.com">
<link href="https://fonts.googleapis.com/css2?family=Nunito:wght@400;600;700;800&display=swap" rel="stylesheet">
<style>
*{box-sizing:border-box;margin:0;padding:0}
:root{
  --azul:#1a5fa8;--azul-c:#e6f1fb;--azul-d:#0d3d6e;
  --verde:#1b6e2e;--verde-c:#eaf3de;
  --rojo:#9b2020;--rojo-c:#fcebeb;
  --amarillo:#7a4500;--amarillo-c:#faeeda;
  --gris:#f5f5f2;--gris2:#e8e8e3;
  --radius:14px;--shadow:0 2px 12px rgba(0,0,0,.10);
}
body{
  font-family:'Nunito',system-ui,sans-serif;
  background:linear-gradient(135deg,#e6f1fb 0%,#f5f5f2 55%,#eaf3de 100%);
  min-height:100vh;padding:0;
}
#app{max-width:680px;margin:0 auto;padding:1rem 1rem env(safe-area-inset-bottom,1rem)}

.header{
  background:var(--azul);color:#fff;
  border-radius:var(--radius);padding:1rem 1.25rem;
  margin-bottom:1rem;display:flex;align-items:center;gap:12px;
  box-shadow:var(--shadow);
}
.header .logo{font-size:30px;line-height:1}
.header-info h1{font-size:16px;font-weight:800;margin:0}
.header-info p{font-size:11px;opacity:.8;margin:0;margin-top:2px}
.badge-nombre{
  background:rgba(255,255,255,.2);border-radius:20px;
  padding:4px 14px;font-size:12px;font-weight:700;
  margin-left:auto;white-space:nowrap;
  border:1px solid rgba(255,255,255,.3);flex-shrink:0;
}

.card{
  background:#fff;border:1px solid #e0e0d8;
  border-radius:var(--radius);padding:1.25rem;
  margin-bottom:1rem;box-shadow:var(--shadow);
}
.section-title{font-size:15px;font-weight:800;color:#1a1a1a;margin-bottom:.75rem}

.btn{
  display:inline-flex;align-items:center;gap:6px;
  border:1.5px solid #ccc;border-radius:10px;
  background:#fff;padding:9px 18px;font-size:14px;
  font-family:'Nunito',sans-serif;font-weight:700;
  cursor:pointer;transition:all .15s;color:#1a1a1a;
}
.btn:hover{background:#f0f0eb;border-color:#aaa}
.btn:active{transform:scale(.97)}
.btn-primary{background:var(--azul);color:#fff;border-color:var(--azul)}
.btn-primary:hover{background:var(--azul-d);color:#fff;border-color:var(--azul-d)}
.btn-success{background:var(--verde);color:#fff;border-color:var(--verde)}
.btn-success:hover{background:#145523;color:#fff}

input[type=text]{
  width:100%;border:2px solid #ccc;border-radius:10px;
  padding:11px 14px;font-size:15px;
  font-family:'Nunito',sans-serif;font-weight:600;
  background:#fff;color:#1a1a1a;transition:border-color .2s;
}
input[type=text]:focus{outline:none;border-color:var(--azul)}

.nivel-grid{display:grid;grid-template-columns:1fr 1fr 1fr;gap:10px;margin-top:1rem}
.nivel-card{
  border:2px solid #ddd;border-radius:12px;
  padding:14px 8px;text-align:center;
  cursor:pointer;transition:all .15s;background:#fafaf8;
}
.nivel-card:hover{border-color:var(--azul);background:var(--azul-c)}
.nivel-card.activo{border-color:var(--azul);background:var(--azul-c);box-shadow:0 0 0 3px rgba(26,95,168,.15)}
.nivel-card .nivel-icono{font-size:26px;margin-bottom:4px}
.nivel-card .nivel-nombre{font-size:13px;font-weight:800;color:#1a1a1a}
.nivel-card .nivel-desc{font-size:10px;color:#666;margin-top:3px;line-height:1.3}

.subtemas{
  margin-top:.75rem;display:flex;flex-wrap:wrap;gap:6px;
}
.subtema-tag{
  font-size:11px;font-weight:700;border-radius:20px;
  padding:3px 10px;border:1.5px solid;
}

.progreso-bar{background:#e8e8e3;border-radius:20px;height:10px;overflow:hidden;margin:8px 0}
.progreso-fill{height:100%;border-radius:20px;background:var(--azul);transition:width .4s ease}

.ej-meta{display:flex;justify-content:space-between;align-items:center;margin-bottom:6px}
.ej-num{font-size:12px;color:#888;font-weight:700;letter-spacing:.04em}
.ej-subtema{font-size:11px;font-weight:800;border-radius:20px;padding:2px 10px}

.enunciado{
  font-size:19px;font-weight:800;color:#1a1a1a;
  margin-bottom:1.1rem;line-height:1.5;min-height:52px;
  background:var(--gris);border-radius:10px;padding:12px 16px;
  letter-spacing:.01em;
}

.opciones{display:grid;grid-template-columns:1fr 1fr;gap:9px;margin-bottom:1rem}
.opcion{
  border:2px solid #d0d0c8;border-radius:10px;
  padding:12px 12px;cursor:pointer;font-size:15px;
  font-family:'Nunito',sans-serif;font-weight:800;
  text-align:center;transition:all .15s;
  background:#fff;color:#1a1a1a;
}
.opcion:hover{border-color:var(--azul);background:var(--azul-c);color:var(--azul-d)}
.opcion.correcta{border-color:var(--verde);background:var(--verde-c);color:var(--verde)}
.opcion.incorrecta{border-color:var(--rojo);background:var(--rojo-c);color:var(--rojo)}
.opcion.deshabilitada{cursor:default;pointer-events:none}

.retro{border-radius:10px;padding:12px 14px;font-size:13px;font-weight:600;line-height:1.55;display:none;margin-bottom:1rem}
.retro.visible{display:block}
.retro-ok{background:var(--verde-c);border:1.5px solid #5aaa6a;color:#1b5e25}
.retro-mal{background:var(--rojo-c);border:1.5px solid #d47a7a;color:#7a1515}

.nota-display{text-align:center;padding:1.5rem 1rem}
.nota-num{font-size:76px;font-weight:800;line-height:1}
.nota-label{font-size:14px;color:#666;font-weight:700;margin-top:6px}
.nota-aprobado{color:var(--verde)}
.nota-reprobado{color:var(--rojo)}

.resumen-row{
  display:flex;justify-content:space-between;align-items:center;
  padding:7px 0;border-bottom:1px solid #eee;font-size:13px;font-weight:600;
}
.resumen-row:last-child{border-bottom:none}
.chip{display:inline-block;border-radius:20px;padding:2px 10px;font-size:11px;font-weight:800}
.chip-ok{background:var(--verde-c);color:var(--verde)}
.chip-mal{background:var(--rojo-c);color:var(--rojo)}

.historico-item{
  padding:9px 0;border-bottom:1px solid #eee;
  font-size:13px;font-weight:600;
  display:flex;justify-content:space-between;align-items:center;gap:8px;
}
.historico-item:last-child{border-bottom:none}
.historico-detalle{font-size:11px;color:#888;font-weight:600;margin-top:1px}
.nota-badge{border-radius:7px;padding:3px 10px;font-size:12px;font-weight:800;flex-shrink:0}
.nota-badge-ok{background:var(--verde-c);color:var(--verde)}
.nota-badge-mal{background:var(--rojo-c);color:var(--rojo)}

.flex-row{display:flex;gap:8px;align-items:stretch;flex-wrap:wrap}
.stat-mini{
  background:#fff;border:1px solid #e0e0d8;
  border-radius:10px;padding:10px 14px;
  text-align:center;flex:1;min-width:70px;
  box-shadow:var(--shadow);
}
.stat-mini .sv{font-size:22px;font-weight:800;color:var(--azul)}
.stat-mini .sl{font-size:11px;color:#888;font-weight:700;margin-top:2px}

.info-temas{
  background:var(--azul-c);border:1.5px solid #b5d4f4;
  border-radius:10px;padding:10px 14px;margin-top:.75rem;
  font-size:12px;font-weight:700;color:var(--azul-d);
}
.info-temas ul{margin:4px 0 0 14px;line-height:1.7}

@media(max-width:420px){
  .nivel-grid{grid-template-columns:1fr}
  .opciones{grid-template-columns:1fr}
  .enunciado{font-size:16px}
}
</style>
</head>
<body>
<div id="app">

<div class="header">
    <div class="logo">🔢</div>
    <div class="header-info">
      <h1>Números Enteros · 7° Básico</h1>
      <p>Liceo RAAC · La Unión · Operatoria y paréntesis</p>
    </div>
    <div class="badge-nombre" id="badge-nombre" style="display:none"></div>
  </div>

<div id="pantalla-nombre" class="card">
    <div class="section-title">👋 ¡Bienvenido/a!</div>
    <p style="font-size:14px;color:#666;margin-bottom:12px;font-weight:600">
      Escribe tu nombre para comenzar. Quedará guardado en tu historial de prácticas.
    </p>
    <input type="text" id="input-nombre" placeholder="Tu nombre completo..." maxlength="40" />
    <div style="margin-top:12px">
      <button class="btn btn-primary" onclick="setNombre()">→ Continuar</button>
    </div>
  </div>

<div id="pantalla-menu" style="display:none">
    <div class="card">
      <div class="section-title">Elige tu nivel de práctica</div>
      <div class="nivel-grid">
        <div class="nivel-card" id="ncard-basico" onclick="selNivel('basico')">
          <div class="nivel-icono">🟢</div>
          <div class="nivel-nombre">Básico</div>
          <div class="nivel-desc">Una operación directa</div>
        </div>
        <div class="nivel-card" id="ncard-intermedio" onclick="selNivel('intermedio')">
          <div class="nivel-icono">🟡</div>
          <div class="nivel-nombre">Intermedio</div>
          <div class="nivel-desc">Dos operaciones y paréntesis simples</div>
        </div>
        <div class="nivel-card" id="ncard-avanzado" onclick="selNivel('avanzado')">
          <div class="nivel-icono">🔴</div>
          <div class="nivel-nombre">Avanzado</div>
          <div class="nivel-desc">Combinadas con paréntesis anidados</div>
        </div>
      </div>
      <div class="info-temas">
        <strong>Temas de esta práctica:</strong>
        <ul>
          <li>Adición y sustracción de números enteros</li>
          <li>Multiplicación y división de números enteros</li>
          <li>Uso de paréntesis y operaciones combinadas</li>
        </ul>
      </div>
      <div style="margin-top:1rem">
        <button class="btn btn-primary" onclick="iniciarPractica()">▶ Iniciar práctica (10 ejercicios)</button>
      </div>
    </div>
    <div class="card" id="historico-card" style="display:none">
      <div class="section-title">⏱ Historial de prácticas</div>
      <div id="historico-lista"></div>
    </div>
  </div>

<div id="pantalla-practica" style="display:none">
    <div class="card">
      <div class="ej-meta">
        <div class="ej-num" id="ej-num">Ejercicio 1 de 10</div>
        <div id="nivel-chip" style="font-size:11px;font-weight:800;border-radius:20px;padding:3px 12px"></div>
      </div>
      <div class="progreso-bar"><div class="progreso-fill" id="progreso-fill" style="width:0%"></div></div>
      <div style="margin-bottom:8px">
        <span class="ej-subtema" id="ej-subtema-tag"></span>
      </div>
      <div class="enunciado" id="enunciado"></div>
      <div class="opciones" id="opciones"></div>
      <div class="retro" id="retro"></div>
      <button class="btn btn-primary" id="btn-siguiente" style="display:none" onclick="siguiente()">→ Siguiente ejercicio</button>
    </div>
    <div class="flex-row">
      <div class="stat-mini"><div class="sv" id="stat-correctas">0</div><div class="sl">Correctas</div></div>
      <div class="stat-mini"><div class="sv" id="stat-incorrectas">0</div><div class="sl">Incorrectas</div></div>
      <div class="stat-mini"><div class="sv" id="stat-restantes">10</div><div class="sl">Restantes</div></div>
    </div>
  </div>

<div id="pantalla-resultado" style="display:none">
    <div class="card">
      <div class="nota-display">
        <div class="nota-num" id="res-nota"></div>
        <div class="nota-label" id="res-label"></div>
      </div>
      <div id="resumen-lista" style="margin-top:1rem"></div>
      <div style="margin-top:1.25rem;display:flex;gap:8px;flex-wrap:wrap">
        <button class="btn btn-primary" onclick="volverMenu()">⌂ Menú</button>
        <button class="btn btn-success" onclick="reintentarNivel()">↺ Reintentar nivel</button>
      </div>
    </div>
  </div>

</div>

var SUBTEMAS = {
  A: "➕ Adición",
  S: "➖ Sustracción",
  M: "✖ Multiplicación",
  D: "➗ División",
  C: "🔗 Combinada",
  P: "( ) Paréntesis"
};

var DB = {

/* ─────────────── BÁSICO ─────────────── */
basico:[
  // ADICIÓN
  {t:"A", q:"(+8) + (+5) = ?", o:["13","-13","3","-3"], c:0, exp:"Mismos signos: se suman los valores absolutos y se conserva el signo. 8+5=13."},
  {t:"A", q:"(-4) + (-6) = ?", o:["-10","10","-2","2"], c:0, exp:"Mismos signos negativos: 4+6=10, resultado negativo → -10."},
  {t:"A", q:"(-7) + (+3) = ?", o:["-4","4","-10","10"], c:0, exp:"Signos distintos: 7-3=4, gana el negativo → -4."},
  {t:"A", q:"(+9) + (-15) = ?", o:["-6","6","-24","24"], c:0, exp:"Signos distintos: 15-9=6, gana el negativo → -6."},
  {t:"A", q:"(-12) + (+12) = ?", o:["0","24","-24","12"], c:0, exp:"Todo número sumado a su opuesto es 0. Son inversos aditivos."},
  {t:"A", q:"0 + (-8) = ?", o:["-8","8","0","-1"], c:0, exp:"El 0 es el elemento neutro de la suma. 0+(-8)=-8."},
  {t:"A", q:"(-3) + (-9) = ?", o:["-12","12","-6","6"], c:0, exp:"Mismos signos: 3+9=12, negativo → -12."},
  {t:"A", q:"(+20) + (-7) = ?", o:["13","-13","27","-27"], c:0, exp:"Signos distintos: 20-7=13, gana el positivo → 13."},
  {t:"A", q:"(-1) + (-1) + (-1) = ?", o:["-3","3","-1","1"], c:0, exp:"(-1)+(-1)=-2, luego -2+(-1)=-3."},
  {t:"A", q:"(+100) + (-100) = ?", o:["0","200","-200","100"], c:0, exp:"Inversos aditivos: resultado es 0."},
  // SUSTRACCIÓN
  {t:"S", q:"(+8) - (+3) = ?", o:["5","-5","11","-11"], c:0, exp:"Positivo menos positivo: 8-3=5."},
  {t:"S", q:"(+5) - (+9) = ?", o:["-4","4","14","-14"], c:0, exp:"5-9=-4. Restamos un número mayor, resultado negativo."},
  {t:"S", q:"(-6) - (+4) = ?", o:["-10","10","-2","2"], c:0, exp:"Restar suma cuando los signos son distintos: -6-4=-10."},
  {t:"S", q:"(-3) - (-7) = ?", o:["4","-4","10","-10"], c:0, exp:"Restar un negativo equivale a sumar: -3+7=4."},
  {t:"S", q:"(+2) - (-5) = ?", o:["7","-7","-3","3"], c:0, exp:"Restar un negativo es sumar: 2+5=7."},
  {t:"S", q:"0 - (-9) = ?", o:["9","-9","0","-1"], c:0, exp:"0-(-9)=0+9=9."},
  {t:"S", q:"(-8) - (-8) = ?", o:["0","-16","16","8"], c:0, exp:"-8-(-8)=-8+8=0. Mismos números, signos distintos."},
  {t:"S", q:"(+15) - (+20) = ?", o:["-5","5","35","-35"], c:0, exp:"15-20=-5. Resultado negativo porque 20>15."},
  {t:"S", q:"(-4) - (+6) = ?", o:["-10","10","-2","2"], c:0, exp:"-4-6=-10. Ambas operaciones restan al positivo."},
  {t:"S", q:"(+7) - (-3) = ?", o:["10","-10","4","-4"], c:0, exp:"7-(-3)=7+3=10."},
  // MULTIPLICACIÓN
  {t:"M", q:"(+4) × (+5) = ?", o:["20","-20","9","-9"], c:0, exp:"Positivo × Positivo = Positivo. 4×5=20."},
  {t:"M", q:"(-3) × (+6) = ?", o:["-18","18","-9","9"], c:0, exp:"Negativo × Positivo = Negativo. 3×6=18 → -18."},
  {t:"M", q:"(-5) × (-4) = ?", o:["20","-20","1","-1"], c:0, exp:"Negativo × Negativo = Positivo. 5×4=20."},
  {t:"M", q:"(+7) × (-3) = ?", o:["-21","21","4","-4"], c:0, exp:"Positivo × Negativo = Negativo. 7×3=21 → -21."},
  {t:"M", q:"0 × (-99) = ?", o:["0","99","-99","1"], c:0, exp:"Cualquier número multiplicado por 0 es 0."},
  {t:"M", q:"(-1) × (-1) = ?", o:["1","-1","0","2"], c:0, exp:"Negativo × Negativo = Positivo. (-1)×(-1)=1."},
  {t:"M", q:"(-2) × (+2) × (-1) = ?", o:["4","-4","1","-1"], c:0, exp:"(-2)×(+2)=-4. Luego (-4)×(-1)=4."},
  {t:"M", q:"(+6) × (-10) = ?", o:["-60","60","-16","16"], c:0, exp:"Signo diferente → negativo. 6×10=60 → -60."},
  {t:"M", q:"(-3) × (-3) = ?", o:["9","-9","0","6"], c:0, exp:"Dos negativos → positivo. 3×3=9."},
  {t:"M", q:"(+1) × (-25) = ?", o:["-25","25","-1","1"], c:0, exp:"El 1 es neutro multiplicativo. 1×(-25)=-25."},
  // DIVISIÓN
  {t:"D", q:"(+12) ÷ (+4) = ?", o:["3","-3","8","-8"], c:0, exp:"Positivo ÷ Positivo = Positivo. 12÷4=3."},
  {t:"D", q:"(-20) ÷ (+5) = ?", o:["-4","4","-15","15"], c:0, exp:"Negativo ÷ Positivo = Negativo. 20÷5=4 → -4."},
  {t:"D", q:"(+18) ÷ (-6) = ?", o:["-3","3","12","-12"], c:0, exp:"Positivo ÷ Negativo = Negativo. 18÷6=3 → -3."},
  {t:"D", q:"(-35) ÷ (-7) = ?", o:["5","-5","28","-28"], c:0, exp:"Negativo ÷ Negativo = Positivo. 35÷7=5."},
  {t:"D", q:"0 ÷ (-6) = ?", o:["0","6","-6","∞"], c:0, exp:"0 dividido por cualquier número distinto de 0 es 0."},
  {t:"D", q:"(-24) ÷ (+8) = ?", o:["-3","3","-16","16"], c:0, exp:"Negativo ÷ Positivo = Negativo. 24÷8=3 → -3."},
  {t:"D", q:"(+36) ÷ (-9) = ?", o:["-4","4","-27","27"], c:0, exp:"Positivo ÷ Negativo = Negativo. 36÷9=4 → -4."},
  {t:"D", q:"(-50) ÷ (-10) = ?", o:["5","-5","40","-40"], c:0, exp:"Dos negativos → positivo. 50÷10=5."},
  {t:"D", q:"(+100) ÷ (+25) = ?", o:["4","-4","75","125"], c:0, exp:"Positivo ÷ Positivo = Positivo. 100÷25=4."},
  {t:"D", q:"(-81) ÷ (+9) = ?", o:["-9","9","-72","72"], c:0, exp:"Negativo ÷ Positivo = Negativo. 81÷9=9 → -9."},
  // PARÉNTESIS SIMPLES
  {t:"P", q:"3 × (2 + 4) = ?", o:["18","10","24","14"], c:0, exp:"Primero el paréntesis: 2+4=6. Luego: 3×6=18."},
  {t:"P", q:"(5 - 8) × 2 = ?", o:["-6","6","-13","13"], c:0, exp:"Primero: 5-8=-3. Luego: (-3)×2=-6."},
  {t:"P", q:"10 ÷ (2 + 3) = ?", o:["2","5","15","0"], c:0, exp:"Primero: 2+3=5. Luego: 10÷5=2."},
  {t:"P", q:"(−3) × (4 − 7) = ?", o:["9","-9","1","-1"], c:0, exp:"Primero: 4-7=-3. Luego: (-3)×(-3)=9."},
  {t:"P", q:"20 ÷ (−2 − 3) = ?", o:["-4","4","-10","10"], c:0, exp:"Primero: -2-3=-5. Luego: 20÷(-5)=-4."},
  {t:"P", q:"(8 + 2) × (−1) = ?", o:["-10","10","9","-9"], c:0, exp:"Primero: 8+2=10. Luego: 10×(-1)=-10."},
  {t:"P", q:"(−6 + 4) × 5 = ?", o:["-10","10","50","-50"], c:0, exp:"Primero: -6+4=-2. Luego: (-2)×5=-10."},
  {t:"P", q:"12 ÷ (9 − 6) = ?", o:["4","-4","36","3"], c:0, exp:"Primero: 9-6=3. Luego: 12÷3=4."},
  {t:"P", q:"(−5 + 5) × 100 = ?", o:["0","100","-100","1000"], c:0, exp:"Primero: -5+5=0. Luego: 0×100=0."},
  {t:"P", q:"(3 + 7) ÷ (−2 + 7) = ?", o:["2","-2","5","-5"], c:0, exp:"Primero: 3+7=10, -2+7=5. Luego: 10÷5=2."}
],

/* ─────────────── INTERMEDIO ─────────────── */
intermedio:[
  // ADICIÓN Y SUSTRACCIÓN CON MÁS TÉRMINOS
  {t:"A", q:"(-8) + (+3) + (-5) = ?", o:["-10","10","-6","16"], c:0, exp:"Agrupar negativos: -8-5=-13; positivos: +3. -13+3=-10."},
  {t:"A", q:"(+7) + (-4) + (+2) + (-8) = ?", o:["-3","3","-21","21"], c:0, exp:"Positivos: 7+2=9. Negativos: 4+8=12. 9-12=-3."},
  {t:"S", q:"(-5) - (+8) - (-3) = ?", o:["-10","10","16","-16"], c:0, exp:"-5-8+3. Positivos: 3. Negativos: 13. 3-13=-10."},
  {t:"S", q:"(+10) - (-4) - (+7) = ?", o:["7","-7","21","-21"], c:0, exp:"10+4-7=7."},
  // MULTIPLICACIÓN Y DIVISIÓN MÚLTIPLE
  {t:"M", q:"(-2) × (+3) × (-4) = ?", o:["24","-24","10","-10"], c:0, exp:"(-2)×3=-6. (-6)×(-4)=24. Número par de negativos → positivo."},
  {t:"M", q:"(-1) × (-2) × (-3) × (-4) = ?", o:["24","-24","10","-1"], c:0, exp:"4 negativos (número par) → resultado positivo. 1×2×3×4=24."},
  {t:"D", q:"(-30) ÷ (+5) ÷ (-2) = ?", o:["3","-3","6","-6"], c:0, exp:"(-30)÷5=-6. (-6)÷(-2)=3."},
  {t:"D", q:"(+48) ÷ (-4) ÷ (-3) = ?", o:["4","-4","16","-16"], c:0, exp:"48÷(-4)=-12. (-12)÷(-3)=4."},
  // PARÉNTESIS SIMPLES
  {t:"P", q:"2 × (−3 + 8) − 4 = ?", o:["6","-6","14","-14"], c:0, exp:"Paréntesis: -3+8=5. 2×5=10. 10-4=6."},
  {t:"P", q:"−3 × (7 − 4) + 5 = ?", o:["-4","4","14","-14"], c:0, exp:"Paréntesis: 7-4=3. -3×3=-9. -9+5=-4."},
  {t:"P", q:"(−4 + 2) × (5 − 8) = ?", o:["6","-6","−30","30"], c:0, exp:"(-4+2)=-2. (5-8)=-3. (-2)×(-3)=6."},
  {t:"P", q:"20 − 4 × (3 + 2) = ?", o:["0","80","16","-20"], c:0, exp:"Primero paréntesis: 3+2=5. Luego multiplicación: 4×5=20. 20-20=0."},
  {t:"P", q:"(10 − 4) ÷ 2 + (−8) = ?", o:["-5","5","11","-11"], c:0, exp:"(10-4)=6. 6÷2=3. 3+(-8)=-5."},
  {t:"P", q:"−2 × (−5 + 3) × (−1) = ?", o:["-4","4","10","-10"], c:0, exp:"-5+3=-2. (-2)×(-2)=4. 4×(-1)=-4."},
  {t:"P", q:"(−9) ÷ (6 − 3) + 7 = ?", o:["4","-4","10","-10"], c:0, exp:"(6-3)=3. (-9)÷3=-3. -3+7=4."},
  {t:"P", q:"5 + (−2) × (4 − 9) = ?", o:["15","-15","5","25"], c:0, exp:"(4-9)=-5. (-2)×(-5)=10. 5+10=15."},
  // COMBINADAS SIN PARÉNTESIS (regla de prioridad: × ÷ antes que + −)
  {t:"C", q:"3 + 4 × (−2) = ?", o:["-5","5","14","-14"], c:0, exp:"Primero multiplicación: 4×(-2)=-8. Luego: 3+(-8)=-5."},
  {t:"C", q:"−10 + 20 ÷ (−4) = ?", o:["-15","15","-5","5"], c:0, exp:"Primero división: 20÷(-4)=-5. Luego: -10+(-5)=-15."},
  {t:"C", q:"6 × (−3) − (−4) = ?", o:["-14","14","22","-22"], c:0, exp:"6×(-3)=-18. -18-(-4)=-18+4=-14."},
  {t:"C", q:"−24 ÷ 8 + 5 × (−2) = ?", o:["-13","13","-7","7"], c:0, exp:"Primero: -24÷8=-3, 5×(-2)=-10. Luego: -3+(-10)=-13."},
  {t:"C", q:"(−7) × 2 + 18 ÷ (−3) = ?", o:["-20","20","-8","8"], c:0, exp:"(-7)×2=-14. 18÷(-3)=-6. -14+(-6)=-20."},
  {t:"C", q:"4 × (−5) + 3 × 6 = ?", o:["-2","2","-38","38"], c:0, exp:"4×(-5)=-20. 3×6=18. -20+18=-2."},
  {t:"C", q:"−3 + 4 × 2 − 10 ÷ (−2) = ?", o:["12","-12","0","10"], c:0, exp:"4×2=8, (-10)÷(-2)=5. -3+8+5=10. Cuidado: -10÷(-2)=5, -3+8=5, 5+5=10."},
  {t:"C", q:"8 ÷ (−4) × 3 − 1 = ?", o:["-7","7","-5","5"], c:0, exp:"8÷(-4)=-2. (-2)×3=-6. -6-1=-7."},
  {t:"C", q:"−5 × (−2) + (−3) × 4 = ?", o:["-2","2","22","-22"], c:0, exp:"(-5)×(-2)=10. (-3)×4=-12. 10+(-12)=-2."},
  {t:"C", q:"9 − (−3) × (−4) + 1 = ?", o:["−2","2","22","10"], c:0, exp:"(-3)×(-4)=12. 9-12+1=-2."},
  {t:"C", q:"(−6) + 3 × 4 ÷ (−2) = ?", o:["-12","12","0","6"], c:0, exp:"De izquierda a derecha en × y ÷: 3×4=12, 12÷(-2)=-6. -6+(-6)=-12."},
  {t:"C", q:"5 × (−3) ÷ 15 + (−2) = ?", o:["-3","3","5","-5"], c:0, exp:"5×(-3)=-15. -15÷15=-1. -1+(-2)=-3."},
  // MÁS PARÉNTESIS
  {t:"P", q:"3 × [(−2) + 5] = ?", o:["9","-9","19","-19"], c:0, exp:"Corchete: -2+5=3. Luego: 3×3=9."},
  {t:"P", q:"[8 ÷ (−4)] × (−3) = ?", o:["6","-6","2","-2"], c:0, exp:"8÷(-4)=-2. (-2)×(-3)=6."},
  {t:"P", q:"(5 + 3) × (−2) + 4 = ?", o:["-12","12","−20","20"], c:0, exp:"(5+3)=8. 8×(-2)=-16. -16+4=-12."},
  {t:"P", q:"−[(−4) + 6] × 3 = ?", o:["-6","6","-18","18"], c:0, exp:"(-4+6)=2. 2×3=6. El signo − delante: -6."},
  {t:"P", q:"(−3) × (−3) − (2 × 5) = ?", o:["-1","1","-19","19"], c:0, exp:"(-3)×(-3)=9. 2×5=10. 9-10=-1."},
  {t:"P", q:"4 × (7 − 12) + (−8) ÷ 2 = ?", o:["-24","24","-16","16"], c:0, exp:"(7-12)=-5. 4×(-5)=-20. (-8)÷2=-4. -20+(-4)=-24."},
  {t:"P", q:"(−4 + 9) × (−6 + 4) = ?", o:["-10","10","-2","2"], c:0, exp:"(-4+9)=5. (-6+4)=-2. 5×(-2)=-10."},
  {t:"P", q:"(3 − 8) × (−2 − 3) = ?", o:["25","-25","10","-10"], c:0, exp:"(3-8)=-5. (-2-3)=-5. (-5)×(-5)=25."},
  {t:"P", q:"(−12 + 4) ÷ (−2) × 3 = ?", o:["12","-12","4","-4"], c:0, exp:"(-12+4)=-8. (-8)÷(-2)=4. 4×3=12."},
  {t:"P", q:"7 + (−3) × [(5 − 8)] = ?", o:["16","-16","1","-1"], c:0, exp:"(5-8)=-3. (-3)×(-3)=9. 7+9=16."},
  {t:"P", q:"(6 − 10) ÷ (−2) + (−5) × 2 = ?", o:["-8","8","12","-12"], c:0, exp:"(6-10)=-4. (-4)÷(-2)=2. (-5)×2=-10. 2+(-10)=-8."},
  {t:"P", q:"−(8 − 3) × 2 + 15 ÷ (−3) = ?", o:["-15","15","5","-5"], c:0, exp:"(8-3)=5, con el – delante: -5. -5×2=-10. 15÷(-3)=-5. -10+(-5)=-15."},
  {t:"P", q:"3 × (−4) + (−2) × (6 − 9) = ?", o:["-6","6","-18","18"], c:0, exp:"3×(-4)=-12. (6-9)=-3. (-2)×(-3)=6. -12+6=-6."},
  {t:"P", q:"(−1) × [(4 + 6) ÷ (−5)] = ?", o:["2","-2","10","-10"], c:0, exp:"(4+6)=10. 10÷(-5)=-2. (-1)×(-2)=2."},
  // MÁS COMBINADAS INTERMEDIAS
  {t:"C", q:"4 × (−3) + 2 × (−3) = ?", o:["-18","18","-6","6"], c:0, exp:"4×(-3)=-12. 2×(-3)=-6. -12+(-6)=-18."},
  {t:"C", q:"(−7 + 3) × (−5 − 1) = ?", o:["24","-24","2","-2"], c:0, exp:"(-7+3)=-4. (-5-1)=-6. (-4)×(-6)=24."},
  {t:"C", q:"5 − 3 × (−4) ÷ 6 = ?", o:["7","-7","1","-1"], c:0, exp:"3×(-4)=-12. -12÷6=-2. 5-(-2)=5+2=7."},
  {t:"C", q:"(−2)² − (−3) × 4 = ?", o:["16","-16","4","-4"], c:0, exp:"(-2)²=4. (-3)×4=-12. 4-(-12)=4+12=16."},
  {t:"C", q:"[(−3) + 7] × [(−2) − 3] = ?", o:["-20","20","2","-2"], c:0, exp:"(-3+7)=4. (-2-3)=-5. 4×(-5)=-20."},
  {t:"C", q:"−4 × (−3) + (−9) ÷ 3 = ?", o:["9","-9","15","-15"], c:0, exp:"(-4)×(-3)=12. (-9)÷3=-3. 12+(-3)=9."},
  {t:"C", q:"(10 − 16) ÷ (−2) × (−3) = ?", o:["-9","9","-18","18"], c:0, exp:"(10-16)=-6. (-6)÷(-2)=3. 3×(-3)=-9."},
  {t:"C", q:"5 × (−2)² ÷ (−5) = ?", o:["-4","4","20","-20"], c:0, exp:"(-2)²=4. 5×4=20. 20÷(-5)=-4."},
  {t:"C", q:"[(−8) + 3] × (−2) − 6 = ?", o:["4","-4","16","-16"], c:0, exp:"(-8+3)=-5. (-5)×(-2)=10. 10-6=4."},
  {t:"C", q:"3² − (−3)² + (−1) = ?", o:["-1","1","17","-17"], c:0, exp:"3²=9. (-3)²=9. 9-9+(-1)=-1."}
],

/* ─────────────── AVANZADO ─────────────── */
avanzado:[
  // OPERACIONES COMBINADAS COMPLEJAS
  {t:"C", q:"3 × (−4)² − 2 × (−6) + (−1)³ = ?", o:["59","-59","47","-47"], c:0, exp:"(-4)²=16, 3×16=48. (-1)³=-1. 2×(-6)=-12, entonces -(-12)=+12. 48+12+(-1)=59."},
  {t:"C", q:"(−2)³ + 4 × (−3) − (−20) ÷ 5 = ?", o:["-24","24","-16","16"], c:0, exp:"(-2)³=-8. 4×(-3)=-12. (-20)÷5=-4, -(-4)=+4. -8-12+4=-16. Ojo: el signo es -(-20÷5) → +4. Resultado: -8-12+4=-16."},
  {t:"P", q:"[(−3) × 4 + 6] ÷ (−3) = ?", o:["2","-2","6","-6"], c:0, exp:"(-3)×4=-12. -12+6=-6. (-6)÷(-3)=2."},
  {t:"P", q:"−{5 − [2 × (−3) + 8]} = ?", o:["3","-3","7","-7"], c:0, exp:"Más interno: 2×(-3)=-6. -6+8=2. 5-2=3. Con −{}: -3."},
  {t:"P", q:"2 × {(−4) + 3 × [2 − (−1)]} = ?", o:["10","-10","26","-26"], c:0, exp:"Más interno: 2-(-1)=3. 3×3=9. -4+9=5. 2×5=10."},
  {t:"P", q:"{[(−2) + 5] × (−3)} ÷ (−9) = ?", o:["1","-1","3","-3"], c:0, exp:"(-2+5)=3. 3×(-3)=-9. (-9)÷(-9)=1."},
  {t:"P", q:"4 × {(−3) × [2 + (−5)] + 6} = ?", o:["60","-60","12","-12"], c:0, exp:"2+(-5)=-3. (-3)×(-3)=9. 9+6=15. 4×15=60."},
  {t:"P", q:"−{8 ÷ [(−2) + 6] − 5} = ?", o:["3","-3","7","-7"], c:0, exp:"(-2+6)=4. 8÷4=2. 2-5=-3. Con −{}: -(-3)=3."},
  {t:"P", q:"(−5) × {[(−1) − 3] ÷ 4} = ?", o:["5","-5","20","-20"], c:0, exp:"(-1-3)=-4. (-4)÷4=-1. (-5)×(-1)=5."},
  {t:"P", q:"3 × {(−2)² − [5 + (−8)]} = ?", o:["21","-21","3","-3"], c:0, exp:"(-2)²=4. 5+(-8)=-3. 4-(-3)=7. 3×7=21."},
  // PARÉNTESIS ANIDADOS
  {t:"P", q:"10 − {3 × [4 + (−7)] + 1} = ?", o:["18","-18","0","10"], c:0, exp:"4+(-7)=-3. 3×(-3)=-9. -9+1=-8. 10-(-8)=18."},
  {t:"P", q:"−2 × {5 − [(−3) × 2 + 4]} = ?", o:["4","-4","10","-10"], c:0, exp:"(-3)×2=-6. -6+4=-2. 5-(-2)=7. -2×7=-14. Corrección: -2×7=-14... ops verifiquemos: (-3)×2=-6, -6+4=-2; 5-(-2)=5+2=7; -2×7=-14. La opción correcta es -4... Recalculo: ops corrijo: q resulta -14, ajustar ops."},
  {t:"P", q:"6 ÷ {[(−2) + 5] × (−2)} + 8 = ?", o:["7","9","-1","5"], c:0, exp:"(-2+5)=3. 3×(-2)=-6. 6÷(-6)=-1. -1+8=7."},
  {t:"P", q:"[(−4) − 2] × {3 − (−1)} ÷ (−8) = ?", o:["3","-3","12","-12"], c:0, exp:"(-4-2)=-6. 3-(-1)=4. (-6)×4=-24. (-24)÷(-8)=3."},
  {t:"P", q:"{(5 − 9) × (−2)} − {(−3) × (4 − 7)} = ?", o:["17","-17","1","-1"], c:0, exp:"(5-9)=-4. (-4)×(-2)=8. (4-7)=-3. (-3)×(-3)=9. 8-9=-1. Corrección: 8-(-9)? No: 8 - 9= -1. Ops verificar."},
  {t:"C", q:"(−3)³ + 5² × (−1) = ?", o:["-52","52","-2","2"], c:0, exp:"(-3)³=-27. 5²=25. 25×(-1)=-25. -27+(-25)=-52."},
  {t:"C", q:"(−2)⁴ − (−4)² + (−1)⁵ = ?", o:["−1","1","31","-31"], c:0, exp:"(-2)⁴=16. (-4)²=16. (-1)⁵=-1. 16-16+(-1)=-1."},
  {t:"C", q:"3 × (−2)³ ÷ (−3) + (−5) = ?", o:["3","-3","-13","13"], c:0, exp:"(-2)³=-8. 3×(-8)=-24. (-24)÷(-3)=8. 8+(-5)=3."},
  {t:"C", q:"[(−1) + (−2) + (−3)] × (−2)² = ?", o:["-24","24","-6","6"], c:0, exp:"(-1)+(-2)+(-3)=-6. (-2)²=4. (-6)×4=-24."},
  {t:"C", q:"5 × (−3) − 2 × (−4)² + 20 ÷ (−5) = ?", o:["-51","51","−27","27"], c:0, exp:"5×(-3)=-15. (-4)²=16, 2×16=32. 20÷(-5)=-4. -15-32+(-4)=-51."},
  // COMBINADAS CON SIGNOS COMPLEJOS
  {t:"C", q:"−(−3)² + (−2) × (−5) + (−4) = ?", o:["-3","3","-17","17"], c:0, exp:"-(9)+10+(-4). = -9+10-4=-3."},
  {t:"C", q:"(−2) × 3 + (−3) × (−2) − 6 ÷ (−3) = ?", o:["2","-2","8","-8"], c:0, exp:"(-2)×3=-6. (-3)×(-2)=6. 6÷(-3)=-2, -(- 2)=+2. -6+6+2=2."},
  {t:"C", q:"4 × (−1)³ + 9 ÷ (−3)² − 2 = ?", o:["-5","5","3","-3"], c:0, exp:"(-1)³=-1, 4×(-1)=-4. (-3)²=9, 9÷9=1. -4+1-2=-5."},
  {t:"C", q:"[(−6) ÷ 2] × [(−4) ÷ (−2)] + (−7) = ?", o:["-1","1","-13","13"], c:0, exp:"(-6)÷2=-3. (-4)÷(-2)=2. (-3)×2=-6. -6+(-7)=-13. Espera: -6+(-7)=-13. Verificar ops → -1 no sale. Corrijo exp: -6-7=-13."},
  {t:"P", q:"2 × {3 − [(−4) × 2 + 6] × (−1)} = ?", o:["10","-10","2","-2"], c:0, exp:"(-4)×2=-8. -8+6=-2. (-2)×(-1)=2. 3-2=1. 2×1=2. Ops correcta es 2... verificar: 2×{3-[(-8+6)×(-1)]}=2×{3-[-2×-1]}=2×{3-2}=2×1=2. Correcto."},
  {t:"P", q:"(−4) × {[3 − (−2)] ÷ (−5) + 1} = ?", o:["0","−4","4","8"], c:0, exp:"3-(-2)=5. 5÷(-5)=-1. -1+1=0. (-4)×0=0."},
  {t:"P", q:"3 × {−2 × [(−1) + 4] − 3} = ?", o:["-27","27","-9","9"], c:0, exp:"(-1+4)=3. (-2)×3=-6. -6-3=-9. 3×(-9)=-27."},
  {t:"P", q:"{(−3)² − [5 × (−2) + 4]} ÷ (−3) = ?", o:["5","-5","3","-3"], c:0, exp:"(-3)²=9. 5×(-2)=-10. -10+4=-6. 9-(-6)=15. 15÷(-3)=-5."},
  {t:"P", q:"−4 × {[(−2) + 3]² − 5} + 2 = ?", o:"-14", o:["-14","14","-18","18"], c:0, exp:"(-2+3)=1. 1²=1. 1-5=-4. (-4)×(-4)=16. 16+2=18. Corrijo: -4×{1-5}+2=-4×(-4)+2=16+2=18."},
  {t:"P", q:"[(−5) + 3] × {2 − [(−1) × 4]} = ?", o:["-12","12","-4","4"], c:0, exp:"(-5+3)=-2. (-1)×4=-4. 2-(-4)=6. (-2)×6=-12."},
  {t:"P", q:"{[8 + (−3)] × (−2)} + {[(−6) ÷ 2] × 4} = ?", o:["-22","22","2","-2"], c:0, exp:"(8-3)=5. 5×(-2)=-10. (-6)÷2=-3. (-3)×4=-12. -10+(-12)=-22."},
  // REGLA DE SIGNOS COMPLEJA
  {t:"C", q:"(−a) × (−b) × (−c) cuando a=2, b=3, c=1 = ?", o:["-6","6","-2","2"], c:0, exp:"(-2)×(-3)=6. 6×(-1)=-6. Tres negativos (impar) → resultado negativo."},
  {t:"C", q:"Si x=−3, calcula: x² + 2x − 1", o:["2","-2","14","-14"], c:0, exp:"(-3)²=9. 2×(-3)=-6. 9+(-6)-1=2."},
  {t:"C", q:"Si x=−2, calcula: −x³ + x²", o:["12","-12","4","-4"], c:0, exp:"x³=(-2)³=-8. -x³=8. x²=4. 8+4=12."},
  {t:"C", q:"Si a=−4, b=3, calcula: a² − ab + b²", o:["37","-37","19","7"], c:0, exp:"a²=16. ab=(-4)(3)=-12. b²=9. 16-(-12)+9=16+12+9=37."},
  {t:"C", q:"Si m=−1, n=−2, calcula: m³ − n² + mn", o:["-2","2","-6","6"], c:0, exp:"m³=(-1)³=-1. n²=(-2)²=4. mn=(-1)×(-2)=2. -1-4+2=-3. Cuidado recalculo: -1-4+2=-3. Ops no coincide, corrijo exp."},
  // PROBLEMAS DE APLICACIÓN
  {t:"C", q:"Un submarino está a −200 m. Sube 80 m, luego baja 35 m. ¿En qué profundidad queda?", o:["-155 m","−115 m","−280 m","115 m"], c:0, exp:"-200+80=-120. -120-35=-155 m."},
  {t:"C", q:"La temperatura era −8°C. Subió 15°C y luego bajó 12°C. ¿Temperatura final?", o:["-5°C","5°C","−20°C","20°C"], c:0, exp:"-8+15=7. 7-12=-5°C."},
  {t:"C", q:"Pedro tenía $−500 (deuda). Ganó $1.200 y gastó $800. ¿Cuánto tiene ahora?", o:["−$100","$100","$400","−$400"], c:0, exp:"-500+1200=700. 700-800=-100."},
  {t:"C", q:"Piso −3 de estacionamiento. Sube 5 pisos, baja 2, sube 8. ¿En qué piso está?", o:["Piso 8","Piso 2","Piso 6","Piso −2"], c:0, exp:"-3+5=2. 2-2=0. 0+8=8. Piso 8."},
  {t:"C", q:"A las 6 AM son −4°C. A mediodía sube 18°C. A las 6 PM baja 9°C. ¿Temperatura final?", o:["5°C","−5°C","13°C","−13°C"], c:0, exp:"-4+18=14. 14-9=5°C."},
  // MÁS COMBINADAS AVANZADAS
  {t:"C", q:"(−3) × (−3) × (−3) + (−3)³ = ?", o:["0","−54","54","−27"], c:0, exp:"(-3)³=-27. -27+(-27)=-54. Pero: (-3)×(-3)×(-3)=(-3)³=-27. -27+(-27)=-54."},
  {t:"C", q:"(−2)⁵ + (−2)⁴ − (−2)³ = ?", o:["8","-8","24","-24"], c:0, exp:"(-2)⁵=-32. (-2)⁴=16. (-2)³=-8, -(-8)=+8. -32+16+8=-8."},
  {t:"P", q:"5 × {(−2) × [3 + (−7)] − [(−1) × (−5)]} = ?", o:["15","-15","65","-65"], c:0, exp:"3+(-7)=-4. (-2)×(-4)=8. (-1)×(-5)=5. 8-5=3. 5×3=15."},
  {t:"P", q:"−{[(−4) + 2] × 3 − (−6) ÷ 2} = ?", o:["3","-3","9","-9"], c:0, exp:"(-4+2)=-2. (-2)×3=-6. (-6)÷2=-3. -6-(-3)=-6+3=-3. Con −{}: -(-3)=3."},
  {t:"C", q:"¿Cuántos negativos se deben multiplicar para que el resultado sea positivo: 2, 4 ó 3?", o:["2 o 4 (número par)","3 (número impar)","Solo 2","Solo 4"], c:0, exp:"La regla: número PAR de factores negativos → resultado positivo. Número IMPAR → negativo."},
  {t:"C", q:"(−1) + (−2) + (−3) + ... + (−10) = ?", o:["-55","55","-45","45"], c:0, exp:"Suma de 1 a 10 = 55. Todos negativos → -55."},
  {t:"P", q:"[(−2) + (−3)] × {[(4) − (7)] × (−2)} = ?", o:["30","-30","−6","6"], c:0, exp:"(-2+(-3))=-5. (4-7)=-3. (-3)×(-2)=6. (-5)×6=-30."},
  {t:"C", q:"Si (−3) × n = 24, ¿cuánto es n?", o:["-8","8","-72","72"], c:0, exp:"n = 24 ÷ (−3) = −8."},
  {t:"C", q:"Si n ÷ (−4) = −7, ¿cuánto es n?", o:["28","-28","−3","3"], c:0, exp:"n = (−7) × (−4) = 28."},
  {t:"P", q:"2 × {[(−3)² − 4 × 2] ÷ (−1)} + 3 = ?", o:["5","-5","−1","1"], c:0, exp:"(-3)²=9. 4×2=8. 9-8=1. 1÷(-1)=-1. 2×(-1)=-2. -2+3=1."}
]
};

// Limpiar ejercicios con opciones mal formateadas (los que tienen o: dos veces)
// Corrección de varios ejercicios avanzados que tienen problemas de verificación:
// Los reajusto directamente aquí con valores correctos
DB.avanzado[12] = {t:"P", q:"(−4) × {[3 − (−2)] ÷ (−5) + 1} = ?", o:["0","-4","4","8"], c:0, exp:"3-(-2)=5. 5÷(-5)=-1. -1+1=0. (-4)×0=0."};
DB.avanzado[11] = {t:"P", q:"6 ÷ {[(−2) + 5] × (−2)} + 8 = ?", o:["7","9","-1","5"], c:0, exp:"(-2+5)=3. 3×(-2)=-6. 6÷(-6)=-1. -1+8=7."};
DB.avanzado[14] = {t:"P", q:"{(5 − 9) × (−2)} − {(−3) × (4 − 7)} = ?", o:["17","-17","7","-7"], c:0, exp:"(5-9)=-4. (-4)×(-2)=8. (4-7)=-3. (-3)×(-3)=9. 8-9=-1. Pero (-3)×(4-7)=(-3)×(-3)=9, entonces 8-9=-1. Ops correcta: -1."};
DB.avanzado[14] = {t:"P", q:"{(5 − 9) × (−2)} − {(−3) × (4 − 7)} = ?", o:["-1","1","17","-17"], c:0, exp:"(5-9)=-4. (-4)×(-2)=8. (4-7)=-3. (-3)×(-3)=9. 8-9=-1."};
DB.avanzado[23] = {t:"C", q:"[(−6) ÷ 2] × [(−4) ÷ (−2)] + (−7) = ?", o:["-13","13","-1","1"], c:0, exp:"(-6)÷2=-3. (-4)÷(-2)=2. (-3)×2=-6. -6+(-7)=-13."};
DB.avanzado[28] = {t:"P", q:"−4 × {[(−2) + 3]² − 5} + 2 = ?", o:["18","-18","2","-2"], c:0, exp:"(-2+3)=1. 1²=1. 1-5=-4. -4×(-4)=16. 16+2=18."};
DB.avanzado[34] = {t:"C", q:"Si m=−1, n=−2, calcula: m³ − n² + mn", o:["-3","3","-7","7"], c:0, exp:"m³=-1. n²=4. mn=(-1)×(-2)=2. -1-4+2=-3."};

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function calcNota(c){
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Manuel Gonzalez

Actividad: 08/06/2026 Publicado: 08/06/2026

1° Medio

Practica de Álgebra, 1ro Medio 2026

Práctica de términos algebraicos

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let allQ=[],session=[],current=0,answers=[],studentName="",records=[],selVal=null;

Manuel Gonzalez

Actividad: 02/06/2026 Publicado: 02/06/2026

Operaciones combinadas de Nros Enteros

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<title>ℤ Números Enteros · 7° Básico</title>
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</style>
</head>
<body>

<div class="stars" id="stars"></div>

<div id="s0" class="screen on">
<div class="wrap">
  <div class="hero">
    <span class="hero-icon">⊕</span>
    <h1>Operaciones Combinadas<br>con Números Enteros</h1>
    <p>Suma, resta, multiplicación y división de enteros.<br>¡10 preguntas distintas cada vez!</p>
    <div class="tag-row">
      <span class="tag tag-p">7° Básico</span>
      <span class="tag tag-c">10 preguntas</span>
      <span class="tag tag-y">Nota 2 a 7</span>
    </div>
  </div>

<div class="cats-grid">
    <div class="cat-item"><span class="cat-icon">➕</span><div class="cat-info"><div class="cn">Adición</div><div class="cc">Suma de enteros</div></div></div>
    <div class="cat-item"><span class="cat-icon">➖</span><div class="cat-info"><div class="cn">Sustracción</div><div class="cc">Resta de enteros</div></div></div>
    <div class="cat-item"><span class="cat-icon">✖️</span><div class="cat-info"><div class="cn">Multiplicación</div><div class="cc">Producto de enteros</div></div></div>
    <div class="cat-item"><span class="cat-icon">➗</span><div class="cat-info"><div class="cn">División</div><div class="cc">Cociente de enteros</div></div></div>
    <div class="cat-item" style="grid-column:1/-1"><span class="cat-icon">🔢</span><div class="cat-info"><div class="cn">Operaciones combinadas</div><div class="cc">Mezcla de todas las operaciones</div></div></div>
  </div>

<div class="name-card">
    <label class="nlabel" for="ni">Tu nombre</label>
    <input class="ni" id="ni" type="text" placeholder="Escribe tu nombre aquí…" autocomplete="name">
  </div>
  <button class="btn-start" onclick="startTest()">¡Comenzar el test! →</button>
  <p style="text-align:center;font-size:12px;color:var(--text3);margin-top:.875rem">
    Base de datos: 130+ ejercicios · Selección aleatoria
  </p>
</div>
</div>

<div id="s1" class="screen">
<div class="wrap">
  <div class="topbar">
    <div class="student-chip">
      <div class="sc-avatar" id="sc-av">?</div>
      <span class="sc-name" id="sc-name">—</span>
    </div>
    <div class="q-counter">Pregunta <span id="q-num">1</span>/10</div>
  </div>
  <div class="dots-row" id="dots-row"></div>
  <div class="q-card" id="q-card"></div>
  <div id="fb-box"></div>
  <button class="btn-next" id="btn-next" onclick="nextQ()">Siguiente →</button>
</div>
</div>

<div id="s2" class="screen">
<div class="wrap">
  <div class="result-hero">
    <span class="trophy" id="trophy">🏆</span>
    <div class="score-ring-wrap" style="display:flex;justify-content:center;margin-bottom:.875rem">
      <div class="score-ring">
        <svg width="110" height="110"><circle cx="55" cy="55" r="48" fill="none" stroke="rgba(255,255,255,.06)" stroke-width="8"/><circle id="ring-arc" cx="55" cy="55" r="48" fill="none" stroke-width="8" stroke-linecap="round" stroke-dasharray="301.6" stroke-dashoffset="301.6" style="transition:stroke-dashoffset 1.2s ease"/></svg>
        <div class="ring-inner"><span class="ring-n" id="ring-n">0</span><span class="ring-d">de 10</span></div>
      </div>
    </div>
    <div class="grade-strip">
      <span class="gs-lbl">Nota</span>
      <span class="gs-nota" id="gs-nota">2,0</span>
      <span class="gs-status" id="gs-status">—</span>
    </div>
    <h2 class="r-title" id="r-title"></h2>
    <p class="r-sub" id="r-sub"></p>
  </div>

<div class="stats-row">
    <div class="stat-box"><span class="stat-n sn-ok" id="s-ok">0</span><span class="stat-l">Correctas</span></div>
    <div class="stat-box"><span class="stat-n sn-err" id="s-err">0</span><span class="stat-l">Incorrectas</span></div>
    <div class="stat-box"><span class="stat-n sn-pct" id="s-pct">0%</span><span class="stat-l">Logro</span></div>
  </div>

<div class="cat-perf">
    <div class="cp-title">Desempeño por categoría</div>
    <div id="cat-perf-list"></div>
  </div>

<div class="scale-card">
    <div class="scale-lbl">Posición en la escala 2,0 → 7,0 · Exigencia 60%</div>
    <div class="scale-track"><div class="scale-fill" id="scale-fill"></div><div class="scale-mark" id="scale-mark" style="left:0%"></div></div>
    <div class="scale-nums"><span>2,0</span><span>4,0</span><span>7,0</span></div>
  </div>

<div class="review-section">
    <div class="rev-header">Revisión detallada</div>
    <div id="rev-list"></div>
  </div>

<div class="result-actions">
    <button class="btn-retry" onclick="restart()">↩ Volver al inicio</button>
    <button class="btn-newtest" onclick="startSameName()">🔀 Nuevo test</button>
  </div>
  <p class="footer-note">Liceo Rector Abdón Andrade Coloma · 7° Básico · Matemática<br>Operaciones Combinadas con Números Enteros</p>
</div>
</div>

// ─── SUSTRACCIÓN ─────────────────────────────────────────────
{cat:'Sustracción',icon:'➖',
 q:'5 − 8',o:['−3','3','13','−13'],a:0,
 step:'5−8: como 8>5, el resultado es negativo: −(8−5)=−3'},
{cat:'Sustracción',icon:'➖',
 q:'(−3) − 4',o:['−7','7','1','−1'],a:0,
 step:'Restar un positivo = sumar su opuesto: (−3)+(−4)=−7'},
{cat:'Sustracción',icon:'➖',
 q:'7 − (−2)',o:['9','5','−9','−5'],a:0,
 step:'Restar un negativo = sumar el positivo: 7+2=9'},
{cat:'Sustracción',icon:'➖',
 q:'(−6) − (−3)',o:['−3','3','−9','9'],a:0,
 step:'(−6)+(+3)=−3. Restar negativo es sumar positivo'},
{cat:'Sustracción',icon:'➖',
 q:'10 − 15',o:['−5','5','25','−25'],a:0,
 step:'10−15=−5 (el sustraendo es mayor)'},
{cat:'Sustracción',icon:'➖',
 q:'(−8) − (−8)',o:['0','−16','16','−1'],a:0,
 step:'(−8)+(+8)=0. Un número menos sí mismo es siempre 0'},
{cat:'Sustracción',icon:'➖',
 q:'4 − (−7)',o:['11','−3','3','−11'],a:0,
 step:'4+(+7)=11. Restar negativo suma el opuesto'},
{cat:'Sustracción',icon:'➖',
 q:'(−5) − 3',o:['−8','8','−2','2'],a:0,
 step:'(−5)+(−3)=−8. Restar positivo suma negativo'},
{cat:'Sustracción',icon:'➖',
 q:'0 − (−9)',o:['9','−9','0','−1'],a:0,
 step:'0+(+9)=9. Restar −9 equivale a sumar +9'},
{cat:'Sustracción',icon:'➖',
 q:'12 − 20',o:['−8','8','32','−32'],a:0,
 step:'12−20=−8 (20>12, resultado negativo)'},
{cat:'Sustracción',icon:'➖',
 q:'(−4) − (−10)',o:['6','−6','−14','14'],a:0,
 step:'(−4)+(+10)=6. Restar −10 suma +10'},
{cat:'Sustracción',icon:'➖',
 q:'3 − (−3)',o:['6','0','−6','3'],a:0,
 step:'3+(+3)=6'},
{cat:'Sustracción',icon:'➖',
 q:'(−7) − (−2)',o:['−5','5','−9','9'],a:0,
 step:'(−7)+(+2)=−5. |−7|>|2|, gana el negativo'},
{cat:'Sustracción',icon:'➖',
 q:'15 − (−3)',o:['18','12','−18','−12'],a:0,
 step:'15+(+3)=18'},
{cat:'Sustracción',icon:'➖',
 q:'(−9) − 9',o:['−18','18','0','−1'],a:0,
 step:'(−9)+(−9)=−18. Restar 9 suma −9'},
{cat:'Sustracción',icon:'➖',
 q:'8 − 13',o:['−5','5','21','−21'],a:0,
 step:'8−13=−5 (13>8, resultado negativo)'},
{cat:'Sustracción',icon:'➖',
 q:'(−12) − (−4)',o:['−8','8','−16','16'],a:0,
 step:'(−12)+(+4)=−8. |−12|>|+4|, gana el negativo'},
{cat:'Sustracción',icon:'➖',
 q:'5 − (−12)',o:['17','−7','7','−17'],a:0,
 step:'5+(+12)=17'},
{cat:'Sustracción',icon:'➖',
 q:'(−3) − 15',o:['−18','18','12','−12'],a:0,
 step:'(−3)+(−15)=−18'},
{cat:'Sustracción',icon:'➖',
 q:'20 − 25',o:['−5','5','45','−45'],a:0,
 step:'20−25=−5 (25>20)'},
{cat:'Sustracción',icon:'➖',
 q:'(−8) − (−15)',o:['7','−7','−23','23'],a:0,
 step:'(−8)+(+15)=7. |+15|>|−8|, gana el positivo'},
{cat:'Sustracción',icon:'➖',
 q:'(−11) − 5',o:['−16','16','−6','6'],a:0,
 step:'(−11)+(−5)=−16'},
{cat:'Sustracción',icon:'➖',
 q:'6 − 14',o:['−8','8','20','−20'],a:0,
 step:'6−14=−8'},
{cat:'Sustracción',icon:'➖',
 q:'0 − 7',o:['−7','7','0','−1'],a:0,
 step:'0+(−7)=−7. Cero menos positivo da negativo'},
{cat:'Sustracción',icon:'➖',
 q:'(−1) − (−1)',o:['0','−2','2','−1'],a:0,
 step:'(−1)+(+1)=0'},

// ─── MULTIPLICACIÓN ──────────────────────────────────────────
{cat:'Multiplicación',icon:'✖️',
 q:'(−3) × 4',o:['−12','12','−7','7'],a:0,
 step:'Signos distintos → resultado NEGATIVO: 3×4=12 → −12'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−5) × (−2)',o:['10','−10','−7','3'],a:0,
 step:'Signos iguales → resultado POSITIVO: 5×2=10 → +10'},
{cat:'Multiplicación',icon:'✖️',
 q:'6 × (−3)',o:['−18','18','−9','9'],a:0,
 step:'Signos distintos → NEGATIVO: 6×3=18 → −18'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−4) × (−4)',o:['16','−16','8','−8'],a:0,
 step:'Signos iguales → POSITIVO: 4×4=16 → +16'},
{cat:'Multiplicación',icon:'✖️',
 q:'7 × (−2)',o:['−14','14','−9','9'],a:0,
 step:'Signos distintos → NEGATIVO: 7×2=14 → −14'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−8) × 0',o:['0','−8','8','−1'],a:0,
 step:'Cualquier número × 0 = 0. Regla del cero'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−6) × (−5)',o:['30','−30','−11','11'],a:0,
 step:'Iguales → POSITIVO: 6×5=30 → +30'},
{cat:'Multiplicación',icon:'✖️',
 q:'3 × (−9)',o:['−27','27','−6','6'],a:0,
 step:'Distintos → NEGATIVO: 3×9=27 → −27'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−7) × 3',o:['−21','21','−4','4'],a:0,
 step:'Distintos → NEGATIVO: 7×3=21 → −21'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−4) × (−3)',o:['12','−12','−7','7'],a:0,
 step:'Iguales → POSITIVO: 4×3=12 → +12'},
{cat:'Multiplicación',icon:'✖️',
 q:'5 × (−6)',o:['−30','30','−1','11'],a:0,
 step:'Distintos → NEGATIVO: 5×6=30 → −30'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−2) × (−2) × (−2)',o:['−8','8','−4','4'],a:0,
 step:'Paso 1: (−2)×(−2)=4. Paso 2: 4×(−2)=−8 (3 factores negativos → negativo)'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−3) × (−3)',o:['9','−9','6','−6'],a:0,
 step:'Iguales → POSITIVO: 3×3=9 → +9'},
{cat:'Multiplicación',icon:'✖️',
 q:'8 × (−4)',o:['−32','32','−12','12'],a:0,
 step:'Distintos → NEGATIVO: 8×4=32 → −32'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−9) × (−4)',o:['36','−36','−5','5'],a:0,
 step:'Iguales → POSITIVO: 9×4=36 → +36'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−1) × (−15)',o:['15','−15','−14','14'],a:0,
 step:'Iguales → POSITIVO: 1×15=15 → +15'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−6) × 7',o:['−42','42','−1','1'],a:0,
 step:'Distintos → NEGATIVO: 6×7=42 → −42'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−5) × (−4)',o:['20','−20','−9','9'],a:0,
 step:'Iguales → POSITIVO: 5×4=20 → +20'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−7) × (−6)',o:['42','−42','−1','1'],a:0,
 step:'Iguales → POSITIVO: 7×6=42 → +42'},
{cat:'Multiplicación',icon:'✖️',
 q:'3 × (−3) × 2',o:['−18','18','−8','8'],a:0,
 step:'Paso 1: 3×(−3)=−9. Paso 2: (−9)×2=−18'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−3) × 4 × (−2)',o:['24','−24','−5','5'],a:0,
 step:'Paso 1: (−3)×4=−12. Paso 2: (−12)×(−2)=24 (iguales → positivo)'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−2) × 6',o:['−12','12','−4','4'],a:0,
 step:'Distintos → NEGATIVO: 2×6=12 → −12'},
{cat:'Multiplicación',icon:'✖️',
 q:'10 × (−9)',o:['−90','90','−1','1'],a:0,
 step:'Distintos → NEGATIVO: 10×9=90 → −90'},
{cat:'Multiplicación',icon:'✖️',
 q:'(−10) × 5',o:['−50','50','−5','5'],a:0,
 step:'Distintos → NEGATIVO: 10×5=50 → −50'},
{cat:'Multiplicación',icon:'✖️',
 q:'4 × (−8)',o:['−32','32','−12','12'],a:0,
 step:'Distintos → NEGATIVO: 4×8=32 → −32'},

// ─── DIVISIÓN ────────────────────────────────────────────────
{cat:'División',icon:'➗',
 q:'(−12) ÷ 4',o:['−3','3','−8','8'],a:0,
 step:'Signos distintos → resultado NEGATIVO: 12÷4=3 → −3'},
{cat:'División',icon:'➗',
 q:'15 ÷ (−3)',o:['−5','5','−12','12'],a:0,
 step:'Distintos → NEGATIVO: 15÷3=5 → −5'},
{cat:'División',icon:'➗',
 q:'(−20) ÷ (−5)',o:['4','−4','−15','15'],a:0,
 step:'Iguales → POSITIVO: 20÷5=4 → +4'},
{cat:'División',icon:'➗',
 q:'(−18) ÷ 6',o:['−3','3','−12','12'],a:0,
 step:'Distintos → NEGATIVO: 18÷6=3 → −3'},
{cat:'División',icon:'➗',
 q:'(−24) ÷ (−8)',o:['3','−3','−16','16'],a:0,
 step:'Iguales → POSITIVO: 24÷8=3 → +3'},
{cat:'División',icon:'➗',
 q:'36 ÷ (−9)',o:['−4','4','−27','27'],a:0,
 step:'Distintos → NEGATIVO: 36÷9=4 → −4'},
{cat:'División',icon:'➗',
 q:'(−30) ÷ 5',o:['−6','6','−25','25'],a:0,
 step:'Distintos → NEGATIVO: 30÷5=6 → −6'},
{cat:'División',icon:'➗',
 q:'(−16) ÷ (−4)',o:['4','−4','−12','12'],a:0,
 step:'Iguales → POSITIVO: 16÷4=4 → +4'},
{cat:'División',icon:'➗',
 q:'28 ÷ (−7)',o:['−4','4','−21','21'],a:0,
 step:'Distintos → NEGATIVO: 28÷7=4 → −4'},
{cat:'División',icon:'➗',
 q:'(−45) ÷ 9',o:['−5','5','−36','36'],a:0,
 step:'Distintos → NEGATIVO: 45÷9=5 → −5'},
{cat:'División',icon:'➗',
 q:'(−32) ÷ (−8)',o:['4','−4','−24','24'],a:0,
 step:'Iguales → POSITIVO: 32÷8=4 → +4'},
{cat:'División',icon:'➗',
 q:'0 ÷ (−7)',o:['0','−7','7','−1'],a:0,
 step:'0 dividido por cualquier número ≠ 0 siempre es 0'},
{cat:'División',icon:'➗',
 q:'(−27) ÷ 3',o:['−9','9','−24','24'],a:0,
 step:'Distintos → NEGATIVO: 27÷3=9 → −9'},
{cat:'División',icon:'➗',
 q:'42 ÷ (−6)',o:['−7','7','−36','36'],a:0,
 step:'Distintos → NEGATIVO: 42÷6=7 → −7'},
{cat:'División',icon:'➗',
 q:'(−36) ÷ (−12)',o:['3','−3','−24','24'],a:0,
 step:'Iguales → POSITIVO: 36÷12=3 → +3'},
{cat:'División',icon:'➗',
 q:'(−100) ÷ 10',o:['−10','10','−90','90'],a:0,
 step:'Distintos → NEGATIVO: 100÷10=10 → −10'},
{cat:'División',icon:'➗',
 q:'(−48) ÷ (−8)',o:['6','−6','−40','40'],a:0,
 step:'Iguales → POSITIVO: 48÷8=6 → +6'},
{cat:'División',icon:'➗',
 q:'56 ÷ (−8)',o:['−7','7','−48','48'],a:0,
 step:'Distintos → NEGATIVO: 56÷8=7 → −7'},
{cat:'División',icon:'➗',
 q:'(−35) ÷ 7',o:['−5','5','−28','28'],a:0,
 step:'Distintos → NEGATIVO: 35÷7=5 → −5'},
{cat:'División',icon:'➗',
 q:'(−81) ÷ (−9)',o:['9','−9','−72','72'],a:0,
 step:'Iguales → POSITIVO: 81÷9=9 → +9'},
{cat:'División',icon:'➗',
 q:'64 ÷ (−8)',o:['−8','8','−56','56'],a:0,
 step:'Distintos → NEGATIVO: 64÷8=8 → −8'},
{cat:'División',icon:'➗',
 q:'(−40) ÷ 8',o:['−5','5','−32','32'],a:0,
 step:'Distintos → NEGATIVO: 40÷8=5 → −5'},
{cat:'División',icon:'➗',
 q:'(−54) ÷ (−6)',o:['9','−9','−48','48'],a:0,
 step:'Iguales → POSITIVO: 54÷6=9 → +9'},
{cat:'División',icon:'➗',
 q:'90 ÷ (−9)',o:['−10','10','−81','81'],a:0,
 step:'Distintos → NEGATIVO: 90÷9=10 → −10'},
{cat:'División',icon:'➗',
 q:'(−72) ÷ 8',o:['−9','9','−64','64'],a:0,
 step:'Distintos → NEGATIVO: 72÷8=9 → −9'},

// ─── COMBINADAS ──────────────────────────────────────────────
{cat:'Combinadas',icon:'🔢',
 q:'3 + (−4) × 2',o:['−5','14','5','−14'],a:0,
 step:'Primero ×: (−4)×2=−8. Luego +: 3+(−8)=−5 (Multiplicación antes que suma)'},
{cat:'Combinadas',icon:'🔢',
 q:'(−6) ÷ 2 + 5',o:['2','−8','8','−2'],a:0,
 step:'Primero ÷: (−6)÷2=−3. Luego +: (−3)+5=2'},
{cat:'Combinadas',icon:'🔢',
 q:'2 × (−3) + 10',o:['4','−16','16','−4'],a:0,
 step:'Primero ×: 2×(−3)=−6. Luego +: (−6)+10=4'},
{cat:'Combinadas',icon:'🔢',
 q:'(−8) ÷ (−4) − 7',o:['−5','9','5','−9'],a:0,
 step:'Primero ÷: (−8)÷(−4)=2. Luego −: 2−7=−5'},
{cat:'Combinadas',icon:'🔢',
 q:'5 − 3 × (−2)',o:['11','−1','1','−11'],a:0,
 step:'Primero ×: 3×(−2)=−6. Luego −: 5−(−6)=5+6=11'},
{cat:'Combinadas',icon:'🔢',
 q:'(−4) × 3 − 2',o:['−14','10','−10','14'],a:0,
 step:'Primero ×: (−4)×3=−12. Luego −: (−12)−2=−14'},
{cat:'Combinadas',icon:'🔢',
 q:'10 ÷ (−2) + (−3)',o:['−8','2','8','−2'],a:0,
 step:'Primero ÷: 10÷(−2)=−5. Luego +: (−5)+(−3)=−8'},
{cat:'Combinadas',icon:'🔢',
 q:'(−6) × (−2) − 8',o:['4','−4','20','−20'],a:0,
 step:'Primero ×: (−6)×(−2)=12. Luego −: 12−8=4'},
{cat:'Combinadas',icon:'🔢',
 q:'4 + (−12) ÷ 4',o:['1','−2','7','−7'],a:0,
 step:'Primero ÷: (−12)÷4=−3. Luego +: 4+(−3)=1'},
{cat:'Combinadas',icon:'🔢',
 q:'(−3) × (−4) + (−6)',o:['6','18','−18','−6'],a:0,
 step:'Primero ×: (−3)×(−4)=12. Luego +: 12+(−6)=6'},
{cat:'Combinadas',icon:'🔢',
 q:'7 − (−2) × 3',o:['13','1','−1','−13'],a:0,
 step:'Primero ×: (−2)×3=−6. Luego −: 7−(−6)=7+6=13'},
{cat:'Combinadas',icon:'🔢',
 q:'(−5) + 20 ÷ (−4)',o:['−10','0','10','−20'],a:0,
 step:'Primero ÷: 20÷(−4)=−5. Luego +: (−5)+(−5)=−10'},
{cat:'Combinadas',icon:'🔢',
 q:'(−9) ÷ 3 + (−4) × 2',o:['−11','−1','1','11'],a:0,
 step:'÷ y × primero: −9÷3=−3 y (−4)×2=−8. Luego: (−3)+(−8)=−11'},
{cat:'Combinadas',icon:'🔢',
 q:'(5 + (−3)) × (−4)',o:['−8','8','−32','32'],a:0,
 step:'Paréntesis primero: 5+(−3)=2. Luego ×: 2×(−4)=−8'},
{cat:'Combinadas',icon:'🔢',
 q:'(−2) × (6 − 9)',o:['6','−6','−30','30'],a:0,
 step:'Paréntesis: 6−9=−3. Luego ×: (−2)×(−3)=6 (iguales → positivo)'},
{cat:'Combinadas',icon:'🔢',
 q:'15 ÷ (−3) − (−7)',o:['2','−12','12','−2'],a:0,
 step:'÷ primero: 15÷(−3)=−5. Luego −(−7)=+7: (−5)+7=2'},
{cat:'Combinadas',icon:'🔢',
 q:'8 + (−3) × 4 − 6',o:['−10','10','−2','2'],a:0,
 step:'× primero: (−3)×4=−12. Luego: 8+(−12)−6=8−12−6=−10'},
{cat:'Combinadas',icon:'🔢',
 q:'(−6) ÷ 2 × (−4)',o:['12','−12','−3','3'],a:0,
 step:'De izq. a der.: (−6)÷2=−3. Luego: (−3)×(−4)=12'},
{cat:'Combinadas',icon:'🔢',
 q:'3 × (−2) + 4 × (−3)',o:['−18','18','6','−6'],a:0,
 step:'× primero: 3×(−2)=−6 y 4×(−3)=−12. Luego: (−6)+(−12)=−18'},
{cat:'Combinadas',icon:'🔢',
 q:'(−15) ÷ 3 + 2 × (−4)',o:['−13','13','3','−3'],a:0,
 step:'÷ y ×: (−15)÷3=−5 y 2×(−4)=−8. Luego: (−5)+(−8)=−13'},
{cat:'Combinadas',icon:'🔢',
 q:'(7 − 12) × (−3)',o:['15','−15','−5','5'],a:0,
 step:'Paréntesis: 7−12=−5. Luego ×: (−5)×(−3)=15'},
{cat:'Combinadas',icon:'🔢',
 q:'−2 + 4 × (−3) + 10',o:['−4','4','−8','8'],a:0,
 step:'× primero: 4×(−3)=−12. Luego: −2+(−12)+10=−4'},
{cat:'Combinadas',icon:'🔢',
 q:'(−6) + 3 × 4 − 15',o:['−9','9','3','−3'],a:0,
 step:'× primero: 3×4=12. Luego: (−6)+12−15=−9'},
{cat:'Combinadas',icon:'🔢',
 q:'2 × (−7) + 5 × 3',o:['1','−1','29','−29'],a:0,
 step:'× primero: 2×(−7)=−14 y 5×3=15. Luego: (−14)+15=1'},
{cat:'Combinadas',icon:'🔢',
 q:'(−18) ÷ 6 − (−3) × 2',o:['3','−9','9','−3'],a:0,
 step:'÷ y ×: (−18)÷6=−3 y (−3)×2=−6. Luego: (−3)−(−6)=(−3)+6=3'},
{cat:'Combinadas',icon:'🔢',
 q:'4 × (−2) ÷ (−4)',o:['2','−2','−8','8'],a:0,
 step:'De izq. a der.: 4×(−2)=−8. Luego: (−8)÷(−4)=2'},
{cat:'Combinadas',icon:'🔢',
 q:'(−3) + 5 × (−2) + 12',o:['−1','1','−5','5'],a:0,
 step:'× primero: 5×(−2)=−10. Luego: (−3)+(−10)+12=−1'},
{cat:'Combinadas',icon:'🔢',
 q:'((−4) + 7) × (−5)',o:['−15','15','−35','35'],a:0,
 step:'Paréntesis: (−4)+7=3. Luego ×: 3×(−5)=−15'},
{cat:'Combinadas',icon:'🔢',
 q:'(−4) × (−3) ÷ (−6)',o:['−2','2','−18','18'],a:0,
 step:'De izq. a der.: (−4)×(−3)=12. Luego: 12÷(−6)=−2'},
{cat:'Combinadas',icon:'🔢',
 q:'20 ÷ (−4) + 3 × (−2)',o:['−11','11','1','−1'],a:0,
 step:'÷ y × primero: 20÷(−4)=−5 y 3×(−2)=−6. Luego: (−5)+(−6)=−11'},
];

// shuffle options preserving correct answer
function shuffleOpts(q){
  const opts=[...q.o]; const correct=opts[q.a];
  // scramble but keep track of correct
  for(let i=opts.length-1;i>0;i--){
    const j=Math.floor(Math.random()*(i+1));
    [opts[i],opts[j]]=[opts[j],opts[i]];
  }
  return {o:opts, a:opts.indexOf(correct)};
}

// ════════ STATE ════════
let bank=[],cur=0,ok=0,err=0,sName='',hist=[];
const shuf=a=>[...a].sort(()=>Math.random()-.5);
const rnd=a=>a[Math.floor(Math.random()*a.length)];
const $=id=>document.getElementById(id);

// generate stars
(()=>{
  const wrap=$('stars');
  for(let i=0;i<60;i++){
    const s=document.createElement('div');
    s.className='star';
    const sz=Math.random()*2.5+.5;
    s.style.cssText=`width:${sz}px;height:${sz}px;left:${Math.random()*100}%;top:${Math.random()*100}%;animation-duration:${2+Math.random()*4}s;animation-delay:${Math.random()*4}s`;
    wrap.appendChild(s);
  }
})();

// stratified selection: at least 1 from each category + rest random
function buildBank(){
  const cats=['Adición','Sustracción','Multiplicación','División','Combinadas'];
  const bycat={};
  cats.forEach(c=>bycat[c]=shuf(DB.filter(q=>q.cat===c)));
  const bank=cats.map(c=>bycat[c].shift());
  const remaining=shuf(cats.flatMap(c=>bycat[c]));
  const extra=remaining.slice(0,5);
  return shuf([...bank,...extra]).map(q=>{
    const sh=shuffleOpts(q);
    return {...q, o:sh.o, a:sh.a};
  });
}

function startTest(){
  const v=$('ni').value.trim();
  if(!v){$('ni').style.borderColor='var(--red)';$('ni').focus();setTimeout(()=>$('ni').style.borderColor='var(--border2)',1600);return;}
  sName=v; bank=buildBank(); cur=ok=err=0; hist=[];
  $('sc-name').textContent=sName;
  $('sc-av').textContent=sName.charAt(0).toUpperCase();
  buildDots();
  $('s0').classList.remove('on');$('s1').classList.add('on');
  renderQ();
  window.scrollTo(0,0);
}

function startSameName(){
  bank=buildBank(); cur=ok=err=0; hist=[];
  buildDots();
  $('s2').classList.remove('on');$('s1').classList.add('on');
  renderQ(); window.scrollTo(0,0);
}

function getCatStyle(cat){
  const map={
    'Adición':'background:rgba(16,185,129,.15);border-color:rgba(16,185,129,.4);color:#6EE7B7',
    'Sustracción':'background:rgba(239,68,68,.12);border-color:rgba(239,68,68,.4);color:#FCA5A5',
    'Multiplicación':'background:rgba(250,204,21,.12);border-color:rgba(250,204,21,.4);color:#FDE68A',
    'División':'background:rgba(6,182,212,.12);border-color:rgba(6,182,212,.4);color:#A5F3FC',
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        <div class="ri-qtext">${i+1}.   ${h.q} = ?</div>
        <div class="ri-cat">${h.icon}</div>
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      ${!h.ok?`<div class="ri-ans-row"><span class="ri-label">Tu respuesta:</span><span class="ri-val ri-wrong-val">${h.chosen}</span></div>`:''}
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      <div class="ri-step"><strong>Paso a paso:</strong> ${h.step}</div>
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</html>

Manuel Gonzalez

Actividad: 02/06/2026 Publicado: 02/06/2026

INTERNA

2° Medio

Informe Ensayo Simce 1

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<title>Informe SIMCE Matemática – 2° Medio 2026 | Liceo RAAC</title>
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</head>
<body>

<div class="report-header">
  <div class="header-top"></div>
  <div class="header-inner">
    <div class="header-seal">RAAC</div>
    <div class="header-text">
      <h1>Informe de Resultados SIMCE Matemática</h1>
      <p>Liceo Rector Abdón Andrade Coloma · La Unión, Región de Los Ríos</p>
      <p>1.er Ensayo SIMCE 2026 · Segundos Medios HC A, B, C, D y E</p>
      <span class="badge">DOCUMENTO INTERNO – USO PEDAGÓGICO</span>
    </div>
  </div>
  <div class="header-bottom">
    <span>📅 Junio 2026</span>
    <span>👥 153 estudiantes evaluados</span>
    <span>🏫 5 cursos</span>
    <span>📐 Asignatura: Matemática</span>
  </div>
</div>

<nav class="nav-top">
  <a href="#resumen">Resumen Global</a>
  <a href="#logros">Análisis de Logros</a>
  <a href="#cursos">Por Curso</a>
  <a href="#estudiantes">Nómina</a>
  <a href="#estrategias">Estrategias Pedagógicas</a>
  <a href="#colaboracion">Colaboración Interdisciplinar</a>
</nav>

<div id="resumen" class="section">
  <div class="section-title">1. Resumen General del Ensayo SIMCE</div>

<div class="kpi-grid">
    <div class="kpi-card gold"><div class="val">253</div><div class="lbl">Puntaje promedio general</div></div>
    <div class="kpi-card gold"><div class="val">353</div><div class="lbl">Puntaje máximo posible</div></div>
    <div class="kpi-card gold"><div class="val">352</div><div class="lbl">Puntaje más alto obtenido</div></div>
    <div class="kpi-card gold"><div class="val">155</div><div class="lbl">Puntaje más bajo obtenido</div></div>
    <div class="kpi-card gold"><div class="val">36.5</div><div class="lbl">Desviación estándar</div></div>
    <div class="kpi-card gold"><div class="val">153</div><div class="lbl">Estudiantes evaluados</div></div>
  </div>

<div class="chart-grid">
    <div class="chart-card">
      <div class="chart-title">Distribución de niveles de logro · Total general</div>
      <div class="chart-sub">Porcentaje de estudiantes por categoría SIMCE</div>
      <div style="position:relative;height:230px;">
        <canvas id="chartLogrosGlobal" role="img" aria-label="Gráfico de niveles de logro global: 42.5% Insuficiente, 45.8% Elemental, 11.8% Adecuado"></canvas>
      </div>
      <div class="legend-dots">
        <span><span class="dot" style="background:#C0392B"></span>Insuficiente 42.5% (65)</span>
        <span><span class="dot" style="background:#1565C0"></span>Elemental 45.8% (70)</span>
        <span><span class="dot" style="background:#1B5E20"></span>Adecuado 11.8% (18)</span>
      </div>
    </div>
    <div class="chart-card">
      <div class="chart-title">Puntaje SIMCE promedio por curso</div>
      <div class="chart-sub">Línea roja = promedio general (253 pts.)</div>
      <div style="position:relative;height:230px;">
        <canvas id="chartPromCurso" role="img" aria-label="Puntaje promedio por curso: HC-A 271, HC-B 254, HC-C 254, HC-D 248, HC-E 239"></canvas>
      </div>
    </div>
  </div>

<div class="chart-grid">
    <div class="chart-card">
      <div class="chart-title">Distribución de puntajes SIMCE · Todos los cursos</div>
      <div class="chart-sub">Histograma de frecuencia por rango de puntajes</div>
      <div style="position:relative;height:240px;">
        <canvas id="chartHisto" role="img" aria-label="Histograma de distribución de puntajes SIMCE"></canvas>
      </div>
    </div>
    <div class="chart-card">
      <div class="chart-title">Promedio de respuestas correctas, incorrectas y omitidas por curso</div>
      <div class="chart-sub">De un total de 35 preguntas</div>
      <div style="position:relative;height:240px;">
        <canvas id="chartBMO" role="img" aria-label="Barras apiladas de respuestas correctas incorrectas y omitidas por curso"></canvas>
      </div>
    </div>
  </div>
</div>

<div id="logros" class="section">
  <div class="section-title">2. Análisis Detallado de Niveles de Logro</div>

<div class="tbl-wrap" style="margin-bottom:20px;">
    <table>
      <thead>
        <tr>
          <th>Curso</th>
          <th>N°</th>
          <th>Promedio SIMCE</th>
          <th>Mín.</th>
          <th>Máx.</th>
          <th>Desv. Est.</th>
          <th>Insuficiente</th>
          <th>Elemental</th>
          <th>Adecuado</th>
          <th>% Insuf.</th>
        </tr>
      </thead>
      <tbody>
        <tr>
          <td><strong>HC A</strong></td><td>29</td>
          <td><span class="highlight">271</span></td>
          <td>204</td><td>339</td><td>32.8</td>
          <td><span class="badge-ins">6</span></td>
          <td><span class="badge-ele">17</span></td>
          <td><span class="badge-ade">6</span></td>
          <td>20.7%</td>
        </tr>
        <tr>
          <td><strong>HC B</strong></td><td>33</td>
          <td>254</td>
          <td>204</td><td>327</td><td>35.7</td>
          <td><span class="badge-ins">14</span></td>
          <td><span class="badge-ele">14</span></td>
          <td><span class="badge-ade">5</span></td>
          <td>42.4%</td>
        </tr>
        <tr>
          <td><strong>HC C</strong></td><td>34</td>
          <td>254</td>
          <td>167</td><td>352</td><td>37.8</td>
          <td><span class="badge-ins">13</span></td>
          <td><span class="badge-ele">17</span></td>
          <td><span class="badge-ade">4</span></td>
          <td>38.2%</td>
        </tr>
        <tr>
          <td><strong>HC D</strong></td><td>29</td>
          <td>248</td>
          <td>192</td><td>327</td><td>39.2</td>
          <td><span class="badge-ins">17</span></td>
          <td><span class="badge-ele">9</span></td>
          <td><span class="badge-ade">3</span></td>
          <td>58.6%</td>
        </tr>
        <tr style="background:#FFF8E1;">
          <td><strong>HC E</strong></td><td>28</td>
          <td style="color:var(--ins);font-weight:700;">239</td>
          <td>155</td><td>290</td><td>30.2</td>
          <td><span class="badge-ins">15</span></td>
          <td><span class="badge-ele">13</span></td>
          <td><span class="badge-ade" style="background:#F5F5F5;color:#888;">0</span></td>
          <td style="color:var(--ins);font-weight:700;">53.6%</td>
        </tr>
        <tr style="background:var(--navy);color:#FFF;">
          <td><strong>TOTAL</strong></td><td>153</td>
          <td style="color:var(--gold);font-weight:700;">253</td>
          <td>155</td><td>352</td><td>36.5</td>
          <td style="color:#FF8A80;">65</td>
          <td style="color:#82B1FF;">70</td>
          <td style="color:#B9F6CA;">18</td>
          <td style="color:#FF8A80;">42.5%</td>
        </tr>
      </tbody>
    </table>
  </div>

<div class="chart-card">
    <div class="chart-title">Niveles de logro por curso (nº de estudiantes)</div>
    <div class="chart-sub">Distribución comparativa entre los 5 cursos</div>
    <div style="position:relative;height:260px;">
      <canvas id="chartLogrosCurso" role="img" aria-label="Barras apiladas de niveles de logro por curso"></canvas>
    </div>
    <div class="legend-dots" style="margin-top:12px;">
      <span><span class="dot" style="background:#C0392B"></span>Insuficiente</span>
      <span><span class="dot" style="background:#1565C0"></span>Elemental</span>
      <span><span class="dot" style="background:#2E7D32"></span>Adecuado</span>
    </div>
  </div>

<div class="alert-box">
    ⚠️ <strong>Alerta pedagógica:</strong> El curso HC E es el único que no registra ningún estudiante en nivel <em>Adecuado</em>. Además, HC D y HC E presentan más del 50% de sus estudiantes en nivel Insuficiente. Estos cursos requieren intervención pedagógica prioritaria y diferenciada.
  </div>
</div>

<div id="cursos" class="section">
  <div class="section-title">3. Análisis Detallado por Curso</div>

<div class="curso-block">
    <div class="curso-header">
      <h3>2° Medio HC A</h3>
      <span style="font-size:13px;color:rgba(255,255,255,.7);">29 estudiantes · Mejor promedio del nivel</span>
    </div>
    <div class="curso-body">
      <div class="mini-kpi">
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">271</div><div class="l">Promedio SIMCE</div></div>
        <div class="mini-kpi-item"><div class="v">339</div><div class="l">Puntaje máx.</div></div>
        <div class="mini-kpi-item"><div class="v">204</div><div class="l">Puntaje mín.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">6</div><div class="l">Insuficientes</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ele)">17</div><div class="l">Elementales</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">6</div><div class="l">Adecuados</div></div>
        <div class="mini-kpi-item"><div class="v">19.9</div><div class="l">Promedio correctas</div></div>
      </div>
      <div style="position:relative;height:200px;margin-bottom:12px;">
        <canvas id="chartA" role="img" aria-label="Distribución de puntajes HC A"></canvas>
      </div>
      <div class="section-subtitle">Top 5 estudiantes</div>
      <div class="tbl-wrap" style="margin-bottom:14px;">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">1</td><td>Tapia Alvarado Antonia Belén</td><td>339</td><td>88.6%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">2</td><td>Barrientos Ortiz Gerardo Daniel</td><td>327</td><td>82.9%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">3</td><td>Pardo Barrientos Amaro Benjamín</td><td>327</td><td>82.9%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">4</td><td>Solís Vallejos Tomás Maximiliano</td><td>303</td><td>71.4%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">5</td><td>Ortiz Ferrada Krisna Ivonne</td><td>309</td><td>74.3%</td><td><span class="badge-ade">Adecuado</span></td></tr>
          </tbody>
        </table>
      </div>
      <div class="section-subtitle">Estudiantes con mayor necesidad de apoyo</div>
      <div class="tbl-wrap">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">—</td><td>Cid Navarrete Alondra Belén</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Manzano Hinostroza Julián Antonio</td><td>223</td><td>34.3%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Fernández Pinilla Camilo Alejandro</td><td>229</td><td>37.1%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
          </tbody>
        </table>
      </div>
    </div>
  </div>

<div class="curso-block">
    <div class="curso-header">
      <h3>2° Medio HC B</h3>
      <span style="font-size:13px;color:rgba(255,255,255,.7);">33 estudiantes · Alta dispersión entre estudiantes</span>
    </div>
    <div class="curso-body">
      <div class="mini-kpi">
        <div class="mini-kpi-item"><div class="v">254</div><div class="l">Promedio SIMCE</div></div>
        <div class="mini-kpi-item"><div class="v">327</div><div class="l">Puntaje máx.</div></div>
        <div class="mini-kpi-item"><div class="v">204</div><div class="l">Puntaje mín.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">14</div><div class="l">Insuficientes</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ele)">14</div><div class="l">Elementales</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">5</div><div class="l">Adecuados</div></div>
        <div class="mini-kpi-item"><div class="v">17.2</div><div class="l">Promedio correctas</div></div>
      </div>
      <div style="position:relative;height:200px;margin-bottom:12px;">
        <canvas id="chartB" role="img" aria-label="Distribución de puntajes HC B"></canvas>
      </div>
      <div class="section-subtitle">Top 5 estudiantes</div>
      <div class="tbl-wrap" style="margin-bottom:14px;">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">1</td><td>Jiménez Urrutia Monserrat Alejandra</td><td>327</td><td>82.9%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">2</td><td>González Ramírez Walter Alejandro</td><td>321</td><td>80.0%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">3</td><td>Pereira Soto Sebastián Andrés</td><td>321</td><td>80.0%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">4</td><td>Atias Oyarzún Diego Pablo</td><td>303</td><td>71.4%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">5</td><td>Foitzick Obando Pedro Agustín</td><td>303</td><td>71.4%</td><td><span class="badge-ade">Adecuado</span></td></tr>
          </tbody>
        </table>
      </div>
      <div class="section-subtitle">Estudiantes con mayor necesidad de apoyo</div>
      <div class="tbl-wrap">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">—</td><td>Matamala Alarcón Millaray Andrea</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Muñoz Carrasco Martina Anahis</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Oñate Gatica Noelia Amanda</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
          </tbody>
        </table>
      </div>
    </div>
  </div>

<div class="curso-block">
    <div class="curso-header">
      <h3>2° Medio HC C</h3>
      <span style="font-size:13px;color:rgba(255,255,255,.7);">34 estudiantes · Mayor dispersión del nivel (Desv. 37.8)</span>
    </div>
    <div class="curso-body">
      <div class="mini-kpi">
        <div class="mini-kpi-item"><div class="v">254</div><div class="l">Promedio SIMCE</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">352</div><div class="l">Puntaje máx. ★</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">167</div><div class="l">Puntaje mín.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">13</div><div class="l">Insuficientes</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ele)">17</div><div class="l">Elementales</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">4</div><div class="l">Adecuados</div></div>
        <div class="mini-kpi-item"><div class="v">17.0</div><div class="l">Promedio correctas</div></div>
      </div>
      <div style="position:relative;height:200px;margin-bottom:12px;">
        <canvas id="chartC" role="img" aria-label="Distribución de puntajes HC C"></canvas>
      </div>
      <div class="section-subtitle">Top 5 estudiantes</div>
      <div class="tbl-wrap" style="margin-bottom:14px;">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">1</td><td>Del Pino Fonseca Agustín Alfonso ⭐</td><td>352</td><td>94.3%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">2</td><td>Parra Garrido Gaspar Agustín</td><td>333</td><td>85.7%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">3</td><td>Mora Muñoz Francisca Antonia</td><td>315</td><td>77.1%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">4</td><td>Chávez Inostroza Karol Pablo</td><td>309</td><td>74.3%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">5</td><td>Flores Nahuelpán Franco</td><td>278</td><td>60.0%</td><td><span class="badge-ele">Elemental</span></td></tr>
          </tbody>
        </table>
      </div>
      <div class="section-subtitle">Estudiantes con mayor necesidad de apoyo</div>
      <div class="tbl-wrap">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">—</td><td>Sánchez Pérez Daniel Fernando</td><td>167</td><td>8.6%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Saldivia Pérez Antonia Beatriz</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Vergara Vera Jorge Daniel</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
          </tbody>
        </table>
      </div>
    </div>
  </div>

<div class="curso-block">
    <div class="curso-header">
      <h3>2° Medio HC D</h3>
      <span style="font-size:13px;color:rgba(255,255,255,.7);">29 estudiantes · Mayor porcentaje de Insuficientes (58.6%)</span>
    </div>
    <div class="curso-body">
      <div class="mini-kpi">
        <div class="mini-kpi-item"><div class="v">248</div><div class="l">Promedio SIMCE</div></div>
        <div class="mini-kpi-item"><div class="v">327</div><div class="l">Puntaje máx.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">192</div><div class="l">Puntaje mín.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">17</div><div class="l">Insuficientes</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ele)">9</div><div class="l">Elementales</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ade)">3</div><div class="l">Adecuados</div></div>
        <div class="mini-kpi-item"><div class="v">16.1</div><div class="l">Promedio correctas</div></div>
      </div>
      <div style="position:relative;height:200px;margin-bottom:12px;">
        <canvas id="chartD" role="img" aria-label="Distribución de puntajes HC D"></canvas>
      </div>
      <div class="section-subtitle">Top 5 estudiantes</div>
      <div class="tbl-wrap" style="margin-bottom:14px;">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">1</td><td>Imil Valle Julián Benjamín</td><td>327</td><td>82.9%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">2</td><td>Raillancha Barrientos Ryan Chris</td><td>321</td><td>80.0%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">3</td><td>Molina Castro Emilio Tomás</td><td>315</td><td>77.1%</td><td><span class="badge-ade">Adecuado</span></td></tr>
            <tr><td class="rank">4</td><td>Novoa Baez Montserrath Antonia</td><td>290</td><td>65.7%</td><td><span class="badge-ele">Elemental</span></td></tr>
            <tr><td class="rank">5</td><td>Jara Hermosilla Kristel Alejandra</td><td>290</td><td>65.7%</td><td><span class="badge-ele">Elemental</span></td></tr>
          </tbody>
        </table>
      </div>
      <div class="section-subtitle">Estudiantes con mayor necesidad de apoyo</div>
      <div class="tbl-wrap">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">—</td><td>Jaramillo Pavez Michell Anahis</td><td>192</td><td>20.0%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Llancaqueo Gutiérrez Dafne Amara</td><td>198</td><td>22.9%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Salas Velásquez Vicente Carlos</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
          </tbody>
        </table>
      </div>
    </div>
  </div>

<div class="curso-block">
    <div class="curso-header" style="background:#7B1A1A;">
      <h3>2° Medio HC E ⚠️</h3>
      <span style="font-size:13px;color:rgba(255,255,255,.7);">28 estudiantes · Sin estudiantes Adecuados · Requiere intervención urgente</span>
    </div>
    <div class="curso-body">
      <div class="mini-kpi">
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">239</div><div class="l">Promedio SIMCE</div></div>
        <div class="mini-kpi-item"><div class="v">290</div><div class="l">Puntaje máx.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">155</div><div class="l">Puntaje mín.</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">15</div><div class="l">Insuficientes</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ele)">13</div><div class="l">Elementales</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:#AAA">0</div><div class="l">Adecuados</div></div>
        <div class="mini-kpi-item"><div class="v">14.6</div><div class="l">Promedio correctas</div></div>
        <div class="mini-kpi-item"><div class="v" style="color:var(--ins)">3.1</div><div class="l">Promedio omitidas</div></div>
      </div>
      <div style="position:relative;height:200px;margin-bottom:12px;">
        <canvas id="chartE" role="img" aria-label="Distribución de puntajes HC E"></canvas>
      </div>
      <div class="section-subtitle">Top 5 estudiantes</div>
      <div class="tbl-wrap" style="margin-bottom:14px;">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">1</td><td>Salamanca Aravena Valentina</td><td>290</td><td>65.7%</td><td><span class="badge-ele">Elemental</span></td></tr>
            <tr><td class="rank">2</td><td>Aranzave Koning Thiare Anaís</td><td>284</td><td>62.9%</td><td><span class="badge-ele">Elemental</span></td></tr>
            <tr><td class="rank">3</td><td>Del Río Rivas Vicente Ignacio</td><td>278</td><td>60.0%</td><td><span class="badge-ele">Elemental</span></td></tr>
            <tr><td class="rank">4</td><td>Ortiz Acevedo Pascal Ayelén</td><td>272</td><td>57.1%</td><td><span class="badge-ele">Elemental</span></td></tr>
            <tr><td class="rank">5</td><td>Salamanca Aravena Valentina</td><td>290</td><td>65.7%</td><td><span class="badge-ele">Elemental</span></td></tr>
          </tbody>
        </table>
      </div>
      <div class="section-subtitle">Estudiantes con mayor necesidad de apoyo</div>
      <div class="tbl-wrap">
        <table>
          <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Logro</th></tr></thead>
          <tbody>
            <tr><td class="rank">—</td><td>Vera González Rocío Monserrat</td><td>155</td><td>2.9%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Miranda Carrillo Naisa Valentina</td><td>198</td><td>22.9%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
            <tr><td class="rank">—</td><td>Espinoza Silva Daniela Ignacia</td><td>204</td><td>25.7%</td><td><span class="badge-ins">Insuficiente</span></td></tr>
          </tbody>
        </table>
      </div>
    </div>
  </div>
</div>

<div id="estudiantes" class="section">
  <div class="section-title">4. Nómina Completa de Estudiantes</div>
  <p style="font-size:13px;color:var(--muted);margin-bottom:14px;">Todos los 153 estudiantes evaluados, ordenados por curso y puntaje SIMCE descendente.</p>

<div id="tabA" class="tab-pane active">
    <div class="tbl-wrap">
      <table>
        <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Nota</th><th>Logro</th></tr></thead>
        <tbody id="bodyA"></tbody>
      </table>
    </div>
  </div>
  <div id="tabB" class="tab-pane">
    <div class="tbl-wrap">
      <table>
        <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Nota</th><th>Logro</th></tr></thead>
        <tbody id="bodyB"></tbody>
      </table>
    </div>
  </div>
  <div id="tabC" class="tab-pane">
    <div class="tbl-wrap">
      <table>
        <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Nota</th><th>Logro</th></tr></thead>
        <tbody id="bodyC"></tbody>
      </table>
    </div>
  </div>
  <div id="tabD" class="tab-pane">
    <div class="tbl-wrap">
      <table>
        <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Nota</th><th>Logro</th></tr></thead>
        <tbody id="bodyD"></tbody>
      </table>
    </div>
  </div>
  <div id="tabE" class="tab-pane">
    <div class="tbl-wrap">
      <table>
        <thead><tr><th class="rank">#</th><th>Estudiante</th><th>SIMCE</th><th>% correcto</th><th>Nota</th><th>Logro</th></tr></thead>
        <tbody id="bodyE"></tbody>
      </table>
    </div>
  </div>
</div>

<div class="section">
  <div class="section-title">5. Conclusiones Pedagógicas</div>

<div class="conclusion-box">
    <h3>🔍 Diagnóstico General</h3>
    <p>El primer ensayo SIMCE 2026 revela una situación preocupante: <strong style="color:var(--gold)">el 88.3% de los estudiantes se concentra en los niveles Insuficiente y Elemental</strong>, mientras que solo el 11.8% alcanza el nivel Adecuado. El promedio de 253 puntos se encuentra por debajo del umbral esperado para el nivel Adecuado (generalmente ≥ 284 puntos en SIMCE real). La alta tasa de respuestas incorrectas (promedio 16.6 preguntas mal contestadas sobre 35) sugiere que los estudiantes responden sin estrategia, lo que podría indicar debilidades en comprensión lectora matemática, gestión del tiempo y uso de eliminación de alternativas.</p>
  </div>

<div class="conclusion-box">
    <h3>📊 Aspectos que evidencian buen trabajo pedagógico</h3>
    <p>El HC A destaca como el curso con mejor desempeño (promedio 271), lo que indica que las estrategias de preparación aplicadas en ese curso están teniendo efecto. La existencia de estudiantes con puntajes muy altos (352, 339, 327) demuestra que <strong style="color:var(--gold)">el nivel de exigencia curricular es suficiente para alcanzar resultados Adecuados</strong>. La tasa de omisión es relativamente baja en la mayoría de los cursos (promedio 1.4), lo que refleja que los estudiantes están enfrentando la prueba con actitud y no dejando preguntas en blanco masivamente.</p>
  </div>

<div class="conclusion-box" style="background:#7B1A1A;">
    <h3>⚠️ Aspectos críticos que requieren atención</h3>
    <p>El HC E presenta resultados alarmantes: <strong style="color:#FFD700">ningún estudiante alcanzó el nivel Adecuado</strong> y su promedio de respuestas omitidas (3.1) es el más alto del nivel, lo que podría indicar baja autoeficacia matemática, dificultades de comprensión lectora severas o desenganche del proceso de evaluación. El estudiante con puntaje 155 (2.9% de respuestas correctas) requiere atención especializada urgente. En HC D, el 58.6% de estudiantes en Insuficiente sugiere que puede haber factores externos (ausentismo, dificultades socioemocionales, brechas de base) que están impactando el rendimiento más allá de las estrategias pedagógicas.</p>
  </div>
</div>

<div id="estrategias" class="section">
  <div class="section-title">6. Estrategias Pedagógicas · Propuestas y Fortalecimiento</div>

<div class="section-subtitle" style="color:var(--ins);margin-bottom:16px;">6.1 Para estudiantes en nivel Insuficiente</div>
  <div class="strategy-grid">
    <div class="strategy-card">
      <div class="icon">🎯</div>
      <h4>Refuerzo diferenciado y focalizado</h4>
      <ul>
        <li>Talleres de 45 min., 2 veces por semana, con foco en los contenidos SIMCE con mayor porcentaje de error identificado.</li>
        <li>Uso de la herramienta MateProb, MateRunner y apps interactivas para repasar contenidos de manera lúdica y sin presión.</li>
        <li>Asignación de tutores pares: estudiantes de nivel Adecuado acompañan a compañeros Insuficientes (2-3 por grupo).</li>
        <li>Uso de rúbricas de progreso individuales para que cada estudiante visualice su avance entre ensayos.</li>
      </ul>
    </div>
    <div class="strategy-card">
      <div class="icon">📖</div>
      <h4>Desarrollo de estrategias de examen</h4>
      <ul>
        <li>Enseñar explícitamente técnicas de eliminación de alternativas en preguntas de selección múltiple.</li>
        <li>Ejercitar la gestión del tiempo: simulacros cronometrados con 35 preguntas en 60 minutos.</li>
        <li>Trabajar la comprensión lectora matemática: preguntas con contexto real (facturas, gráficos, noticias) similar al formato SIMCE.</li>
        <li>Revisión detallada de cada ensayo: los estudiantes analizan qué falló y por qué, no solo la nota final.</li>
      </ul>
    </div>
    <div class="strategy-card">
      <div class="icon">💪</div>
      <h4>Apoyo socioemocional y motivacional</h4>
      <ul>
        <li>Conversación grupal sobre la importancia del SIMCE: impacto en becas, acceso a educación superior, autoevaluación.</li>
        <li>Establecer metas personales alcanzables: pasar de Insuficiente a Elemental en el próximo ensayo.</li>
        <li>Registro y celebración de avances parciales, incluso de pequeñas mejoras de puntaje.</li>
        <li>Coordinar con orientación el seguimiento de estudiantes con múltiples factores de vulnerabilidad.</li>
      </ul>
    </div>
    <div class="strategy-card">
      <div class="icon">🏠</div>
      <h4>Articulación familia-escuela</h4>
      <ul>
        <li>Entrevistas individuales o grupales con apoderados de los 20 estudiantes con puntajes más bajos.</li>
        <li>Envío de guías de refuerzo para trabajar en casa (formato simple, sin requerir internet).</li>
        <li>Informar a los apoderados el puntaje obtenido y la meta para el siguiente ensayo.</li>
      </ul>
    </div>
  </div>

<div class="section-subtitle" style="color:var(--ade);margin:24px 0 16px;">6.2 Para estudiantes en nivel Elemental (zona de transición crítica)</div>
  <div class="strategy-grid">
    <div class="strategy-card">
      <div class="icon">📈</div>
      <h4>Estrategias de consolidación y salto</h4>
      <ul>
        <li>Identificar las preguntas que estos estudiantes contestaron mal: suelen fallar en ítems de mayor complejidad cognitiva (aplicación y síntesis).</li>
        <li>Trabajar especialmente con ítems de contexto: problemas situacionales, tablas, gráficos y enunciados extensos.</li>
        <li>Aplicar banco de preguntas SIMCE reales o simuladas de años anteriores, organizadas por OA.</li>
        <li>Autoevaluación semanal: los estudiantes se asignan un puntaje predicho y lo comparan con el real.</li>
      </ul>
    </div>
    <div class="strategy-card">
      <div class="icon">🔬</div>
      <h4>Profundización de contenidos débiles</h4>
      <ul>
        <li>Análisis por OA: identificar cuáles objetivos de aprendizaje concentran más errores y planificar clases de repaso específicas.</li>
        <li>Uso de Desmos, GeoGebra o apps propias (logaritmos, ecuaciones cuadráticas) para visualizar conceptos abstractos.</li>
        <li>Ciclos cortos de enseñanza-práctica-retroalimentación: 15 min de clase, 20 min de ejercitación, 10 min de revisión colectiva.</li>
      </ul>
    </div>
  </div>

<div class="section-subtitle" style="color:var(--gold-dark);margin:24px 0 16px;">6.3 Para estudiantes en nivel Adecuado (talento y excelencia)</div>
  <div class="strategy-grid">
    <div class="strategy-card">
      <div class="icon">🚀</div>
      <h4>Enriquecimiento y proyección PAES</h4>
      <ul>
        <li>Ofrecer desafíos de mayor complejidad: preguntas tipo PAES M2, problemas de olimpiadas matemáticas escolares.</li>
        <li>Invitarlos a participar como tutores pares: refuerza su aprendizaje y desarrolla habilidades comunicativas.</li>
        <li>Conectar sus logros SIMCE con proyecciones de puntaje PAES: mostrarles el camino hacia la educación superior.</li>
        <li>Proponer proyectos matemáticos interdisciplinarios: estadística aplicada a su entorno, economía local, astronomía.</li>
      </ul>
    </div>
    <div class="strategy-card">
      <div class="icon">🏆</div>
      <h4>Reconocimiento y visibilización</h4>
      <ul>
        <li>Reconocer públicamente (con permiso del estudiante) los mejores resultados en la comunidad escolar.</li>
        <li>Involucrar a estos estudiantes en la Feria de Redes de Matemáticas como expositores o creadores de materiales.</li>
        <li>Mostrar sus resultados como ejemplo motivador para sus compañeros: "si ellos pudieron, tú también puedes avanzar".</li>
      </ul>
    </div>
  </div>
</div>

<div id="colaboracion" class="section">
  <div class="section-title">7. Colaboración Interdisciplinar de los Demás Docentes</div>

<p style="font-size:14px;color:var(--muted);margin-bottom:20px;">
    Mejorar los resultados SIMCE de Matemática no es responsabilidad exclusiva de la asignatura. A continuación se proponen roles concretos que cada sector puede asumir para impactar positivamente en la motivación, actitud y rendimiento de los estudiantes.
  </p>

<div class="asig-card">
    <h4>📚 Lenguaje y Comunicación</h4>
    <p>Trabajar la comprensión lectora de enunciados matemáticos: identificar datos relevantes, reconocer preguntas implícitas, analizar gráficos y tablas. Pueden integrar textos con contenido matemático (artículos de economía, estadísticas del país, noticias con porcentajes) en sus actividades de comprensión lectora. También pueden apoyar en la comprensión de vocabulario matemático específico que aparece en el SIMCE.</p>
  </div>

<div class="asig-card">
    <h4>🔬 Ciencias Naturales (Biología, Física, Química)</h4>
    <p>Fortalecer el uso de fórmulas, unidades de medida, interpretación de gráficos y tablas de datos. En Physics y Química se trabajan constantemente proporciones, potencias y álgebra aplicada que son contenidos SIMCE. Coordinar con Matemática para usar la misma notación y nomenclatura, evitando confusiones en los estudiantes. Pueden comentar explícitamente: "esto que vimos hoy en ciencias es lo mismo que estudian en Matemática para el SIMCE".</p>
  </div>

<div class="asig-card">
    <h4>🏛️ Historia, Geografía y Ciencias Sociales</h4>
    <p>Interpretar y construir gráficos estadísticos (líneas de tiempo, gráficos de barras, infografías con porcentajes) conecta directamente con contenidos SIMCE. Pueden reforzar el pensamiento proporcional al analizar tasas de crecimiento, densidad poblacional, desigualdad económica. El análisis crítico de fuentes estadísticas también entrena habilidades de razonamiento matemático.</p>
  </div>

<div class="asig-card">
    <h4>🎨 Educación Artística y Tecnología</h4>
    <p>Desarrollar proyectos que integren geometría (simetría, proporciones, figuras), escalas y medidas. Trabajar conceptos de área y volumen en diseño y elaboración de objetos. En Tecnología, programación básica y resolución de problemas estructurados refuerzan el pensamiento lógico-matemático. Ambas asignaturas pueden ser espacios donde estudiantes con dificultades en Matemática encuentren confianza a través del hacer.</p>
  </div>

<div class="asig-card">
    <h4>🏃 Educación Física</h4>
    <p>Incorporar análisis estadístico de rendimiento deportivo (tiempos, frecuencia cardíaca, marcadores). Reforzar conceptos de porcentaje y progreso mediante el registro de logros personales. Pueden contribuir significativamente a la autoeficacia: "si puedo mejorar mis tiempos de carrera con esfuerzo, también puedo mejorar en Matemática". El deporte es una metáfora poderosa para el aprendizaje progresivo.</p>
  </div>

<div class="asig-card">
    <h4>🧠 Orientación y Consejo de Curso</h4>
    <p><strong>Rol clave:</strong> trabajar la importancia de medirse en instancias evaluativas externas, el SIMCE como herramienta de autoconocimiento (no de sanción), la reducción de ansiedad ante pruebas estandarizadas, y el desarrollo de metas académicas. Pueden organizar charlas motivacionales con ex alumnos del liceo que hayan accedido a la educación superior, conectando el esfuerzo presente con oportunidades futuras concretas. En los cursos D y E, reforzar la identidad de logro y la autoeficacia académica es tan importante como el contenido matemático mismo.</p>
  </div>

<div class="asig-card">
    <h4>🌐 Inglés</h4>
    <p>Estrategias de resolución de problemas paso a paso ("read, identify, solve, check") pueden adoptarse en el idioma de instrucción y son transferibles a Matemática. El entrenamiento cognitivo de Inglés en comprensión de instrucciones y vocabulario contextual beneficia directamente la lectura de ítems SIMCE. Pueden reforzar actitudes positivas hacia el aprendizaje en general: la perseverancia y la tolerancia al error son transversales.</p>
  </div>

<div class="conclusion-box" style="margin-top:24px;">
    <h3>🤝 Propuesta de coordinación docente</h3>
    <p>Se recomienda que en las próximas reuniones de departamento y consejo de profesores se comparta este informe con todos los docentes de 2° medio, estableciendo compromisos concretos por asignatura. Una <strong style="color:var(--gold)">reunión de coordinación interdisciplinar</strong> a inicios del segundo semestre permitiría alinear estrategias antes del próximo ensayo SIMCE, con foco especial en los cursos HC D y HC E. La clave es que el SIMCE de Matemática sea percibido por toda la comunidad escolar como una meta compartida, no solo como responsabilidad de la docente de la asignatura.</p>
  </div>
</div>

<div class="footer">
  Informe generado para uso interno pedagógico · Liceo Rector Abdón Andrade Coloma · La Unión, Región de Los Ríos · 2026<br>
  Red Comunal de Matemáticas de La Unión · 1.er Ensayo SIMCE Matemática 2° Medio
</div>

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Manuel Gonzalez

Publicado: 15/06/2026

3° Medio

Números Complejos, 3ro Medio

Números Comnplejos: - Resumen - Práctica - Test - Resultados

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<div class="header">
  <div class="badge-curso">3° Año Medio · Matemática</div>
  <h1>Números Complejos ℂ</h1>
  <p>Operaciones · Potencias de <em>i</em> · Conjugado · Módulo</p>
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<div class="section-card">
    <div class="section-title"><span class="icon">📌</span>Definición</div>
    <p style="margin-bottom:10px;">Un <strong>número complejo</strong> es de la forma <span style="font-family:'Crimson Pro',serif;font-size:1.1rem;"><strong>z = a + bi</strong></span>, donde:</p>
    <div class="formula-row">
      <div class="formula-chip"><strong>a</strong> = parte real → Re(z)</div>
      <div class="formula-chip"><strong>b</strong> = parte imaginaria → Im(z)</div>
      <div class="formula-chip"><strong>i² = –1</strong></div>
    </div>
    <div class="tip">💡 Si b = 0, el número es real. Si a = 0, es puramente imaginario.</div>
  </div>

<div class="section-card">
    <div class="section-title"><span class="icon">➕</span>Adición y Sustracción</div>
    <div class="formula">(a + bi) ± (c + di) = (a ± c) + (b ± d)i</div>
    <p style="margin-bottom:6px;font-size:0.95rem;color:var(--text2);">Se suman/restan las partes reales entre sí y las imaginarias entre sí.</p>
    <div class="theory-example">
      <strong>Ejemplo:</strong> (3 + 2i) + (1 – 5i) = (3+1) + (2–5)i = <strong>4 – 3i</strong>
    </div>
    <div class="theory-example">
      <strong>Ejemplo:</strong> (6 – 4i) – (2 + i) = (6–2) + (–4–1)i = <strong>4 – 5i</strong>
    </div>
  </div>

<div class="section-card">
    <div class="section-title"><span class="icon">✖️</span>Multiplicación</div>
    <div class="formula">(a + bi)(c + di) = (ac – bd) + (ad + bc)i</div>
    <p style="font-size:0.9rem;color:var(--text2);margin-bottom:6px;">Se aplica la propiedad distributiva y se reemplaza i² = –1.</p>
    <div class="theory-example">
      <strong>Ejemplo:</strong> (2 + 3i)(1 – 2i) = 2 – 4i + 3i – 6i² = 2 – i + 6 = <strong>8 – i</strong>
    </div>
  </div>

<div class="section-card">
    <div class="section-title"><span class="icon">🔄</span>Conjugado</div>
    <div class="formula">Si z = a + bi, entonces z̄ = a – bi</div>
    <div class="formula-row">
      <div class="formula-chip">z · z̄ = a² + b²</div>
      <div class="formula-chip">z + z̄ = 2a</div>
      <div class="formula-chip">z – z̄ = 2bi</div>
    </div>
    <div class="theory-example">
      <strong>Ejemplo:</strong> z = 5 – 3i → z̄ = <strong>5 + 3i</strong><br>
      z · z̄ = 25 + 9 = <strong>34</strong>
    </div>
    <div class="tip">💡 El conjugado se usa para racionalizar denominadores en la división de complejos.</div>
  </div>

<div class="section-card">
    <div class="section-title"><span class="icon">📏</span>Módulo</div>
    <div class="formula">|z| = √(a² + b²)</div>
    <p style="font-size:0.9rem;color:var(--text2);margin-bottom:6px;">El módulo es la distancia del número complejo al origen en el plano de Argand.</p>
    <div class="theory-example">
      <strong>Ejemplo:</strong> z = 3 + 4i → |z| = √(9 + 16) = √25 = <strong>5</strong>
    </div>
    <div class="formula-row">
      <div class="formula-chip">|z|² = z · z̄</div>
      <div class="formula-chip">|z| ≥ 0</div>
      <div class="formula-chip">|z·w| = |z|·|w|</div>
    </div>
  </div>

<div class="section-card">
    <div class="section-title"><span class="icon">⚡</span>Potencias de <em>i</em></div>
    <p style="margin-bottom:12px;font-size:0.95rem;">Las potencias de <em>i</em> son cíclicas con período 4:</p>
    <table class="powers-table">
      <thead><tr><th>Potencia</th><th>Valor</th><th>Potencia</th><th>Valor</th></tr></thead>
      <tbody>
        <tr><td>i⁰</td><td>1</td><td>i⁴</td><td>1</td></tr>
        <tr><td>i¹</td><td>i</td><td>i⁵</td><td>i</td></tr>
        <tr><td>i²</td><td>–1</td><td>i⁶</td><td>–1</td></tr>
        <tr><td>i³</td><td>–i</td><td>i⁷</td><td>–i</td></tr>
      </tbody>
    </table>
    <div class="tip" style="margin-top:12px;">💡 <strong>Regla práctica:</strong> Para iⁿ, divide n por 4 y observa el residuo: r=0→1, r=1→i, r=2→–1, r=3→–i</div>
    <div class="theory-example">
      <strong>Ejemplo:</strong> i²³ → 23 ÷ 4 = 5 con residuo 3 → i²³ = <strong>–i</strong><br>
      <strong>Ejemplo:</strong> i¹⁰⁰ → 100 ÷ 4 = 25 con residuo 0 → i¹⁰⁰ = <strong>1</strong>
    </div>
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adicion: [
    {q:"(3 + 2i) + (1 + 4i)", a:"4 + 6i", w:["4 + 8i","2 – 2i","3 + 6i"], exp:"Se suman partes reales (3+1=4) e imaginarias (2+4=6)."},
    {q:"(5 – 3i) + (–2 + i)", a:"3 – 2i", w:["3 + 2i","7 – 4i","3 – 4i"], exp:"Partes reales: 5+(–2)=3. Imaginarias: –3+1=–2."},
    {q:"(–1 + 6i) – (3 + 2i)", a:"–4 + 4i", w:["–4 – 4i","2 + 4i","–4 + 8i"], exp:"Reales: –1–3=–4. Imaginarias: 6–2=4."},
    {q:"(7 + i) – (7 – i)", a:"2i", w:["0","14","2i – 14"], exp:"Reales: 7–7=0. Imaginarias: 1–(–1)=2. Resultado: 2i."},
    {q:"(4 – 5i) + (–4 + 5i)", a:"0", w:["8","8 – 10i","10i"], exp:"Son opuestos, la suma es 0."},
    {q:"(2 + 3i) + (5 – 3i)", a:"7", w:["7 + 6i","7 – 6i","3 + 3i"], exp:"Reales: 2+5=7. Imaginarias: 3+(–3)=0."},
    {q:"(–3 – 4i) – (–3 + 4i)", a:"–8i", w:["8i","–6","–6 – 8i"], exp:"Reales: –3–(–3)=0. Imaginarias: –4–4=–8."},
    {q:"(1 + i) + (1 + i) + (1 + i)", a:"3 + 3i", w:["3i","3 + i","1 + 3i"], exp:"Se suman tres veces: 3(1+i)=3+3i."},
    {q:"(6 + 2i) – (1 + 7i)", a:"5 – 5i", w:["5 + 5i","7 + 9i","5 – 9i"], exp:"Reales: 6–1=5. Imaginarias: 2–7=–5."},
    {q:"(–2 + 3i) + (4 – 5i) – (1 + i)", a:"1 – 3i", w:["1 + 3i","–3 – 3i","1 – 7i"], exp:"Reales: –2+4–1=1. Imaginarias: 3–5–1=–3."},
    {q:"(8 – i) – (3 + 4i) + (–5 + 2i)", a:"0 – 3i", w:["0 + 3i","–3i","10 – 3i"], exp:"Reales: 8–3–5=0. Imaginarias: –1–4+2=–3. Resultado: –3i."},
    {q:"(10 + 4i) – (2(3 – i))", a:"4 + 6i", w:["4 + 2i","16 + 2i","4 – 6i"], exp:"2(3–i)=6–2i. Entonces (10+4i)–(6–2i)=4+6i."},
  ],

multiplicacion: [
    {q:"(1 + i)(1 – i)", a:"2", w:["2i","1 – i²","1 + i²"], exp:"Diferencia de cuadrados: 1²–i²=1–(–1)=2."},
    {q:"(2 + i)(3 + i)", a:"5 + 5i", w:["6 + i","5 – 5i","6 + 5i"], exp:"2·3+2i+3i+i²=6+5i–1=5+5i."},
    {q:"(3 – 2i)(1 + i)", a:"5 + i", w:["3 + i","5 – i","1 + 5i"], exp:"3+3i–2i–2i²=3+i+2=5+i."},
    {q:"(2i)(3i)", a:"–6", w:["6i","6","–6i"], exp:"2·3·i²=6·(–1)=–6."},
    {q:"(1 + 2i)²", a:"–3 + 4i", w:["–3 – 4i","1 + 4i","3 + 4i"], exp:"1+4i+4i²=1+4i–4=–3+4i."},
    {q:"(2 – 3i)(2 + 3i)", a:"13", w:["–5","4 + 9","4 – 9i"], exp:"Diferencia de cuadrados: 4–(–9)=13."},
    {q:"(1 – i)³", a:"–2 – 2i", w:["–2 + 2i","2 – 2i","2 + 2i"], exp:"(1–i)²=–2i. Luego –2i(1–i)=–2i+2i²=–2–2i."},
    {q:"3i(2 – 5i)", a:"15 + 6i", w:["6 – 15i","–15 + 6i","6 + 15i"], exp:"6i–15i²=6i+15=15+6i."},
    {q:"(4 + i)(4 – i)", a:"17", w:["16 – 1","17i","15"], exp:"16–i²=16+1=17."},
    {q:"(–i)(2 + 3i)", a:"–3 + 2i", w:["3 + 2i","–3 – 2i","2 + 3i"], exp:"–2i–3i²=–2i+3=3–2i → ojo: –i·2=–2i, –i·3i=–3i²=3. Resultado: 3–2i... Espera: reordenando da –3+2i si la operación es –2i–3i²=3–2i. Respuesta: 3–2i."},
    {q:"(1 + i)(2 + i)(1 – i)", a:"4 + 2i", w:["2 + 4i","2 – 4i","4 – 2i"], exp:"(1+i)(1–i)=2. Luego 2(2+i)=4+2i."},
    {q:"(√2 + √2·i)²", a:"4i", w:["–4","4","4 – 4i"], exp:"2+2√2·√2·i+2i²=2+4i–2=4i."},
  ],

potencias: [
    {q:"i¹²", a:"1", w:["–1","i","–i"], exp:"12÷4=3 resto 0 → i¹²=1."},
    {q:"i¹⁵", a:"–i", w:["i","1","–1"], exp:"15÷4=3 resto 3 → i¹⁵=–i."},
    {q:"i²⁰", a:"1", w:["–1","i","–i"], exp:"20÷4=5 resto 0 → i²⁰=1."},
    {q:"i¹⁷", a:"i", w:["–i","1","–1"], exp:"17÷4=4 resto 1 → i¹⁷=i."},
    {q:"i³⁰", a:"–1", w:["1","i","–i"], exp:"30÷4=7 resto 2 → i³⁰=–1."},
    {q:"i⁴⁵", a:"i", w:["–i","1","–1"], exp:"45÷4=11 resto 1 → i⁴⁵=i."},
    {q:"i⁵⁰", a:"–1", w:["1","i","–i"], exp:"50÷4=12 resto 2 → i⁵⁰=–1."},
    {q:"i⁷⁵", a:"–i", w:["i","1","–1"], exp:"75÷4=18 resto 3 → i⁷⁵=–i."},
    {q:"i¹⁰⁰", a:"1", w:["–1","i","–i"], exp:"100÷4=25 resto 0 → i¹⁰⁰=1."},
    {q:"i⁵¹", a:"i", w:["–i","1","–1"], exp:"51÷4=12 resto 3... Espera: 4×12=48, 51–48=3 → –i. Corrección: i⁵¹=–i."},
    {q:"i²⁷", a:"–i", w:["i","1","–1"], exp:"27÷4=6 resto 3 → i²⁷=–i."},
    {q:"i⁸⁰", a:"1", w:["–1","i","–i"], exp:"80÷4=20 resto 0 → i⁸⁰=1."},
    {q:"i⁶¹", a:"i", w:["–i","1","–1"], exp:"61÷4=15 resto 1 → i⁶¹=i."},
    {q:"i³⁴", a:"–1", w:["1","i","–i"], exp:"34÷4=8 resto 2 → i³⁴=–1."},
    {q:"i⁴⁷", a:"–i", w:["i","1","–1"], exp:"47÷4=11 resto 3 → i⁴⁷=–i."},
    {q:"i²⁰⁰", a:"1", w:["–1","i","–i"], exp:"200÷4=50 resto 0 → i²⁰⁰=1."},
    {q:"i¹⁰⁰¹", a:"i", w:["–i","1","–1"], exp:"1001÷4=250 resto 1 → i¹⁰⁰¹=i."},
    {q:"i⁻¹", a:"–i", w:["i","1","–1"], exp:"i⁻¹=1/i=i/i²=i/(–1)=–i."},
    {q:"i⁻²", a:"–1", w:["1","i","–i"], exp:"i⁻²=1/i²=1/(–1)=–1."},
    {q:"i⁻³", a:"i", w:["–i","1","–1"], exp:"i⁻³=1/i³=1/(–i)=i/(–i²)=i/1=i."},
    {q:"(i²)⁵", a:"–1", w:["1","i","–i"], exp:"i²=–1, luego (–1)⁵=–1."},
    {q:"(i³)⁴", a:"1", w:["–1","i","–i"], exp:"i³=–i, (–i)⁴=i⁴=1."},
    {q:"i + i² + i³ + i⁴", a:"0", w:["1","–1","2i"], exp:"i+(–1)+(–i)+1=0."},
    {q:"i² + i⁴ + i⁶", a:"–1", w:["1","–3","3"], exp:"–1+1+(–1)=–1."},
    {q:"1 + i + i² + i³", a:"0", w:["1","2","2i"], exp:"1+i–1–i=0."},
  ],

conjugado: [
    {q:"El conjugado de z = 3 + 7i es:", a:"3 – 7i", w:["–3 + 7i","3 + 7i","–3 – 7i"], exp:"El conjugado cambia el signo de la parte imaginaria: z̄ = 3 – 7i."},
    {q:"El conjugado de z = –5 – 2i es:", a:"–5 + 2i", w:["5 + 2i","–5 – 2i","5 – 2i"], exp:"z̄ = –5 + 2i (se cambia el signo de –2i)."},
    {q:"Si z = 4 – 3i, ¿cuánto es z · z̄?", a:"25", w:["7","–7","25i"], exp:"z·z̄ = a²+b² = 16+9 = 25."},
    {q:"Si z = 1 + i, ¿cuánto es z + z̄?", a:"2", w:["2i","0","2 + 2i"], exp:"z+z̄ = 2a = 2·1 = 2."},
    {q:"Si z = 6 + 8i, ¿cuánto es z – z̄?", a:"16i", w:["12","12i","16"], exp:"z–z̄ = 2bi = 2·8·i = 16i."},
    {q:"¿El conjugado de un número real r es?", a:"El mismo número r", w:["r·i","–r","r²"], exp:"Si z = r + 0i, su conjugado es r – 0i = r."},
    {q:"Si z = 3 – 4i, ¿cuánto es z · z̄?", a:"25", w:["–7","7","25i"], exp:"z·z̄ = 9+16 = 25."},
    {q:"El conjugado de z = –2i es:", a:"2i", w:["–2i","2","–2"], exp:"z = 0 – 2i → z̄ = 0 + 2i = 2i."},
    {q:"Si z = 5 + 12i, ¿cuánto es z · z̄?", a:"169", w:["17","60i","119"], exp:"z·z̄ = 25+144 = 169."},
    {q:"¿Cuál es el conjugado de (2+i)(1–i)?", a:"3 – i", w:["3 + i","–1 + 3i","1 + 3i"], exp:"(2+i)(1–i)=2–2i+i–i²=2–i+1=3–i. Su conjugado es 3+i... el número es 3–i, su conjugado es 3+i. Pero la pregunta pide el conjugado de ese producto, que es 3+i."},
    {q:"Si z = a + bi y z = z̄, entonces:", a:"b = 0 (z es real)", w:["a = 0","z = 0","a = b"], exp:"z = z̄ implica a+bi = a–bi, luego 2bi=0, entonces b=0."},
    {q:"Si z = 2 – 5i, ¿cuánto es (z̄)²?", a:"–21 + 20i", w:["–21 – 20i","–21","21 – 20i"], exp:"z̄ = 2+5i. (2+5i)² = 4+20i+25i² = 4+20i–25 = –21+20i."},
  ],

modulo: [
    {q:"|3 + 4i|", a:"5", w:["7","√7","25"], exp:"|z| = √(9+16) = √25 = 5."},
    {q:"|5 – 12i|", a:"13", w:["17","√17","7"], exp:"|z| = √(25+144) = √169 = 13."},
    {q:"|1 + i|", a:"√2", w:["2","1","√3"], exp:"|z| = √(1+1) = √2."},
    {q:"|–4 + 3i|", a:"5", w:["1","7","√7"], exp:"|z| = √(16+9) = √25 = 5."},
    {q:"|2i|", a:"2", w:["–2","4","√2"], exp:"|z| = √(0+4) = 2."},
    {q:"|6 + 8i|", a:"10", w:["14","√14","100"], exp:"|z| = √(36+64) = √100 = 10."},
    {q:"|–3 – 4i|", a:"5", w:["–5","7","√7"], exp:"|z| = √(9+16) = 5. El módulo siempre es positivo."},
    {q:"|1 – √3·i|", a:"2", w:["√2","√3","4"], exp:"|z| = √(1+3) = 2."},
    {q:"|7|", a:"7", w:["–7","49","√7"], exp:"|7+0i| = √(49+0) = 7."},
    {q:"Si |z| = 5 y z = 3 + bi (b>0), ¿cuánto es b?", a:"4", w:["2","√34","16"], exp:"√(9+b²)=5 → 9+b²=25 → b²=16 → b=4."},
    {q:"|z|² para z = 2 – 3i", a:"13", w:["–5","1","√13"], exp:"|z|² = 4+9 = 13."},
    {q:"Si z = a + 0i, entonces |z| es:", a:"|a|", w:["a","a²","–a"], exp:"El módulo es siempre positivo: |z|=√(a²)=|a|."},
    {q:"|i³³|", a:"1", w:["–1","i","–i"], exp:"|iⁿ| = 1 siempre, ya que i³³ = –i y |–i|=1."},
  ],

};

// Merge all for mixed
DB.mixto = [...DB.adicion,...DB.multiplicacion,...DB.potencias,...DB.conjugado,...DB.modulo];

// Fix some answers that need correction in potencias
DB.potencias[9] = {q:"i⁵¹", a:"–i", w:["i","1","–1"], exp:"51÷4=12 resto 3 → i⁵¹=–i."};
DB.conjugado[9] = {q:"¿Cuál es el conjugado de (2+i)(1–i)?", a:"3 + i", w:["3 – i","–1 + 3i","1 + 3i"], exp:"(2+i)(1–i)=3–i. El conjugado de 3–i es 3+i."};
DB.multiplicacion[9] = {q:"(–i)(2 + 3i)", a:"3 – 2i", w:["3 + 2i","–3 – 2i","2 + 3i"], exp:"–i·2=–2i, –i·3i=–3i²=3. Resultado: 3–2i."};

// ============================================================
// STATE
// ============================================================
let quizState = {
  testNum: 0,           // 1..4
  exercises: [],
  current: 0,
  answered: [],
  correctCount: 0,
  history: [],          // {testNum, nota, correct, official}
  finished: false,
};

let practiceState = {
  topic: '',
  exercises: [],
  current: 0,
  answered: false,
};

// ============================================================
// TAB NAVIGATION
// ============================================================
function showTab(tab) {
  ['theory','practice','quiz','results'].forEach(t => {
    document.getElementById('tab-'+t).classList.add('hidden');
    document.querySelectorAll('.tab-btn')[['theory','practice','quiz','results'].indexOf(t)].classList.remove('active');
  });
  document.getElementById('tab-'+tab).classList.remove('hidden');
  document.querySelectorAll('.tab-btn')[['theory','practice','quiz','results'].indexOf(tab)].classList.add('active');

if (tab === 'results') renderResults();
  if (tab === 'quiz') updateQuizStartScreen();
}

// ============================================================
// PRACTICE
// ============================================================
function startPractice(topic) {
  practiceState.topic = topic;
  const pool = shuffle([...DB[topic]]).slice(0, 6);
  practiceState.exercises = pool;
  practiceState.current = 0;
  renderPracticeExercise();
}

function escQ(s){return s.replace(/'/g,"\\'");}

// ============================================================
// QUIZ
// ============================================================
function updateQuizStartScreen() {
  const h = quizState.history;
  const histSec = document.getElementById('quiz-history-section');
  const startBtn = document.getElementById('start-quiz-btn');

if (h.length > 0) {
    histSec.classList.remove('hidden');
    const list = document.getElementById('history-list');
    list.innerHTML = h.map((t,i)=>`
      <div class="history-item">
        <div>
          <div style="font-size:0.9rem;font-weight:700;">${t.official ? '⭐ Test Oficial' : '🔘 Marcha Blanca '+t.testNum}</div>
          <div style="font-size:0.8rem;color:var(--text2);">${t.correct}/10 correctas · ${t.official?'Nota acumulada':'Nota'}: ${t.nota}</div>
        </div>
        <div class="history-nota ${t.nota>=4?'pass':'fail'}">${t.nota}</div>
      </div>
    `).join('');
  }

const oficialDone = h.some(t=>t.official);
  const blancosDone = h.filter(t=>!t.official).length;

if (oficialDone) {
    startBtn.textContent = '✅ Evaluación completada';
    startBtn.disabled = true;
    return;
  }
  if (blancosDone < 3) {
    startBtn.textContent = `🚀 Marcha Blanca ${blancosDone+1} de 3`;
  } else {
    startBtn.textContent = '⭐ Comenzar Test Oficial';
    startBtn.className = 'btn btn-amber';
  }
}

function initQuiz() {
  const blancosDone = quizState.history.filter(t=>!t.official).length;
  const isOfficial = blancosDone >= 3;
  quizState.testNum = isOfficial ? 4 : blancosDone + 1;
  quizState.exercises = generateTestExercises();
  quizState.current = 0;
  quizState.answered = new Array(10).fill(false);
  quizState.correctCount = 0;
  quizState.finished = false;

document.getElementById('quiz-start-screen').classList.add('hidden');
  document.getElementById('quiz-area').classList.remove('hidden');

const isOff = isOfficial;
  document.getElementById('quiz-title').textContent = isOff ? '⭐ Test Oficial – Números Complejos' : `🔘 Marcha Blanca ${quizState.testNum}`;
  document.getElementById('quiz-subtitle').textContent = isOff ? 'Esta nota será registrada oficialmente.' : 'Modo práctica — sin nota oficial';
  document.getElementById('q-attempts').textContent = isOff ? '📝 Oficial' : `MB ${quizState.testNum}/3`;
  document.getElementById('quiz-finish-btn-wrap').classList.add('hidden');

renderQuizExercises();
}

function generateTestExercises() {
  const topics = ['adicion','multiplicacion','potencias','conjugado','modulo','adicion','multiplicacion','potencias','mixto','mixto'];
  const used = [];
  return topics.map(t => {
    const pool = DB[t].filter(e=>!used.includes(e));
    const ex = pool[Math.floor(Math.random()*pool.length)];
    used.push(ex);
    return ex;
  });
}

function checkQuiz(idx, chosen, correct, exp) {
  if (quizState.answered[idx]) return;
  quizState.answered[idx] = true;

const card = document.getElementById('qex-'+idx);
  const btns = card.querySelectorAll('.option-btn');
  const isCorrect = chosen === correct;
  if (isCorrect) quizState.correctCount++;

btns.forEach(b => {
    b.disabled = true;
    const t = b.textContent.trim();
    if (t === correct) b.classList.add('reveal-correct');
    if (t === chosen && !isCorrect) b.classList.add('incorrect');
    if (t === chosen && isCorrect) b.classList.add('correct');
  });

const fb = document.getElementById('qfb-'+idx);
  fb.innerHTML = isCorrect
    ? `<div class="feedback correct">✅ <strong>¡Correcto!</strong> ${exp}</div>`
    : `<div class="feedback incorrect">❌ <strong>Incorrecto.</strong> La respuesta es <strong>${correct}</strong>. ${exp}</div>`;

// progress
  const done = quizState.answered.filter(Boolean).length;
  document.getElementById('q-progress').textContent = `Ejercicio ${done}/10`;
  document.getElementById('q-correct').textContent = `✓ ${quizState.correctCount}`;
  document.getElementById('quiz-progress-bar').style.width = (done*10)+'%';

if (done === 10) {
    document.getElementById('quiz-finish-btn-wrap').classList.remove('hidden');
  }
}

function calcNota(correct) {
  const pct = correct / 10;
  if (pct === 0) return 2.0;
  if (pct < 0.60) {
    return +(2.0 + (pct / 0.60) * 2.0).toFixed(1);
  }
  return +(4.0 + ((pct - 0.60) / 0.40) * 3.0).toFixed(1);
}

function finishQuiz() {
  const blancosDone = quizState.history.filter(t=>!t.official).length;
  const isOfficial = blancosDone >= 3;
  const nota = calcNota(quizState.correctCount);

const entry = {
    testNum: quizState.testNum,
    correct: quizState.correctCount,
    nota: nota,
    official: isOfficial,
  };

if (isOfficial) {
    // nota acumulada: promedio de las 4
    const allNotas = [...quizState.history.map(h=>h.nota), nota];
    entry.notaAcum = +(allNotas.reduce((a,b)=>a+b,0)/allNotas.length).toFixed(1);
  }

quizState.history.push(entry);

document.getElementById('quiz-area').classList.add('hidden');
  document.getElementById('quiz-start-screen').classList.remove('hidden');
  updateQuizStartScreen();
  showTab('results');
}

// ============================================================
// RESULTS
// ============================================================
function renderResults() {
  const h = quizState.history;
  if (h.length === 0) {
    document.getElementById('no-results').classList.remove('hidden');
    document.getElementById('results-area').classList.add('hidden');
    return;
  }
  document.getElementById('no-results').classList.add('hidden');
  document.getElementById('results-area').classList.remove('hidden');

const area = document.getElementById('results-area');
  const last = h[h.length-1];
  const isOff = last.official;

let html = '';

if (isOff && last.notaAcum !== undefined) {
    const pass = last.notaAcum >= 4.0;
    html += `
    <div class="acum-card">
      <div style="font-size:0.9rem;opacity:0.8;margin-bottom:6px;">📊 Nota Oficial Acumulada</div>
      <div class="acum-nota">${last.notaAcum}</div>
      <div style="font-size:0.85rem;opacity:0.75;margin-top:6px;">${pass?'✅ Aprobado':'❌ Reprobado'} · Escala 2.0–7.0 · Exigencia 60%</div>
    </div>`;
  }

html += h.map((t, i) => {
    const nota = t.official && t.notaAcum ? t.notaAcum : t.nota;
    const pass = nota >= 4.0;
    const pct = Math.round(t.correct/10*100);
    const label = t.official ? '⭐ Test Oficial' : `🔘 Marcha Blanca ${t.testNum}`;
    return `
    <div class="results-card" style="margin-bottom:1rem;${t.official?'border-color:var(--amber);':''}" >
      <div style="font-size:0.85rem;color:var(--text2);margin-bottom:8px;">${label}</div>
      <div class="results-nota" style="color:${pass?'var(--green)':'var(--red)'};">${nota}</div>
      <div class="results-label">Nota</div>
      <div class="results-row">
        <div class="results-stat"><div class="val" style="color:var(--green);">${t.correct}</div><div class="lbl">Correctas</div></div>
        <div class="results-stat"><div class="val" style="color:var(--red);">${10-t.correct}</div><div class="lbl">Incorrectas</div></div>
        <div class="results-stat"><div class="val">${pct}%</div><div class="lbl">Porcentaje</div></div>
      </div>
      <div class="progress-wrap"><div class="progress-bar" style="width:${pct}%;background:${pass?'var(--green)':'var(--red)'}"></div></div>
      <span class="pass-badge ${pass?'pass':'fail'}">${pass?'✅ Aprobado':'❌ No aprobado'} · mínimo 60%</span>
    </div>`;
  }).join('');

if (!h.some(t=>t.official)) {
    const blancos = h.filter(t=>!t.official).length;
    html += `<div class="section-card center"><p style="color:var(--text2);font-size:0.95rem;">Llevas <strong>${blancos}/3</strong> marcha(s) blanca(s). ${blancos<3?'Completa las restantes antes del test oficial.':'¡Ya puedes rendir el Test Oficial!'}</p></div>`;
  }

area.innerHTML = html;
}

// ============================================================
// UTILS
// ============================================================
function shuffle(arr) {
  for (let i=arr.length-1;i>0;i--) {
    const j=Math.floor(Math.random()*(i+1));
    [arr[i],arr[j]]=[arr[j],arr[i]];
  }
  return arr;
}
</script>
</body>
</html>

Manuel Gonzalez

Publicado: 02/06/2026

4° Medio

OA de Probabilidades

Breve actividad de probabilidades 😀

<!DOCTYPE html>
<html lang="es">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width,initial-scale=1.0">
<title>Kahoot Matemática - Probabilidades 4° Medio</title>
<style>
body{margin:0;font-family:Segoe UI,Arial,sans-serif;background:linear-gradient(135deg,#4f46e5,#7c3aed);color:white}
.container{max-width:1000px;margin:auto;padding:20px}
.top{display:flex;justify-content:space-between;flex-wrap:wrap;gap:10px}
.card{background:white;color:#111;border-radius:20px;padding:25px;box-shadow:0 10px 30px rgba(0,0,0,.2)}
.progress{height:14px;background:#ddd;border-radius:20px;overflow:hidden;margin:15px 0}
.bar{height:100%;width:0;background:#22c55e;transition:.4s}
.timer{font-size:1.4rem;font-weight:bold}
.question{font-size:1.4rem;margin:15px 0}
.answers{display:grid;grid-template-columns:1fr 1fr;gap:12px}
.btn{border:none;padding:18px;border-radius:14px;color:white;font-size:1rem;font-weight:bold;cursor:pointer}
.a{background:#e11d48}.b{background:#2563eb}.c{background:#16a34a}.d{background:#f59e0b}
.btn:hover{transform:scale(1.02)}
.feedback{display:none;margin-top:15px;padding:12px;border-radius:10px}
.correct{background:#dcfce7;color:#166534}
.wrong{background:#fee2e2;color:#991b1b}
#next{display:none;margin-top:15px;padding:12px 20px}
.end{text-align:center}
</style>
</head>
<body>
<div class="container">
<h1>🎯 Kahoot de Probabilidades - 4° Medio</h1>
<p><b>OA:</b> Resolver problemas de probabilidades simples y compuestas e interpretar eventos aleatorios.</p>

<div class="top">
<div>🏆 Puntaje: <span id="score">0</span></div>
<div>❓ Pregunta: <span id="num">1</span>/10</div>
<div class="timer">⏱️ <span id="time">20</span>s</div>
</div>

<div class="card" id="game">
<div class="question" id="q"></div>
<div class="answers" id="answers"></div>
<div id="fb" class="feedback"></div>
<button id="next">Siguiente</button>
</div>
</div>

let i=0,score=0,t=20,intv;

function startTimer(){
clearInterval(intv);
t=20;
time.textContent=t;
intv=setInterval(()=>{
t--;
time.textContent=t;
if(t<=0){
clearInterval(intv);
lock(false,"⏰ Tiempo agotado.");
}
},1000);
}

function load(){
num.textContent=i+1;
bar.style.width=(i/qs.length*100)+"%";
const q=qs[i];
document.getElementById("q").textContent=q[0];
answers.innerHTML="";
["a","b","c","d"].forEach((cl,idx)=>{
let b=document.createElement("button");
b.className="btn "+cl;
b.textContent=q[idx+1];
b.onclick=()=>answer(idx);
answers.appendChild(b);
});
fb.style.display="none";
next.style.display="none";
startTimer();
}

function answer(idx){
const q=qs[i];
lock(idx===q[5],q[6]);
if(idx===q[5]){
score+=100+t*5;
document.getElementById("score").textContent=score;
}
}

function lock(correct,msg){
clearInterval(intv);
document.querySelectorAll(".btn").forEach(b=>b.disabled=true);
fb.style.display="block";
fb.className="feedback "+(correct?"correct":"wrong");
fb.innerHTML=(correct?"✅ Correcto<br>":"❌ Incorrecto<br>")+msg;
next.style.display="inline-block";
}

next.onclick=()=>{
i++;
if(i<qs.length){
load();
}else{
bar.style.width="100%";
let nivel=score>=900?"🥇 Experto":score>=600?"🥈 Avanzado":"🥉 En desarrollo";
game.innerHTML=`<div class='end'><h2>Juego Finalizado</h2><h3>${nivel}</h3><p>Puntaje final: ${score}</p><button onclick='location.reload()'>Jugar nuevamente</button></div>`;
}
};

load();
</script>
</body>
</html>

Departamento de Matemáticas

Docentes del Departamento

Andrea Barril

Manuel Gonzalez

Jaime Gutierrez

Joselyn Navarrete

Meriyin Solis

Mireya Soto

Victoria Vega

Gricelda Vera

Yuliana Villalón

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