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--- handleiding_nieuw:spacematrix:rekenblok_handleiding [2025/12/26 15:31] – external edit 127.0.0.1
+++ handleiding_nieuw:spacematrix:rekenblok_handleiding [2026/04/15 10:20] (current) – external edit 127.0.0.1
@@ Line 1: / Line 1: @@
 <html>
+<style>
+  .pv { max-width:880px; margin:0 auto; font-family:system-ui,-apple-system,sans-serif; font-size:14px; color:#334155; line-height:1.5; }
-<!-- PAGINA: Spacematrix – Stedelijke Dichtheidsrekenmachine -->
+  .pv-hero { background:linear-gradient(135deg,#0f766e 0%,#0d9488 55%,#22c55e 100%); color:#fff; border-radius:12px; padding:32px 36px; margin:12px 0 28px; }
+  .pv-hero h1 { margin:0 0 10px; font-size:30px; font-weight:800; }
+  .pv-hero p  { margin:0; font-size:15px; opacity:.92; max-width:560px; line-height:1.55; }
+  .pv-btns    { display:flex; gap:10px; flex-wrap:wrap; margin-top:20px; align-items:center; }
+  .btn-white  { display:inline-block; background:#fff; color:#0f766e; font-weight:700; padding:10px 22px; border-radius:8px; text-decoration:none; font-size:14px; }
+  .btn-images { display:inline-block; background:#16a34a; color:#fff; font-weight:800; padding:11px 24px; border-radius:8px; text-decoration:none; font-size:14px; border:2px solid #15803d; letter-spacing:.01em; box-shadow:0 2px 8px rgba(0,0,0,.25); }
-<h1>Spacematrix – Stedelijke Dichtheidsrekenmachine</h1>
+  .pv-head { font-size:13px; font-weight:800; text-transform:uppercase; letter-spacing:.07em; color:#0f766e; margin:28px 0 14px; padding-bottom:7px; border-bottom:3px solid #ccfbf1; }
+  .pv-head-prominent { font-size:16px; font-weight:800; letter-spacing:.01em; text-transform:none; color:#0f172a; margin:28px 0 14px; padding-bottom:8px; border-bottom:3px solid #0d9488; }
-<p>
+  /* Workflow */
-Met de <strong>Stedelijke Dichtheidsrekenmachine</strong> (Spacematrix) maak je in enkele minuten
+  .pv-flow { display:flex; align-items:stretch; gap:0; overflow-x:auto; margin:0 0 8px; }
-een eerste, normatieve doorrekening van een gebiedsvariant.
+  .pv-step { flex:1; min-width:130px; background:#f8fafc; border:1px solid #e2e8f0; padding:12px 10px; text-align:center; }
-Je bepaalt de dichtheid (FSI/GSI), stelt een woningprogramma samen
+  .pv-step + .pv-step { border-left:none; }
-en neemt voorzieningen, parkeren en openbare ruimte mee
+  .pv-step:first-child { border-radius:8px 0 0 8px; }
-in één samenhangend rekenbeeld.
+  .pv-step:last-child  { border-radius:0 8px 8px 0; }
-Dit is ideaal voor vroege verkenningen, variantenstudies en gesprekken
+  .pv-step.hl { background:#f0fdfa; border-color:#99f6e4; border-left:1px solid #99f6e4 !important; }
-waarin je snel wilt toetsen of een programma ruimtelijk “kan passen”.
+  .pv-step-num  { width:22px; height:22px; background:#0d9488; color:#fff; border-radius:50%; font-size:11px; font-weight:800; display:inline-flex; align-items:center; justify-content:center; margin-bottom:6px; }
-</p>
+  .pv-step-title{ font-weight:700; font-size:12px; color:#0f172a; margin-bottom:2px; }
+  .pv-step.hl .pv-step-title { color:#0f766e; }
+  .pv-step-sub  { font-size:10px; color:#64748b; line-height:1.35; }
+  .pv-arr { display:flex; align-items:center; color:#0d9488; font-size:16px; flex-shrink:0; padding:0 2px; align-self:center; }
-<div style="margin: 1em 0;">
+  /* FSI-meettool — subtiel */
-  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_spacematrix"
+  .pv-fsi-tip { display:flex; align-items:baseline; gap:6px; font-size:11px; color:#94a3b8; margin:4px 0 0; }
-     style="display: inline-block; background: #eee; padding: 0.5em 1em; border-radius: 6px; text-decoration: none;">
+  .pv-fsi-tip a { color:#64748b; }
-    → Terug naar de Spacematrix-tool
-  </a>
-</div>
-<h2>Wat kun je ermee?</h2>
+  /* Tab-stijl vier tabbladen */
-<ul>
+  .pv-tabs { display:flex; gap:0; border-bottom:2px solid #e2e8f0; margin:12px 0 0; }
-  <li>✔ <strong>Dichtheid positioneren</strong> – direct inzicht in FSI/GSI en de ligging in de Spacematrix.</li>
+  .pv-tab-btn { flex:1; padding:8px 6px; background:#f8fafc; border:1px solid #e2e8f0; border-bottom:none; cursor:pointer; font-size:11px; font-weight:600; color:#64748b; text-align:center; position:relative; margin-bottom:-2px; transition:background .12s; }
-  <li>✔ <strong>Woningprogramma toetsen</strong> – verdeling over typen met m² BVO per woning en maximale aantallen.</li>
+  .pv-tab-btn + .pv-tab-btn { border-left:none; }
-  <li>✔ <strong>Voorzieningen meenemen</strong> – normatieve m²-claim per woning op basis van bewoners en selectie.</li>
+  .pv-tab-btn:first-child { border-radius:6px 0 0 0; }
-  <li>✔ <strong>Parkeren meenemen</strong> – ruimtebeslag van bovengronds parkeren in de draagkracht.</li>
+  .pv-tab-btn:last-child  { border-radius:0 6px 0 0; }
-  <li>✔ <strong>Openbare ruimte verdelen</strong> – normatieve verdeling van onbebouwde ruimte (groen, water, verharding).</li>
+  .pv-tab-btn.active { background:#fff; color:#0f766e; border-bottom:2px solid #fff; z-index:1; }
-  <li>✔ <strong>Scenario’s vergelijken</strong> – opslaan, openen en varianten naast elkaar onderzoeken.</li>
+  .pv-tab-btn img { width:36px; height:28px; object-fit:cover; object-position:top center; display:block; margin:0 auto 4px; border-radius:3px; border:1px solid #e2e8f0; }
-</ul>
+  .pv-tab-btn.active img { border-color:#99f6e4; }
+  .pv-tab-content { display:none; border:1px solid #e2e8f0; border-top:none; background:#fff; padding:14px 16px; border-radius:0 0 8px 8px; margin-bottom:16px; }
+  .pv-tab-content.active { display:block; }
+  .pv-tab-content h3 { margin:0 0 6px; font-size:14px; color:#0f766e; }
+  .pv-tab-content p  { margin:0; font-size:13px; color:#475569; line-height:1.55; }
+  .pv-tab-content img.full { width:100%; max-width:380px; height:auto; border:1px solid #e2e8f0; border-radius:6px; display:block; margin:10px 0 0; }
-<h2>Hoe rekent deze tool? (korte theorie)</h2>
+  /* Cards */
-<p>
+  .pv-grid   { display:grid; grid-template-columns:1fr 1fr; gap:14px; margin:10px 0; }
-De rekenmachine werkt met een eenvoudig maar krachtig principe:
+  .pv-grid-3 { display:grid; grid-template-columns:1fr 1fr 1fr; gap:12px; margin:10px 0; }
-het totale <strong>laadvermogen</strong> (BVO) in een gebied
+  .pv-card   { background:#f8fafc; border:1px solid #e2e8f0; border-radius:8px; padding:14px 15px; }
-wordt bepaald door <strong>FSI × oppervlak</strong>.
+  .pv-card h3 { margin:0 0 5px; font-size:13px; color:#0f172a; }
-Dat laadvermogen wordt vervolgens verdeeld over:
+  .pv-card p  { margin:0; font-size:12px; color:#475569; line-height:1.5; }
-</p>
-<ul>
+  .pv-img { background:#f1f5f9; border:1px solid #e2e8f0; border-radius:8px; overflow:hidden; margin:10px 0; }
-  <li><strong>Wonen</strong> (woningprogramma op basis van m² BVO per woning en verdeling over woningtypen)</li>
+  .pv-img img { width:100%; height:auto; display:block; }
-  <li><strong>Voorzieningen</strong> (m²-claim per woning op basis van bewoners en geselecteerde normen)</li>
+  .pv-img-cap { font-size:11px; color:#94a3b8; padding:6px 10px; text-align:center; font-style:italic; }
-  <li><strong>Parkeren (bovengronds)</strong> (m²-claim per woning op basis van parkeernorm, BVO/pp en aandeel bovengronds)</li>
-</ul>
-<p>
+  .ai-badge { display:inline-flex; align-items:center; background:#fefce8; border:1px solid #fde68a; border-radius:12px; padding:2px 8px; font-size:10px; font-weight:700; color:#92400e; margin-left:6px; vertical-align:middle; }
-Omdat voorzieningen en parkeren afhangen van het aantal woningen
-(en het aantal woningen juist weer afhangt van voorzieningen en parkeren),
-rekent de tool <strong>iteratief</strong>:
-hij benadert het resultaat in stappen totdat de uitkomst stabiel is.
-</p>
-<div style="margin: 1em 0; background: #f7f7f7; border: 1px solid #e2e2e2; padding: 0.8em 1em; border-radius: 6px;">
+  .pv-cmp { width:100%; border-collapse:collapse; font-size:13px; margin:10px 0; }
-  <strong>Belangrijk – iteratief effect:</strong><br>
+  .pv-cmp th { background:#f8fafc; padding:8px 12px; border:1px solid #e2e8f0; text-align:left; font-size:12px; }
-  Na het kiezen van voorzieningen en/of parkeren kan het nodig zijn om
+  .pv-cmp th:nth-child(2),.pv-cmp th:nth-child(3) { text-align:center; min-width:90px; }
-  <strong>meerdere keren</strong> op <em>Toepassen in rekenblok</em> te klikken.
+  .pv-cmp td { padding:7px 12px; border:1px solid #e2e8f0; }
-  Dit komt doordat de tool eerst een inschatting maakt op basis van het huidige aantal woningen,
+  .pv-cmp td:nth-child(2),.pv-cmp td:nth-child(3) { text-align:center; }
-  daarna het aantal woningen opnieuw berekent,
+  .pv-cmp tr:nth-child(even) td { background:#fafafa; }
-  en vervolgens de ruimteclaim opnieuw kan verschuiven.
+  .ck  { color:#16a34a; font-weight:700; }
-  Druk daarom nog één of twee keer opnieuw op <em>Toepassen in rekenblok</em>
+  .no  { color:#cbd5e1; }
-  totdat de aantallen en totalen nauwelijks meer veranderen.
+  .abs { background:#fef9f0 !important; }
-</div>
-<h2>Overzicht van de interface</h2>
+  .pv-upgrade { background:linear-gradient(135deg,#0f766e,#0d9488); color:#fff; border-radius:10px; padding:24px 28px; margin:28px 0; }
-<p>
+  .pv-upgrade h2 { margin:0 0 8px; font-size:19px; }
-De tool bestaat uit vier tabbladen die samen één integrale berekening vormen.
+  .pv-upgrade p  { margin:0 0 16px; opacity:.9; font-size:13px; max-width:560px; }
-Bovenin beheer je scenario’s.
+  .btn-upgrade { display:inline-block; background:#fff; color:#0f766e; font-weight:700; padding:10px 22px; border-radius:8px; text-decoration:none; font-size:14px; }
-</p>
-<div style="margin: 1em 0;">
+  @media(max-width:600px){
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:ui_overzicht.png"
+    .pv-grid,.pv-grid-3 { grid-template-columns:1fr; }
-       alt="Overzicht van de Stedelijke Dichtheidsrekenmachine"
+    .pv-flow { flex-direction:column; }
-       style="width: 100%; max-width: 900px; height: auto;">
+    .pv-arr  { transform:rotate(90deg); align-self:center; }
-</div>
+    .pv-tabs { flex-wrap:wrap; }
+  }
+</style>
+<script>
+function showTab(n){
+  document.querySelectorAll('.pv-tab-btn').forEach((b,i)=>b.classList.toggle('active',i===n));
+  document.querySelectorAll('.pv-tab-content').forEach((c,i)=>c.classList.toggle('active',i===n));
+}
+</script>
-<h2>Werken met scenario’s</h2>
+<div class="pv">
-<p>
-Scenario’s gebruik je om verschillende varianten van dezelfde locatie te verkennen.
-Denk aan verschillen in programma, parkeren of openbare-ruimtestructuur.
-</p>
-<h3>Scenario opslaan</h3>
+<!-- HERO -->
-<ol>
+<div class="pv-hero">
-  <li>Klik op <strong>Opslaan…</strong>.</li>
+  <h1>Programmaverkenner v2</h1>
-  <li>Geef een duidelijke naam (bijv. <em>Variant A – centrumstedelijk</em>).</li>
+  <p>Van referentieproject naar haalbaarplan — in één middag.<br>
-  <li>Het scenario wordt lokaal opgeslagen in je browser.</li>
+  Normatief rekenen, ruimtelijk toetsen en financieel onderbouwen met slimme
-</ol>
+  algoritmes, open-source data en AI.</p>
+  <div class="pv-btns">
+    <a class="btn-white" href="/wiki/tools/dichtheid_V2/">→ Open de Programmaverkenner</a>
+    <a class="btn-images" href="/wiki/doku.php?id=handleiding_nieuw:sub_kengetallenbeelden">&#128247; Beeldenbank &amp; Kengetallen</a>
+  </div>
+</div>
-<h3>Scenario openen</h3>
-<ol>
-  <li>Kies een scenario in de dropdown.</li>
-  <li>De naam van het actieve scenario wordt rechtsboven getoond als <strong>Actief: …</strong>.</li>
-  <li>Klik op <strong>Openen</strong> om de variant expliciet te laden.</li>
-</ol>
-<h3>Scenario verwijderen</h3>
+<!-- WORKFLOW -->
-<p>
+<div class="pv-head-prominent">De Sumsonite workflow — van referentieproject naar haalbaarplan</div>
-Selecteer een scenario en klik op <strong>Verwijderen</strong>.
+<div class="pv-flow">
-Dit kan niet ongedaan worden gemaakt.
+  <div class="pv-step">
+    <div class="pv-step-num">1</div>
+    <div class="pv-step-title">Beeldenbank</div>
+    <div class="pv-step-sub">Kies referentieproject. Lees FSI/GSI/OSR af.</div>
+  </div>
+  <div class="pv-arr">▶</div>
+  <div class="pv-step hl">
+    <div class="pv-step-num" style="background:#16a34a;">2</div>
+    <div class="pv-step-title">Programmaverkenner</div>
+    <div class="pv-step-sub">Reken programma door. Woningen, voorzieningen, parkeren.</div>
+  </div>
+  <div class="pv-arr">▶</div>
+  <div class="pv-step">
+    <div class="pv-step-num">3</div>
+    <div class="pv-step-title">Ontwerp Verkenner</div>
+    <div class="pv-step-sub">Teken projectgrens. Massing automatisch gegenereerd.</div>
+  </div>
+  <div class="pv-arr">▶</div>
+  <div class="pv-step">
+    <div class="pv-step-num">4</div>
+    <div class="pv-step-title">Haalbaarheid</div>
+    <div class="pv-step-sub">Normatieve GREX/VEX. Bouwkosten, opbrengsten, residuele grondwaarde.</div>
+  </div>
+  <div class="pv-arr">▶</div>
+  <div class="pv-step">
+    <div class="pv-step-num">5</div>
+    <div class="pv-step-title">Gebiedsexploitatie</div>
+    <div class="pv-step-sub">Samenwerken aan transparante GREX en VEX in Sumsonite.</div>
+  </div>
+</div>
+<p style="font-size:12px;color:#64748b;margin:4px 0 6px;">
+  Traditioneel: 6–12 weken &nbsp;|&nbsp;
+  <strong style="color:#0d9488;">Met Sumsonite: één middag</strong>
 </p>
+<div class="pv-fsi-tip">
-<div style="margin: 1em 0;">
+  <span>ℹ︎</span>
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:scenario_selectie.png"
+  <span>FSI/GSI van een bestaand gebied zelf inmeten?
-       alt="Scenario’s opslaan en openen"
+  Gebruik de <a href="/wiki/doku.php?id=handleiding_nieuw:sub_fsi_meettool">FSI-meettool →</a></span>
-       style="width: 100%; max-width: 900px; height: auto;">
 </div>
-<hr />
-<h2>Tabblad 1 – Spacematrix Rekenblok</h2>
+<!-- SCREENSHOT HOOFDSCHERM -->
+<div class="pv-head">De Programmaverkenner in beeld</div>
+<div class="pv-img">
+  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:afbeeldingen:pv2_overzicht.png"
+       alt="Overzicht Programmaverkenner v2" onerror="this.parentNode.style.minHeight='160px'">
+  <div class="pv-img-cap">Vijf-blokken metrics balk, woningprogramma en samenvatting laadvermogen.</div>
+</div>
-<p>
-Het rekenblok is de kern:
-je voert oppervlakte, FSI en GSI in
-en stelt een woningprogramma samen.
-De tool bepaalt vervolgens hoeveel woningen passen
-binnen het totale laadvermogen (BVO),
-inclusief ruimte voor voorzieningen en bovengronds parkeren.
-</p>
-<h3>Invoer</h3>
+<!-- VIER TABBLADEN ALS ECHTE TABS -->
-<ul>
+<div class="pv-head">Vier tabbladen, één integrale berekening</div>
-  <li><strong>Oppervlak projectgebied (m²)</strong> – bruto plangebied.</li>
-  <li><strong>FSI</strong> – totaal BVO / maaiveldoppervlak.</li>
-  <li><strong>GSI</strong> – bebouwd oppervlak / maaiveldoppervlak.</li>
-</ul>
-<div style="margin: 1em 0;">
+<div class="pv-tabs">
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:rekenblok_basis.png"
+  <button class="pv-tab-btn active" onclick="showTab(0)">
-       alt="Basisinvoer in het rekenblok"
+    <img 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5qBDuvzshIKdPLjnnTrParbZ4iolqgx4UdTrjxbYQEJLi1Fa1YHWVEk95qZUWbMDC0sNIL0lYyhoHq5alHqT3+zJoM5spqI1rcySo6UISMqWrqAHWajsRXX3kS5+CpJy0wDlDZ6j3q7/Z2nOFDLbplSVB6UoEFeOCAfkp7B9566mUBUG/Wm332zybTdWDIhSUaHmwtSNSc5xlJBHLqNTqwedbZaU66tKG0DKlKOABQQ7Pcm57k5luHOjeIyTGJksFsOkJSdbZPno6WNQ6wR1VlJmqLxiwUJekDzyT0GvrH+Q4+jnUFK71cLssIDESyFgaHMqEpx3Wc4SRhLZTjB87nwHA1bxmGYzKWWG0oQnkB/7599AmHCSysvOuKfkK5urHED9VI+Snu9ualUUUBRRSZUliKgLfcSgE6Ug81HsA5k9woHVDlT0NveLsIMiT82g+aO1R5JH/sZpeJs4AqK4Uc4OkY3qx2E8kjly4+ipcWOxFZDMdpLaByCRQRUwnJC95cXEu481hGQ0nj19aj3nh3Cp9FFAUUUUBSlfGm/qK96abSlfGm/qK96aBtFFFApXxpv6ivemm1qfhR8s/8ADixYGrm9PPBtEBxtC+KkjUpS/kJ84hPSITgc6i7QP3ybsVcbNb37wi9xoMcGe3DShTrqgCrQkrSNXROoJV0dfAkig3aubbJ/pD7df4HZ/wCOXS4zPhSVtLOdaMeM2qCPE0S3d9DaV4s1hKtBDiliRv8AKutGnj1VVeCNO1CPDdtyNr3rM9c/JFp6VracQzu9UrTwcJVq55445UHVXrZEckGSlCmXzzcZUUKV6cc/XmlBq7xkndyWZwzwD6d2rHZqSMH/AE1ZUUFf5UQ24UTIsmKcZ1qRqbP+ZOQPXipjD7MhoOsOtutniFIUFA+sUyoMm0wH1Be53TgOQ4yotqz6U4z66CdRVfuLmw4VMTESGyODchOFA9y0/wAwa88pqZCfH4UiMTzUlO9QP8yeXrAoLGilRpMeSkqjvtugHBKFA49lNoCiiigKKKCQASSABzJoI1wkmM0nQkLecUENI7VH+Q4k9wNLaSzarYVOKUvRlTigMqcWTxOO0k8B3gVhbx44+bksAtkaYo54R+v3FXuA768a/wCoTQ+TmLHUQ0Mee4OBV6BxA78nqFA+3suISuRIx4w9grAOQkDkkdw95JpMg+UJKogz4s0Rv1Z4LV+p7ifUOs0y4vuakw4qgJToyFEZDaetRHu7T66fGZaiRktIylCAeKlZPaSSevrzQeyXmozCnXVaUJHZ7AB1nuqNAYdW8qdLTh5fBtHPdI/V9Jxk+zkKwjgz30TFj/lkHVHSflHlrP8AL29fCa862y0p11YQhIypR5AUHkp9uMwp504SnuySeoAdZJ4AVGhsOOvidLTh3BDTZ47lJ6vrHhk+od+MZpyY8ibKQpCU8Y7KuBT/AHlD9Y9nV6San0BWt3He7Rz37G/akvbOOxD4xMU4lSZKiSlUcIPHTpOSscOoceNOu11gLXFjy56IcSbIERlSlaFS3SlRDbZ7MJUcjng44can7O2wWayQ7WJ02cIzQbEiY4HHnMdalADJ9VAqNbXLXGaj2dSERWW0ttRHP7NCQAAEkcUgAYxxHdTmrk0HA1MQqG6SEpDpGlZP6quR9HPuqdVbIcVcyqNGAEcKw6+pOQrHNKM8z/e5DvPIGyZTi3zEhBKnh/aOK8xr09qusJ9wpsKKmMhXTU46s5ccWeks9vd6BwFVjDMeDJEC1XGO24g6lw3XNZwRkY46k5wTnj18KmouSG1JbnNKhuEcCsgoV6Fjh7cHuoJ1FFV7kt2WpTNtKSBwXJUMoQf7o+UfuHWeqgfMmtR1Jbwp19fmNI4qPHGcdQ7zwpLMN155Mm4KStaTqaZTxQ0e3+8rvPqAqRDiNRUq0alLWcrcWcrWe8/y5Cn0Fb4sVbTiYLu/hEItKtwUnd5UsEPEY1auiUg5xjPDNWVUlictFyvFzusW1usXCO6ba/JfiKaW6lo6gEqUMrbBWcKHAknFXdAV4pSUpKlEAAZJPVUWVOQ05uGEGRJ6mkHlw+UeSR6fvpYhOSlBy5KS4AcpYRndp9P659PDuoDxx2WrRbkBSOuQsHd/5R8v7h30yHBbYXv1qU/JUMLeXzPcBySO4VLAAGBRQFFFFAUUUUBRRUKFdrZNuM62xJ8Z+Zb1ITMYbcClsFadSQsDzSU8RnqoJtKV8ab+or3pptKV8ab+or3poG0UUUClfGm/qK96abSlfGm/qK96abQFc22T/SH26/wOz/xy66TXNtk/0h9uv8Ds/wDHLoOk0UUUBRRRQFFFFBEl22FJUVusAOHm4glC/wDUnBpPilxjlHis/fIHNuUnUT/nGCPWDVjRQV5uLzCVKnQHmkg+e18KnHbwGr7qkxZkWUnMeQ07wz0VAn2U+o0qBDkrDj8ZtbgGA5jCwOwKHGgk1X3AmXITbkHoEa5J48EdSfSr3A91R5rMq2w1Lhz1rOcNtSRvApR4BIVwVxPecUtmTJtUdZnQHHHXDqW9HUFhxw8AkDgodg4HAHOgm3Fa3Vot0clKnBl1aTjdt8j6CeQ9Z6qfIeZgxE9DCRhDbaBxUeQSKhWOREVHW6ZjLsleXJB1YKT2YOCEjqzTYSVTJPj7qSGwMRkns6147T1dg9JoG26O40lb0hQVJeIU4RyHYkdw/E9dJd/6lJLCcmG0cOkHg6sfI9A6+3l21nNcXIcVAjLUhRHwzqT/AGaT1D+8ers59mZbLTbDKWmkJbbQMJSkYAFBkopQgqUQlKRkk8ABVeyDcnkSXEqTEQdTKFAguH9dQ7OwH09mDHlR3j8RbV9uof8AoH+493OwUQlJKiABxJNB6SACScAczVaSu6K0pKkQOSjjBf49X9z+LPZzBm7EHppgcCOrxj/7P4vRzsgAAAOAFBXNOS3L09DetCUW+O025HmF1CgtwlQUgN806QB0uvVgcjU91xDTanHFpQhIyVKOABVbbES7VAeN2u67ktclxbThjpQpKFrJQ0Eo87SCEg8zjJprUd2YtL89vQhJCmo5OQnsUrqKvuHeeNBjh25gE6moJ46cYW8O/wDVT3cz3DnYJSlCAhCQlKRgADAAr2ig+etjLJdmdu9j483YxLl7t0yU/e7xIgPIcK1oeBfTLBDbyFhaEpbOojI4J0YHfpz0diMpcop3Z6JBTq1Z6gOsnspcmaEvGLGRv5IAJSOCUA9aj1e89leRIZS6JMtYflY87HRb7QgdQ7+Z66Cs8lzHwpcdwwYyjnxRWVBz63HoZ7En055VOanIi6GJkbxPjpQpPSa7ukBhPoOKsaFAKBBAIPAg0ACCAQcg8jUO+C5mzzBZVRE3MsL8UMsKLIdx0denjpzjOOOKS/A8VQt+2rUwpKSQwMFpR5+acAekEd9aHb709thGtG1lrt7lgucd5UORIuUdbiGWd6nxlgJCgCoqbADnFPDgog8Q6IZXikBt24usodCBvN3nBXjiEjmeOcDnWvN7SJvFihXu1NTpVqnOttsmE1l5aHFhG9IVjdoTklXygAeVW1tslsYur18baQ9cZTSW3ZZOVLQkkpSOoJGo4x29dWtBWxVSY148nMWgt20Rt748Hk4U7qwWyjzydPS1ngeXOojly2kTs3LnJ2ZbXdGnXEx7eLggB9Ac0oVvSnCdSOlgjhyq9ooIMqZMau8GI1a3n40hDhflpcQERykDSFJJ1HVkgYBxjjUdi/wFRrvKkiRb4tpdW3JfmtFhvShAWpxKlcFNgHzxw4Hsq2rB9pp9lbD7aHWnElK0LSClQPAgg8xQeRX2JUZqTGeQ8w8gLbcQoKStJGQQRzBHGmVQXzyfDnwbgu5T4yLYy8fEYivgnUFA4uNpByEAZTyAJptomu7RWmJdIkgMW2bHQ+wpsHerQtIIJKh0OB5Yz3igsZk6NFUlDqyXF+Y2gFS1egDjSf8AqMpYPRhMZOQQFOq7P7qfvPoqREiR4qSGGwkq85ROVK9JPE+un0Gi2vwbtwNrU7QjbbbeSRIW/wCIyLypcM6s9AtacaBngM8MDsqZsXsNG2X2q2kvsa6TJPl55t5xh4JKWlJ1cUqA1HOs+dnAAA4CtuooClK+NN/UV7002lK+NN/UV700DaKKKBSvjTf1Fe9NNrT/AAsm8DZlZsLF2fn5w23bnEIcOSBlRUQdCc6iEkKOnA51Hv8AI2he2RVbba3eHbhDbgqmSg0lh2U2VJMhLJzpD27SrgCACsAHPIN4rm2yf6Q+3X+B2f8Ajl1V7Mo8L1vuDsm7R/Kshq2JUiOqWhqK+sMNAN6gCUu78PFS9JGkjHUAnwQztorh4bduZG09hjWO4eSLSnxVieJadAVKwrWEp4njwxwx30HY6KhSrrBiLUmU6qOEnGt1CkoPoURipLDzL6N4w6h1H6yFBQ+6gZRRRQFFFFAUUUUBRRUG5rW8tNvZVpW6MuqHyG+RPcTyHrPVQYxT49N8dzmM0Chj+8rOFL/kPX21jCxcJQuJGWG8pi9/Upz18h3ceuiXiQ4m1RsJbSkeMFI4JR1I7ir7hnups95aS3BiEJkOjgccG0AgFXqzgd+OrNBFnxo94liM4007Gjqy8pSclSscEA9XafSB1msJbL8OQhq3zni++eiw8d62kDGVcSFADuPMgVPWpm2w0NtpUr5DaAcqcUfeTxJPpJotsZbKVPSFBcl05cUOQ7EjuGcDt59dBDhKm25gNyIC3yVZcejr1lRPylBWD7M9grBu4RL1IXFYlJEds4cTqKVun9XB46e3t5emW+pU95UVokRkHD7iTjUf1B/M9XLnyfKjQlximSwwWEIIIWkaUpx9wxQO+Dab+ShCB6AkD3Cq/Qq6qCnAtEFJylB4F/vI/U7jz9HOE1bnZqg7HkyI0JONDLhLiXsHmpKuITywARnr6qneM3OOlZkwUSEp4hUVXSI+orH3E0FjUC9XCHBhumWdQLS1FA5lIGVHuAHM0l69MKfEKIpPjqh/Zv5b0DtUDg+gDifvqZCiJjhS1rLz7nFx1Q4q7u4DqFBTbBQrMjZm1SbKWF21URs24MhQabYUkFOgK48QRxPE93KtiqBan7k89ORPtzcNpmSW4ikPhzfs6UkOEYGg6ioaePLOeNSJktqKEhepTizhttAytZ7h/wC8UDlqShBWtQSlIySTgAVALz9wBTEUtiMeBkY6Sx/cHZ/ePqB50IiOy1h646SkHKIyTlCeOQVfrK5dw6u2rAcKBUaOzGa3bDYQnJJxzJPMk9Z76bRSpMhmMgLecCAVBKe1SjyAHWe6gbVRtBd3okSWzaIrd0vDbJWzAD4b1q+TrUchCSes/fVULvdtpbOzcdmCiNFEzQ8mYy42+6224pDyUg40KOkhJOQefAU7ZnZ6zIlo2vGzDVo2gnQkNS1LKVSEp4HduLSSFkEDjk8udBVu26E9LtO1e2/i0e7w4ha3Dc1ficZTgGvOohKzwxqUBw5Ctqtl2gXBoLiSGX2zwStpYWlXoI4H1Vwv/wARJnm7W/VvfEN2rHPTvtRz/s0Y9ffWP/h8VPTc7gU7zxHdp7dO+1DH+zXn1d1aPMx5G1HVduZOk8/c8yz18yfru67alDu+gvLiL4kpRxbWT+sjl6xg99Y+PvRE/wDUmChKRlUhoFTXrHnJ9YI76ntZ0DPZWVbzlWLTjbraXGlpWhQylSTkEVlVJLVEEpYtinTMCwHBFAKQf/MB6I99YuquBWk3feNMDn4kSUHh8s41j1cKCxk3Fhp8xmwt+SE6ty0Mqx39Q9ZFL3E6Xnxp3xZkkENMk6yOxS/5JA9NSLamGmG34gGhHIyjdY0n2VIoFRozEZvQw0lAzk45k9pPWfTUWzSLo+ueLnb2YaWpa24hbkb3fsAJ0uK4DQSSoaeOMDjxqfVfZYc+GqeZ12cuKZEtb0cLZQjxZohOGRp84AgnUeJ1d1BYUUUUBRRXH3fDPLVDflRNk0raLQmRXHbkEo8S1uIU8/pQpTJCmj0cKA1ZKhpVpDsFKV8ab+or3prQPBX4SJO2m0N+tD9jbg+SllIfZll5Dg3i2wclCee7KgUakkZyQRit/V8ab+or3poG0UUUClfGm/qK96abSlfGm/qK96abQFc22T/SH26/wOz/AMcuuk1zbZP9Ifbr/A7P/HLoOk1CetVvdIJioQoHIU30FA+lODU2igrXLdJQoGHdZLIGBocAdTj/ADdLPrr1Tt4ZXxjRZTfWW3C2oepWQfaKsaKCvN1bbcKJMWXHwM61tEo/1JyKkRJ8KWSI0th4g4IQsEg9hHUakVHkQYchWt6KyteMBZQNQ9B5igkUVXC1BpBTDmzIxxww7vAPQF5FCU3lhs/CxJpGT0klkkdmRqGfUKCZLkNxYy33ThCBk9p7AO8nhUBtTsOKqS82Fz5ShhsHPS+SgH9VI5n6xqIbi69I386BJaYiKwQ0nepLnWcp4lKc9nPOcYpsG4QZM1Ut+Yyg8UR2nFBJSnrVg4OT7sdpoJaN3a4ILqy6+4riflPOHqH8h1Adgr2OhMGM9MmODer6by+oYHBI7hyA6zx5msYgMt/yg+koaRkR0LGMDjlZ7yOXYPSa8ZBuMkSVg+KNkFhJ4BxX65HYOrPp7KDOEyt5/wAflI0uYIZbP/aSf/UeGfRj0kp1yS+YUZSkAY37yfkD9Uf3j9w49lZTH3Vu+JxDh5QytzGQynt7yeoevlTG0R4EQ8UttIBUpSj7ST1nvoM0pYhxcDQyy0nPYEgddRG0LuKw6+hbcROC20oEFw89Sh2diT6T3DbTk90PyULbjJwWmFfKPPWse5PVzPHlPUpKElSiEpAySTwAoPar3pLsxao1vXhIOl2SOIR2hPUpX3Dr7KxKnbmdLZU1B61jgp8diesJ7+Z6sc6sGm0NNpbbQlCEjASkYAFAhFvhpjhgsIcRqKjvBrJUeZJPM99RlWoNN6bfLkQiDkBKtaP9Ks8PRip8h5qO0p15xKEJ5kmoOmTceKw5GiH5Bylx0d/Wgd3M9eKCnvbDl50QZNvj3NqLJakJdbdW2G3m1BScjI1EEZ06sdRr2yzJDF4mqnrjpjuNNiKXgtExxzpbxKwoBAT5ukIPbmtgfdhWy3uSH3Y8OHGbLjji1BDbSAMlRJ4AAZJNV864qfm2mNFtJulsuSXFOzm3G1MR0BGpClAnphZIA057eVAlvaQiwWy6yrFeoy57rLRhmLvH4ynFacupQSEpTzUrJAHGrA3LF9NqMGcAIvjPje6/5fz9O7158/rxjlxrXHLfdULvkVF3EeTIWoWsW1o6oqC2AFOpcKmysKyckAEY4UuTs/tK9FsQuF9lTDbnG3JSYqkMeP6WylSXkkFKgokKIBSMjhwoJiJ+0t8sCkwWGLHcVSCA+splsoaS7wUMadZW2OQ80r4k442kawwW72i+PF5+5pjKjb9bqsBsqCiAgHQOI54zjhmq2O/Mh3q7TZN5c8VdZaTCtkuMlhqMtCTqIeA6YWSM5JCccKn2W4XRzZqJKu9vYYvDkTeuwY0kODeAcUIWcahkgZ5cRQeLVFu1+aXA2hcC7M+pE6FFdQpK1raylD4wVAgKSsAEdR4irmq+wAO25q4OWnyXLnNoflx1BG8Q4UDKVqRwUpOAnOTyqwUQkEkgAcSTQVd2ssS4oKJDLTqFechxsLSr0pIIPrrG1WOJb0pSy000hPmobQEIT6EgAD1U9Vx3x025kyznBcB0tD/P1+hOTQmC6+rVcJBeGchlA0tj0jmr1nHdUmFrPcz6dF8fXp6u4tqJbgtqmODI+D8wHvWeA9HE91cX2YF02l8Nm1VnO0s4Q7ZPbkYjX5biEaUxlORFRtfBtRW6NRHA5AAxiu6NNttNpbaQlCEjCUpGAB3CokS02qJPfnxbbDYlyM759phKXHMnJ1KAyePHjVYJbTTbTYbaQlCBySkYArKiighSbay44p6OtyJIVzdZwCeOeIOQfWKX41NiHEyMXm8gB6OConvUjmPUT6qsajXKfBtkNUy5TY0KMgpSp6Q6ltAKiEpBUogcSQB3kUEG7XqAzHhpLMqc1cJSYQ8UYU8GysHpOafMQMEFRwBkVKsVqt9js8S0WqMmNBhtJZYaSSQhAGAMkkn11Ah2aem83WZLuTamZDyFQURo4ZcjoDaUqSteTvcqBUCocM4prtydtziWJ625BKchTA+EPpb4k+lOfRQW9FVbFxkzlkW+O2G08FuvrwUns0DpA/W01mm2uPD/AKhNdk8c6EfBNjuwk5PrJoLGtdk7C7GSfGvGNlrO743IEmRqhoO9dAI1q4cT0lf6ldprYUJShAQkAJSMADqFe0FNZdldm7LPdn2mxwIMp5TinHWGQhSi4oKXkjtKQT3irRXxpv6ivemm0pXxpv6ivemgbRRRQKV8ab+or3pptan4VE3ZWycxNiF1NzLK/FfJxQHd5w05KiBpzjPHlSNs591u+yt4g2aFf4E5MVhbT7LSEuBazqKEZWkFSQkBWFDAXwJPINzrm2yf6Q+3X+B2f+OXUaH/APE6JtTOuC7c5MaRbkrjwVT0pirV4uyNwFnJDokB8lwg5QU8TwAr/BFP2guPhu25k7TWBmxT/JFpT4q1PTLToCpWFawlI48eGOGO+g7FRRRQFFFFAUUUUBUK6POBKYkZemS/wSrGdCflLPo95FSn3W2GVvPLCG0JKlKPUBVWlT7SFSltpM+WrQy2rPQT1A+gZUrvz3UGS2G3lotbCAmGyMyMfKPMI9fnH/7qJzLV2lGI40hyKyfhipIIWrnoH3E+odtQL1eYtisMhcVT852PqU/4oyZLwII1q3aeKlZUOj2kcMCmy5MmNcLdYbZBfcYebcVJmpWkiIBgp1AnJW4SrBGcEEmgydtkeZKUzFXIjx2zh9Tbyglw/NhJyMdpx3dtZSTdWJQjxJ7MlaxndvMDLaf1ipJGB6QcngOvGMK5jeS7VBtMyM7Ff3DRkNaW3RpSovJOcqbBXgngSoEd9WTLTFujOOuOcSdbzq/OWe049QA9AFBBYkyLY2sS7c5u/PckNOpc1q6yoHB7BwHcBS2LhEnSy5OcVGQ0r4KPISW8kHz1asA9w6vTynMMuTHEypjRQhJyywo+b2KV1auwdXpp1wkMMM6Xk70uZShoDUpw45Adfu7aDNyVHRFMlTyNyBnWDkH0Y51ESw9cF7yYgtxQehGUOKu9fb3J6uvsEaNYYqlqkPMiO6ohSURlltLfDGRpxlWOBV6hUPaebK2btjMtt+5zguU0xu0Q/GVAuLCQpQTpIQnOVK6gCaDZqiy5qWl7llBfkkZDSTjA7VH5I7z6s1rjc7bF2+PluNbX7IGG0tuxioPqeC1b0gL6JRp0448DnzqrY0K8wdhfJC9rpMa/OPbw3qVa0hSk77VpUjzD8HhvVnv58KDcmIJU8mTNWH3knKBjoNfVHb/ePH0V7e7rbbHapF1u85iDBjJ1PSH1hKGxnGSTy4kVDTNuru0zTUdq3O2LxNa3ZIkkvpkBYCUBAGCgp1EqznIqmtu0Dm10uQiyR7VdNmHI5bTcS7vEmSl1SHGy2R0kgJHEHnwoLN6PKFwu7l8uUGZs/NYaajW9cQZR0VB0KVk70LyOjp4YI45qVFjvKjtRYzCbXAZSG2m2khK9AGEpSBwbSOoDjw6qkxoDTT3jLqlPycY3rnNI7Ejkkdwrn/h+u98slrsMmxP3suvXJTD0W1FgPSEeLvLwC8hQGC2k8OOM4BOBQdGix2Yze7YQEgnJOclR7STxJ7zTaotgy/8A8NNIk3zy462/IbM0hIUsJeWkJVpAGpIAQSAMlJq7dcbabLjq0oQniVKOAKAcQhxBQtIUk8wRkGtE29ttmh3W0yLc61Z9p5G8iWqd4m480yk4ceStKeglKko5qwMhPHIxW2ePSJWBbo5KFJyJDwKUD0J85X3DvqludluN6nTbRdkvG0uRGVNz489TL2/3iipCW0jCAAlB1ZJOoignNzbsC4IaGrm2CdK1J3AHdq4hXpAArFpbLiki+OPhxWSG3m9DA7uBKT6yTVjabtCujk5uGp1SoMlUV/WytvDiQCQNQGoYUOknI76nEA0GDK2ltJUypCmyOiUkEY7sVnUBVohDUqMhcNajkqjKLeT2kDgfWK83d2YcJQ+xLa/VdTu1j/MMg+wUFhRVcm7Ntp/5+O/COcZcTlH+pORj04qYJMYsl4SGi2OawsafbQNoqpnX6IxEXKaG9YR576lhplsdZU4rAx6M1FdlXN7aBq0vtTWmX4y3xJiMgsN6VJGhbqjnWrUSAE8knj2haXW62y0tNO3O4RYSHnUstKfdCA44o4ShOeaieQHGqfXcbs9OjTbVb59pddbMPfNKSAhKUkl0OA6lbwEp0pxjBzmpFj2fEZjN4eZvE1Mhbrcp2MkLQnWVNp5nigEDUMZxnhmrygrkwZr+ozrgspUf7KON0kd2rzj7RUqJCixSox47balecoDpK9J5n10+igiyYEd5zfaVNPfOtK0L9ZHMdxyKSly5RSEvNpmtFR+EaAStI6sp5K9Ix6KsKKDR7T4WfB/dNqEbMwb8Xbst9UdMcwpCDvE51J1KQEjGk9fVRsbt+1fdorvapUVmEmEpAadMgHUVvvMpaWCBpdJY1BPHKXE+veKiO2y3OuJccgxlKS+JIJaGd6BgL+sBwzzoOcwPCjKkXqNGct1t8nu3dNtVOjXBL6dZ6OlKBhailw7tSgNIOTyBI6Yr4039RXvTUWNZLPGfD8e0wGXQveBbcZCVBWMasgc8EjNSlfGm/qK96aBtFFFApXxpv6ivemm0pXxpv6ivemm0BXNtk/0h9uv8Ds/8cuuk1zbZP9Ifbr/A7P8Axy6DoqX2FOFtLzalpOCkKGR6qZUaXb4MsESocd8E5O8bCs+2ozVlhsBXiqpMYqOTu3149hJHqxQWVFVyYM5teW7u+pGMBDzaFgd+QAfvrxfl1tY0G3yEZ4ghbSsf7gT7KCyoquXOnNN6nbS8sjmGHUL9mSmq7aDamJbLJLnLjz0uMtKWlrxJwuL0pJOhIGVkAE4HPl10Em7y2f8AmHntaoVuQZEjdoKlLUkagkAcSRjOBzOkdtQGnZktds2oTKeiRnWFE252IN88lxALTZKuk2sHioDr4Hgmo9m8mzrq3NjXqQuD4m3riOupS2pwKLhcKMBQXlR15PUkYGDVz4wFgXR9C1Ng6YjOOkonhqx2q6uwek0Cbdb41lRJ8ShxUXK5vqlSAygISt0gBS1dwAGSeJ9JqZ0bZFS0jVIlPK4Z4KdXwyo9gHX2D1CvEnxFpUyV8NMfwnS2M5PHS2juHE59JOByybSmE05PnrSqQsAKKeIHY2jt4n0k/cEO82uIuxShcp8qNrKHpEqM+plwaFBQAUniE8MY6wSDnJpljkx7/Di3xmSzJgvoS9C3LmtspIyF5HBROfQOrtpV5elxLXIvjlplXJ+K2XI1uilJcJ7BqISVkHrOByHWTNW+VHxG3ISlSAErWEjQyOzHIq7vb3g6ZKLSgxHQHZKx0UZwAP1lHqHv6qIcTdKL7699JWMKcxgAfqpHUP8A2c1nCiNREKDepSlnU4tRypZ7SaTJmrU6YsFCXnx5yj/ZtfWI6/7o4+jnQRtp79HsEWM/IiXCX4zKbioRCjKeWFLOAopHEJHMnqFQ7Bs6IhnrffmrZnTnJqo0iUp3QpenKcnkgaeDaeiO+s7db76ztbJly5NvkWpUNCGSW1CUHtSivJzoDenTgAZyOJNXUmQxGa3j7qW05xlR5nsHaaBoAAwOVRZc5the5bQt+RjIZb4q9J6gO81qXhSum0EXwf3e7WWSq0PRY5eZdUwl11RBHAoVwSCO3J9FZ+D566w79fdmLpOi3IwEx5LMttkNOrS+HMpeSDjWC2cEYylSeGeYXT1liSXFTbs1GCkgnDfQSlI/WVwKsDtwO6qDZu13uFOt7dh2gbuey70eQ+5MlShIkKdW4FNpb0pCC0ElQyDngO8ncbnERPtsqC4442iQytpS2zhSQpJBIz18a0nZ+DYLBdLJsnZ9p5sRrZO2IbetZCdMpp1O7ZW4SnpKBaURoPMnI4ig21Cr0ypW8RDlo4aSgqaV7DqH31r+19o2S2oYYb232YYkNRFlbBuEdLraFK4EpUCQCcemti386UQIzHizWSC6+k6j6EfzJHorONbmGn/GXFLkSdOC66cn1Dkn1AUFLsyi2wbS1ZNkIEG3W6ISltATobQCSpWhsceaieOBxq4atrO+Q/JWuW8hRUhbuDoJ/VSOA9me+o+0knZ+DGaev7sBhl+Q3HbVK0gLdWrShAJ+UTwAqC3EuBvMy1R41xt1uaioXHuKJqHA44srCkBteopKMA5PA6u6gsLpdY8e8W+yOMTy7c0Pbt5hhSm2t2kE63BwbJ1dHPMjhTNm7Uix2KHaG5k6aiI0GkvzXy8+4B1rWfOPfUKzW+92e0Q4AuflrxZpLa5E7oyHsfKUtPRKj9UVMXcX2CkSbZLAPNbIDqR/p6X3UGd6hSZ8RDMW5ybatL7TpdYSgqUlKwpTZ1gjSoApPDOCcEGsWbhJXf5VtXapTUZiO28meop3LqlFQLaRnVqSEgnIA6QrFd+tSSUCYhbvUyjJcJ7AnnXoeuckoLUduG0eKlPnU56AlJwPWr1UCrftLYJ9hi36Nd4arZLKUsSlOBDbhUrQkAqxxKuAHWeFD+0NrTcDbI0hMy4hsu+KR1BTmgK0lWM4CQrAJJwDRI2ft85tpF3R5UDTiXUJlJCm0rScpUEABOQeIOOBGasExYqZCZCYzIeSgtpcCBqCCclIPPGQDig1iRtM/KsU28Wll2exDdXHcjW1vfSlvIXoWhOvSkFJznnyOM1Ik7PyDtDCeabiOQdy4Zb7rjnjW+6O6KMdDGNecjPm4rZaKDWF7Mv+TJtsnTBtHAnPuOPxrwlKxoUQd0kpSBoGOAKT6atRchHyibCfiJQOCwnW1j6yeXrAqyooFx5DEhsOR3m3kH5SFBQ+6mVDlWyDIeS+uOlL6fNdbJQsf5hx9VLMa5MIPis5L/WESk59WpOCPWDQWFFV/lF1laUTYEhoK/7jY3rY9JHEesYqVElxZaSqNIbeA4HQoHHp7KB1FFYuuNtNlx1aW0JGSpRwB66DKigEEAggg9dFAUpXxpv6ivemm0pXxpv6ivemgbRRRQKV8ab+or3pptaz4SWbvI2YmM2FU5N0VHX4qYjiEL3nR05UogBOcZ7qjbYSr1drPNt1jh3OJJaVEW+4CGVuMrcBeaZczgOhsEZBwCoYOeQbfXNtk/0h9uv8Ds/8cuq/Zm3+F+LPdlXKTFly020IaS/K0wluCO1pSpKAVBe/3pUsJ4pIA6gIvghc2pc8Nu3KtsI1njXPyRaRotb7jrO71StJ1OJSrVzyMY5UHY6KgvSrg2+pAtZdbz0Ftvp4jvCsYPcM1g9ddzp3tuuI1ctDG8/hJx66CxoqtZvtrdUoCVo08962pv2agM1JanwXSQ3MjrIGSEupOPvoHuLQ22pxxSUISCVKUcAAdZrU4MmVdbo1fbdem37fcIe6gR2m0rbSnXqMreDiSU4GnlwT15qXtXcJSZEGJGtyp0Bb48qOpeQgR2dKiFEHivKgkFKeOD2GmQI3iMduJFjMxJLyAltlpCQiIyOSQE4GBk47VHsHAM348J0mOpDPiUX4y64AorVz0kn05V6cdZpHku2pS5c5EdyKCrUy2wtTa+7gkjKjnl1cu2tZ8LE64W7YZqfY5MyK3GuUJtnxUNF6VrkobXjegp4hZwTjKsKyAOLvBxcbhMf2kuG0Dt01xLwqNDgzFMLcjJLLSwkbjoqUS4cZKiBgZ55DYnIMmPHM9+5yo8jGlCDpe0AnzQCOKj3ejkKc3EvClty33YbrqBhCHWyNA7cpONR6zjA6u+W02UE3K5qbbWkdFOvKGU+nrUes+od9DtRfHWnrVGRCElVymoYjwVykx3X0DpOunVzDaApe75qA9VAJm3y8z40m3y2E2yOX2ZqILjbwkL6ISEuKwUFBCge891S0bUWiBdhYX4k+C83G341Q1lnd6wjO8SCnmes566hqsUI2O5WK82y2KYn3Bx9qJakLYLqC4FoW4QQd5lIK15AJrYY8R111MmeoLcScoZSfg2z/AOo/3j6gKDWV3e+3qyPtMSrXs9PL60tF17xjW0l3CVY6BTqaGeopKu7Jvkwpjd0gvwLgwzZ2o7iXoYjBReWdOhYczkaQFZGDq1c+FSLlIig+KuMCW8scGAgKz6c8EjvNQ02GPIO8nR2EjHBhgaED0kYKvXgd1BQeD68WG8putx2PuMi4mfMEmZ428rENxTaU7vdqwpvooCtGB52c8a26JBS04H3nVyJGMbxfV9UDgn1eutQtkXaWJBtMtnZ7xOfcZYF5bRdUO+KNhKgHda0ZfICW0hPDAV2Jq5FzLUmW01f4U52O4G3IyWQt5pRGQlSW1Z1EEHiBwINBL2t2cs21djesl/heOW98pLjJcWgK0nIyUEHmOWaibOWDZfYi3Lh2aEzb2nnC6sBSnHXl4xkqUStZxgDJOBgVk/K2hUGwqJGYbUrGW5A3quHJKVjSD6zUCLtDao8m7QLdCkzb1bkIMuMk711K3EFTaVrBOkKCeB5Cgvt5cZeN034kyR57oCnfUnkPXn0VpOy1y2R2i2tmtCz3m37VG3PMPuz4jjUpEQPFCSHeKUpUoFaADnAKsClwzJ27t9hue0z912Mm2ucZD1riXZIRJKcaQ4tIGtvPHTwzyNdGZeZeGpl1twEZylQPD1UGlxbJtY7sRb7Tbbq9svOtssNtuvOJuipUZpSkJ3ql4JLiNKichST18KvvIs07Zm/K2guJhCF4si0jQIwXqyXjw1FeMDngDPDjVrIkx4yQqQ820DyK1AZqEm5uSUZtsJ18ZwHHQWUeniNR9QoKa1bFMWPY+Zs/ZLnNSpxx1+HJuKzOMR1XFKkhw8UpV0gknt48anu3+JbbxCsE9yQ7NdhLkGQmOQ0rdlCVZI4JWoryEcyArHKpZhTZAV45PUhCgPgow3eP8/nH1YqQxBjR2VNxmks6hgqQOl6c8yePXQRxMnSkpMKEW0E/2krKOHaEDpH14oVbFSAoXCY9JSTndp+Dbx2EJ4kekmsdlo7MOwxITF2k3dEZG5MyS+l511SSQStaQAVZBB4dVWdAkRIoa3QjM7v9XQMeyoos8NtwuRd9EUeJ3DpSk/5fN+6rCigrxHubIVurg2+CeiJDPEetJHurwTLiyhRlWwr0jJMZ0LB9AVpNWNFBAavFvUPhHjGOcFMhBaOezpAZ9VTkLQ4gLQoKSeRByDQpKVDCgCD1GqudBszekulqGoeapp3cqHo0kUFrRWvJlPqdCLZMnygknO8ihTZx1azp7uIJp3jW0ukE2uGAetMjUoelJwP9xoLulvvsR0a33m2k9q1BI++qHxgFQj3S5XFhZz/2dwg+haQe75VWFvhWcpCorcd8pOdZUHFA9uTk5oPXbxFCkpjtyJilfR2ioAdpV5v31FnRZVwXg2qMyM53zrxDgPaN3x/3CrvhRQUptd1SkhF7dKQODamxj/V5/wB9JZjswVF+faHHHCcKfQtUrvzg9IDuA4VsFFBq1u8IuwM++IsMHbOwSLqp1TKYLc9sv605yjRnVqGDkYyMGstk9tLftFe7jao0aUy7DQHUrcCdLzRedZ1pwSR8Iw6MHBwAeurluzWhuZ463a4KJOor3yY6AvUeZ1YznjzqEnZTZ9Epcpm2MMPOzETXlsgoLrqMlJVjzgCoqweGSTjJNBrD/hQis7TmwOWSb4w3do9reUHWylDj6StsjjlXQSpSgPNCTzrfVfGm/wD+NXvTVXB2W2dhSfGo1niIfEnxoO6MrDuhSArUeOQlakjsCiBjNWivjTf1Fe9NA2iiigUr4039RXvTTaUr4039RXvTTaArm2yf6Q+3X+B2f+OXXSa5tsn+kPt1/gdn/jl0HSaKKKAquvDNvTGy/AjSFrWEtNraSdazyHEe09masa1i9XNLbMm5qU4GGI7jiFNNla0MIGXHUhOSVHGEDr9ZoK63WeOmZOnOz3JluUppMaO0Etp8YSCF7tSMKUkqIGD5pTw4CpqLYlLr2q5zGkNo/wCccTIKkJ4cGkhWeQPPj7VUvZ+HAj2uJHsMJq2QAyXYjKW92mK25lSnVJPJaio4B4jJz8qrNBa3DT26UIjZxEj/ACn18wog9/EZ71HuCrvliYu1pQm9Nx5kVC0mHCnQm3klXyCUdEa+zlpz6aLPYW9nVyLm1b7JHlzXN4+IsQtFx05/VzqWcnKuJ9Qq6Wox30vSUok3F0EMMoPBCevBPIctSuv2Cq7aq8MbJ2sX66Qbndn1OoYS1bIan3ElZxhCBxA7T/8A5QV22t42jstqF6OzJvCm32G0Qosgko3jqGyogIJWpIUVZxgAdXE17aYEaPtHe73bbdc/Hro82ZUmS4H22t03oSllIUQngVcBwyo5zyqfYdnFNXa9XZ+XPDd5kokuRX3c7vS0loIGOCUYQFFI6yck8qtxKLn/AC9qZbWlHQLvJpvHVw870D2ig1na/aqBsrslcbpFbUZ7bXwJuDbjQdcJCU6lFOSkFQJA5Dlil7KL2v8AH5sfaLamzSoO7bLDseIIsnVlYXlBcWEp83ST0ueQDW1PWaFLiyI90bTcUyW1NPJkJCkKQoYUjTyCSOY6+vNU9o2d2U2cdkNWq1B2XICN6krXIdUE8EAqcUSlIycAkAZOKDYobEaO3iMlICuJUDkq7yeZPea12ZdLZf3gxFuV4iP2q7BDjUdtbKpDjQBU2QpPTZIWMkdE487hVC1ItN4vdogKclbMXGat2W3BbhlqRKaYWUOocWUkJQSpJ6JBIwQasU26+zLBejaLevZy8JlPNQVS5qnmX0pOEPqSgnCVjjp84UGyhFymJ+GWIDRBBQ2Qt09h1ck+oH00g7M2Pybc4CIDTSLq2tE9xsaHZGpGhSlrHSKtPDUTngKjPWfaAXG2vxtqnWYkdLnjkVyI274yVJwnpnCk6VZPXnlVWW761IvbcPaly5rlklhoQ0kwCWwkJQtJ04B6fTyc91Bct7JbPpttht67el5mwKaXbN6tS1MKbbLaVBROSdJIyc5yc1FnjZ+939cNNykx59hlR5stEZ1bAJUhe7S6oAB1BSSdOSOAzjhUJpjwgsWOyRWpVsefjbtNzkyTqflISghRQEgNocUrBycpHHhUPYvaGNfpd5afsFzcfs12cgOOvOIfGpKEK1jiAOC+SR7aDbV3JmQ24iFGdn6TpOlOGyezUrAPqzUU2UynFOvswoesdIRmhvCe9wj+VS3bxCYwHkyWs8tUZzAHbkJwBWUa9WmSFFi5RVhJwcOig4btDtJe9nfChcI6rhL8lwLnAihabU4tptiSlvUp6YVqDZTryCRg9EEccjuC4lyQkCPdckH/AL8dK+H+Up41RyvB/sZcL1Ku8i3Kkypbzb8kKmvKaeWjGgra17tQGlOAU4GBW20Fetd4bSVCPDkY44S6pBPdxBFR5l5lQbdImS7HcFeLtKdUiKEvqXgZ0oSDqUo9QwOPCp12nsWu1S7lK3pjxGFvu7ptTi9KUlR0pSCVHA5AEmqjym07cYF4TfS1bXYRAtyo43jjiyhaHD/3EqSkKGjHyuPEUHtkuWz0GEzHhxBZ2nlF1MdcNUbpOHWolJSBkqUST2k5q6ZlRXzhmQy5wz0Fg8PVUR24vr0iHbZMgKx0l4aSB/m4/dUaVanp6x41FtSEZyQWN6onq4nA+40F1UeXOhxElUiUy1gZwpYz7OdV7ez7AbcSqbcCVjA0yCgJ9CU4HtBog2PyenTBmLQP77Laie8kAE+2geLpvmyuHBlyOpJ3e7Se/K8cO8ZoBvL7YOmHCJ55y8R7NIr1AvTajqVAkJzwwlTRx2Hzhnv4eisFT7i04Q9ZnVIA89h5C8n0HSaDJdsU8R41cJjoHNCVhtJ/0AH76fHt0GO5vWojKXMY3mkFf+o8aS5d4rIBkIlMZ/XjrwO3JAIGO3OKbEudulp1Rp0d0H9VwGgl0UAgjIooCoj1tgPLLi4jW8IwVpTpV/qHGpdFBXIti2M+K3GY2DyQtYdSPRqyfvozeWG+KYcwgfJKmSfbqH31Y0UFeq6BlvXMhS4yR5yigLSO8lBOB3mnxJ8KWkKjSmXcjICVjOPRzqTUeXChywBKisvYORvEBWPbQSKgWy82q5ypsW33GNKfgu7qU204FKZX2KHV1+w9hrVrV4JfB/a9qUbTwbCWrsh9chMjx19WHFZ1HSVlPHUeGMcabY9hBY73JulruzyXJTjaHEvNJWERkvPPllPLipx9fTOSAQBxGaC1Z2x2WeLQbvsFW9mrgN/CjpvpOFNjtIPA46+HOrlXxpv6ivemtCPgrtirguYbnLQXZDjjrLTaEM7ta2HFtpQBhGpcZtalDiVFZ+Vw31Xxpv6ivemgbRRRQKV8ab+or3pptaj4Uo20UmzMI2bMoyEvBT7cV9LLzjPWlC1YAOSk8xwBHdUS7L2nk7Cy7Mlu6i/RbdFDk6GEJD8ggFzdFSkA4KelxTwXwOeQbzXNtk/0h9uv8Ds/8cusIyPCVA2nn3V6C7cIqIIcYgMzkBlxXi7Q8XSVnIc36XlbxXAoUnJPIVPgjuV6u3hu25l37Zt7Z6Z5ItKPE3ZbUg6QqVhetslPHJ4c+FB1ZxifvlranpCFHooWwFBPoIIPtpD6L6lQEeRb1pxxLjKwc+pVOlS5bK16bY8+2nkWnEaleoke+oj97fZaLjlhuYAwP+0ck8AMBeTx7KCHeZ11bZMN1EMqKAXlNOqB0k4CQCk4Kz0RxPXUNbs9LhYTbm3HFuBLqGn09MpGUtJ4DoJHPlz7yKji9BTheLM1TxVlJTDWRqPR1gdeOKEg9eSe0PYkxgjdEPnIKFJShZU5g/2QOOQPFaus59QUmz+001SoVr2otaGbzOTIlGLBfS+JobcCAoHgdASpvgeWesDJuJm1NvtkSfdrmXGVQkFUuU8wdzCQBkg6ckduOZzxwOWGbG7tAi8qkRm7qzGXEVP6QDLKilSmWgeBGpCckjgR6hJgyNnobMpi1yLfaoj0hb8p4qSlyQ6rGpYCuJKscVq4nqzzoMXr95OusSPDiiY1KaWuZMecUl1tY07rKNHFCgVciMY4A5qvtZZsNxjut7StXGKfGnX2JjhdlB55wLSlta1ANNJysaVDONPHhWyWx9mawWrY8xGhgkFaXAp1R6+s6SR1nJ7hUZ6DY3bxDmQ4js2fBLqULZfVoQXAAsunVpUeAxq1EccAcaCelLc9aROmR3EnlFacBQfrdavuHdUl6cyyoxorSpDyABumRwTnlk8kj01r69lLhMtt3jz75u3Jpc8UXDhtNmClSAEgEg7wpOVAq554iqfaS07J3aW9s09Im22+26CFsXOO0plxCpCVN7xsgBDjnQJIwcZHAUEyZtUi5Xu7bMWmY3I2kgRHHxbQHWWSoBGlLkjRjBLiM6eOD10l/YBe02zERja59y2XYNFmSdm7jIjMqb3oXoGSCQoISFEjV52CM1cwLdoj6LZBlM4ASp6TKcaLmPlFKTnt5gVNNjW8043Lus9aF8N228UJA9OSo+s0Ex+4Qozgj70uvhPBpvLjmPQMnq5mlpfukkAsxW4aCechWpeO3Snh7VVrm3KI2zexl2uMmbNdgMxl6oTcdtfjGRgNdFsqOokJz38+utA/8P8A5X2euMvYqW6zDLkdq6xmUJXJa1OJy8kOEJCE50KSjOQlXpoOxC1Nug+UH3ZuSDocOGxjlhAwPbmp7aENoCG0JQkcgkYAqDI8rttFTb0Bah1LbWge3UfdVc1e5g1jFumqSM6Yjy1n7kGg2GtcbZuF02sdXMh3G1xLPICobrM5O5ugcZwouNp44QokAK+UAoVFlbRXGZMd2ej2mZCub8JyQ26ogIbRq0BYWUlOsKUCEHjwzjFY2obRw7TDt85y7zXo7KGnpiWY+8kKSACsnXjJOeSR6BQWa73LgWq83O+Wl2JGt7rhY8WUZTkmOlIIcCEJ1BRJUNHE8O+sZ202zbdyt9slTo6p89K1RY2grcXpTqV0QDjA7cUpCra482ZMG7vKQThclh1SR6Ry+6rFNwtMZGcpjoHWWVIHH1UFCubaLnKukCDsyqS9ayN+lxgMdNTetKU54qJSRxHDjgkEVjDg7Q3K22iZGCLCh8ocmQ3i6p9hktk7sEL0BwL0g8CnAOOqthTfLOR/+ZxE/XdCffUpiZEfbDjEph1B5KQ4CPaKDXmtjY7UybLF3ur7k1SFPIlP75olCQlOEEYTwA5YyeJyas2oE6IwUw34WsDA1xdIPpKSPdVqCCMg5FFBXNrvSEDesQXiOZbdUjPoBB99YruFwaUA5ZZC04ypbLragB6CQSfQKs6KCAzdG1NlbsWcxjqcjq5dvDNYJv1mJAXcY7RJwA6vdk+gKxmrKsVIQrzkpV6RmgxakMO53bza8c9KgcUyoi7bbl41wYxx2tJ/Cq5UTZ+3r+Nohqc7JqkFX+6gvKS/FjP/ANvHad+ugK99Um9hugmHf7gk54lsb3HdhSDj31g1PuyVYYRcJQTww7b0tn0kqWgH1eygtG7Lbmisx45jlZyosrU3k9vA1gbXIQrVHvE9HDghZS4n/cM/fSmH9oy8d7b4O6H/AO4KVH1AKH30tcnaVClldvh6BxG5cLij3YUUe+glut3lAQGJUN7j0t6ypJx6Unn6qHJV0aTlVrS+exiQnJ/1hPvqqVLubi9Ml26w9RyNzAQrSO9QLgx99P31sbUBKvM3Ur511TWe/gE491BOZuqTqD8GdHKeetgkd/FOR66xRtBZFDpXWG2f1XXQg+xWDSIcPZ195x9lcaWs8FqVI3vHvySM1ZCDCAwIjAGMf2Y5eygjN3u2uubtiR4wrq3KFOA+gpBBrx26uBZRHtdwfVjondBCVetZGPXWb9ntjykqVFShSTqBbJRx/wApGaF2wggsXCcyRy+F1j2LBoJyTkAkYPZ2UiJPgzHpDMSbGkORXN1IQ06lSml4zpUAeicEHBrT7Z4PpELatN+V4QNtpSBIW95OkXBtUQ6s9DQGwdAzwGeoca82c2FlbO7QTrtbLq04qc6226l6PjRHS+++oZB6bpU+pIWcYSBwOOIbFG2o2alFsRtobS+XZBit7uY2rW8ACWxg8V4IOnnxFWSvjTf1Fe9NaQ54OmTco9wbuSWpTV8Xdt+iPpcAUUJ3KSFABJabS0rIVlPUDW7q+NN/UV700DaKKKBSvjTf1Fe9NNpSvjTf1Fe9NNoCubbJ/pD7df4HZ/45ddJrm2yf6Q+3X+B2f+OXQb89cYTLim3XwhSfOyDgevGK1u83+2vyTpuDJYZSSNDgyo9ZSe08Uj/MrqFXe0M0x2BGZUrxh/gNKtJSnrIPIHqBPp6jWph5LqkgLywggISngXVY6ufDhgcDgY5k4IPjT4zpL/jcdskaEpQ6lJAx5oJ83CeZ+SM46SjibHlQdGpcxotr+DQhl1Ot8Z4IQM9FHfzVzOOuOpDBeDbsZmVISODe6SpDIGcFROeA/VzgHJJJNZw4EZ3W6uFHkJBBcWttLbIPapeOmO5I0++gskKelrCUNtLbaA0tpUUx2ufMj+0I7AMD769bSw5I1ssm6zdGDIcSA0nuCsYHoTk9tQY9utLr4UIDdxfQCQI7AbjJ7Bk8Fesq9VTkWLeqSVNRIDQ5tRUdI/5uA9iaD1+0QDmTeTDU2MaW92lDaD2Z5q9Zx3UKZhSNTcCxNuBPJxxsMtn0HGT6gRTHLPYoqULlIaykkpckPEkHrwVHh6qhqZtTj+7jKvUpRPEsSn9Cc8ukVBP30GcrZ5bzLhDrLDmg7pEdKmgF44alg6iM9QxwrDZrZox7VCdu+68thhIlvwX3ktKdx0igLUTpznGc1mxbJ2V7gS4mRgKeuLjp/wBOSPvqpb2SvNltCY2zd1K1u3APyG5klwNhtx3U+UK6S9eCopBOAcchQbM9BjsNlx64zG0DmpcogD21BdfYCMx7rdZijyTGSlzPrCMD1moabTIG03k9UOa7AEPfC5vOsuje69O50rSV504Vq5dXOlCRtY9stJnwrfLYurb7jTFvmPsAOIS6UJXrSnCQpA1jrGcHjQTvF9o3XAY9wfYbJzmQhnIHZhKTk+kisri1c4UBcu47UxYkWOgrefcjJbSkfrKUVAADt4ClybbtcbvEcY2miotyW3BKaXbQXVr4aClWrCQOOQQc8OVV3kVtFrudqut/t95g3R9x19q8DfpIXjLSUlYSGhjgjGBQNd0Q77b7W+0q5SLm2643KVCedjoDYSSFr1KQgkKGnlqweysp1p2jvFmu1mujNvixX5CkRl2y4PxXhHGkpUVpTlDhIVkJ4YxxOTUsXV6IhCfHrc62kaQ3HhunAA4eaVYHqqQ1dLo+SGLctWOtbSmwR3asZoJKHb22OnAhrA4ANy1E+vUgVkmXdM9O1J09emSkn2ED30lqXflLKTZowSOS1TcZ9QScUuQ9tRpJagWtHH6StZx2Y0pGfXQTVTZSQVG1SCAMnS42T6hqqN5acP8A+iXb7FP5qhoO0inCp8SNJ+QzuEBJ7iSo49NM8WkvIIls3g55pRLQB7UKTj1UEh6629zG+gXBeOWu2vHH+yo7s7ZXOqSIDbmOKX2Qlae4pUMiszEiIb+Fskx4JHEuqS6T6crJJ++sI823x1pUxs9OaUnkUQMEeugjP3PY1tBcLsJWOptBUfUAKhx5uzrjoXCbuSsHovGWttIP/wBRwY9Yq+8vQkjEhifHJ5JchuEkdvRBpMi62GSpPjDDjpHBJct7px7UUEVpcmSoptzzpUBxK7mlWPSAF8O+nogbQLSMXhEY9YCUv+vJSn2UxX/DChhTdtP/ANNP4V4EbLgZT5NaPaClB9vCgDbtoSEj/iNsY4Ei3p4/7q98mXIgh24Kf7ytaMj0JIrxSdmykgTIqCR5yJmlQ9BCsigW60Agi5zO0f8AVHfz0Edi0yWPOtMB5Oc4VPdcV6taeFS2GnGif/w9GQOfwS2yc+sCmtQ2nSQ1dpiyOemQDj2Cm+IyOq7TQOoYbP8A6aDB+5vsEBdnuCyfmghY9fSrBN7ZA+GgXNlX6phLV96AR99eOwLsVnc3xaUdQXFQo+3h7qyRHvjSdKblDe69TsQg+jorAoHJu0AgEvKR2hbakkekEcK8TebQpQSm5wyT/wCcn8a8bTeU53jtvd7NLa0Y/wBys1jITcVsqQuHb5KVcC2pxSQfak+6glx5kOQopYlMOqAyQhwKI9lOOCO0VQqhOEfC7M2taR1NvJKvVlsD768TFAIA2ZDSc8d2+hPrwCM0Fsu3QHMbyDGXjlqaScfdUd6x2x0AGOW8H/tOrbz6dJGahOW9hasiBeGh+q1NKE+wOYpPjCUHSlvaUBPAfBlQ9pzn10Ft5M0jDU+e36HtXD/MDWDUK5tPhYvC3UZ4odjoIxntTpOe/wC6qty5NpQUpu91Ze7HbcV6T2EBv+dZRJ0pQBb2gjuKUdIRKgKbPqGUn+VBU2yw+Etna8Tp+39slWLxlazbkWENubo6tKN9vTxGU9LTxxy40zZ673qNtBfI9wtW0L0R26NN25x5psoDSkJSsgpVwbStLiukM6SOZOK3ZOcDVjPXiig4rb4/hiF6SqS5OMIvoSgFxnhIC2964rHHxQoDoSnzskcBwx2VXxpv6ivemm0pXxpv6ivemgbRRRQKV8ab+or3pptKV8ab+or3pptAVzbZP9Ifbr/A7P8Axy63y+u3JizS3rPEYmXBDSjGYfeLTbi8cEqWAdIPbg1wPZ28+FtPhr2uej7DbNOXJdptiZMdW0Cw22gKk7tSV7npE5XkYGNI4nNB1252a9T3XHlqjIL3BSNZOlA5IHDr4gnsJ7awa2euyClKXIzfUpxK1BXI8E8OiOOCfOOTxANa95f8OH7Odk/3mc/p6PL/AIcP2c7J/vM5/T0G2Rdn3kANEx0NJIBKk69WORCPNB71ajVqi0RNWqRvJis5HjC9YB7k+aPUK595f8OH7Odk/wB5nP6ejy/4cP2c7J/vM5/T0HQFm7uoCWW4cXiRqWpThA7QBgd/OvDbnnUp8buUpwjiQ0Q0kn/Lxx3ZrQPL/hw/Zzsn+8zn9PR5f8OH7Otk/wB5nP6eg6Izarcy9vkQ2d784pOpXtPGsBcSvVubfNcwSBlrRkj6xHDv5VybY7wg+F/aqwNXu1eDrZgxHXXmk73aRaVamnVNK4bg/KQcd2KuPL/hw/Zzsn+8zn9PQb8mXdFrGi0btJ4EuyUgj1J1cPXXrwva1jdG3sp5HVrcPpHm+ytA8v8Ahw/Zzsn+8zn9PR5f8OH7Odk/3mc/p6DfmYd0wfGLvq7NzGSjh6yqhdoDhBduVyXjliQUfwgZ9daD5f8ADh+znZP95nP6ejy/4cP2c7J/vM5/T0HQV2e3OY3sYO4ORvFqVj2mnRoEGNqEeFGZ1edu2kpz6cCuRbV+EDwwbM2pFyufg62YDC5UeKN3tItR1vOpaRw3A4alpz2DJq28v+HD9nWyf7zOf09B1CiuX+X/AA4fs52T/eZz+no8v+HD9nOyf7zOf09B1CiuX+X/AA4fs52T/eZz+no8v+HD9nOyf7zOf09B1CiuX+X/AA4fs52T/eZz+nqn2m8IXhf2e8l+UfB1swPKdxZt0fd7RrV8M7nTn4DgnonJoO0UYHZXL/8AiDw4fs52T/eZf9PR5f8ADh+znZP95nP6eg6hRXL/AC/4cP2c7J/vM5/T0eX/AA4fs52T/eZz+noOoV4pCFeckK9IzXMPL/hw/Zzsn+8zn9PR5f8ADh+znZP95nP6eg6buWvmkf6RUNVls6iSbVBJPEkx0fhXJrd4QvC/P2qu2zTHg62Y8ftTEd+Tq2kWEaX9ejSdxxPwas8OHDtq48v+HD9nOyf7zOf09B0BVjs5GBbIifqNBPurHyFaPoDPsNaD5f8ADh+znZP95nP6ejy/4cP2c7J/vM5/T0HQhaYIACW3Egcgl5YA9WaxdtEVaClDktk/rNyXEn25rn/l/wAOH7Odk/3mc/p6PL/hw/Zzsn+8zn9PQb15CZ/+YXb/APvOfjTk2xaEhKLpcAkcgXEq+8pJPrNc/wD+IPDh+zrZP95nP6eqXYvwi+F3a6wIvdo8HWzJiLffYG92jWlWpp1bS+G4PDUhWO7FB1sW99Jym6zc9WrQR7NNHic3/wCavfYt/hXPvL/hw/Zzsn+8zn9PR5f8OH7Odk/3mc/p6DfHId51fA3hoI/8yGFK9oUB91YiLfUHV5Vhu4+QqEUg+sLyK0Xy/wCHD9nOyf7zOf09Hl/w4fs52T/eZz+noN707RfO2v7Nz8aeybulADzcFxWeJQtaB7CD76575f8ADh+znZP95nP6ej/iDw4fs62T/eZz+noLe1TPCuvatLVzsWyLVg36wp+Pc31yQ1x0kILQTq83I1Y51hZL3fo+3N6YubFzcsa3Yse2rch9IyFqd3uMJSd0lIbOrpJxk6iSQJPgd2tu22eyb13vNni2mS1cZUIsR5ZkJO4cLSlailPNaV9XIA9dbnQcWgXbwvm9JRJhzBC3zaUEw2xmTrb3rascooQXSlzmSB0jwB7Ir4039RXvTTaUr4039RXvTQNooooFK+NN/UV7002lL4Smyf1FD7002g1y/bYWyz7SQLC+zKdkSwhSltIBQwlbqWUKWSQcKcUlIwDzycDjVVtPtfsxsptRKVJtT5nuw2VzJkeOgnR8MY7a1ZClFRbeCRxAPMjVWxXbZuyXW7wbtOgpdnQDmO7qUCniFDIBwoBQCgFAgEAjjVW54PtlX0RfHreuc7Giqih2TIWpbiFBYOvjhavhHMEjKdatOM0Fpspfom0dpNwiNvM6H3oz7LwAWy804ptxCsEgkKSRkEg8watqg2K02+x2tq22uOGIzZUoJ1FRKlKKlKUpRJUoqJJUSSSSTU6gKKKKArXdqNsLXs9dIMCciQpUopKnG0gpYSp1tlK15IOC46hPRBPEk8ATWxVVXjZ2zXifBnXGEl+RBXrjqK1AA6kq4gEBQCkpUArICkpPMA0FHf8AabZvwfIjW1y1PwoC48uYlcOMkMI3SFvuggEHWQFK4DiTz41dbJX+NtHa1zWI0qItmQ5GkR5KQHGXW1aVJVpJB9IJGCKrbjsBs1c0wxc48ub4ol5LYdmvaVB7VvdaQoJVrC1A5B4HHLhVxs7ZLZs9akWy0RfF4qFKXpK1LUpSlFSlKUolSiSSSSSaCxooooCiiig1GxbQbObfW2Qg21yRGjqYlttSmUqDqM7xh9ABPAlslOcKBTxA4VXwvCnZJF2YtarbdmJC5SYr4W22UxlqWhtG8KVkZK3EoITkpVqCgnBq9gbGWC3KSbdGdhpEoylIZfWErVoUgJPHIQkKJSgYSk4IFRLZ4Otj7cu2rj2txSrWsrhl6W87uskKx01nUAoBQBzhXSHHjQbZRRRQFFFFAVqVhv2z228l5g2xxxdqfamMeNsJIOVOJakN8TjJbdAzhQxyGRW21r0HYvZ2BIW/BgqjLcmJmO7t5Y1uJ1FIPHzAVqUEDCQSTjiaDX4vha2de2hXYFRLg3PYkiPKTpbUmNlbSApakrI899pBAypJJyAATXQa1aN4PdkGLi1ck2nXNafD4kOyHXHFKASEhSlKJUlO7RhKspBQkgAgGtpoCiiigKoduNqrfsjaU3G4MyX0KUsBuOkKWUobW64riQMJbbWo8cnTgZJAq+qr2m2ftG0luFvvUNMuMFhegrUnjgg8UkHBBUkjkQog5BIoKXaPaLZbZWG1tY5E1u3p2JFD0VgF6QFHDRUTg6EBalEnzRn0VM2I2wtu1rMl23sS2UsFJT4wgJLrawSh1OCeioA4zg8OIFeXjYnZy8wn4d1hKlsPSUSdKnVJ3akBASEFJBSkBCeiOHDjnNTNmtmrHs23JbslvRDTJdLzoSpSsq7tROlI6kjAHUBQW9FFFAUUUUFHtptNE2Wtbc6VFlyy88GWmIqEqccVpUs41EDglC1cT1duKqZ+0uzOx2ydnnwLcGbTdJTaI4itIaabMjU5vXCSlKEkkkqPylDrNX20+z9o2lthtt6hiVFKwvTrUghQzxCkkKHAkcDxBI5E1BnbFbPTokiHNiOPxJDzTq45fWlr4NCUIRoSQN2AhPQ80niQTQebGbZWnat2a3bEyE+K6VAuoCQ60pTiEupwT0SppwDOD0eIGRWx1VWHZ2zWJ2Y7aYDcVc13evlJJ1KyTgZJ0pypRCRgAqUQOJq1oCiiigK5vd/CzBg3G6xWrHNlIgb5KXG5DAU+pl1DbpS0V7wIQpZyvTpAbWezPSK0+6eDHYa5XifeJdhbVPuCNEl5D7ralDUhRKdKhoUS2glScE6RkmgqNgdqopvkDZu0bGu2yJcYLl736JbC2kh1wlajoUrUpTi/k5B1Zro9ajZfBrsVZtoIV+tdmMSfBiphxlNy3ghtkJ0hAb16MY7RxPHnxrbqApSvjTf1Fe9NNpSuMtHchWfaPwoG0UUUGLqA4nByCDkEcwaw0vjgHWz6Wzn302igVpkfOtfZn81GmR8619mfzU2irQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrX2Z/NRpkfOtfZn81NopQrTI+da+zP5qNMj51r7M/mptFKFaZHzrf2Z/GsmmwjJJKlHmo1nRUBRRRQf/Z" 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+    Laadvermogen
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+    Voorzieningen
+  </button>
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" alt="">
+    Onbebouwde ruimte
+  </button>
 </div>
-<h3>Spacematrix-visualisatie</h3>
+<div class="pv-tab-content active">
-<p>
+  <h3>Laadvermogen Rekenblok</h3>
-De rode stip toont jouw combinatie van FSI en GSI in de Spacematrix.
+  <p>FSI × oppervlak = laadvermogen. Verdeeld over woningprogramma (10 typen),
-Dit helpt om varianten te duiden en te vergelijken.
+     voorzieningen en parkeren in één directe berekening.
-</p>
+     De Spacematrix-kaart toont jouw FSI/GSI-positie ten opzichte van
+     referentieprojecten uit de Beeldenbank.</p>
-<div style="margin: 1em 0;">
+  <img class="full" 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" alt="Spacematrix">
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:spacematrix_visualisatie.png"
+</div>
-       alt="Positie in de Spacematrix"
+<div class="pv-tab-content">
-       style="width: 100%; max-width: 900px; height: auto;">
+  <h3>Voorzieningen &amp; Niet-Wonen</h3>
+  <p>Selecteer voorzieningen uit de normentabel. Normen worden maandelijks bijgewerkt
+     per gemeente via CBS, DUO en RIVM. Voeg commercieel programma toe per categorie
+     (kantoren, bedrijven, detailhandel) met eigen parkeernormen.</p>
+  <img class="full" src="data:image/png;base64,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" alt="Normentabel">
+</div>
+<div class="pv-tab-content">
+  <h3>Parkeren (CROW 317)</h3>
+  <p>Volledige parkeerbalans via CROW aanwezigheidspercentages of eigen factor.
+     Inclusief deelmobiliteit en verdeling over openbare ruimte en gebouwd parkeren
+     (boven- en ondergronds).</p>
+  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" alt="CROW dubbelgebruik">
+</div>
+<div class="pv-tab-content">
+  <h3>Onbebouwde Ruimte</h3>
+  <p>Verdeling over 7 categorieën. Auto-suggestie stedelijkheidstype op basis van FSI/GSI.
+     EGW-tuinen worden getoetst aan het tuinenpercentage —
+     bij een conflict verschijnt direct een waarschuwing.</p>
+  <img class="full" 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" alt="Onbebouwde ruimte">
 </div>
-<h3>Woningprogramma</h3>
-<p>
-Per woningtype geef je het aandeel (%) en het gemiddelde m² BVO per woning op.
-De tool verdeelt de woningen over de typen en toont aantallen en totalen.
-</p>
-<div style="margin: 1em 0;">
+<!-- AI & LOCATIE -->
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:woningprogramma.png"
+<div class="pv-head">Slim, actueel en locatie-specifiek</div>
-       alt="Woningprogramma invoer en resultaten"
+<div class="pv-grid-3">
-       style="width: 100%; max-width: 900px; height: auto;">
+  <div class="pv-card">
+    <h3>Maandelijkse normen-update <span class="ai-badge">AI</span></h3>
+    <p>Voorzieningsnormen worden automatisch bijgewerkt via CBS, DUO en RIVM open data,
+       aangevuld met AI-webzoekopdrachten. Elke norm toont bron, datum en trend.</p>
+  </div>
+  <div class="pv-card">
+    <h3>Gemeente-specifiek <span class="ai-badge">AI</span></h3>
+    <p>Normen worden automatisch toegespitst op jouw gemeente op basis van de projectlocatie.
+       Klik op "Bronnen &amp; trends" voor actuele waarden en regionale vergelijking.</p>
+  </div>
+  <div class="pv-card">
+    <h3>Actuele marktdata <span class="ai-badge">AI</span></h3>
+    <p>De haalbaarheidsmodule gebruikt actuele VON-prijzen (Kadaster) en bouwkosten
+       gecorrigeerd met de CBS Bouwkostenindex. Elk kengetal is aanpasbaar
+       en toont de bron.</p>
+  </div>
 </div>
-<p>
+<div class="pv-img">
-<em>Let op:</em>
+  <div style="padding:16px 20px;">
-Als de verdeling niet exact 100% is,
+    <div style="font-size:12px;font-weight:700;color:#0f766e;margin-bottom:12px;">
-rekent de tool toch door door de percentages tijdelijk te normaliseren.
+      Voorzieningsnormen — Utrecht — april 2026
-Dit is bedoeld om snel te kunnen verkennen,
+      &nbsp;<span style="background:#f0fdfa;border:1px solid #99f6e4;border-radius:10px;padding:2px 8px;font-size:10px;font-weight:600;color:#0f766e;">Bijgewerkt via CBS + DUO + RIVM</span>
-maar zorg bij een definitieve variant dat de verdeling wel 100% is.
+    </div>
-</p>
+    <table style="width:100%;border-collapse:collapse;font-size:12px;">
+      <thead>
+        <tr style="background:#f8fafc;">
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:left;">Voorziening</th>
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:right;">Uw gemeente</th>
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:right;">Landelijk gem.</th>
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:right;">Randstad</th>
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:center;">Trend (1jr)</th>
+          <th style="padding:6px 10px;border:1px solid #e2e8f0;text-align:left;font-size:10px;">Bron</th>
+        </tr>
+      </thead>
+      <tbody>
+        <tr><td style="padding:5px 10px;border:1px solid #e2e8f0;">Huisarts</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;font-weight:600;color:#0f766e;">58 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">56 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">54 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:center;color:#64748b;">→ stabiel</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;font-size:10px;color:#94a3b8;">RIVM Q1-2026, regio Utrecht</td></tr>
+        <tr style="background:#fafafa;"><td style="padding:5px 10px;border:1px solid #e2e8f0;">Basisschool</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;font-weight:600;color:#0f766e;">5.650 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">5.750 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">5.420 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:center;color:#dc2626;">↓ −2,3%</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;font-size:10px;color:#94a3b8;">DUO apr 2026, gem. Utrecht</td></tr>
+        <tr><td style="padding:5px 10px;border:1px solid #e2e8f0;">Kinderopvang</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;font-weight:600;color:#0f766e;">2.100 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">2.025 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">1.980 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:center;color:#16a34a;">↑ +3,1%</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;font-size:10px;color:#94a3b8;">CBS StatLine Q1-2026</td></tr>
+        <tr style="background:#fafafa;"><td style="padding:5px 10px;border:1px solid #e2e8f0;">Winkels dagelijks</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;font-weight:600;color:#0f766e;">415 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">420 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:right;">398 m²</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;text-align:center;color:#64748b;">→ stabiel</td>
+            <td style="padding:5px 10px;border:1px solid #e2e8f0;font-size:10px;color:#94a3b8;">CBS/Locatus 2025</td></tr>
+      </tbody>
+    </table>
+    <p style="font-size:10px;color:#94a3b8;margin:8px 0 0;">Normen per 1.000 inwoners (m²). Bijgewerkt: april 2026. Vorige update: maart 2026 — 2 normen gewijzigd.</p>
+  </div>
+  <div class="pv-img-cap">Voorbeeld: normen per gemeente met bronvermelding, landelijke vergelijking en trend (automatisch bijgewerkt via AI).</div>
+</div>
-<hr />
-<h2>Tabblad 2 – Voorzieningen</h2>
+<!-- KOPPELING OV -->
+<div class="pv-head">Één klik naar de Ontwerp Verkenner</div>
-<p>
+<div class="pv-img">
-Hier bereken je de normatieve voorzieningenruimte
+  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:afbeeldingen:pv2_naar_ov.png"
-op basis van bewoners en geselecteerde voorzieningen.
+       alt="Koppeling naar Ontwerp Verkenner" onerror="this.parentNode.style.minHeight='130px'">
-De uitkomst wordt omgerekend naar m² per woning
+  <div class="pv-img-cap">Het volledige programma wordt doorgegeven aan de Ontwerp Verkenner. Teken een projectgrens — de massing verschijnt automatisch.</div>
-en daarna toegepast in het rekenblok.
-</p>
-<ol>
-  <li>Vul <strong>aantal bewoners per woning</strong> in.</li>
-  <li>Selecteer voorzieningen.</li>
-  <li>Klik op <strong>Toepassen in rekenblok</strong>.</li>
-  <li>Klik indien nodig nog één of twee keer opnieuw
-      totdat de uitkomst stabiel is.</li>
-</ol>
-<div style="margin: 1em 0;">
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:voorzieningen.png"
-       alt="Voorzieningen tab"
-       style="width: 100%; max-width: 900px; height: auto;">
 </div>
-<p>
-<em>Toelichting:</em>
-het woningprogramma wordt iteratief bepaald.
-Daardoor kan het getoonde totaal aan voorzieningenruimte
-licht afwijken van de uiteindelijke doorrekening.
-</p>
-<hr />
-<h2>Tabblad 3 – Parkeren</h2>
-<p>
-In dit tabblad bepaal je de parkeeropgave.
-De ruimteclaim van <strong>bovengronds parkeren</strong>
-wordt verwerkt in het rekenblok.
-Ondergronds parkeren wordt wel getoond,
-maar telt niet mee in het bovengrondse ruimtebeslag.
-</p>
-<ul>
-  <li><strong>Parkeerplaatsen per woning</strong></li>
-  <li><strong>BVO per parkeerplaats (m²)</strong></li>
-  <li><strong>% bovengronds / % ondergronds</strong></li>
-</ul>
-<ol>
-  <li>Stel de parameters in.</li>
-  <li>Klik op <strong>Toepassen in rekenblok</strong>.</li>
-  <li>Herhaal indien nodig totdat de uitkomst stabiel is.</li>
-</ol>
-<div style="margin: 1em 0;">
+<!-- HAALBAARHEID -->
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:parkeren.png"
+<div class="pv-head">Haalbaarheidsmodule — normatieve GREX en VEX</div>
-       alt="Parkeren tab"
+<div class="pv-grid">
-       style="width: 100%; max-width: 900px; height: auto;">
+  <div class="pv-card"><h3>Directe eerste toets</h3>
+    <p>Bouwkosten, bijkomende kosten, AK en winst worden automatisch ingevuld.
+       Residuele grondwaarde direct zichtbaar — inclusief vergelijking met de verwervingsprijs.</p></div>
+  <div class="pv-card"><h3>Volledig aanpasbaar</h3>
+    <p>Elk kengetal heeft een slotje. Overschrijf met eigen waarden.
+       Gewijzigde kengetallen worden gemarkeerd zodat afwijkingen altijd zichtbaar zijn.</p></div>
+  <div class="pv-card"><h3>Normbased GREX en VEX</h3>
+    <p>De uitkomsten vormen een eerste normatieve grondexploitatie en vastgoedexploitatie —
+       direct bruikbaar als startpunt in Sumsonite.</p></div>
+  <div class="pv-card"><h3>Export naar Sumsonite</h3>
+    <p>Uitgangspunten en residuele grondwaarden worden ingeladen in een nieuw Sumsonite-project.
+       GREX en VEX direct gevuld.</p></div>
 </div>
-<hr />
-<h2>Tabblad 4 – Openbare Ruimte</h2>
+<!-- VERGELIJKINGSTABEL -->
+<div class="pv-head">Gratis verkennen — volledig benutten met abonnement</div>
+<table class="pv-cmp">
+  <thead>
+    <tr>
+      <th style="width:55%;">Functionaliteit</th>
+      <th style="width:20%;background:#f8fafc;">Gratis</th>
+      <th style="width:25%;background:#f0fdfa;color:#0f766e;">Abonnement</th>
+    </tr>
+  </thead>
+  <tbody>
+    <tr><td>Laadvermogen Rekenblok (FSI, GSI, woningprogramma)</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Spacematrix-visualisatie</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Voorzieningen normentabel</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Niet-wonen programma (kantoren, bedrijven, detailhandel)</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Parkeerbalans &amp; CROW 317 dubbelgebruiksanalyse</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Onbebouwde ruimte verdeling</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr><td>Kickstart Dump downloaden</td>
+        <td class="ck">✓</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Scenario's opslaan en beheren</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Doorsturen naar Ontwerp Verkenner</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Berekeningen exporteren en delen met collega's</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Voorzieningsnormen per gemeente — maandelijks bijgewerkt via AI</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Haalbaarheidsanalyse — normatieve GREX en VEX</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+    <tr class="abs"><td>Gebiedsexploitatie — samenwerken in Sumsonite GREX en VEX</td>
+        <td class="no">—</td><td class="ck" style="background:#f0fdfa;">✓</td></tr>
+  </tbody>
+</table>
-<p>
-Dit tabblad verdeelt de onbebouwde ruimte
-(oppervlak minus bebouwd oppervlak volgens GSI)
-over categorieën zoals groen, water, tuinen en verharding.
-</p>
-<ol>
+<!-- UPGRADE CTA -->
-  <li>Kies een <strong>stedelijkheidstype</strong>
+<div class="pv-upgrade">
-      (centrum, gemengd, suburbaan)
+  <h2>Klaar voor het volledige plaatje?</h2>
-      of stel handmatig percentages in.</li>
+  <p>Met een Sumsonite-abonnement gebruik je de Programmaverkenner, Ontwerp Verkenner,
-  <li>Zorg dat de verdeling optelt tot <strong>100%</strong>.</li>
+     Haalbaarheidsmodule en Gebiedsexploitatie als één geïntegreerde workflow —
-  <li>De tool toont m² per categorie en een visualisatie.</li>
+     van referentieproject tot transparant haalbaarplan in één middag.</p>
-</ol>
+  <a class="btn-upgrade" href="https://www.sumsonite.nl" target="_blank" rel="noopener">
+    Meer over Sumsonite → sumsonite.nl
-<div style="margin: 1em 0;">
+  </a>
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:openbare_ruimte.png"
-       alt="Openbare Ruimte tab"
-       style="width: 100%; max-width: 900px; height: auto;">
 </div>
-<hr />
-<h2>Verder werken: Kengetallen &amp; Beelden en de FSI-Meettool</h2>
-<p>
-De Spacematrix-tool staat niet op zichzelf.
-Je kunt hem combineren met de onderstaande onderdelen
-om je varianten te onderbouwen met voorbeelden en meetdata:
-</p>
-<ul>
-  <li>
-    <strong>Kengetallen &amp; Beelden</strong> –
-    inspiratie en referenties (stadswijken en projecten)
-    die helpen om jouw FSI/GSI en programmakeuzes te duiden.
-  </li>
-  <li>
-    <strong>FSI-Meettool</strong> –
-    meet en onderbouw FSI/GSI en programma
-    op basis van een concreet gebied,
-    zodat je scenario’s beter aansluiten op de werkelijkheid.
-  </li>
-</ul>
-<p>
-Door te starten met inspiratie en meetdata
-en daarna te rekenen in de Spacematrix,
-kun je sneller tot een robuuste eerste variant komen
-die geschikt is voor verdere uitwerking in Sumsonite.
-</p>
-<hr />
-<h2>Interpretatie en gebruik in Sumsonite</h2>
-<p>
-De uitkomsten zijn bedoeld als snelle, consistente onderbouwing van varianten.
-Gebruik de resultaten als input voor verdere uitwerking in Sumsonite
-(haalbaarheid, GREX/VEX, scenariovergelijkingen)
-en leg aannames expliciet vast.
-</p>
-<ul>
-  <li><strong>Timing</strong> – vooral geschikt voor initiatieffase en variantenstudies.</li>
-  <li><strong>Robuustheid</strong> – toets gevoeligheden met meerdere scenario’s.</li>
-  <li><strong>Vervolg</strong> – vertaal de gekozen variant naar Sumsonite.</li>
-</ul>
-<hr />
-<h2>Van Spacematrix naar Sumsonite – werken met de Kickstart</h2>
-<div style="float:right; width:42%; margin:0 0 1em 1.5em;">
+<!-- KICKSTART -->
-  <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:spacematrix:kickstart_download.png"
+<div class="pv-head">Van Programmaverkenner naar Sumsonite — de Kickstart</div>
-       alt="Kickstart download"
+<div style="display:grid;grid-template-columns:1fr 1fr;gap:16px;margin:10px 0;">
-       style="width:100%; height:auto;">
+  <div>
+    <p style="font-size:13px;color:#475569;">
+      Download de Kickstart (.txt) om alle kengetallen direct te gebruiken
+      bij het aanmaken van een nieuw project in Sumsonite.
+      Het bestand bevat het volledige woningprogramma, BVO-verdeling,
+      parkeerkengetallen en de ruimtestaat.
+    </p>
+    <p style="font-size:13px;color:#475569;margin-top:8px;">
+      Maak een nieuw project aan in Sumsonite en neem de kentallen stap voor stap over —
+      of gebruik de directe OV-koppeling (abonnement).
+    </p>
+  </div>
+  <div class="pv-img" style="margin:0;">
+    <img src="/wiki/lib/exe/fetch.php?media=handleiding_nieuw:afbeeldingen:kickstart_txt_open.png"
+         alt="Kickstart tekstbestand" onerror="this.parentNode.style.minHeight='90px'">
+    <div class="pv-img-cap">Voorbeeld Kickstart-bestand met alle kengetallen.</div>
+  </div>
 </div>
-<p>
-Het begin van een nieuw project in Sumsonite is vaak het lastigst:
-alle aannames moeten worden vastgelegd,
-terwijl er nog veel onzeker is.
-</p>
-<p>
+<!-- NAVIGATIE -->
-Daarom kun je de resultaten van het rekenwerk
+<div style="margin:24px 0 8px;padding-top:16px;border-top:1px solid #e2e8f0;display:flex;gap:8px;flex-wrap:wrap;">
-via de <strong>Kickstart</strong> downloaden
+  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_spacematrix"
-als een <strong>tekstbestand (.txt)</strong>.
+     style="background:#f1f5f9;color:#334155;padding:8px 14px;border-radius:6px;text-decoration:none;font-size:13px;">← Spacematrix overzicht</a>
-Dit bestand vormt een praktisch overdrachtsdocument
+  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_kengetallenbeelden"
-tussen de Spacematrix en Sumsonite.
+     style="background:#f1f5f9;color:#334155;padding:8px 14px;border-radius:6px;text-decoration:none;font-size:13px;">Beeldenbank</a>
-</p>
+  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_fsi_meettool"
+     style="background:#f1f5f9;color:#334155;padding:8px 14px;border-radius:6px;text-decoration:none;font-size:13px;">FSI-meettool</a>
-<h3>Wat staat er in de Kickstart-tekstfile?</h3>
+  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_ontwerp_verkenner"
-<ul>
+     style="background:#f1f5f9;color:#334155;padding:8px 14px;border-radius:6px;text-decoration:none;font-size:13px;">Ontwerp Verkenner →</a>
-  <li>Projectoppervlak, FSI en GSI</li>
-  <li>Totaal laadvermogen (BVO)</li>
-  <li>Verdeling wonen, voorzieningen en parkeren</li>
-  <li>Indicatief woningprogramma per type</li>
-  <li>Parkeerkengetallen (bovengronds / ondergronds)</li>
-  <li>Openbare-ruimtestructuur</li>
-</ul>
-<h3>Zo gebruik je de Kickstart in de praktijk</h3>
-<ol>
-  <li>Download de Kickstart (.txt).</li>
-  <li>Open of print het bestand.</li>
-  <li>Maak een nieuw project aan in Sumsonite.</li>
-  <li>Neem de gegevens stap voor stap over.</li>
-</ol>
-<div style="clear:both; background:#f7f7f7; border:1px solid #e2e2e2; padding:0.8em 1em; border-radius:6px;">
-  <strong>Waarom dit werkt:</strong><br>
-  Door vooraf normatief te rekenen en aannames vast te leggen,
-  voorkom je een leeg startmodel
-  en heb je direct een samenhangende basis
-  voor verdere financiële doorrekening in Sumsonite.
 </div>
-<div style="margin: 1em 0;">
-  <a href="/wiki/doku.php?id=handleiding_nieuw:sub_spacematrix"
-     style="display: inline-block; background: #eee; padding: 0.5em 1em; border-radius: 6px; text-decoration: none;">
-    → Terug naar de Spacematrix-tool
-  </a>
 </div>
 </html>