{"id":808,"date":"2026-06-13T08:57:26","date_gmt":"2026-06-13T07:57:26","guid":{"rendered":"https:\/\/ramondacomp.com\/?page_id=808"},"modified":"2026-06-30T13:57:40","modified_gmt":"2026-06-30T12:57:40","slug":"test","status":"publish","type":"page","link":"https:\/\/ramondacomp.com\/?page_id=808","title":{"rendered":"Gravura"},"content":{"rendered":"\n\n\nPregled gravure na panelu ku\u0107i\u0161ta<\/title>\n<link rel=\"preconnect\" href=\"https:\/\/fonts.googleapis.com\">\n<link rel=\"preconnect\" href=\"https:\/\/fonts.gstatic.com\" crossorigin=\"\">\n<link href=\"https:\/\/fonts.googleapis.com\/css2?family=Anton&family=Archivo+Black&family=Audiowide&family=Bebas+Neue&family=Black+Ops+One&family=Cinzel:wght@600&family=Dancing+Script:wght@700&family=Exo+2:wght@700&family=Lobster&family=Montserrat:wght@700&family=Orbitron:wght@700&family=Oswald:wght@600&family=Pacifico&family=Permanent+Marker&family=Playfair+Display:wght@700&family=Press+Start+2P&family=Rajdhani:wght@600&family=Roboto+Mono:wght@600&family=Russo+One&family=Teko:wght@600&display=swap\" rel=\"stylesheet\">\n<style>\n :root{\n --bg:#0c0c10;\n --panel-bg:#15151b;\n --accent:#7c3aed;\n --accent-light:#a78bfa;\n --text:#e4e4e7;\n --text-dim:#8b8b96;\n --border:#27272f;\n }\n *{box-sizing:border-box;}\n body{\n margin:0;\n font-family:'Segoe UI',Roboto,system-ui,sans-serif;\n background:var(--bg);\n color:var(--text);\n min-height:100vh;\n display:flex;\n flex-direction:column;\n }\n header{\n padding:20px 28px;\n border-bottom:1px solid var(--border);\n }\n header h1{\n margin:0;\n font-size:18px;\n font-weight:600;\n letter-spacing:.2px;\n }\n header p{\n margin:4px 0 0;\n font-size:13px;\n color:var(--text-dim);\n }\n .layout{\n display:flex;\n flex:1;\n gap:24px;\n padding:24px 28px;\n flex-wrap:wrap;\n }\n .sidebar{\n width:280px;\n flex-shrink:0;\n display:flex;\n flex-direction:column;\n gap:16px;\n }\n .field{\n display:flex;\n flex-direction:column;\n gap:6px;\n }\n .field label, .field .field-title{\n font-size:12px;\n color:var(--text-dim);\n display:flex;\n justify-content:space-between;\n }\n input[type=\"range\"]{\n width:100%;\n accent-color:var(--accent);\n }\n select, .upload-btn, .reset-btn{\n background:var(--panel-bg);\n border:1px solid var(--border);\n color:var(--text);\n padding:9px 12px;\n border-radius:8px;\n font-size:13px;\n cursor:pointer;\n }\n input[type=\"text\"]{\n background:var(--panel-bg);\n border:1px solid var(--border);\n color:var(--text);\n padding:9px 12px;\n border-radius:8px;\n font-size:13px;\n }\n input[type=\"text\"]:focus, select:focus{\n outline:2px solid var(--accent-light);\n border-color:var(--accent-light);\n }\n .upload-btn{\n text-align:center;\n border-color:var(--accent);\n color:var(--accent-light);\n display:block;\n }\n .upload-btn:hover, .reset-btn:hover{\n border-color:var(--accent-light);\n }\n .visually-hidden{\n position:absolute;\n width:1px;\n height:1px;\n opacity:0;\n overflow:hidden;\n }\n .visually-hidden:focus + .upload-btn{\n outline:2px solid var(--accent-light);\n }\n .view-grid{\n display:grid;\n gap:8px;\n grid-template-columns:1fr 1fr;\n }\n .view-grid button{\n border:1px solid var(--border);\n border-radius:8px;\n padding:8px 4px;\n font-size:11px;\n color:var(--text-dim);\n background:var(--panel-bg);\n cursor:pointer;\n }\n .view-grid button.active{\n border-color:var(--accent);\n color:var(--accent-light);\n }\n .main{\n flex:1;\n min-width:320px;\n display:flex;\n align-items:center;\n justify-content:center;\n }\n .panel-wrap{\n width:680px;\n max-width:100%;\n border-radius:14px;\n border:1px solid var(--border);\n position:relative;\n overflow:hidden;\n background-size:cover;\n background-position:center;\n background-repeat:no-repeat;\n background-color:#1a1a1f;\n transition:box-shadow .15s;\n }\n .panel-wrap.drag-over{\n box-shadow:0 0 0 3px var(--accent);\n }\n .drop-overlay{\n position:absolute;\n inset:0;\n z-index:20;\n background:rgba(10,10,20,.72);\n display:flex;\n align-items:center;\n justify-content:center;\n opacity:0;\n pointer-events:none;\n transition:opacity .15s;\n border-radius:inherit;\n }\n .panel-wrap.drag-over .drop-overlay{\n opacity:1;\n }\n .drop-overlay-inner{\n display:flex;\n flex-direction:column;\n align-items:center;\n gap:14px;\n color:#fff;\n font-size:18px;\n font-weight:600;\n letter-spacing:.3px;\n }\n .drop-overlay-inner svg{\n width:52px;\n height:52px;\n opacity:.9;\n }\n .sheen{\n position:absolute;\n inset:0;\n background:linear-gradient(115deg, rgba(255,255,255,.18) 0%, rgba(255,255,255,0) 35%);\n pointer-events:none;\n }\n .zone-guide-svg{\n position:absolute;\n inset:0;\n width:100%;\n height:100%;\n pointer-events:none;\n }\n .zone-guide-svg polygon{\n fill:none;\n stroke:rgba(255,255,255,.22);\n stroke-width:1;\n stroke-dasharray:4 3;\n vector-effect:non-scaling-stroke;\n }\n .stage{\n position:absolute;\n top:0;\n left:0;\n transform-origin:0 0;\n }\n .design-wrap{\n position:absolute;\n transform:translate(-50%,-50%);\n cursor:grab;\n touch-action:none;\n user-select:none;\n }\n .design-wrap.dragging{\n cursor:grabbing;\n }\n .design-wrap img{\n display:block;\n pointer-events:none;\n transform-origin:center;\n max-width:none;\n }\n .text-design{\n display:none;\n pointer-events:none;\n transform-origin:center;\n white-space:nowrap;\n font-weight:700;\n color:#b0b0b0;\n line-height:1;\n }\n .text-design.inverted{\n color:#1a1a1a;\n background-color:#b0b0b0;\n padding:0.15em 0.3em;\n border-radius:0.1em;\n }\n .hint{\n font-size:12px;\n color:var(--text-dim);\n line-height:1.5;\n margin:0;\n }\n .info-notice{\n font-size:12px;\n color:var(--accent-light);\n background:rgba(139,92,246,.1);\n border:1px solid rgba(139,92,246,.25);\n border-radius:8px;\n padding:10px 12px;\n line-height:1.5;\n }\n .position-readout{\n font-size:13px;\n color:var(--accent-light);\n font-family:'Roboto Mono', monospace;\n background:var(--panel-bg);\n border:1px solid var(--border);\n border-radius:8px;\n padding:9px 12px;\n text-align:center;\n letter-spacing:.5px;\n }\n<\/style>\n\n\n<svg width=\"0\" height=\"0\" style=\"position:absolute;pointer-events:none\">\n <filter id=\"engrave-recolor\">\n <feFlood flood-color=\"#b0b0b0\" result=\"flood\"><\/feFlood>\n <feComposite in=\"flood\" in2=\"SourceGraphic\" operator=\"in\"><\/feComposite>\n <\/filter>\n <filter id=\"engrave-recolor-invert\" x=\"-50%\" y=\"-50%\" width=\"200%\" height=\"200%\">\n <feFlood flood-color=\"#b0b0b0\" result=\"flood\"><\/feFlood>\n <feComposite in=\"flood\" in2=\"SourceGraphic\" operator=\"out\"><\/feComposite>\n <\/filter>\n<\/svg>\n<header>\n <h1>Pregled gravure na panelu ku\u0107i\u0161ta<\/h1>\n <p>Ubaci SVG dizajn, povuci ga na panelu i podesi kako bi izgledao ugraviran – radni prototip.<\/p>\n<\/header>\n<div class=\"layout\">\n <div class=\"sidebar\">\n <div class=\"field\">\n <span class=\"field-title\">Pregled ku\u0107i\u0161ta<\/span>\n <div class=\"view-grid\">\n <button class=\"active\" data-view=\"side\">Sa strane<\/button>\n <button data-view=\"profile\">Iz profila<\/button>\n <\/div>\n <\/div>\n\n <div class=\"field\">\n <span class=\"field-title\">Dizajn za gravuru<\/span>\n <input type=\"file\" id=\"svg-upload\" class=\"visually-hidden\" accept=\".svg,image\/svg+xml,.png,.jpg,.jpeg,.webp,.gif,.bmp,.tiff,.avif,image\/*\">\n <label for=\"svg-upload\" class=\"upload-btn\">Ubaci sliku ili SVG<\/label>\n <\/div>\n\n <div class=\"field\">\n <span class=\"field-title\">Tip dithering-a<\/span>\n <div class=\"view-grid\" id=\"dither-grid\">\n <button class=\"active\" data-dither=\"stucki\">Stucki<\/button>\n <button data-dither=\"threshold\">Silueta<\/button>\n <\/div>\n <\/div>\n\n <div class=\"field\" style=\"flex-direction:row; align-items:center; gap:8px;\">\n <input type=\"checkbox\" id=\"invert-colors\" style=\"width:16px;height:16px;\">\n <label for=\"invert-colors\" style=\"display:inline;\">Invertovane boje<\/label>\n <\/div>\n\n <div class=\"field\" style=\"flex-direction:row; align-items:center; gap:8px;\">\n <input type=\"checkbox\" id=\"remove-bg\" style=\"width:16px;height:16px;\">\n <label for=\"remove-bg\" style=\"display:inline;\">Ukloni pozadinu slike<\/label>\n <\/div>\n\n <div class=\"field\">\n <label for=\"text-input\">Ili upi\u0161i tekst<\/label>\n <input type=\"text\" id=\"text-input\" placeholder=\"npr. RAMONDA\" maxlength=\"30\">\n <\/div>\n\n <div class=\"field\">\n <label for=\"font-select\">Font<\/label>\n <select id=\"font-select\">\n <option value=\"Oswald\">Oswald<\/option>\n <option value=\"Russo One\">Russo One<\/option>\n <option value=\"Montserrat\">Montserrat<\/option>\n <option value=\"Anton\">Anton<\/option>\n <option value=\"Bebas Neue\">Bebas Neue<\/option>\n <option value=\"Playfair Display\">Playfair Display<\/option>\n <option value=\"Cinzel\">Cinzel<\/option>\n <option value=\"Roboto Mono\">Roboto Mono<\/option>\n <option value=\"Pacifico\">Pacifico<\/option>\n <option value=\"Dancing Script\">Dancing Script<\/option>\n <option value=\"Orbitron\">Orbitron<\/option>\n <option value=\"Audiowide\">Audiowide<\/option>\n <option value=\"Exo 2\">Exo 2<\/option>\n <option value=\"Rajdhani\">Rajdhani<\/option>\n <option value=\"Teko\">Teko<\/option>\n <option value=\"Archivo Black\">Archivo Black<\/option>\n <option value=\"Black Ops One\">Black Ops One<\/option>\n <option value=\"Press Start 2P\">Press Start 2P<\/option>\n <option value=\"Permanent Marker\">Permanent Marker<\/option>\n <option value=\"Lobster\">Lobster<\/option>\n <\/select>\n <\/div>\n\n <div class=\"field\">\n <label for=\"scale\">Veli\u010dina <span id=\"scale-val\">35%<\/span><\/label>\n <input type=\"range\" id=\"scale\" min=\"10\" max=\"100\" value=\"35\">\n <\/div>\n\n <div class=\"field\">\n <label for=\"rotation\">Rotacija <span id=\"rotation-val\">0\u00b0<\/span><\/label>\n <input type=\"range\" id=\"rotation\" min=\"-180\" max=\"180\" value=\"0\">\n <\/div>\n\n <div class=\"field\">\n <span class=\"field-title\">Pozicija gravure (gore levo, mm)<\/span>\n <div class=\"position-readout\" id=\"position-readout\">X: 0 mm Y: 0 mm<\/div>\n <\/div>\n\n <button class=\"reset-btn\" id=\"reset-pos\">Vrati na centar<\/button>\n\n <p class=\"hint\">Pozadina je fotografija stvarnog ku\u0107i\u0161ta. Za svaki model koji se nudi za graviranje ide odgovaraju\u0107a fotografija panela, a pozicija, veli\u010dina i pode\u0161avanja efekta se onda prenose u porud\u017ebinu.<\/p>\n <p class=\"info-notice\">Boja gravure najvi\u0161e zavisi od samog ku\u0107i\u0161ta koje izaberete.<\/p>\n <\/div>\n\n <div class=\"main\">\n <div class=\"panel-wrap\" id=\"panel\">\n <div class=\"drop-overlay\" id=\"drop-overlay\">\n <div class=\"drop-overlay-inner\">\n <svg viewBox=\"0 0 48 48\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n <path d=\"M24 6v24M14 20l10-14 10 14\" stroke=\"currentColor\" stroke-width=\"3\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path>\n <path d=\"M8 34h32v8H8z\" stroke=\"currentColor\" stroke-width=\"3\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path>\n <\/svg>\n <span>Pusti sliku ovde<\/span>\n <\/div>\n <\/div>\n <svg class=\"zone-guide-svg\" id=\"zone-guide\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"none\">\n <polygon points=\"0,0 100,0 100,100 0,100\"><\/polygon>\n <\/svg>\n <div class=\"stage\" id=\"stage\">\n <div class=\"design-wrap\" id=\"design-wrap\">\n <img id=\"design-img\" alt=\"Dizajn za gravuru\" draggable=\"false\">\n <div class=\"text-design\" id=\"text-design\"><\/div>\n <\/div>\n <\/div>\n <div class=\"sheen\"><\/div>\n <\/div>\n <\/div>\n<\/div>\n\n<script>\nconst panel = document.getElementById('panel');\nconst stage = document.getElementById('stage');\nconst zoneGuideSvg = document.getElementById('zone-guide');\nconst zoneGuidePolygon = zoneGuideSvg.querySelector('polygon');\nconst wrap = document.getElementById('design-wrap');\nconst img = document.getElementById('design-img');\n\nconst scaleInput = document.getElementById('scale');\nconst rotationInput = document.getElementById('rotation');\nconst textInput = document.getElementById('text-input');\nconst fontSelect = document.getElementById('font-select');\nconst textDiv = document.getElementById('text-design');\n\n\/\/ providnost gravure - manja vrednost = suptilnija, realisti\u010dnija nijansa\n\/\/ (na ovo se ne uti\u010de preko interfejsa)\nconst ENGRAVE_OPACITY = 0.35;\n\n\/\/ Radna zona sajd panela za graviranje, u mm. ZONE (definisana po pregledu)\n\/\/ predstavlja upravo ovu sigurnu zonu, 370 x 450 mm, mereno od gornjeg levog\n\/\/ ugla zone (X desno, Y nadole).\nconst PANEL_MM_W = 370;\nconst PANEL_MM_H = 450;\n\/\/ blaga margina od ivica radne zone, u mm (0 = bez margine)\nconst ENGRAVE_MARGIN_MM = 0;\n\n\/\/ Dva pregleda ku\u0107i\u0161ta. \"corners\" su uglovi vidljivog ravnog dela panela na fotografiji,\n\/\/ dati kao % \u0161irine\/visine slike (sleva nadesno, odozgo nadole) - od njih se ra\u010duna\n\/\/ perspektivno uklapanje (homografija) za \"iz profila\".\nconst VIEWS = {\n side: {\n bg: 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aspect: '900 \/ 1087',\n zone: { left: 0.113, top: 0.049, right: 0.949, bottom: 0.949 },\n \/\/ uglovi vizuelnog okvira radne zone (% slike), nezavisno od zone gore\n zoneCorners: {\n topLeft: { x: 0.113, y: 0.049 },\n topRight: { x: 0.949, y: 0.049 },\n bottomRight: { x: 0.949, y: 0.949 },\n bottomLeft: { x: 0.113, y: 0.949 },\n },\n corners: null,\n },\n profile: {\n bg: 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\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\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',\n aspect: '900 \/ 1306',\n zone: { left: 0.02, top: 0.02, right: 0.98, bottom: 0.98 },\n \/\/ uglovi vizuelnog okvira radne zone (% slike), nezavisno od zone gore\n zoneCorners: {\n topLeft: { x: 0.5554, y: 0.0667 },\n topRight: { x: 0.9797, y: 0.2130 },\n bottomRight: { x: 0.9797, y: 0.9243 },\n bottomLeft: { x: 0.5554, y: 0.9413 },\n },\n corners: {\n topLeft: { x: 0.5448, y: 0.0245 },\n topRight: { x: 0.9871, y: 0.1802 },\n bottomLeft: { x: 0.5448, y: 0.9497 },\n bottomRight: { x: 0.9871, y: 0.9497 },\n },\n },\n};\n\nlet currentView = 'side';\nlet ZONE = VIEWS[currentView].zone;\nlet LOGICAL_W = 1;\nlet LOGICAL_H = 1;\nlet homography = null; \/\/ logi\u010dke -> piksel koordinate panela, samo za \"iz profila\"\n\nfunction clamp(v, min, max){\n return Math.min(Math.max(v, min), max);\n}\n\n\/\/ --- perspektivno uklapanje (homografija) ---\n\n\/\/ Ra\u010duna homografiju koja preslikava pravougaonik [0,W]x[0,H] u \u010detvorougao p0..p3\n\/\/ (p0=gore levo, p1=gore desno, p2=dole levo, p3=dole desno).\nfunction computeHomography(p0, p1, p2, p3, W, H){\n const x0=p0.x, y0=p0.y, x1=p1.x, y1=p1.y, x2=p2.x, y2=p2.y, x3=p3.x, y3=p3.y;\n const det = (x1-x3)*(y2-y3) - (x2-x3)*(y1-y3);\n const G = ((x0+x3-x1-x2)*(y2-y3) - (x2-x3)*(y0+y3-y1-y2)) \/ det;\n const K = ((x1-x3)*(y0+y3-y1-y2) - (x0+x3-x1-x2)*(y1-y3)) \/ det;\n const g = G \/ W, h = K \/ H;\n return {\n a: (x1-x0)\/W + g*x1,\n b: (x2-x0)\/H + h*x2,\n c: x0,\n d: (y1-y0)\/W + g*y1,\n e: (y2-y0)\/H + h*y2,\n f: y0,\n g, h,\n };\n}\n\nfunction homographyToMatrix3d(H){\n return `matrix3d(${H.a},${H.d},0,${H.g}, ${H.b},${H.e},0,${H.h}, 0,0,1,0, ${H.c},${H.f},0,1)`;\n}\n\n\/\/ piksel koordinate panela -> logi\u010dke koordinate (inverzna homografija); identitet za \"sa strane\"\nfunction screenToLogical(p){\n if (!homography) return p;\n const { a, b, c, d, e, f, g, h } = homography;\n const det2 = (a - g*p.x)*(e - h*p.y) - (b - h*p.x)*(d - g*p.y);\n return {\n x: ((p.x - c)*(e - h*p.y) - (b - h*p.x)*(p.y - f)) \/ det2,\n y: ((a - g*p.x)*(p.y - f) - (p.x - c)*(d - g*p.y)) \/ det2,\n };\n}\n\n\/\/ --- dizajn: SVG slika ili upisan tekst ---\n\nlet currentMode = 'image'; \/\/ 'image' ili 'text'\nlet imgIsDithered = false; \/\/ true kada je img.src ta\u010dkasti (dithered) prikaz uploadovane slike\nlet invertColors = false; \/\/ true = invertovane boje gravure\nconst TEXT_SIZE_FACTOR = 0.45;\n\nfunction getActiveEl(){\n return currentMode === 'text' ? textDiv : img;\n}\n\nfunction getDesignDims(){\n const el = getActiveEl();\n return { w: el.offsetWidth || 1, h: el.offsetHeight || 1 };\n}\n\nfunction getCurrentSizeValue(){\n return currentMode === 'text'\n ? (parseFloat(textDiv.style.fontSize) || 16)\n : (parseFloat(img.style.width) || img.naturalWidth || 1);\n}\n\nfunction setCurrentSizeValue(px){\n if (currentMode === 'text') textDiv.style.fontSize = px + 'px';\n else img.style.width = px + 'px';\n}\n\nfunction sizeValueToScalePct(px, base){\n const factor = currentMode === 'text' ? TEXT_SIZE_FACTOR : 1;\n return Math.round((px \/ (base * factor)) * 100);\n}\n\nfunction rotatedBBox(w, h, deg){\n const rad = deg * Math.PI \/ 180;\n return {\n bw: Math.abs(w * Math.cos(rad)) + Math.abs(h * Math.sin(rad)),\n bh: Math.abs(w * Math.sin(rad)) + Math.abs(h * Math.cos(rad)),\n };\n}\n\n\/\/ --- zona za graviranje (u logi\u010dkim koordinatama) ---\n\nfunction getZonePx(){\n return {\n left: LOGICAL_W * ZONE.left,\n top: LOGICAL_H * ZONE.top,\n right: LOGICAL_W * ZONE.right,\n bottom: LOGICAL_H * ZONE.bottom,\n };\n}\n\nfunction getCenterPx(){\n return {\n x: parseFloat(wrap.style.left) || LOGICAL_W\/2,\n y: parseFloat(wrap.style.top) || LOGICAL_H\/2,\n };\n}\n\nfunction setCenterPx(x, y){\n wrap.style.left = x + 'px';\n wrap.style.top = y + 'px';\n}\n\nfunction getPxPerMm(){\n const zone = getZonePx();\n return {\n x: (zone.right - zone.left) \/ PANEL_MM_W,\n y: (zone.bottom - zone.top) \/ PANEL_MM_H,\n };\n}\n\n\/\/ zona umanjena za blagu marginu od ivica (u mm -> px), koristi se za\n\/\/ ograni\u010davanje pozicije\/veli\u010dine gravure\nfunction getConstrainedZonePx(){\n const zone = getZonePx();\n const pxPerMm = getPxPerMm();\n const marginX = ENGRAVE_MARGIN_MM * pxPerMm.x;\n const marginY = ENGRAVE_MARGIN_MM * pxPerMm.y;\n return {\n left: zone.left + marginX,\n top: zone.top + marginY,\n right: zone.right - marginX,\n bottom: zone.bottom - marginY,\n };\n}\n\nfunction getDesignBBoxPx(){\n const center = getCenterPx();\n const angle = Number(rotationInput.value);\n const { w, h } = getDesignDims();\n const { bw, bh } = rotatedBBox(w, h, angle);\n return {\n left: center.x - bw \/ 2,\n top: center.y - bh \/ 2,\n width: bw,\n height: bh,\n };\n}\n\n\/\/ u\u017eivo prikazuje poziciju gornjeg levog ugla gravure (u mm) u odnosu na\n\/\/ gornji levi ugao radne zone (0,0) do (370,450)\nfunction updatePositionReadout(){\n const zone = getZonePx();\n const pxPerMm = getPxPerMm();\n const bbox = getDesignBBoxPx();\n const mmX = (bbox.left - zone.left) \/ pxPerMm.x;\n const mmY = (bbox.top - zone.top) \/ pxPerMm.y;\n const readout = document.getElementById('position-readout');\n if (readout){\n readout.textContent = `X: ${Math.round(mmX)} mm Y: ${Math.round(mmY)} mm`;\n }\n}\n\nfunction enforceZone(){\n const zone = getConstrainedZonePx();\n const zoneW = zone.right - zone.left;\n const zoneH = zone.bottom - zone.top;\n const angle = Number(rotationInput.value);\n let { w, h } = getDesignDims();\n let { bw, bh } = rotatedBBox(w, h, angle);\n\n \/\/ ako gravura (sa rotacijom) ne staje u zonu, smanji je\n if (bw > zoneW || bh > zoneH){\n const shrink = Math.min(zoneW \/ bw, zoneH \/ bh);\n setCurrentSizeValue(getCurrentSizeValue() * shrink);\n\n const newPct = sizeValueToScalePct(getCurrentSizeValue(), Math.min(LOGICAL_W, LOGICAL_H));\n scaleInput.value = newPct;\n document.getElementById('scale-val').textContent = newPct + '%';\n\n ({ w, h } = getDesignDims());\n ({ bw, bh } = rotatedBBox(w, h, angle));\n }\n\n \/\/ vrati poziciju unutar zone ako je gravura pre\u0161la preko ivica\n const center = getCenterPx();\n const minX = zone.left + bw\/2, maxX = zone.right - bw\/2;\n const minY = zone.top + bh\/2, maxY = zone.bottom - bh\/2;\n setCenterPx(clamp(center.x, minX, maxX), clamp(center.y, minY, maxY));\n\n updatePositionReadout();\n}\n\n\/\/ --- podrazumevani SVG logo ---\n\nconst defaultSvg = `<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"200\" height=\"200\" viewBox=\"0 0 200 200\">\n<polygon points=\"100,8 184,54 184,146 100,192 16,146 16,54\" fill=\"none\" stroke=\"#b0b0b0\" stroke-width=\"6\"\/>\n<text x=\"100\" y=\"138\" font-family=\"Arial, sans-serif\" font-size=\"105\" font-weight=\"800\" fill=\"#b0b0b0\" text-anchor=\"middle\">R<\/text>\n<\/svg>`;\n\nfunction svgToDataUrl(svgString){\n return 'data:image\/svg+xml;base64,' + btoa(unescape(encodeURIComponent(svgString)));\n}\n\n\/\/ --- pretvaranje uploadovane slike u ta\u010dkasti (dithered) prikaz jedne boje ---\n\/\/ Tamniji delovi originala -> gu\u0161\u0107e ta\u010dkice (vise \"ugravirano\"),\n\/\/ svetliji delovi (npr. bela pozadina loga) -> rede\/nema ta\u010dkica (panel ostaje vidljiv).\n\nfunction getDarkAndAlpha(d, w, h){\n const n = w * h;\n const dark = new Float32Array(n);\n const alpha = new Float32Array(n);\n for (let i = 0; i < n; i++){\n const px = i * 4;\n alpha[i] = d[px + 3] \/ 255;\n const lum = (0.299 * d[px] + 0.587 * d[px+1] + 0.114 * d[px+2]) \/ 255;\n dark[i] = 1 - lum;\n }\n return { dark, alpha };\n}\n\nfunction writeDot(d, idx, on){\n const px = idx * 4;\n if (on){\n d[px] = 176; d[px+1] = 176; d[px+2] = 176; d[px+3] = 255;\n } else {\n d[px] = 0; d[px+1] = 0; d[px+2] = 0; d[px+3] = 0;\n }\n}\n\n\/\/ Pozadina se prepoznaje po boji iz uglova slike (umesto fiksnog \"skoro belo\" pragova),\n\/\/ i UVEK se uklanja (providno), bez obzira na invert - invert uti\u010de samo na sam motiv.\nconst BG_TOLERANCE = 0.10; \/\/ 0-1, koliko sli\u010dan boji iz uglova mora biti piksel da bi se smatrao pozadinom\n\nfunction getBackgroundColor(d, w, h){\n const corners = [\n 0,\n (w - 1) * 4,\n (h - 1) * w * 4,\n ((h - 1) * w + (w - 1)) * 4\n ];\n let r = 0, g = 0, b = 0, n = 0;\n for (const px of corners){\n if (d[px + 3] < 10) continue;\n r += d[px]; g += d[px+1]; b += d[px+2]; n++;\n }\n if (n === 0) return null;\n return { r: r \/ n, g: g \/ n, b: b \/ n };\n}\n\nfunction isBackground(d, idx, bg){\n if (!bg) return false;\n const px = idx * 4;\n const dr = d[px] - bg.r, dg = d[px+1] - bg.g, db = d[px+2] - bg.b;\n const dist = Math.sqrt(dr*dr + dg*dg + db*db) \/ 441.6729559; \/\/ sqrt(3*255^2)\n return dist < BG_TOLERANCE;\n}\n\nfunction ditherFloydSteinberg(imgData, w, h, invert){\n const d = imgData.data;\n const { dark, alpha } = getDarkAndAlpha(d, w, h);\n const bg = getBackgroundColor(d, w, h);\n for (let y = 0; y < h; y++){\n for (let x = 0; x < w; x++){\n const idx = y * w + x;\n if (alpha[idx] < 0.2 || isBackground(d, idx, bg)){\n writeDot(d, idx, false); \/\/ pozadina - providno, bez obzira na invert\n continue;\n }\n const val = dark[idx];\n const onRaw = val >= 0.5;\n writeDot(d, idx, invert ? !onRaw : onRaw);\n const err = val - (onRaw ? 1 : 0);\n const spread = (nx, ny, factor) => {\n if (nx < 0 || nx >= w || ny < 0 || ny >= h) return;\n const nidx = ny * w + nx;\n if (alpha[nidx] < 0.2) return;\n dark[nidx] += err * factor;\n };\n spread(x + 1, y, 7 \/ 16);\n spread(x - 1, y + 1, 3 \/ 16);\n spread(x, y + 1, 5 \/ 16);\n spread(x + 1, y + 1, 1 \/ 16);\n }\n }\n}\n\n\/\/ Atkinson - raspore\u0111uje samo 3\/4 gre\u0161ke (ostatak se \"gubi\"), \u0161to daje ve\u0107i kontrast\n\/\/ i \u010di\u0161\u0107e svetle povr\u0161ine. Dobar za logoe i crte\u017ee s jakim ivicama.\nfunction ditherAtkinson(imgData, w, h, invert){\n const d = imgData.data;\n const { dark, alpha } = getDarkAndAlpha(d, w, h);\n const bg = getBackgroundColor(d, w, h);\n for (let y = 0; y < h; y++){\n for (let x = 0; x < w; x++){\n const idx = y * w + x;\n if (alpha[idx] < 0.2 || isBackground(d, idx, bg)){\n writeDot(d, idx, false);\n continue;\n }\n const val = dark[idx];\n const onRaw = val >= 0.5;\n writeDot(d, idx, invert ? !onRaw : onRaw);\n const err = (val - (onRaw ? 1 : 0)) \/ 8;\n const spread = (nx, ny) => {\n if (nx < 0 || nx >= w || ny < 0 || ny >= h) return;\n const nidx = ny * w + nx;\n if (alpha[nidx] < 0.2) return;\n dark[nidx] += err;\n };\n spread(x + 1, y);\n spread(x + 2, y);\n spread(x - 1, y + 1);\n spread(x, y + 1);\n spread(x + 1, y + 1);\n spread(x, y + 2);\n }\n }\n}\n\n\/\/ Stucki - \u0161iri gre\u0161ku na ve\u0107e podru\u010dje (5x3 kernel) nego Floyd-Steinberg,\n\/\/ \u0161to daje finiju i ravnomerniju raspodelu ta\u010dkica. Detaljan i gladak rezultat.\nfunction ditherStucki(imgData, w, h, invert){\n const d = imgData.data;\n const { dark, alpha } = getDarkAndAlpha(d, w, h);\n const bg = getBackgroundColor(d, w, h);\n for (let y = 0; y < h; y++){\n for (let x = 0; x < w; x++){\n const idx = y * w + x;\n if (alpha[idx] < 0.2 || isBackground(d, idx, bg)){\n writeDot(d, idx, false);\n continue;\n }\n const val = dark[idx];\n const onRaw = val >= 0.5;\n writeDot(d, idx, invert ? !onRaw : onRaw);\n const err = val - (onRaw ? 1 : 0);\n const spread = (nx, ny, factor) => {\n if (nx < 0 || nx >= w || ny < 0 || ny >= h) return;\n const nidx = ny * w + nx;\n if (alpha[nidx] < 0.2) return;\n dark[nidx] += err * factor \/ 42;\n };\n spread(x + 1, y, 8);\n spread(x + 2, y, 4);\n spread(x - 2, y + 1, 2);\n spread(x - 1, y + 1, 4);\n spread(x, y + 1, 8);\n spread(x + 1, y + 1, 4);\n spread(x + 2, y + 1, 2);\n spread(x - 2, y + 2, 1);\n spread(x - 1, y + 2, 2);\n spread(x, y + 2, 4);\n spread(x + 1, y + 2, 2);\n spread(x + 2, y + 2, 1);\n }\n }\n}\n\nfunction ditherThreshold(imgData, w, h, invert){\n const d = imgData.data;\n const { dark, alpha } = getDarkAndAlpha(d, w, h);\n const bg = getBackgroundColor(d, w, h);\n\n \/\/ Mapa foreground piksela (deo objekta, nije pozadina niti providno)\n const isFg = new Uint8Array(w * h);\n for (let y = 0; y < h; y++){\n for (let x = 0; x < w; x++){\n const idx = y * w + x;\n if (alpha[idx] >= 0.2 && !isBackground(d, idx, bg)) isFg[idx] = 1;\n }\n }\n\n for (let y = 0; y < h; y++){\n for (let x = 0; x < w; x++){\n const idx = y * w + x;\n if (!isFg[idx]){\n writeDot(d, idx, false);\n continue;\n }\n const on = dark[idx] >= 0.5;\n let result = invert ? !on : on;\n\n \/\/ Kad je invertovano: pikseli na obodu oblika koji bi bili OFF\n \/\/ prisilno se pale da kontura ostane vidljiva (2px debljina).\n if (invert && !result){\n const isEdge =\n (x <= 1 || !isFg[idx - 1] || !isFg[idx - 2]) ||\n (x >= w - 2 || !isFg[idx + 1] || !isFg[idx + 2]) ||\n (y <= 1 || !isFg[idx - w] || !isFg[idx - 2*w]) ||\n (y >= h - 2 || !isFg[idx + w] || !isFg[idx + 2*w]);\n if (isEdge) result = true;\n }\n\n writeDot(d, idx, result);\n }\n }\n}\n\n\/\/ Flood-fill uklanjanje pozadine: po\u010dinje od svih rubnih piksela i \u0161iri se\n\/\/ na susedne piksele koji su dovoljno sli\u010dni boji uglova. Rezultat su providni pikseli.\nfunction removeImageBackground(imgData, w, h, tolerance){\n const d = imgData.data;\n const tol = (tolerance || 0.18) * 441.67; \/\/ 441.67 = sqrt(3*255^2)\n const tolSq = tol * tol;\n\n \/\/ prose\u010dna boja uglova (ignori\u0161e providne piksele)\n const cornerPx = [0, (w-1)*4, (h-1)*w*4, ((h-1)*w+(w-1))*4];\n let cr = 0, cg = 0, cb = 0, cn = 0;\n for (const px of cornerPx){\n if (d[px+3] < 10) continue;\n cr += d[px]; cg += d[px+1]; cb += d[px+2]; cn++;\n }\n if (cn === 0) return; \/\/ slika je ve\u0107 providna\n cr \/= cn; cg \/= cn; cb \/= cn;\n\n function isBg(px){\n if (d[px+3] < 10) return true; \/\/ ve\u0107 providno\n const dr = d[px]-cr, dg = d[px+1]-cg, db = d[px+2]-cb;\n return dr*dr + dg*dg + db*db <= tolSq;\n }\n\n const n = w * h;\n const visited = new Uint8Array(n);\n const queue = [];\n\n \/\/ seed: svi rubni pikseli koji su pozadina\n for (let x = 0; x < w; x++){\n if (isBg(x*4)) { visited[x] = 1; queue.push(x); }\n const b = (h-1)*w + x;\n if (isBg(b*4)) { visited[b] = 1; queue.push(b); }\n }\n for (let y = 1; y < h-1; y++){\n const l = y*w;\n if (isBg(l*4)) { visited[l] = 1; queue.push(l); }\n const r = y*w + (w-1);\n if (isBg(r*4)) { visited[r] = 1; queue.push(r); }\n }\n\n while (queue.length){\n const idx = queue.pop();\n d[idx*4+3] = 0; \/\/ providno\n const x = idx % w, y = (idx \/ w) | 0;\n const nb = [\n y > 0 ? idx - w : -1,\n y < h-1 ? idx + w : -1,\n x > 0 ? idx - 1 : -1,\n x < w-1 ? idx + 1 : -1,\n ];\n for (const ni of nb){\n if (ni >= 0 && !visited[ni] && isBg(ni*4)){\n visited[ni] = 1;\n queue.push(ni);\n }\n }\n }\n}\n\nfunction ditherToEngrave(srcDataUrl, method, invert, removeBg, callback){\n const im = new Image();\n im.onload = () => {\n const TARGET_DIM = 800;\n let w = im.naturalWidth || 1, h = im.naturalHeight || 1;\n const scale = TARGET_DIM \/ Math.max(w, h);\n w = Math.max(1, Math.round(w * scale));\n h = Math.max(1, Math.round(h * scale));\n\n const canvas = document.createElement('canvas');\n canvas.width = w;\n canvas.height = h;\n const ctx = canvas.getContext('2d');\n ctx.drawImage(im, 0, 0, w, h);\n\n const imgData = ctx.getImageData(0, 0, w, h);\n if (removeBg) removeImageBackground(imgData, w, h);\n if (method === 'stucki'){\n ditherStucki(imgData, w, h, invert);\n } else {\n ditherThreshold(imgData, w, h, invert);\n }\n ctx.putImageData(imgData, 0, 0);\n callback(canvas.toDataURL('image\/png'));\n };\n im.src = srcDataUrl;\n}\n\n\/\/ --- veli\u010dina \/ rotacija \/ efekat gravure ---\n\nfunction updateSize(){\n const base = Math.min(LOGICAL_W, LOGICAL_H);\n const pct = scaleInput.value \/ 100;\n const factor = currentMode === 'text' ? TEXT_SIZE_FACTOR : 1;\n setCurrentSizeValue(base * pct * factor);\n enforceZone();\n}\n\nfunction updateRotation(){\n getActiveEl().style.transform = `rotate(${rotationInput.value}deg)`;\n enforceZone();\n}\n\nfunction updateEffect(){\n const el = getActiveEl();\n \/\/ blagi blur na ivicama - daje \"uvu\u010den\" izgled stvarne gravure\n const softEdge = 'blur(0.25px)';\n \/\/ Podrazumevani SVG logo -> jednozna\u010dna siva silueta (recolor filter, ili invertovana varijanta).\n \/\/ Uploadovana slika -> ve\u0107 je pretvorena u ta\u010dkasti (dithered) prikaz iste boje (invert je ugra\u0111en u nju).\n \/\/ Tekst -> jednobojan, invert menja koja strana (tekst\/podloga) je u boji gravure.\n if (currentMode === 'image'){\n if (imgIsDithered){\n el.style.filter = softEdge;\n } else {\n el.style.filter = (invertColors ? 'url(#engrave-recolor-invert)' : 'url(#engrave-recolor)') + ' ' + softEdge;\n }\n } else {\n el.style.filter = softEdge;\n el.classList.toggle('inverted', invertColors);\n }\n el.style.opacity = ENGRAVE_OPACITY;\n el.style.mixBlendMode = 'screen';\n}\n\nfunction refreshAll(){\n updateSize();\n updateRotation();\n updateEffect();\n}\n\n\/\/ --- prebacivanje pregleda ku\u0107i\u0161ta (sa strane \/ iz profila) ---\n\nfunction setView(name){\n currentView = name;\n const v = VIEWS[name];\n\n panel.style.backgroundImage = `url('${v.bg}')`;\n panel.style.aspectRatio = v.aspect;\n ZONE = v.zone;\n\n const panelRect = panel.getBoundingClientRect();\n LOGICAL_W = panelRect.width;\n LOGICAL_H = panelRect.height;\n stage.style.width = LOGICAL_W + 'px';\n stage.style.height = LOGICAL_H + 'px';\n\n if (v.corners){\n const c = v.corners;\n const p0 = { x: c.topLeft.x * LOGICAL_W, y: c.topLeft.y * LOGICAL_H };\n const p1 = { x: c.topRight.x * LOGICAL_W, y: c.topRight.y * LOGICAL_H };\n const p2 = { x: c.bottomLeft.x * LOGICAL_W, y: c.bottomLeft.y * LOGICAL_H };\n const p3 = { x: c.bottomRight.x * LOGICAL_W, y: c.bottomRight.y * LOGICAL_H };\n homography = computeHomography(p0, p1, p2, p3, LOGICAL_W, LOGICAL_H);\n stage.style.transform = homographyToMatrix3d(homography);\n } else {\n homography = null;\n stage.style.transform = 'none';\n }\n\n const zc = v.zoneCorners;\n const pts = [zc.topLeft, zc.topRight, zc.bottomRight, zc.bottomLeft]\n .map(p => `${p.x * 100},${p.y * 100}`)\n .join(' ');\n zoneGuidePolygon.setAttribute('points', pts);\n\n if (!wrap.style.left){\n setCenterPx(LOGICAL_W\/2, LOGICAL_H\/2);\n }\n\n refreshAll();\n}\n\n\/\/ --- povla\u010denje (drag) ---\n\nlet dragging = false;\nlet startPointerLogical = { x: 0, y: 0 };\nlet startCenter = { x: 0, y: 0 };\n\nfunction pointerToPanel(e){\n const r = panel.getBoundingClientRect();\n return { x: e.clientX - r.left, y: e.clientY - r.top };\n}\n\nwrap.addEventListener('pointerdown', (e) => {\n dragging = true;\n 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{\n btn.addEventListener('click', () => {\n document.querySelectorAll('#dither-grid button').forEach(b => b.classList.remove('active'));\n btn.classList.add('active');\n currentDitherMethod = btn.dataset.dither;\n if (!uploadedSrc) return;\n ditherToEngrave(uploadedSrc, currentDitherMethod, invertColors, removeBg, (ditheredUrl) => {\n img.src = ditheredUrl;\n });\n });\n});\n\n\/\/ helper koji obradjuje File objekat (upload ili drag & drop)\nfunction loadImageFile(file) {\n if (!file || !file.type.startsWith('image\/')) return;\n const reader = new FileReader();\n reader.onload = (ev) => {\n uploadedSrc = ev.target.result;\n ditherToEngrave(uploadedSrc, currentDitherMethod, invertColors, removeBg, (ditheredUrl) => {\n imgIsDithered = true;\n img.src = ditheredUrl;\n textInput.value = '';\n setMode('image');\n });\n };\n reader.readAsDataURL(file);\n}\n\ndocument.getElementById('svg-upload').addEventListener('change', (e) => {\n loadImageFile(e.target.files[0]);\n});\n\n\/\/ drag & drop na panel (kuciste)\npanel.addEventListener('dragover', (e) => {\n e.preventDefault();\n e.dataTransfer.dropEffect = 'copy';\n panel.classList.add('drag-over');\n});\npanel.addEventListener('dragleave', (e) => {\n if (!panel.contains(e.relatedTarget)) panel.classList.remove('drag-over');\n});\npanel.addEventListener('drop', (e) => {\n e.preventDefault();\n panel.classList.remove('drag-over');\n const file = e.dataTransfer.files[0];\n loadImageFile(file);\n});\n\ninvertInput.addEventListener('change', () => {\n invertColors = invertInput.checked;\n updateEffect();\n if (imgIsDithered && uploadedSrc){\n ditherToEngrave(uploadedSrc, currentDitherMethod, invertColors, removeBg, (ditheredUrl) => {\n img.src = ditheredUrl;\n });\n }\n});\n\ndocument.getElementById('remove-bg').addEventListener('change', (e) => {\n removeBg = e.target.checked;\n if (!uploadedSrc) return;\n ditherToEngrave(uploadedSrc, currentDitherMethod, invertColors, removeBg, (ditheredUrl) => {\n img.src = ditheredUrl;\n });\n});\n\nfunction updateTextContent(){\n textDiv.textContent = textInput.value;\n textDiv.style.fontFamily = `\"${fontSelect.value}\", sans-serif`;\n}\n\nfunction setMode(mode){\n if (mode === currentMode) return;\n currentMode = mode;\n if (mode === 'text'){\n img.style.display = 'none';\n textDiv.style.display = 'inline-block';\n } else {\n textDiv.style.display = 'none';\n img.style.display = 'block';\n }\n refreshAll();\n}\n\ntextInput.addEventListener('input', () => {\n const val = textInput.value.trim();\n if (val.length > 0){\n updateTextContent();\n setMode('text');\n enforceZone();\n } else {\n setMode('image');\n }\n});\n\nfontSelect.addEventListener('change', () => {\n updateTextContent();\n if (currentMode === 'text') refreshAll();\n});\n\nwindow.addEventListener('resize', () => setView(currentView));\n\nimg.addEventListener('load', refreshAll);\nimg.src = svgToDataUrl(defaultSvg);\nsetView('side');\n<\/script>\n","protected":false},"excerpt":{"rendered":"<p>Pregled gravure na panelu ku\u0107i\u0161ta Pregled gravure na panelu ku\u0107i\u0161ta Ubaci SVG dizajn, povuci ga na panelu i podesi kako bi izgledao ugraviran – radni prototip. Pregled ku\u0107i\u0161ta Sa strane Iz profila Dizajn za gravuru Ubaci sliku ili SVG Tip dithering-a Stucki Silueta Invertovane boje Ukloni pozadinu slike Ili upi\u0161i tekst Font OswaldRusso OneMontserratAntonBebas NeuePlayfair […]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-808","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Gravura - Ramonda Computers<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ramondacomp.com\/?page_id=808\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Gravura - Ramonda Computers\" \/>\n<meta property=\"og:description\" content=\"Pregled gravure na panelu ku\u0107i\u0161ta Pregled gravure na panelu ku\u0107i\u0161ta Ubaci SVG dizajn, povuci ga na panelu i podesi kako bi izgledao ugraviran – radni prototip. Pregled ku\u0107i\u0161ta Sa strane Iz profila Dizajn za gravuru Ubaci sliku ili SVG Tip dithering-a Stucki Silueta Invertovane boje Ukloni pozadinu slike Ili upi\u0161i tekst Font OswaldRusso OneMontserratAntonBebas NeuePlayfair […]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/ramondacomp.com\/?page_id=808\" \/>\n<meta property=\"og:site_name\" content=\"Ramonda Computers\" \/>\n<meta property=\"article:modified_time\" content=\"2026-06-30T12:57:40+00:00\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data1\" content=\"1 minute\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/?page_id=808\",\"url\":\"https:\\\/\\\/ramondacomp.com\\\/?page_id=808\",\"name\":\"Gravura - Ramonda Computers\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#website\"},\"datePublished\":\"2026-06-13T07:57:26+00:00\",\"dateModified\":\"2026-06-30T12:57:40+00:00\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/?page_id=808#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/ramondacomp.com\\\/?page_id=808\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/?page_id=808#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\\\/\\\/ramondacomp.com\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Gravura\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#website\",\"url\":\"https:\\\/\\\/ramondacomp.com\\\/\",\"name\":\"Ramonda ra\u010dunari\",\"description\":\"Mi sastavljamo ra\u010dunar za Vas\",\"publisher\":{\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#organization\"},\"alternateName\":\"Ramonda computers\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/ramondacomp.com\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#organization\",\"name\":\"Ramonda ra\u010dunari\",\"url\":\"https:\\\/\\\/ramondacomp.com\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/ramondacomp.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/RAMONDAznakLOGO.png\",\"contentUrl\":\"https:\\\/\\\/ramondacomp.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/RAMONDAznakLOGO.png\",\"width\":800,\"height\":460,\"caption\":\"Ramonda ra\u010dunari\"},\"image\":{\"@id\":\"https:\\\/\\\/ramondacomp.com\\\/#\\\/schema\\\/logo\\\/image\\\/\"}}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Gravura - Ramonda Computers","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/ramondacomp.com\/?page_id=808","og_locale":"en_US","og_type":"article","og_title":"Gravura - Ramonda Computers","og_description":"Pregled gravure na panelu ku\u0107i\u0161ta Pregled gravure na panelu ku\u0107i\u0161ta Ubaci SVG dizajn, povuci ga na panelu i podesi kako bi izgledao ugraviran – radni prototip. 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