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sourceMappingURL=server.browser.js.map","// ============================================================================\n// [C-2] Framer Carousel Swipe — publishable component (swipe preset; free)\n//\n// Packages the carousel template as a single-file Framer component, following\n// the FRAMER-PUBLISH.md SOP and the a11y shipping standard. Factory defaults =\n// the swipe preset (the product's face), with one exception: cardSize is 370\n// where the preset says 580 (see the note above addPropertyControls). One\n// template only (carousel). Ships alongside Flip as a separate component.\n//\n// Engine: computeCardTransforms is inlined verbatim from the [4-arg version]\n// of src/templates/carousel/carouselMath.js. The math is parity-scanned against\n// the real engine (see the accompanying carousel-parity test, which sweeps the\n// full value range of every open parameter, max Δ = 0). Only one thing differs:\n// in the step branch, getEaseFn(ease, easeCustom) → SWIPE_EASE (ease 'custom'\n// with easeCustom [0.77, 0, 0, 0.99025…], via the inlined cubicBezierEase).\n//\n// WARNING — [faithful DOM perspective chain], mirroring CarouselTemplate.jsx +\n//    useCardTransformTimeline.js + app.css. Unlike Orbit: carousel's .tpl-group\n//    carries only scale(zoom/100) and **no** group-level rotate — because the\n//    carousel math already bakes rotationX/Y/Z into every per-card transform\n//    (see carouselMath; rotating the group as well would double it). Per card,\n//    per frame (copied verbatim from the shared renderer's else branch, same as\n//    Orbit):\n//   el.style.transform = `translate(-50%,-50%) translate3d(x,y,z)` +\n//     (rotateY?) + (rotateX?) + (rotateZ(rotation)?) + ` scale(scale)`\n//\n// 13 curated controls: Cards (image slots, each with alt) / count / cardSize /\n//   cardRatio / cornerRadius / gap / angle / duration / lift / zoom / offsetX /\n//   offsetY + draggable. Everything else is locked to the flip values (see\n//   LOCKED: depth 0, stacking forward, perspective 3138, rotationY -43 [the\n//   flip pose], motion step, ease custom bezier, tiltZ 100 [swipe's inertial\n//   lean], fade 0, sizeGradient 0, …).\n//\n// a11y shipping standard (done in one pass): image alt props (Object{image,\n//   alt}), root role=group + aria-label (overridable), useIsStaticRenderer.\n//\n// Responsive: automatic aspect — the design canvas is a fixed 1080 wide and its\n//   height follows the frame's ratio, so it fills any frame (marquee-style,\n//   same as Cover Flow; product decision: a carousel is a horizontal marquee\n//   and does not want Orbit's square canvas).\n// ============================================================================\nimport{jsx as _jsx}from\"react/jsx-runtime\";import{useCallback,useEffect,useLayoutEffect,useMemo,useRef,useState}from\"react\";import{addPropertyControls,ControlType,useIsStaticRenderer}from\"framer\";// ---- Constants: copied verbatim from carouselMath.js (same names, same values) ----\nconst DELTA_T=1/240;const TILT_MAX_DEG=25;const TILT_VELOCITY_SCALE=.001;const TILT_Z_MAX_DEG=9;const DEG2RAD=Math.PI/180;const SIZE_GRADIENT_AMPLITUDE=.7;const MIN_FADE_OPACITY=0;const FADE_GRADIENT_EXPONENT=3;const LIFT_WINDOW_CARDS=1;const LIFT_MAX_RATIO=1;const DEPTH_RATIO=.15;const MIN_SPACING=0;const POSITION_ZINDEX_SCALE=1e5;const BASE_Z_LAYER_STEP=.1;const Z_STEP_SAFETY_MARGIN=1.05;const MAX_Z_HALF_SPREAD_RATIO=.5;const DESIGN=1080;// The [character skeleton] of the swipe preset — not exposed, hard-locked.\n// Every value copied from the carousel-swipe preset. Differences from flip\n// (flip's value in parentheses, for comparison):\n//   perspective 10000 (3138) — near-orthographic; cards slide flat rather than\n//                              shrinking with perspective\n//   rotationY   0     (-43)  — swipe does not turn sideways; cards face camera\n//   tiltX       0     (100)  — the inertial tilt moves to the Z axis instead\n//   tiltZ       100   (0)    — the whole row leans slightly while dragging;\n//                              this is swipe's signature feel\nconst LOCKED={depth:0,stacking:\"forward\",perspective:1e4,rotationX:0,rotationY:0,rotationZ:0,direction:\"forward\",motion:\"step\",hold:50,cycles:1,tiltX:0,tiltY:0,tiltZ:100,fade:0,sizeGradient:0};const wrapTime=(t,d)=>(t%d+d)%d;// ease = 'custom' with easeCustom [0.77, 0, 0, 0.9902514494889937] (values\n// copied from the carousel-swipe preset). **This is the biggest single\n// difference between swipe and flip** — flip locks power4.inOut, swipe uses a\n// custom cubic-bezier. The two curves reach max |Δ| = 0.3934 (at p = 0.45); at\n// p = 0.5 swipe is already 79.9% of the way through while power4 is only at\n// 50%. Get this wrong and you ship something that \"looks like swipe but does\n// not move like swipe\".\n//\n// cubicBezierEase is inlined verbatim from src/lib/bezier.js — copied line for\n// line, including all three constants (8 Newton iterations, 20 bisection\n// iterations, derivative epsilon 1e-6). Following the same practice used when\n// power4InOut was verified bit-for-bit against gsap.parseEase, this file's\n// curve is scanned against the app implementation at 10001 points (max Δ = 0;\n// see the report). Changing any one constant would fork the curve from the app.\nconst NEWTON_ITERATIONS=8;const BISECTION_ITERATIONS=20;const DERIVATIVE_EPSILON=1e-6;function cubicBezierEase(x1,y1,x2,y2){const bx=u=>3*(1-u)*(1-u)*u*x1+3*(1-u)*u*u*x2+u*u*u;const by=u=>3*(1-u)*(1-u)*u*y1+3*(1-u)*u*u*y2+u*u*u;const bxPrime=u=>3*(1-u)*(1-u)*x1+6*(1-u)*u*(x2-x1)+3*u*u*(1-x2);return function ease(x){if(x<=0)return 0;if(x>=1)return 1;let u=x;for(let i=0;i<NEWTON_ITERATIONS;i++){const d=bxPrime(u);if(Math.abs(d)<=DERIVATIVE_EPSILON){let lo=0;let hi=1;u=x;for(let j=0;j<BISECTION_ITERATIONS;j++){if(bx(u)<x)lo=u;else hi=u;u=(lo+hi)/2;}break;}u-=(bx(u)-x)/d;if(u<0)u=0;else if(u>1)u=1;}return by(u);};}// Built once and reused (equivalent to the app's getEaseFn caching behaviour).\nconst SWIPE_EASE=cubicBezierEase(.77,0,0,.9902514494889937);function rotateZ(p,rad){const c=Math.cos(rad),s=Math.sin(rad);return{x:p.x*c-p.y*s,y:p.x*s+p.y*c,z:p.z};}function rotateX(p,rad){const c=Math.cos(rad),s=Math.sin(rad);return{x:p.x,y:p.y*c-p.z*s,z:p.y*s+p.z*c};}function rotateY(p,rad){const c=Math.cos(rad),s=Math.sin(rad);return{x:p.x*c+p.z*s,y:p.y,z:-p.x*s+p.z*c};}function rotatedProjectedLength(width,height,rotXRad,rotYRad,rotZRad,perspective,angleRad){const hw=width/2;const hh=height/2;const dirX=Math.cos(angleRad);const dirY=Math.sin(angleRad);let min=Infinity;let max=-Infinity;for(const corner of[{x:hw,y:hh,z:0},{x:hw,y:-hh,z:0},{x:-hw,y:hh,z:0},{x:-hw,y:-hh,z:0}]){const rotated=rotateY(rotateX(rotateZ(corner,rotZRad),rotXRad),rotYRad);const perspectiveScale=perspective/(perspective-rotated.z);const screenX=rotated.x*perspectiveScale;const screenY=rotated.y*perspectiveScale;const projected=screenX*dirX+screenY*dirY;if(projected<min)min=projected;if(projected>max)max=projected;}return max-min;}function maxCornerZSpread(width,height,rotXRad,rotYRad){const hw=width/2;const hh=height/2;let maxAbsZ=0;for(const corner of[{x:hw,y:hh,z:0},{x:hw,y:-hh,z:0},{x:-hw,y:hh,z:0},{x:-hw,y:-hh,z:0}]){const rotated=rotateY(rotateX(corner,rotXRad),rotYRad);maxAbsZ=Math.max(maxAbsZ,Math.abs(rotated.z));}return maxAbsZ;}function liftShapeFor(cardDistance){if(cardDistance>=LIFT_WINDOW_CARDS)return 0;const windowPhase=Math.PI*cardDistance/LIFT_WINDOW_CARDS;return .5*(1+Math.cos(windowPhase));}// [Copied verbatim from carouselMath.js: computeBaseTransform] with one change:\n// in the step branch, getEaseFn(ease, easeCustom)(rawProgress) becomes\n// SWIPE_EASE(rawProgress). motion is locked to step, so the continuous else\n// branch is unreachable and has been omitted.\nfunction computeBaseTransform(config,t,i,dragVel=0){const{count,cardSize,cardRatio,gap,angle,stacking,direction,motion,hold,cycles,duration,fade,sizeGradient,rotationX,rotationY,rotationZ,perspective,depth}=config;const[ratioW,ratioH]=cardRatio.split(\":\").map(Number);const cardWidth=cardSize;const cardHeight=cardSize*(ratioH/ratioW);const angleRad=angle*DEG2RAD;const rotatedLength=rotatedProjectedLength(cardWidth,cardHeight,rotationX*DEG2RAD,rotationY*DEG2RAD,rotationZ*DEG2RAD,perspective,angleRad);const spacing=Math.max(rotatedLength+gap,MIN_SPACING);const loopLength=count*spacing;const halfLength=loopLength/2;const dirSign=direction===\"reverse\"?-1:1;let travelFraction;if(motion===\"step\"&&dragVel===0){const totalSteps=cycles*count;const stepDuration=duration/totalSteps;const s=t/stepDuration;const stepIndex=Math.floor(s);const inStep=s-stepIndex;const moveFraction=1-hold/100;const rawProgress=Math.min(inStep/moveFraction,1);const eased=SWIPE_EASE(rawProgress);travelFraction=dirSign*(stepIndex+eased)/count;if(count%2!==0){travelFraction+=.5/count;}}else{// The step mode's drag bypass (dragVel !== 0): plain-linear, plus the\n// same odd-count phase correction.\ntravelFraction=dirSign*cycles*(t/duration);if(count%2!==0){travelFraction+=.5/count;}}const rawFraction=i/count+travelFraction;const wrappedFraction=(rawFraction%1+1)%1;const position=(wrappedFraction-.5)*loopLength;const positionRatio=halfLength>0?position/halfLength:0;const distanceRatio=Math.abs(positionRatio);const falloff=Math.pow(distanceRatio,FADE_GRADIENT_EXPONENT);const opacity=1-fade/100*(1-MIN_FADE_OPACITY)*falloff;let scale=1;if(sizeGradient!==0){scale=1+sizeGradient/100*SIZE_GRADIENT_AMPLITUDE*positionRatio;}const depthZ=depth/100*positionRatio*(perspective*DEPTH_RATIO);const cardDistance=spacing>0?Math.abs(position)/spacing:0;const stackSign=stacking===\"backward\"?-1:1;return{x:position*Math.cos(angleRad),y:position*Math.sin(angleRad),z:depthZ,scale,opacity,rotateX:0,rotateY:0,rotation:0,zIndex:Math.round(stackSign*positionRatio*POSITION_ZINDEX_SCALE)+Math.round(scale*100),position,cardDistance};}// [Copied verbatim from carouselMath.js: computeCardTransforms (4-arg)]. tilt\n// (flip has tiltX 100 active), lift (flip has 82 active, raised-cosine window),\n// the z-ladder and PROJECTION_COMPENSATION are all unchanged, word for word.\n// tAmb is accepted but never read (carousel has no jitter channel).\nfunction computeCardTransforms(config,tPos,_tAmb=tPos,dragVel=0){const{count,duration,tiltX,tiltY,tiltZ,rotationX,rotationY,rotationZ,lift,cardSize,cardRatio,perspective,depth}=config;const tiltActive=tiltX>0||tiltY>0||tiltZ>0;const[ratioW,ratioH]=cardRatio.split(\":\").map(Number);const cardHeight=cardSize*(ratioH/ratioW);const rotXWorstRad=(Math.abs(rotationX)+tiltX/100*TILT_MAX_DEG)*DEG2RAD;const rotYWorstRad=(Math.abs(rotationY)+tiltY/100*TILT_MAX_DEG)*DEG2RAD;const rotationZSpread=maxCornerZSpread(cardSize,cardHeight,rotXWorstRad,rotYWorstRad);const maxDepthZ=Math.abs(depth)/100*perspective*DEPTH_RATIO;const depthStepPerRank=count>1?2/count*maxDepthZ:0;const desiredZLayerStep=Math.max(BASE_Z_LAYER_STEP,2*rotationZSpread*Z_STEP_SAFETY_MARGIN+depthStepPerRank);const maxHalfSpread=perspective*MAX_Z_HALF_SPREAD_RATIO;const maxZLayerStep=count>1?2*maxHalfSpread/(count-1):desiredZLayerStep;const zLayerStep=Math.min(desiredZLayerStep,maxZLayerStep);const transforms=[];for(let i=0;i<count;i++){const tr=computeBaseTransform(config,tPos,i,dragVel);tr.rotateX=rotationX;tr.rotateY=rotationY;tr.rotation=rotationZ;if(tiltActive){const tPlus=wrapTime(tPos+DELTA_T,duration);const tMinus=wrapTime(tPos-DELTA_T,duration);const pPlus=computeBaseTransform(config,tPlus,i,dragVel);const pMinus=computeBaseTransform(config,tMinus,i,dragVel);const vx=(pPlus.x-pMinus.x)/(2*DELTA_T);const vy=(pPlus.y-pMinus.y)/(2*DELTA_T);const effVx=vx*(1+dragVel);const effVy=vy*(1+dragVel);tr.rotateY+=tiltY/100*TILT_MAX_DEG*Math.tanh(effVx*TILT_VELOCITY_SCALE);tr.rotateX+=tiltX/100*TILT_MAX_DEG*Math.tanh(effVy*TILT_VELOCITY_SCALE)*-1;tr.rotation+=tiltZ/100*TILT_Z_MAX_DEG*Math.tanh(effVx*TILT_VELOCITY_SCALE);}if(lift>0){const d=tr.cardDistance;if(d<LIFT_WINDOW_CARDS){const liftShape=liftShapeFor(d);const liftStrength=lift/100;const liftAmount=liftStrength*cardHeight*LIFT_MAX_RATIO*liftShape;tr.y-=liftAmount;}}delete tr.position;delete tr.cardDistance;transforms.push(tr);}const order=transforms.map((_,i)=>i).sort((a,b)=>transforms[a].zIndex-transforms[b].zIndex);order.forEach((i,rank)=>{const depthZ=transforms[i].z;const ladderZ=(rank-(count-1)/2)*zLayerStep;const totalZ=depthZ+ladderZ;transforms[i].z=totalZ;const compensation=(perspective-totalZ)/(perspective-depthZ);transforms[i].x*=compensation;transforms[i].y*=compensation;transforms[i].scale*=compensation;});return transforms;}// ---- Default demo images (the \"approach B\" fallback) ----\n// The seven finished landscape 4:3 cards signed off for shipping (bright San\n// Francisco look with a text layer, from demo-photos/final/), replacing the\n// original placeholder set. Each is downscaled to 640px wide, encoded with\n// cwebp q82 and inlined as base64 — the component is self-contained. Slot order\n// follows the filenames panel-1..7; each alt describes what is in the picture\n// (including the headline text printed on the card, for a11y compliance).\n// If the buyer uploads nothing, these seven cycle.\nconst DEMO_IMAGES=[{image:\"data:image/webp;base64,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\",alt:\"A bicycle leaning against a weathered wall in a narrow sunlit alley, potted plants along the kerb.\"},{image:\"data:image/webp;base64,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\",alt:\"A train passenger seen from behind, looking out of the window at office towers.\"},{image:\"data:image/webp;base64,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\",alt:\"A woman at a cafe window seat holding a steaming cup, bookshelves behind 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adult and a small child holding hands as they cross a zebra crossing on a quiet 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\",alt:\"Schoolchildren in uniform walking along a tree-lined pavement beside a school 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\",alt:\"A tram driver leaning out of a blue and cream tram in the rain, the destination sign reading Waseda.\"}];/**\n * @framerIntrinsicWidth 600\n * @framerIntrinsicHeight 600\n * @framerSupportedLayoutWidth any\n * @framerSupportedLayoutHeight any\n */export default function CarouselSwipe(props){const{images,count,cardSize,cardRatio,cornerRadius,gap,angle,duration,lift,zoom,offsetX,offsetY,draggable,ariaLabel}=props;// a11y: every slot is { image, alt }; an empty alt (the default) marks the\n// image as decorative, so screen readers skip it.\nconst provided=(Array.isArray(images)?images:[]).filter(x=>x&&x.image);const effectiveImages=provided.length>0?provided:DEMO_IMAGES;const poolSize=Math.max(0,Math.floor(count));const rootRef=useRef(null);const cardRefs=useRef([]);const configRef=useRef(null);const driveRef=useRef({offset:0,extraRate:0,tPos:0,tAmb:0,playing:true,isDragging:false,lastX:0,lastMoveTime:0,lastRate:0,clockLast:0});const[frame,setFrame]=useState({w:600,h:600});useLayoutEffect(()=>{const el=rootRef.current;if(!el)return;const observer=new ResizeObserver(([entry])=>{setFrame({w:entry.contentRect.width,h:entry.contentRect.height});});observer.observe(el);return()=>observer.disconnect();},[]);const config=useMemo(()=>({...LOCKED,count:poolSize,cardSize,cardRatio,cornerRadius,gap,angle,duration,lift}),[poolSize,cardSize,cardRatio,cornerRadius,gap,angle,duration,lift]);configRef.current=config;const[ratioW,ratioH]=cardRatio.split(\":\").map(Number);const cardHeight=cardSize*(ratioH/ratioW);// Corner Radius is in raw px (matching the Orbit / Cover Flow precedent),\n// clamped to at most half of the shorter side.\nconst cardRadius=Math.min(cornerRadius,Math.min(cardSize,cardHeight)/2);// Responsive, automatic aspect: the design canvas width is fixed at DESIGN\n// (1080) and its height follows the frame's ratio (designH =\n// 1080 × frameH / frameW); fitScale then fills the frame (marquee-style,\n// same as Cover Flow).\nconst designH=frame.w>0?DESIGN*frame.h/frame.w:DESIGN;const fitScale=Math.min(frame.w/DESIGN,frame.h/designH);const isStatic=useIsStaticRenderer();// Per-card DOM writes — copied verbatim from the shared renderer's else\n// branch (same as Orbit).\nconst paint=useCallback((cfg,tPos,tAmb,dragVel)=>{const transforms=computeCardTransforms(cfg,tPos,tAmb,dragVel);transforms.forEach((tr,i)=>{const el=cardRefs.current[i];if(!el)return;el.style.transform=`translate(-50%, -50%) translate3d(${tr.x}px, ${tr.y}px, ${tr.z}px)`+(tr.rotateY?` rotateY(${tr.rotateY}deg)`:\"\")+(tr.rotateX?` rotateX(${tr.rotateX}deg)`:\"\")+(tr.rotation?` rotateZ(${tr.rotation}deg)`:\"\")+` scale(${tr.scale})`;el.style.opacity=String(tr.opacity);el.style.zIndex=String(tr.zIndex);});},[]);useEffect(()=>{if(!(isStatic||poolSize===0))return;paint(config,0,0,0);},[config,isStatic,poolSize,paint]);// Preview / published: the main render+clock loop plus the drag/scroll\n// driver. Copied verbatim from useTimelineInteraction.js +\n// useCardTransformTimeline.js (same as OrbitSpike; for carousel \"one step\"\n// = duration / (cycles × count), count-based just like orbit).\nuseEffect(()=>{if(isStatic||poolSize===0)return;const root=rootRef.current;if(!root)return;const d=driveRef.current;d.isDragging=false;d.clockLast=performance.now();if(!draggable){d.playing=true;d.offset=0;d.extraRate=0;}const IDLE_MS=50;const MAX_FLICK_ITEMS=10;const SENSITIVITY=100;const MOMENTUM=50;const FLICK_MIN_DURATION=.3;const FLICK_MAX_DURATION=2.2;const DECAY_K_MULTIPLIER=3;const CONTINUOUS_DECAY_EPS=.015;const STEP_DECAY_EPS=.04;const getCoastT=(coastDuration,eps)=>-Math.log(eps)/(DECAY_K_MULTIPLIER/coastDuration);const rateAtElapsed=(amplitude,elapsed,coastDuration)=>amplitude*Math.exp(-(DECAY_K_MULTIPLIER/coastDuration)*elapsed);const solveAmplitudeForDistance=(distance,coastDuration,eps)=>distance*(DECAY_K_MULTIPLIER/coastDuration)/(1-eps);const sensitivityMult=Math.pow(2,(SENSITIVITY-50)/50);const oneItemDelta=()=>{const c=configRef.current;return c.duration/(c.cycles*c.count);};// MOT-48 — drag flow sign. Corresponds word for word to the app\n// registry's own dragFlowSign, except that for carousel it is a\n// **function of config** rather than a constant (MOT-59): the only\n// place carouselMath converts an on-track position into a screen\n// coordinate is `x: position * Math.cos(angleRad)` (line 239 of this\n// file), so \"as t increases, which way does the content flow\" is simply\n// sign(cos(angle)). Angle is itself a property control in the Framer\n// panel (0–360; this component's defaultValue is **0** → cos +1 → drag\n// follows the finger, whereas Flip ships 158 → cos -0.927 → needs the\n// inversion), so a user dragging past 90° flips it on the spot — which\n// is why the sign must be derived from configRef at drag time and\n// cannot be baked into a module-level constant the way CoverflowSpike\n// does it.\n// Edge case cos === 0 (angle 90/270, a vertical track) is clamped to +1\n// per the MOT-59 decision.\nconst dragFlowSign=()=>Math.cos(configRef.current.angle*DEG2RAD)<0?-1:1;const deltaTPerPx=()=>{const c=configRef.current;return c.cardSize>0?oneItemDelta()/c.cardSize*sensitivityMult*dragFlowSign():0;};let raf=0;let releaseRaf=0;let idleRaf=0;let wheelTimer=0;// MOT-105 — whether the component is currently inside the viewport\n// (maintained by the IntersectionObserver in the lifecycle section\n// below). Declared up here rather than at the point of use purely so\n// the pointerdown and wheel handlers can read it: off-screen we accept\n// no new interaction, otherwise those two would spawn rAF in the\n// background.\nlet visible=false;const stopRelease=()=>{if(releaseRaf){cancelAnimationFrame(releaseRaf);releaseRaf=0;}};const settleRelease=()=>{d.extraRate=0;d.playing=true;};const rebaseToGrid=targetTPos=>{d.tAmb=wrapTime(targetTPos,configRef.current.duration);d.offset=0;};const runMomentum=initialRate=>{stopRelease();const coastDuration=FLICK_MIN_DURATION+MOMENTUM/100*(FLICK_MAX_DURATION-FLICK_MIN_DURATION);const coastT=getCoastT(coastDuration,CONTINUOUS_DECAY_EPS);const start=performance.now();let last=start;const step=now=>{const dt=Math.min((now-last)/1e3,.05);last=now;const elapsed=(now-start)/1e3;if(elapsed>=coastT){settleRelease();releaseRaf=0;return;}const rate=rateAtElapsed(initialRate,elapsed,coastDuration);d.offset+=rate*dt;d.extraRate=rate;releaseRaf=requestAnimationFrame(step);};releaseRaf=requestAnimationFrame(step);};const runFlick=(currentTPos,initialRate)=>{stopRelease();const c=configRef.current;const coastDuration=FLICK_MIN_DURATION+MOMENTUM/100*(FLICK_MAX_DURATION-FLICK_MIN_DURATION);const item=oneItemDelta();const dirSignLocal=c.direction===\"reverse\"?-1:1;const naturalDistance=initialRate*coastDuration/3;const maxDistance=item*MAX_FLICK_ITEMS;const clampedDistance=Math.max(-maxDistance,Math.min(maxDistance,naturalDistance));const naturalTarget=currentTPos+dirSignLocal*clampedDistance;const snapTarget=item>0?Math.round(naturalTarget/item)*item:naturalTarget;const fromOffset=d.offset;const toOffset=fromOffset+dirSignLocal*(snapTarget-currentTPos);const coastT=getCoastT(coastDuration,STEP_DECAY_EPS);const amplitude=solveAmplitudeForDistance(toOffset-fromOffset,coastDuration,STEP_DECAY_EPS);const start=performance.now();let last=start;const step=now=>{const dt=Math.min((now-last)/1e3,.05);last=now;const elapsed=(now-start)/1e3;if(elapsed>=coastT){rebaseToGrid(snapTarget);settleRelease();releaseRaf=0;return;}const rate=rateAtElapsed(amplitude,elapsed,coastDuration);d.offset+=rate*dt;d.extraRate=rate;releaseRaf=requestAnimationFrame(step);};releaseRaf=requestAnimationFrame(step);};// motion is locked to step, so releasing runs runFlick (snap to the grid).\nconst handleRelease=initialRate=>{if(configRef.current.motion===\"step\")runFlick(d.tPos,initialRate);else runMomentum(initialRate);};const watchIdle=()=>{if(!d.isDragging){idleRaf=0;return;}if(performance.now()-d.lastMoveTime>IDLE_MS){d.extraRate=0;d.lastRate=0;}idleRaf=requestAnimationFrame(watchIdle);};const tick=now=>{const c=configRef.current;const dur=c.duration;const dirSign=c.direction===\"reverse\"?-1:1;const dt=Math.min((now-d.clockLast)/1e3,.05);d.clockLast=now;if(d.playing)d.tAmb=wrapTime(d.tAmb+dt,dur);const ambRate=d.playing?1:0;const dragVel=ambRate+dirSign*d.extraRate-1;d.tPos=wrapTime(d.tAmb+dirSign*d.offset,dur);paint(c,d.tPos,d.tAmb,dragVel);raf=requestAnimationFrame(tick);};// MOT-105: no longer started unconditionally here — the visibility\n// gate further down owns that now.\nlet removeDown=null;let removeWheel=null;let endInFlight=null;if(draggable){const onPointerDown=e=>{if(!visible)return;// MOT-105: no new interaction off-screen (it would spawn background rAF)\nstopRelease();d.isDragging=true;d.playing=false;d.lastX=e.clientX;d.lastMoveTime=performance.now();d.lastRate=0;try{root.setPointerCapture(e.pointerId);}catch{}if(!idleRaf)idleRaf=requestAnimationFrame(watchIdle);const handleMove=ev=>{if(!d.isDragging)return;const now=performance.now();const dxPx=ev.clientX-d.lastX;const dtReal=Math.max((now-d.lastMoveTime)/1e3,1/240);const dOffset=dxPx*deltaTPerPx();d.offset+=dOffset;const rate=dOffset/dtReal;d.lastRate=rate;d.extraRate=rate;d.lastX=ev.clientX;d.lastMoveTime=now;};const end=()=>{window.removeEventListener(\"pointermove\",handleMove);window.removeEventListener(\"pointerup\",end);window.removeEventListener(\"pointercancel\",end);window.removeEventListener(\"blur\",end);endInFlight=null;if(!d.isDragging)return;d.isDragging=false;try{root.releasePointerCapture(e.pointerId);}catch{}handleRelease(d.lastRate);};endInFlight=end;window.addEventListener(\"pointermove\",handleMove);window.addEventListener(\"pointerup\",end);window.addEventListener(\"pointercancel\",end);window.addEventListener(\"blur\",end);};root.addEventListener(\"pointerdown\",onPointerDown);removeDown=()=>root.removeEventListener(\"pointerdown\",onPointerDown);const onWheel=e=>{if(e.deltaX===0)return;if(!visible)return;// MOT-105 — same reason as pointerdown\nstopRelease();clearTimeout(wheelTimer);if(!d.isDragging)d.playing=false;d.isDragging=true;const dOffset=e.deltaX*deltaTPerPx();d.offset+=dOffset;const rate=dOffset/(1/60);d.extraRate=rate;wheelTimer=setTimeout(()=>{d.isDragging=false;handleRelease(rate);},120);};root.addEventListener(\"wheel\",onWheel,{passive:true});removeWheel=()=>root.removeEventListener(\"wheel\",onWheel);}// ---- MOT-105: pause rAF while off-screen (the reason the component\n// was delisted by Framer) ----\n// The main loop no longer starts unconditionally when the effect\n// mounts; an IntersectionObserver decides instead. Leaving the viewport\n// cancels every rAF (main loop / release inertia / drag idle watcher);\n// re-entering it resets the clock and only then restarts.\n//\n// [Clock reset] resume sets d.clockLast to now, so the first frame\n// after coming back sees a dt of \"this frame\" rather than \"the whole\n// time we were away\" — the phase simply continues from where it\n// stopped, and the displacement accumulated while off-screen is\n// deliberately NOT applied. (The loop already clamps with\n// Math.min(dt, 0.05), but that only shrinks the jump to 50ms rather\n// than removing it; this is what actually zeroes it.)\n//\n// [Leaving mid-drag] goes through the existing end() (endInFlight) —\n// the same path unmount uses, rather than a second copy of the same\n// teardown (discipline #7): the four window-level listeners\n// (pointermove / pointerup / pointercancel / blur) all come off\n// together, leaving nothing behind. The wheel's deferred-release timer\n// is cleared too, otherwise it would fire handleRelease in the\n// background and spawn another rAF. Finally the inertia is settled in\n// place (extraRate zeroed, playing back to true): nobody can see the\n// remainder of a release glide, so there is no reason to run it in the\n// background — and deliberately no fast-forward to catch it up, which\n// would read as a teleport.\n//\n// [Zero-bit] this section only decides *when the loop starts and\n// stops*. The math (computeCardTransforms) and the easing are\n// untouched, and paint is the same function as before.\nconst startLoop=()=>{if(raf)return;d.clockLast=performance.now();raf=requestAnimationFrame(tick);};const stopLoop=()=>{if(raf){cancelAnimationFrame(raf);raf=0;}};const suspend=()=>{stopLoop();endInFlight?.();clearTimeout(wheelTimer);wheelTimer=0;d.isDragging=false;if(idleRaf){cancelAnimationFrame(idleRaf);idleRaf=0;}stopRelease();settleRelease();};const resume=()=>{// Paint the current phase synchronously before restarting the loop,\n// so the very first frame after scrolling back into view is already\n// correct and never flashes the un-painted stacked-cards state\n// (which is what you would see if the component mounted off-screen).\n// dragVel is 0 — at rest and playing, that is exactly what the loop\n// itself computes.\npaint(configRef.current,d.tPos,d.tAmb,0);startLoop();};let observer=null;if(typeof IntersectionObserver===\"function\"){observer=new IntersectionObserver(entries=>{const next=entries.some(entry=>entry.isIntersecting);if(next===visible)return;visible=next;if(visible)resume();else suspend();});observer.observe(root);}else{// Environments without IntersectionObserver fall back to the old\n// \"always running\" behaviour. Correctness beats power saving, and\n// this branch is unreachable in Framer's target browsers.\nvisible=true;resume();}return()=>{observer?.disconnect();stopLoop();stopRelease();if(idleRaf)cancelAnimationFrame(idleRaf);clearTimeout(wheelTimer);removeDown?.();removeWheel?.();endInFlight?.();};// eslint-disable-next-line react-hooks/exhaustive-deps\n},[isStatic,poolSize,draggable,paint]);// WARNING — perspective chain: frame (measured) → square design canvas\n//    (contain fit) → scene (container-level perspective) → offset\n//    (translate offsetX/Y, preserve-3d) → group (scale zoom/100, **no\n//    rotate**) → card.\nreturn /*#__PURE__*/_jsx(\"div\",{ref:rootRef,role:\"group\",\"aria-label\":ariaLabel,style:{position:\"absolute\",inset:0,overflow:\"hidden\",touchAction:draggable?\"pan-y\":\"auto\"},children:/*#__PURE__*/_jsx(\"div\",{style:{position:\"absolute\",left:\"50%\",top:\"50%\",width:DESIGN,height:designH,overflow:\"hidden\",transform:`translate(-50%, -50%) scale(${fitScale})`,transformOrigin:\"center\"},children:/*#__PURE__*/_jsx(\"div\",{/* .tpl-scene */style:{position:\"absolute\",inset:0,perspective:`${LOCKED.perspective}px`},children:/*#__PURE__*/_jsx(\"div\",{/* .tpl-offset */style:{position:\"absolute\",inset:0,transformStyle:\"preserve-3d\",transform:`translate(${offsetX}px, ${offsetY}px)`},children:/*#__PURE__*/_jsx(\"div\",{/* .tpl-group — scale only, no rotate (carousel bakes rotate into each card) */style:{position:\"absolute\",inset:0,transformStyle:\"preserve-3d\",transform:`scale(${zoom/100})`},children:Array.from({length:poolSize}).map((_,i)=>/*#__PURE__*/_jsx(\"div\",{ref:el=>{cardRefs.current[i]=el;},style:{position:\"absolute\",left:\"50%\",top:\"50%\",width:cardSize,height:cardHeight,borderRadius:cardRadius,overflow:\"hidden\",willChange:\"transform, opacity\"},children:/*#__PURE__*/_jsx(\"img\",{src:effectiveImages[i%effectiveImages.length].image,alt:effectiveImages[i%effectiveImages.length].alt||\"\",draggable:false,style:{width:\"100%\",height:\"100%\",objectFit:\"cover\",objectPosition:\"center\",display:\"block\",userSelect:\"none\"}})},i))})})})})});}// ----------------------------------------------------------------------\n// Property controls — Cards (image + alt) plus 12 curated open parameters and\n// draggable. Each open parameter's defaultValue is the carousel-swipe preset's\n// value, and its min/max is the range from carousel schema.js.\n// **One exception: cardSize.** The preset says 580; this component ships 370.\n// Reason: 580 was tuned against the app's 1:1 canvas, where it has plenty of\n// room. Framer buyers, however, mostly drop the component into a wide, short\n// hero frame, where a 580 card (height = 580 × 4/3 = 773 design units) gets\n// cropped top and bottom. 370 drops cleanly into the common wide frame.\n// The cost, stated plainly: this one field is now decoupled from the app\n// preset, so when cross-checking do not assume \"factory value = preset value\"\n// still holds for cardSize — it does still hold for everything else.\n// The ranges remain the verified-safe ones.\n// ----------------------------------------------------------------------\naddPropertyControls(CarouselSwipe,{images:{type:ControlType.Array,control:{type:ControlType.Object,controls:{image:{type:ControlType.Image,title:\"Image\"},alt:{type:ControlType.String,title:\"Alt text\",defaultValue:\"\",placeholder:\"(decorative)\"}}},title:\"Cards\"},// flip count 11;schema 1–30\ncount:{type:ControlType.Number,title:\"Count\",min:1,max:30,step:1,defaultValue:6,displayStepper:true},// flip cardSize 161;schema 120–1200\ncardSize:{type:ControlType.Number,title:\"Card Size\",min:120,max:1200,step:1,defaultValue:370,unit:\"px\"},// flip cardRatio '4:3';schema enum\ncardRatio:{type:ControlType.Enum,title:\"Card Ratio\",options:[\"1:1\",\"4:3\",\"3:4\",\"16:9\",\"9:16\"],optionTitles:[\"1:1\",\"4:3\",\"3:4\",\"16:9\",\"9:16\"],defaultValue:\"3:4\",displaySegmentedControl:true},// Curated: raw px. The default of 14 is the visual equivalent of flip's 12%.\ncornerRadius:{type:ControlType.Number,title:\"Corner Radius\",min:0,max:60,step:1,defaultValue:6,unit:\"px\",description:\"Rounds the corners of every card. 0 = sharp corners.\"},// flip gap −83;schema −300..400\ngap:{type:ControlType.Number,title:\"Gap\",min:-300,max:400,step:1,defaultValue:19,unit:\"px\",description:\"Space between cards along the track. Negative overlaps them.\"},// flip angle 158;schema 0–360\nangle:{type:ControlType.Number,title:\"Angle\",min:0,max:360,step:1,defaultValue:0,unit:\"\\xb0\",description:\"Direction the cards travel (0 = flowing right).\"},// flip duration 18;schema 2–60\nduration:{type:ControlType.Number,title:\"Duration\",min:2,max:60,step:1,defaultValue:12,unit:\"s\",description:\"Seconds for one full loop. Higher is slower.\"},// flip lift 77;schema 0–100\nlift:{type:ControlType.Number,title:\"Lift\",min:0,max:100,step:1,defaultValue:0,description:\"How high the centered card rises. 0 = flat.\"},// flip zoom 227;schema 50–300\nzoom:{type:ControlType.Number,title:\"Zoom\",min:50,max:300,step:1,defaultValue:100,unit:\"%\"},// flip offsetX 0 / offsetY 107;schema −500..500\noffsetX:{type:ControlType.Number,title:\"Offset X\",min:-500,max:500,step:1,defaultValue:0,unit:\"px\"},offsetY:{type:ControlType.Number,title:\"Offset Y\",min:-500,max:500,step:1,defaultValue:0,unit:\"px\"},draggable:{type:ControlType.Boolean,title:\"Draggable\",defaultValue:true,enabledTitle:\"On\",disabledTitle:\"Off\",description:\"Drag, scroll, and flick with momentum (touch too). Off = autoplay only. Static on the canvas — dragging works in Preview and on the published site.\"},// a11y: how the whole component describes itself to screen readers (the\n// root aria-label). Overridable.\nariaLabel:{type:ControlType.String,title:\"Accessibility Label\",defaultValue:\"Swipe — a horizontal card carousel\",description:\"Describes the whole component for screen readers.\"}});\nexport const __FramerMetadata__ = {\"exports\":{\"default\":{\"type\":\"reactComponent\",\"name\":\"CarouselSwipe\",\"slots\":[],\"annotations\":{\"framerIntrinsicWidth\":\"600\",\"framerSupportedLayoutHeight\":\"any\",\"framerContractVersion\":\"1\",\"framerSupportedLayoutWidth\":\"any\",\"framerIntrinsicHeight\":\"600\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}\n//# sourceMappingURL=./CarouselSwipe.map","// Generated by Framer (3ad0d99)\nexport default function metadata(params,activeLocale){return{description:\"Made with Framer\",robots:\"max-image-preview:large\",title:\"My Framer Site\"};}export const metadataVersion=1;\nexport const __FramerMetadata__ = {\"exports\":{\"metadataVersion\":{\"type\":\"variable\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"default\":{\"type\":\"function\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","// Generated by Framer (089ff9b)\nimport siteMetadata from\"#framer/local/siteMetadata/siteMetadata/siteMetadata.js\";export default function metadata(params,activeLocale){return{breakpoints:[{hash:\"72rtr7\"}],description:siteMetadata(params,activeLocale).description,elements:{},robots:\"max-image-preview:large\",serializationId:\"framer-aBJDf\",title:siteMetadata(params,activeLocale).title||\"Home\",viewport:\"width=1200\"};}export const metadataVersion=1;\nexport const __FramerMetadata__ = {\"exports\":{\"metadataVersion\":{\"type\":\"variable\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"default\":{\"type\":\"function\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","// Generated by Framer (089ff9b)\nimport{jsx as _jsx,jsxs as _jsxs}from\"react/jsx-runtime\";import{addFonts,ComponentViewportProvider,Container,cx,GeneratedComponentContext,getFonts,useComponentViewport,useCustomCursors,useHydratedBreakpointVariants,useIsOnFramerCanvas,useLocaleInfo,useMetadata,withCSS}from\"framer\";import{LayoutGroup,motion,MotionConfigContext}from\"framer-motion\";import*as React from\"react\";import{useRef}from\"react\";import CarouselSwipe from\"#framer/local/codeFile/Yw73ylp/CarouselSwipe.js\";import metadataProvider from\"#framer/local/webPageMetadata/augiA20Il/augiA20Il.js\";const CarouselSwipeFonts=getFonts(CarouselSwipe);const breakpoints={};const isBrowser=()=>typeof document!==\"undefined\";export const queryParamNames=[];const serializationHash=\"framer-aBJDf\";const variantClassNames={WQLkyLRf1:\"framer-v-72rtr7\"};const getRootLayoutProp=(hasLayoutTemplate,hasInheritedFlowEffect,fallback)=>{if(!hasLayoutTemplate)return fallback;return hasInheritedFlowEffect?\"position\":fallback;};const HTMLStyle=({value})=>{const onCanvas=useIsOnFramerCanvas();if(onCanvas)return null;return /*#__PURE__*/_jsx(\"style\",{dangerouslySetInnerHTML:{__html:value},\"data-framer-html-style\":\"\"});};const getProps=({height,id,width,...props})=>{return{...props};};const Component=/*#__PURE__*/React.forwardRef(function(props,ref){const fallbackRef=useRef(null);const refBinding=ref??fallbackRef;const defaultLayoutId=React.useId();const{activeLocale,setLocale}=useLocaleInfo();const componentViewport=useComponentViewport();const{style,className,layoutId,variant,...restProps}=getProps(props);const metadata=React.useMemo(()=>metadataProvider({},activeLocale),[activeLocale]);useMetadata(metadata);const[baseVariant,hydratedBaseVariant]=useHydratedBreakpointVariants(variant,breakpoints,false);const gestureVariant=undefined;const sharedStyleClassNames=[];const scopingClassNames=cx(serializationHash,...sharedStyleClassNames);const hasLayoutTemplate=React.useContext(GeneratedComponentContext)?.isLayoutTemplate;const hasInheritedFlowEffect=Boolean(React.useContext(MotionConfigContext)?.transition?.layout);const motionLayout=getRootLayoutProp(hasLayoutTemplate,hasInheritedFlowEffect);useCustomCursors({});return /*#__PURE__*/_jsx(GeneratedComponentContext.Provider,{value:{activeVariantId:baseVariant,primaryVariantId:\"WQLkyLRf1\",variantClassNames},children:/*#__PURE__*/_jsxs(LayoutGroup,{id:layoutId??defaultLayoutId,children:[/*#__PURE__*/_jsx(HTMLStyle,{value:\"html body { background: rgb(232, 232, 232); }\"}),/*#__PURE__*/_jsx(motion.div,{...restProps,className:cx(scopingClassNames,\"framer-72rtr7\",className),ref:refBinding,style:{...style},children:/*#__PURE__*/_jsx(ComponentViewportProvider,{children:/*#__PURE__*/_jsx(Container,{className:\"framer-1kzn9i2-container\",isAuthoredByUser:true,layout:motionLayout,nodeId:\"tCVqwQyup\",scopeId:\"augiA20Il\",children:/*#__PURE__*/_jsx(CarouselSwipe,{angle:0,ariaLabel:\"Swipe — a horizontal card carousel\",cardRatio:\"3:4\",cardSize:255,cornerRadius:6,count:6,draggable:true,duration:12,gap:19,height:\"100%\",id:\"tCVqwQyup\",images:[{alt:\"\"}],layoutId:\"tCVqwQyup\",lift:0,offsetX:0,offsetY:0,style:{height:\"100%\",width:\"100%\"},width:\"100%\",zoom:100})})})}),/*#__PURE__*/_jsx(\"div\",{id:\"overlay\"})]})});});const css=[\".framer-aBJDf.framer-lux5qc, .framer-aBJDf .framer-lux5qc { display: block; }\",\".framer-aBJDf.framer-72rtr7 { align-content: center; align-items: center; background-color: #e8e8e8; display: flex; flex-direction: column; flex-wrap: nowrap; gap: 0px; height: min-content; justify-content: flex-start; overflow: var(--overflow-clip-fallback, clip); padding: 0px; position: relative; width: 1200px; }\",\".framer-aBJDf .framer-1kzn9i2-container { flex: none; height: 100vh; position: relative; width: 100%; }\"];/**\n * This is a generated Framer component.\n * @framerIntrinsicHeight 800\n * @framerIntrinsicWidth 1200\n * @framerCanvasComponentVariantDetails {\"propertyName\":\"variant\",\"data\":{\"default\":{\"layout\":[\"fixed\",\"auto\"]}}}\n * @framerImmutableVariables true\n * @framerDisplayContentsDiv false\n * @framerAutoSizeImages true\n * @framerComponentViewportWidth true\n * @framerColorSyntax true\n * @framerAcceptsLayoutTemplate true\n * @framerScrollSections false\n * @framerResponsiveScreen true\n * @framerLayoutTemplateFlowEffect true\n */const FrameraugiA20Il=withCSS(Component,css,\"framer-aBJDf\");export default FrameraugiA20Il;FrameraugiA20Il.displayName=\"Home\";FrameraugiA20Il.defaultProps={height:800,width:1200};addFonts(FrameraugiA20Il,[{explicitInter:true,fonts:[]},...CarouselSwipeFonts],{supportsExplicitInterCodegen:true});\nexport const __FramerMetadata__ = {\"exports\":{\"default\":{\"type\":\"reactComponent\",\"name\":\"FrameraugiA20Il\",\"slots\":[],\"annotations\":{\"framerAutoSizeImages\":\"true\",\"framerIntrinsicHeight\":\"800\",\"framerResponsiveScreen\":\"true\",\"framerContractVersion\":\"1\",\"framerDisplayContentsDiv\":\"false\",\"framerCanvasComponentVariantDetails\":\"{\\\"propertyName\\\":\\\"variant\\\",\\\"data\\\":{\\\"default\\\":{\\\"layout\\\":[\\\"fixed\\\",\\\"auto\\\"]}}}\",\"framerImmutableVariables\":\"true\",\"framerIntrinsicWidth\":\"1200\",\"framerColorSyntax\":\"true\",\"framerLayoutTemplateFlowEffect\":\"true\",\"framerScrollSections\":\"false\",\"framerAcceptsLayoutTemplate\":\"true\",\"framerComponentViewportWidth\":\"true\"}},\"Props\":{\"type\":\"tsType\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"queryParamNames\":{\"type\":\"variable\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","// Generated by Framer (c9d77eb)\nconst snippets=[];const queryLoaders={};export const snippetsSorting={bodyEnd:[],bodyStart:[],headEnd:[],headStart:[]};export async function getSnippets(pageId,pathVariables,activeLocale){const queryLoader=queryLoaders[pageId];const params=queryLoader?await queryLoader(pathVariables,activeLocale):undefined;const result={bodyEnd:[],bodyStart:[],headEnd:[],headStart:[]};for(const snippet of snippets){if(snippet.pageIds&&!snippet.pageIds.has(pageId))continue;const code=snippet.code(params);if(code){result[snippet.placement].push({...snippet,code});}}return result;}\nexport const __FramerMetadata__ = {\"exports\":{\"snippetsSorting\":{\"type\":\"variable\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"getSnippets\":{\"type\":\"function\",\"annotations\":{\"framerContractVersion\":\"1\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","import{jsx as _jsx,jsxs as _jsxs}from\"react/jsx-runtime\";import*as React from\"react\";import{withCSS}from\"framer\";const NotFoundPage=()=>{React.useEffect(()=>{let robotsTag=document.querySelector('meta[name=\"robots\"]');if(robotsTag){robotsTag.setAttribute(\"content\",\"noindex\");}else{robotsTag=document.createElement(\"meta\");robotsTag.setAttribute(\"name\",\"robots\");robotsTag.setAttribute(\"content\",\"noindex\");document.head.appendChild(robotsTag);}},[]);return /*#__PURE__*/_jsx(\"div\",{className:\"__framer-not-found-page\",style:{display:\"flex\",height:\"100vh\",alignItems:\"center\",justifyContent:\"center\",backgroundColor:\"var(--color-primary)\",background:\"var(--color-background)\",fontSize:\"var(--font-size-body)\",boxSizing:\"border-box\",fontFeatureSettings:'\"liga\", \"clig\"',fontVariantLigatures:\"common-ligatures\",textRendering:\"optimizeLegibility\"},children:/*#__PURE__*/_jsxs(\"main\",{style:{boxSizing:\"border-box\",fontFamily:'\"Inter\", sans-serif',fontWeight:500,maxWidth:\"240px\",width:\"100%\",display:\"flex\",alignItems:\"center\",flexDirection:\"column\",padding:\"0 20px\",textWrap:\"balance\"},children:[/*#__PURE__*/_jsx(\"svg\",{xmlns:\"http://www.w3.org/2000/svg\",width:\"14\",height:\"21\",style:{verticalAlign:\"middle\",color:\"var(--color-primary)\",marginBottom:\"20px\"},children:/*#__PURE__*/_jsx(\"path\",{d:\"M 14 0 L 14 7 L 7 7 L 0 0 Z M 14 14 L 7 14 L 7 21 L 0 14 L 0 7 L 7 7 Z\",fill:\"currentColor\"})}),/*#__PURE__*/_jsx(\"h1\",{style:{margin:\"0 0 10px 0\",fontSize:\"var(--font-size-title)\",color:\"var(--color-primary)\",textAlign:\"center\"},children:\"Page Not Found\"}),/*#__PURE__*/_jsx(\"div\",{style:{color:\"var(--color-secondary)\",marginBottom:\"20px\",lineHeight:\"1.5em\",textAlign:\"center\"},children:\"The page you are looking for does not exist or may have been 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\"https://framerusercontent.com/modules/7cPhjQw0EGNBHRZlzbhH/4hSO1fMoujYmMhk8FjXZ/NotFoundPage.js\"\nexport { default } from \"https://framerusercontent.com/modules/7cPhjQw0EGNBHRZlzbhH/4hSO1fMoujYmMhk8FjXZ/NotFoundPage.js\"\n","// DO NOT DELETE THIS FILE! It's integral functionality of the badge.\nimport{jsx as _jsx,jsxs as _jsxs,Fragment as _Fragment}from\"react/jsx-runtime\";import{useSyncExternalStore,forwardRef}from\"react\";import{RenderTarget}from\"framer\";/**\n * Override for the \"Made in Framer\" badge that adds two behaviors:\n * 1. Hides the badge when in an iframe with a framer.com parent domain\n * 2. Adds click handler to open Framer with UTM tracking\n *\n * Badge hiding works by detecting if the current page is running inside an iframe\n * and checking if the parent domain is framer.com or a subdomain. This allows\n * embedding sites (e.g., Components pages) to hide the badge when appropriate.\n *\n * Cross-browser compatibility:\n * - Chrome, Safari, Edge: Uses window.location.ancestorOrigins API\n * - Firefox: Falls back to document.referrer (limited by security restrictions)\n *\n * Note: Also hides the badge in Framer's Preview mode since it runs in a\n * framer.com iframe.\n */const FRAMER_DOMAIN=\"framer.com\";function getIsIframeOnFramerDomain(){let isIframe=false;// Check if we're in an iframe\ntry{isIframe=window.self!==window.top;}catch{// If we can't access window.top, we're likely in a cross-origin iframe\nisIframe=true;}if(!isIframe){return false;}// Check if we're running on framer.com\nlet parentHost=null;let isFramerDomain=false;// Try ancestorOrigins first (Chrome, Safari, Edge)\nif(window.location.ancestorOrigins&&window.location.ancestorOrigins.length>0){const ancestorOrigin=window.location.ancestorOrigins[0];try{const ancestorUrl=new URL(ancestorOrigin);parentHost=ancestorUrl.host;}catch(error){// ignore malformed URL\n}}else if(document.referrer){// Fallback to referrer for browsers without ancestorOrigins (Firefox)\ntry{const referrerUrl=new URL(document.referrer);parentHost=referrerUrl.host;}catch(error){// ignore malformed URL\n}}if(parentHost){isFramerDomain=parentHost===FRAMER_DOMAIN||parentHost.endsWith(`.${FRAMER_DOMAIN}`);}return isFramerDomain;}const noopSubscribe=()=>()=>{};const getSnapshot=()=>getIsIframeOnFramerDomain();const getServerSnapshot=()=>false;export function withFramerBadgeHandling(Component){return /*#__PURE__*/forwardRef((props,ref)=>{const shouldHide=useSyncExternalStore(noopSubscribe,getSnapshot,getServerSnapshot);const isCanvas=RenderTarget.current()===RenderTarget.canvas;if(shouldHide&&!isCanvas){return null;}return /*#__PURE__*/_jsx(Component,{...props,ref:ref,onClick:e=>{e.preventDefault();window.open(// This is the link that will actually open (we prevent the default click handler; 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8.283 C 15.951 8.093 16.144 7.828 16.275 7.49 C 16.41 7.147 16.478 6.751 16.478 6.303 C 16.478 5.85 16.41 5.456 16.275 5.123 C 16.164 4.811 15.963 4.539 15.697 4.341 C 15.447 4.155 15.143 4.062 14.783 4.062 C 14.423 4.062 14.119 4.155 13.869 4.342 C 13.608 4.543 13.41 4.813 13.298 5.122 C 13.167 5.456 13.101 5.85 13.101 6.302 C 13.101 6.752 13.167 7.145 13.298 7.483 C 13.429 7.822 13.62 8.086 13.869 8.277 C 14.123 8.467 14.428 8.563 14.783 8.563 Z M 0 9.781 L 0 0.323 L 2.507 0.323 L 4.322 5.236 C 4.382 5.418 4.452 5.646 4.532 5.922 C 4.612 6.197 4.695 6.493 4.779 6.811 C 4.864 7.124 4.942 7.428 5.014 7.725 C 5.09 8.017 5.154 8.273 5.204 8.493 L 4.843 8.493 C 5.045 7.633 5.267 6.778 5.509 5.928 C 5.589 5.648 5.662 5.418 5.725 5.236 L 7.509 0.323 L 10.023 0.323 L 10.023 9.781 L 8.347 9.781 L 8.347 4.989 C 8.35 4.443 8.358 3.897 8.372 3.351 L 8.398 2.38 C 8.406 2.054 8.412 1.743 8.417 1.447 L 8.563 1.447 C 8.473 1.773 8.379 2.107 8.277 2.45 L 7.979 3.446 C 7.886 3.764 7.795 4.056 7.706 4.322 C 7.636 4.546 7.561 4.768 7.483 4.989 L 5.719 9.781 L 4.303 9.781 L 2.513 4.989 L 2.291 4.329 C 2.198 4.04 2.107 3.75 2.018 3.459 L 1.713 2.469 C 1.613 2.129 1.514 1.788 1.415 1.447 L 1.593 1.447 C 1.597 1.73 1.603 2.035 1.612 2.361 C 1.62 2.682 1.627 3.006 1.631 3.332 C 1.639 3.654 1.646 3.958 1.65 4.246 C 1.658 4.534 1.663 4.781 1.663 4.989 L 1.663 9.781 Z\" fill=\"var(--1bd4d3i, rgb(0, 0, 0))\" height=\"9.927205036163329px\" id=\"LLqmOOyHA\" transform=\"translate(0 -0.25)\" width=\"95.65900006103517px\"/></svg>\\'), var(--framer-icon-mask, none)';const maskMode=\"alpha, var(--framer-icon-mask-mode, add)\";const maskRepeat=\"no-repeat\";const maskPosition=\"center\";const maskSize=\"auto\";const SVG=/*#__PURE__*/forwardRef((props,ref)=>{const{animated,layoutId,children,...rest}=props;return animated?/*#__PURE__*/_jsx(motion.div,{...rest,layoutId:layoutId,ref:ref}):/*#__PURE__*/_jsx(\"div\",{...rest,ref:ref});});const getProps=({fill,fill2,height,id,width,...props})=>{return{...props,vtL2DrqsL:fill2??props.vtL2DrqsL??\"rgb(0, 0, 0)\",Z1QnXqTEb:fill??props.Z1QnXqTEb??\"rgb(0, 0, 0)\"};};const Component=/*#__PURE__*/React.forwardRef(function(props,ref){const{style,className,layoutId,variant,Z1QnXqTEb,vtL2DrqsL,...restProps}=getProps(props);return /*#__PURE__*/_jsx(SVG,{...restProps,className:cx(\"framer-g7oZR\",className),layoutId:layoutId,ref:ref,style:{\"--1bd4d3i\":Z1QnXqTEb,...style}});});const css=[`.framer-g7oZR { -webkit-mask-image: ${maskImage}; -webkit-mask-position: ${maskPosition}; -webkit-mask-repeat: ${maskRepeat}; -webkit-mask-size: ${maskSize}; aspect-ratio: 9.7; background-color: var(--1bd4d3i); mask-image: ${maskImage}; mask-mode: ${maskMode}; mask-position: ${maskPosition}; mask-repeat: ${maskRepeat}; mask-size: ${maskSize}; width: 97px; }`];/**\n * This is a generated Framer component.\n * @framerIntrinsicWidth 97\n * @framerIntrinsicHeight 10\n * @framerSupportedLayoutWidth any-prefer-fixed\n * @framerSupportedLayoutHeight any-prefer-fixed\n * @framerVariables {\"Z1QnXqTEb\":\"fill\",\"vtL2DrqsL\":\"fill2\"}\n * @framerImmutableVariables true\n * @framerVector {\"name\":\"Text\",\"color\":{\"type\":\"variable\",\"value\":\"1bd4d3i\"},\"set\":{\"localId\":\"vectorSet/thvUZpt_P\",\"id\":\"thvUZpt_P\",\"moduleId\":\"E4PMWqXdwPvchBxv0O7p\"}}\n */const Icon=withCSS(Component,css,\"framer-g7oZR\");Icon.displayName=\"Text\";export default Icon;addPropertyControls(Icon,{Z1QnXqTEb:{defaultValue:\"rgb(0, 0, 0)\",hidden:false,title:\"Fill\",type:ControlType.Color},vtL2DrqsL:{defaultValue:\"rgb(0, 0, 0)\",hidden:true,title:\"Fill 2\",type:ControlType.Color}});\nexport const __FramerMetadata__ = {\"exports\":{\"default\":{\"type\":\"reactComponent\",\"name\":\"Icon\",\"slots\":[],\"annotations\":{\"framerIntrinsicWidth\":\"97\",\"framerIntrinsicHeight\":\"10\",\"framerSupportedLayoutWidth\":\"any-prefer-fixed\",\"framerContractVersion\":\"1\",\"framerVariables\":\"{\\\"Z1QnXqTEb\\\":\\\"fill\\\",\\\"vtL2DrqsL\\\":\\\"fill2\\\"}\",\"framerImmutableVariables\":\"true\",\"framerVector\":\"{\\\"name\\\":\\\"Text\\\",\\\"color\\\":{\\\"type\\\":\\\"variable\\\",\\\"value\\\":\\\"1bd4d3i\\\"},\\\"set\\\":{\\\"localId\\\":\\\"vectorSet/thvUZpt_P\\\",\\\"id\\\":\\\"thvUZpt_P\\\",\\\"moduleId\\\":\\\"E4PMWqXdwPvchBxv0O7p\\\"}}\",\"framerSupportedLayoutHeight\":\"any-prefer-fixed\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","// Generated by Framer (464f719-dev)\nimport{jsx as _jsx}from\"react/jsx-runtime\";import{addPropertyControls,ControlType,cx,motion,withCSS}from\"framer\";import*as React from\"react\";import{forwardRef}from\"react\";const maskImage='url(\\'data:image/svg+xml,<svg display=\"block\" role=\"presentation\" viewBox=\"0 0 12 20\" xmlns=\"http://www.w3.org/2000/svg\"><path d=\"M 0 0 L 12 0 L 12 6 L 6 6 Z M 0 6 L 6 6 L 12 12 L 6 12 L 6 18 L 0 12 Z\" fill=\"var(--1bd4d3i, rgb(0, 0, 0))\" height=\"18px\" id=\"td4SVg2I8\" transform=\"translate(0 1.5)\" width=\"12px\"/></svg>\\'), var(--framer-icon-mask, none)';const maskMode=\"alpha, var(--framer-icon-mask-mode, add)\";const maskRepeat=\"no-repeat\";const maskPosition=\"center\";const maskSize=\"auto\";const SVG=/*#__PURE__*/forwardRef((props,ref)=>{const{animated,layoutId,children,...rest}=props;return animated?/*#__PURE__*/_jsx(motion.div,{...rest,layoutId:layoutId,ref:ref}):/*#__PURE__*/_jsx(\"div\",{...rest,ref:ref});});const getProps=({fill,fill2,height,id,width,...props})=>{return{...props,vtL2DrqsL:fill2??props.vtL2DrqsL??\"rgb(0, 0, 0)\",Z1QnXqTEb:fill??props.Z1QnXqTEb??\"rgb(0, 0, 0)\"};};const Component=/*#__PURE__*/React.forwardRef(function(props,ref){const{style,className,layoutId,variant,Z1QnXqTEb,vtL2DrqsL,...restProps}=getProps(props);return /*#__PURE__*/_jsx(SVG,{...restProps,className:cx(\"framer-hcsc7\",className),layoutId:layoutId,ref:ref,style:{\"--1bd4d3i\":Z1QnXqTEb,...style}});});const css=[`.framer-hcsc7 { -webkit-mask-image: ${maskImage}; -webkit-mask-position: ${maskPosition}; -webkit-mask-repeat: ${maskRepeat}; -webkit-mask-size: ${maskSize}; aspect-ratio: 0.6; background-color: var(--1bd4d3i); mask-image: ${maskImage}; mask-mode: ${maskMode}; mask-position: ${maskPosition}; mask-repeat: ${maskRepeat}; mask-size: ${maskSize}; width: 12px; }`];/**\n * This is a generated Framer component.\n * @framerIntrinsicWidth 12\n * @framerIntrinsicHeight 20\n * @framerSupportedLayoutWidth any-prefer-fixed\n * @framerSupportedLayoutHeight any-prefer-fixed\n * @framerVariables {\"Z1QnXqTEb\":\"fill\",\"vtL2DrqsL\":\"fill2\"}\n * @framerImmutableVariables true\n * @framerVector {\"name\":\"Framer\",\"color\":{\"type\":\"variable\",\"value\":\"1bd4d3i\"},\"set\":{\"localId\":\"vectorSet/thvUZpt_P\",\"id\":\"thvUZpt_P\",\"moduleId\":\"E4PMWqXdwPvchBxv0O7p\"}}\n */const Icon=withCSS(Component,css,\"framer-hcsc7\");Icon.displayName=\"Framer\";export default Icon;addPropertyControls(Icon,{Z1QnXqTEb:{defaultValue:\"rgb(0, 0, 0)\",hidden:false,title:\"Fill\",type:ControlType.Color},vtL2DrqsL:{defaultValue:\"rgb(0, 0, 0)\",hidden:true,title:\"Fill 2\",type:ControlType.Color}});\nexport const __FramerMetadata__ = {\"exports\":{\"default\":{\"type\":\"reactComponent\",\"name\":\"Icon\",\"slots\":[],\"annotations\":{\"framerContractVersion\":\"1\",\"framerImmutableVariables\":\"true\",\"framerVariables\":\"{\\\"Z1QnXqTEb\\\":\\\"fill\\\",\\\"vtL2DrqsL\\\":\\\"fill2\\\"}\",\"framerIntrinsicWidth\":\"12\",\"framerSupportedLayoutWidth\":\"any-prefer-fixed\",\"framerVector\":\"{\\\"name\\\":\\\"Framer\\\",\\\"color\\\":{\\\"type\\\":\\\"variable\\\",\\\"value\\\":\\\"1bd4d3i\\\"},\\\"set\\\":{\\\"localId\\\":\\\"vectorSet/thvUZpt_P\\\",\\\"id\\\":\\\"thvUZpt_P\\\",\\\"moduleId\\\":\\\"E4PMWqXdwPvchBxv0O7p\\\"}}\",\"framerIntrinsicHeight\":\"20\",\"framerSupportedLayoutHeight\":\"any-prefer-fixed\"}},\"__FramerMetadata__\":{\"type\":\"variable\"}}}","// Generated by Framer (332c618)\nimport{jsx as _jsx,jsxs as _jsxs}from\"react/jsx-runtime\";import{addFonts,cx,getFonts,Link,useComponentViewport,useLocaleInfo,useVariantState,withCodeBoundaryForOverrides,withCSS,withFX,withOptimizedAppearEffect}from\"framer\";import{LayoutGroup,motion,MotionConfigContext}from\"framer-motion\";import*as React from\"react\";import{useRef}from\"react\";import{withFramerBadgeHandling,withText}from\"https://framerusercontent.com/modules/gHq0X0Tq3Bov414yjLXK/MareZLDFu3yAaERz5qaC/Click.js\";import Text from\"https://framerusercontent.com/modules/Fsj5Q1wuxJqcJKikrUcr/DWPTg36TPcxWwMyIKjQB/L33Hu7YVx.js\";import Framer from\"https://framerusercontent.com/modules/OW7AYQ4a6z9WWvElhH6S/qf8XQgO3ASsbBnwlgbKi/XCOJBBdvI.js\";const FramerFonts=getFonts(Framer);const TextFonts=getFonts(Text);const TextWithText1um7t9d=withCodeBoundaryForOverrides(Text,{nodeId:\"pBR1Ew0r8\",override:withText,scopeId:\"PX9hIOIVM\"});const MotionAWithFramerBadgeHandlingn0ccwkWithFXWithOptimizedAppearEffect=withOptimizedAppearEffect(withFX(withCodeBoundaryForOverrides(motion.a,{nodeId:\"HK2sXlagE\",override:withFramerBadgeHandling,scopeId:\"PX9hIOIVM\"})));const serializationHash=\"framer-6jWyo\";const variantClassNames={HK2sXlagE:\"framer-v-n0ccwk\"};function addPropertyOverrides(overrides,...variants){const nextOverrides={};variants?.forEach(variant=>variant&&Object.assign(nextOverrides,overrides[variant]));return nextOverrides;}const transition1={damping:40,delay:1,mass:1.5,stiffness:350,type:\"spring\"};const animation={opacity:1,rotate:0,rotateX:0,rotateY:0,scale:1,skewX:0,skewY:0,transition:transition1,x:0,y:0};const animation1={opacity:.001,rotate:0,rotateX:0,rotateY:0,scale:1,skewX:0,skewY:0,x:0,y:10};const transition2={duration:0,type:\"tween\"};const transformTemplate1=(_,t)=>`translate(-50%, -50%) ${t}`;const transformTemplate2=(_,t)=>`translateX(-50%) ${t}`;const Transition=({value,children})=>{const config=React.useContext(MotionConfigContext);const transition=value??config.transition;const contextValue=React.useMemo(()=>({...config,transition}),[JSON.stringify(transition)]);return /*#__PURE__*/_jsx(MotionConfigContext.Provider,{value:contextValue,children:children});};const Variants=motion.create(React.Fragment);const getProps=({height,id,width,...props})=>{return{...props};};const createLayoutDependency=(props,variants)=>{if(props.layoutDependency)return variants.join(\"-\")+props.layoutDependency;return variants.join(\"-\");};const Component=/*#__PURE__*/React.forwardRef(function(props,ref){const fallbackRef=useRef(null);const refBinding=ref??fallbackRef;const defaultLayoutId=React.useId();const{activeLocale,setLocale}=useLocaleInfo();const componentViewport=useComponentViewport();const{style,className,layoutId,variant,...restProps}=getProps(props);const{baseVariant,classNames,clearLoadingGesture,gestureHandlers,gestureVariant,isLoading,setGestureState,setVariant,variants}=useVariantState({defaultVariant:\"HK2sXlagE\",ref:refBinding,variant,variantClassNames});const layoutDependency=createLayoutDependency(props,variants);const sharedStyleClassNames=[];const scopingClassNames=cx(serializationHash,...sharedStyleClassNames);return /*#__PURE__*/_jsx(LayoutGroup,{id:layoutId??defaultLayoutId,children:/*#__PURE__*/_jsx(Variants,{animate:variants,initial:false,children:/*#__PURE__*/_jsx(Transition,{value:transition2,children:/*#__PURE__*/_jsx(Link,{href:\"https://www.framer.com\",motionChild:true,nodeId:\"HK2sXlagE\",openInNewTab:false,relValues:[],scopeId:\"PX9hIOIVM\",children:/*#__PURE__*/_jsxs(MotionAWithFramerBadgeHandlingn0ccwkWithFXWithOptimizedAppearEffect,{...restProps,...gestureHandlers,__framer__presenceAnimate:animation,__framer__presenceInitial:animation1,__perspectiveFX:false,__smartComponentFX:true,__targetOpacity:1,className:`${cx(scopingClassNames,\"framer-n0ccwk\",className,classNames)} framer-bmpgw8`,\"data-framer-appear-id\":\"n0ccwk\",\"data-framer-name\":\"Light\",\"data-nosnippet\":true,layoutDependency:layoutDependency,layoutId:\"HK2sXlagE\",optimized:true,ref:refBinding,style:{...style},children:[/*#__PURE__*/_jsx(motion.div,{className:\"framer-13yxzio\",\"data-framer-name\":\"Backdrop\",layoutDependency:layoutDependency,layoutId:\"IH1cvP0s5\",style:{backgroundColor:\"rgb(255, 255, 255)\",borderBottomLeftRadius:10,borderBottomRightRadius:10,borderTopLeftRadius:10,borderTopRightRadius:10,boxShadow:\"0px 0.6021873017743928px 1.5656869846134214px -1.5px rgba(0, 0, 0, 0.17), 0px 2.288533303243457px 5.950186588432988px -3px rgba(0, 0, 0, 0.14), 0px 10px 26px -4.5px rgba(0, 0, 0, 0.02)\"}}),/*#__PURE__*/_jsxs(motion.div,{className:\"framer-19yaanm\",\"data-framer-name\":\"Content\",layoutDependency:layoutDependency,layoutId:\"U6HIU1IEW\",transformTemplate:transformTemplate1,children:[/*#__PURE__*/_jsx(motion.div,{className:\"framer-1kflzx5\",layoutDependency:layoutDependency,layoutId:\"roMJYXHnO\",children:/*#__PURE__*/_jsx(Framer,{animated:true,className:\"framer-e50co\",\"data-framer-name\":\"Logo\",layoutDependency:layoutDependency,layoutId:\"O3s3GcxMZ\",style:{\"--1bd4d3i\":\"rgb(0, 0, 0)\",\"--otdjsv\":\"rgb(0, 0, 0)\"},transformTemplate:transformTemplate2})}),/*#__PURE__*/_jsx(TextWithText1um7t9d,{animated:true,className:\"framer-1um7t9d\",\"data-framer-name\":\"Text\",layoutDependency:layoutDependency,layoutId:\"pBR1Ew0r8\",style:{\"--1bd4d3i\":\"rgb(0, 0, 0)\",\"--otdjsv\":\"rgb(0, 0, 0)\"}})]}),/*#__PURE__*/_jsx(motion.div,{className:\"framer-j4ugry\",\"data-framer-name\":\"Bottom\",layoutDependency:layoutDependency,layoutId:\"vCwsHyUh8\",style:{borderBottomLeftRadius:11,borderBottomRightRadius:11,borderTopLeftRadius:11,borderTopRightRadius:11,boxShadow:\"inset 0px 0px 0px 1px rgb(0, 0, 0)\",mask:\"linear-gradient(180deg, rgba(0,0,0,0) 65%, rgba(0,0,0,1) 100%) add\",opacity:.06,WebkitMask:\"linear-gradient(180deg, rgba(0,0,0,0) 65%, rgba(0,0,0,1) 100%) add\"}}),/*#__PURE__*/_jsx(motion.div,{className:\"framer-jnuwbw\",\"data-framer-name\":\"Border\",layoutDependency:layoutDependency,layoutId:\"ZirFGX8Eh\",style:{borderBottomLeftRadius:11,borderBottomRightRadius:11,borderTopLeftRadius:11,borderTopRightRadius:11,boxShadow:\"inset 0px 0px 0px 1px rgb(0, 0, 0)\",opacity:.04}})]})})})})});});const css=[\"@supports (aspect-ratio: 1) { body { --framer-aspect-ratio-supported: auto; } }\",\".framer-6jWyo.framer-bmpgw8, .framer-6jWyo .framer-bmpgw8 { display: block; }\",\".framer-6jWyo.framer-n0ccwk { gap: 10px; height: 38px; overflow: visible; position: relative; text-decoration: none; width: 140px; }\",\".framer-6jWyo .framer-13yxzio { bottom: 1px; flex: none; left: 1px; overflow: hidden; position: absolute; right: 1px; top: 1px; will-change: var(--framer-will-change-override, transform); }\",\".framer-6jWyo .framer-19yaanm { align-content: center; align-items: center; display: flex; flex: none; flex-direction: row; flex-wrap: nowrap; gap: 10px; height: min-content; justify-content: flex-start; left: 50%; overflow: visible; padding: 0px; position: absolute; top: 50%; width: min-content; }\",\".framer-6jWyo .framer-1kflzx5 { flex: none; height: 16px; overflow: visible; position: relative; width: 12px; }\",\".framer-6jWyo .framer-e50co { flex: none; height: var(--framer-aspect-ratio-supported, 20px); left: 50%; position: absolute; top: -2px; }\",\".framer-6jWyo .framer-1um7t9d { flex: none; height: var(--framer-aspect-ratio-supported, 10px); position: relative; }\",\".framer-6jWyo .framer-j4ugry, .framer-6jWyo .framer-jnuwbw { bottom: 0px; flex: none; left: 0px; overflow: visible; pointer-events: none; position: absolute; right: 0px; top: 0px; }\"];/**\n * This is a generated Framer component.\n * @framerIntrinsicHeight 38\n * @framerIntrinsicWidth 140\n * @framerCanvasComponentVariantDetails {\"propertyName\":\"variant\",\"data\":{\"default\":{\"layout\":[\"fixed\",\"fixed\"]}}}\n * @framerImmutableVariables true\n * @framerDisplayContentsDiv false\n * @framerAutoSizeImages true\n * @framerComponentViewportWidth true\n * @framerColorSyntax true\n */const FramerPX9hIOIVM=withCSS(Component,css,\"framer-6jWyo\");export default FramerPX9hIOIVM;FramerPX9hIOIVM.displayName=\"Badge\";FramerPX9hIOIVM.defaultProps={height:38,width:140};addFonts(FramerPX9hIOIVM,[{explicitInter:true,fonts:[]},...FramerFonts,...TextFonts],{supportsExplicitInterCodegen:true});\nexport const __FramerMetadata__ = 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