<!DOCTYPE html>

<html>

<head>

    <style>

        html, body {

            margin: 0 !important;

            padding: 0 !important;

            background: #0a0a1b !important;

            color: white;

            font-family: Arial, sans-serif;

            height: 100vh !important;

            width: 100vw !important;

            overflow: hidden;

            position: fixed;

            top: 0;

            left: 0;

        }

       

        * {

            margin: 0 !important;

            padding: 0 !important;

            box-sizing: border-box;

        }

       

        canvas {

            position: fixed !important;

            top: 0 !important;

            left: 0 !important;

            width: 100vw !important;

            height: 100vh !important;

            z-index: 1;

            background: #0a0a1b !important;

        }

       

        /* Base64 images positioned inside the square */

        .big-square-container {

            position: fixed;

            z-index: 10;

            pointer-events: none;

            /* Temporarily hide to test if this is causing white border */

            display: none;

        }

       

        .artwork-container {

            position: absolute;

            top: 0;

            left: 0;

            width: 100%;

            height: 100%;

        }

       

        .artwork-image {

            position: absolute;

            top: 0;

            left: 0;

            width: 100%;

            height: 100%;

            cursor: pointer;

            pointer-events: all;

            transition: opacity 0.0003s;

        }

       

        .artwork-image.hidden {

            opacity: 0;

            pointer-events: none;

        }

       

        .artwork-image.visible {

            opacity: 1;

            pointer-events: all;

        }

       

        .artwork-image.visible:hover {

            opacity: 1;

        }

       

        .artwork-image img {

            width: 100%;

            height: 100%;

            object-fit: contain;

        }

       

        .controls {

            display: none !important;

        }

       

        .btn {

            display: none !important;

        }

       

        .status {

            display: none !important;

        }

        .loading {

            position: fixed;

            top: 50%;

            left: 50%;

            transform: translate(-50%, -50%);

            z-index: 200;

            background: rgba(0,0,0,0.9);

            padding: 30px;

            border-radius: 10px;

            text-align: center;

        }

    </style>

</head>

<body>

    <div id="loadingDiv" class="loading">

        <h2>Loading Acid Track</h2>

        <p>Loading samples and bassline...</p>

        <div id="loadProgress">0%</div>

    </div>

    <!-- Base64 images in the square -->

    <div class="big-square-container">

        <div class="artwork-container">

            <div class="artwork-image visible" id="artwork1" onclick="toggleArtwork()">

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" 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" alt="">

            </div>

        </div>

    </div>

    <canvas id="visualCanvas"></canvas>

    <script>

        // Load Tone.js (your ordinals script)

        function loadToneJS() {

            return new Promise((resolve, reject) => {

                const script = document.createElement('script');

                script.src = '/content/04813d7748d918bd8a3069cb1823ebc9586f0ce16cd6a97a784581ec38d13062i0';

                script.onload = () => {

                    resolve();

                };

                script.onerror = (error) => {

                    reject(error);

                };

                document.head.appendChild(script);

            });

        }

        // Variables

        let canvas, ctx;

        let acidSynth, bassFilter;

        let isPlaying = false;

        let currentStep = 0;

        let samplesLoaded = false;

       

        // Visual variables

        let kickHitIntensity = 0;

        let orangeOverlayAlpha = 10;

        let flowOffset = 0;

        let squareSize = 0;

        let squareX = 0, squareY = 0;

       

        // Line color flashing

        let lineColorState = false;

        let lastColorFlip = 0;

        let colorFlipInterval = 200; // Flash every 200ms

        const darkBlue = '#0066ff';

        const lightBlue = '#66ccff';

       

        // Auto-toggle variables

        let autoToggleInterval;

        let frameCounter = 0;

        let currentImage = 2; // Start with image 2

        let framesPerToggle = 1.1;

        let image2Cycles = 1; // Show image 2 for 1 cycle

        let image1Cycles = 1; // Show image 1 for 1 cycle

        let currentCycle = 0;

       

        // Sample players

        let kickPlayer, clapPlayer, hatPlayer, finalPlayer;

       

        // Your ordinal sample URLs

        const sampleUrls = {

            kick: '/content/73f8110caa1f84e0ea79fc654d43cdc7f6f2be88110938997f0d1351146a1f52i0',

            clap: '/content/edb9b5d508556b2b104d390c9c712a712d4643156c669ba73393597ce2e76ae2i0',

            hat: '/content/83407a1c9637e53e76e3d4de711b971f557e7876ad96b9b520a8202109521ba1i0',

            final: '/content/cfe7e84e28512591c0057ccc41ee2269a8cce4b3561e4d7e1b884b31daadf9c2i0'

        };

       

        // YOUR EXACT STRUDEL BASSLINE PATTERN

        let strudelPattern = [

            { note: 'C2', play: true },

            { note: 'A1', play: true },

            { note: 'B1', play: true },

            { note: null, play: false },

            { note: 'C2', play: true },

            { note: null, play: false },

            { note: 'B1', play: true },

            { note: 'C2', play: true },

            { note: 'Eb2', play: true },

            { note: null, play: false },

            { note: 'A1', play: true },

            { note: null, play: false },

            { note: 'B1', play: true },

            { note: null, play: false },

            { note: 'C2', play: true },

            { note: null, play: false }

        ];

        // Function to handle base64 click - starts/stops track and auto-toggle

        function toggleArtwork() {

            if (!samplesLoaded) return;

           

            if (isPlaying) {

                // Stop everything

                stopFullTrack();

                stopAutoToggle();

            } else {

                // Start everything

                startFullTrack();

                startAutoToggle();

            }

        }

       

        function startAutoToggle() {

            frameCounter = 0;

            currentImage = 2; // Start with image 2

            currentCycle = 0;

           

            // Set initial state to image 2

            const artwork1 = document.getElementById('artwork1');

            const artwork2 = document.getElementById('artwork2');

            artwork1.classList.add('hidden');

            artwork1.classList.remove('visible');

            artwork2.classList.remove('hidden');

            artwork2.classList.add('visible');

           

            autoToggleInterval = setInterval(() => {

                frameCounter++;

               

                if (frameCounter >= framesPerToggle) {

                    frameCounter = 0;

                    currentCycle++;

                   

                    if (currentImage === 2) {

                        // We're showing image 2, check if we've completed its cycles

                        if (currentCycle >= image2Cycles) {

                            // Switch to image 1

                            currentImage = 1;

                            currentCycle = 0;

                            artwork2.classList.add('hidden');

                            artwork2.classList.remove('visible');

                            artwork1.classList.remove('hidden');

                            artwork1.classList.add('visible');

                        }

                    } else {

                        // We're showing image 1, check if we've completed its cycles

                        if (currentCycle >= image1Cycles) {

                            // Switch back to image 2

                            currentImage = 2;

                            currentCycle = 0;

                            artwork1.classList.add('hidden');

                            artwork1.classList.remove('visible');

                            artwork2.classList.remove('hidden');

                            artwork2.classList.add('visible');

                        }

                    }

                }

            }, 100); // Adjust timing as needed (100ms = 10fps)

        }

       

        function stopAutoToggle() {

            if (autoToggleInterval) {

                clearInterval(autoToggleInterval);

                autoToggleInterval = null;

            }

        }

        // Function to toggle orange overlay (called by clicking canvas)

        function toggleOrangeOverlay() {

            orangeOverlayAlpha = orangeOverlayAlpha === 0 ? 10 : 0;

        }

        function positionArtworkImages() {

            const container = document.querySelector('.big-square-container');

           

            if (container) {

                // Position inside the square and make it visible

                container.style.left = squareX + 'px';

                container.style.top = squareY + 'px';

                container.style.width = squareSize + 'px';

                container.style.height = squareSize + 'px';

                container.style.display = 'block'; // Ensure it's visible

            }

        }

        async function init() {

            // Setup canvas

            canvas = document.getElementById('visualCanvas');

            if (!canvas) return;

           

            ctx = canvas.getContext('2d');

            resizeCanvas();

           

            // Start visual loop

            animate();

           

            // Position artwork images initially

            positionArtworkImages();

           

            // Add canvas click listener for overlay toggle

            canvas.addEventListener('click', toggleOrangeOverlay);

           

            // Load Tone.js

            await loadToneJS();

           

            // Load samples

            await loadSamples();

           

            // Initialize audio

            setupAudio();

        }

        async function loadSamples() {

            try {

                document.getElementById('loadProgress').textContent = '20%';

               

                kickPlayer = new Tone.Player(sampleUrls.kick).toDestination();

                kickPlayer.volume.value = -5;

               

                document.getElementById('loadProgress').textContent = '40%';

                clapPlayer = new Tone.Player(sampleUrls.clap).toDestination();

                clapPlayer.volume.value = -8;

               

                document.getElementById('loadProgress').textContent = '60%';

                hatPlayer = new Tone.Player(sampleUrls.hat).toDestination();

                hatPlayer.volume.value = -12;

               

                document.getElementById('loadProgress').textContent = '80%';

                finalPlayer = new Tone.Player(sampleUrls.final).toDestination();

                finalPlayer.volume.value = 10; // Another 200% louder (was 0, now +6dB)

                finalPlayer.playbackRate = 0.95; // Slow down by 5%

               

                await Tone.loaded();

               

                document.getElementById('loadProgress').textContent = '100%';

                samplesLoaded = true;

               

                // Hide loading screen when everything is ready

                document.getElementById('loadingDiv').style.display = 'none';

               

            } catch (error) {

                document.getElementById('loadingDiv').style.display = 'none';

            }

        }

        function resizeCanvas() {

            canvas.width = window.innerWidth;

            canvas.height = window.innerHeight;

           

            // Make square fit full height while maintaining square proportions

            squareSize = Math.min(canvas.width, canvas.height);

            squareX = (canvas.width - squareSize) / 2;

            squareY = 0; // Top of screen

           

            // Update artwork position

            positionArtworkImages();

        }

        function setupAudio() {

            try {

                acidSynth = new Tone.MonoSynth({

                    oscillator: { type: "sawtooth" },

                    envelope: { attack: 0.01, decay: 0.4, sustain: 0.3, release: 0.4 }

                });

                bassFilter = new Tone.Filter({ type: "lowpass", frequency: 250, Q: 22 });

                const distortion = new Tone.Distortion(0.3);

                acidSynth.chain(bassFilter, distortion, Tone.Destination);

                acidSynth.volume.value = -10;

               

            } catch (error) {

                // Silent fail

            }

        }

        function animate() {

            ctx.fillStyle = '#0a0a1b';

            ctx.fillRect(0, 0, canvas.width, canvas.height);

           

            flowOffset += 0.5;

            if (flowOffset > 20) flowOffset = 0;

           

            drawFlowingLines();

           

            // Orange overlay

            ctx.globalCompositeOperation = 'overlay';

            ctx.fillStyle = `rgba(255, 150, 0, ${orangeOverlayAlpha / 255})`;

            ctx.fillRect(0, 0, canvas.width, canvas.height);

            ctx.globalCompositeOperation = 'source-over';

           

            requestAnimationFrame(animate);

        }

        function drawFlowingLines() {

            ctx.save();

            ctx.beginPath();

            ctx.rect(squareX, squareY, squareSize, squareSize);

            ctx.clip();

           

            // Flash between colors when playing

            let currentLineColor = darkBlue;

            if (isPlaying) {

                if (Date.now() - lastColorFlip > colorFlipInterval) {

                    lineColorState = !lineColorState;

                    lastColorFlip = Date.now();

                }

                currentLineColor = lineColorState ? lightBlue : darkBlue;

            } else {

                currentLineColor = '#004499'; // Default static color when stopped

            }

           

            for (let y = -20; y < squareSize + 40; y += 20) {

                let actualY = squareY + y + flowOffset;

                let baseOffset = isPlaying ? Math.sin((y + flowOffset) * 0.1 + Date.now() * 0.002) * 10 : 0;

               

                let reactionOffset = 0;

                if (kickHitIntensity > 0 && isPlaying) {

                    let rippleTime = Date.now() * 0.015;

                    let rippleFreq = (y + flowOffset) * 0.08;

                    // Made reaction 3x more violent (was * 25, now * 75)

                    let ripple = Math.sin(rippleFreq + rippleTime) * kickHitIntensity * 150;

                    reactionOffset = ripple;

                }

               

                let totalOffset = baseOffset + reactionOffset;

               

                ctx.fillStyle = currentLineColor;

                ctx.fillRect(squareX + totalOffset, actualY, squareSize, 3);

            }

           

            ctx.restore();

           

            // Remove the border - comment out the stroke rectangle

            // ctx.strokeStyle = '#333';

            // ctx.lineWidth = 2;

            // ctx.strokeRect(squareX, squareY, squareSize, squareSize);

           

            if (isPlaying) {

                // Bar count text removed

            }

           

            kickHitIntensity *= 0.92;

        }

        async function startFullTrack() {

            try {

                await Tone.start();

               

                if (!samplesLoaded) return;

               

                isPlaying = true;

                currentStep = 0;

               

                Tone.Transport.bpm.value = 123;

               

                Tone.Transport.scheduleRepeat((time) => {

                    let step = strudelPattern[currentStep % strudelPattern.length];

                    let stepIn16 = currentStep % 16;

                    let barCount = Math.floor(currentStep / 16) % 16;

                   

                    // BASSLINE

                    if (step.play && step.note) {

                        if (!(barCount === 15 && stepIn16 >= 9)) {

                            acidSynth.triggerAttackRelease(step.note, "16n", time, 0.8);

                           

                            let progress = barCount / 15;

                            let cutoffFreq = 200 + (progress * 400);

                            let resonanceValue = 2 + (progress * 2.25);

                            let baseMovement = Math.sin(time * 0.5) * 50;

                            let finalCutoff = cutoffFreq + baseMovement;

                           

                            bassFilter.frequency.setValueAtTime(finalCutoff, time);

                            bassFilter.Q.setValueAtTime(resonanceValue, time);

                           

                            kickHitIntensity = 1.0;

                        }

                    }

                   

                    // DRUMS

                    let isFirstHalf = barCount < 8;

                   

                    if (isFirstHalf) {

                        if (stepIn16 % 4 === 0) {

                            kickPlayer.start(time);

                        }

                    } else {

                        if (barCount === 8 && stepIn16 === 0) {

                            kickPlayer.start(time);

                        }

                    }

                   

                    if (barCount === 0 && stepIn16 === 2) {

                        kickPlayer.start(time);

                    }

                   

                    if (barCount === 15 && (stepIn16 >= 12)) {

                        clapPlayer.start(time);

                    }

                   

                    if (stepIn16 % 8 === 4 && !(barCount === 15 && stepIn16 >= 12)) {

                        clapPlayer.start(time);

                    }

                   

                    if (stepIn16 % 4 === 2) {

                        hatPlayer.start(time);

                    }

                   

                    // Final sound on 16th bar 13th step only

                    if (barCount === 15 && stepIn16 === 12) {

                        finalPlayer.start(time);

                    }

                   

                    currentStep++;

                   

                }, "16n");

               

                Tone.Transport.start();

               

            } catch (error) {

                document.getElementById('statusText').textContent = 'Failed to start';

            }

        }

        function stopFullTrack() {

            isPlaying = false;

            Tone.Transport.stop();

            Tone.Transport.cancel();

        }

        window.addEventListener('resize', resizeCanvas);

       

        if (document.readyState === 'loading') {

            document.addEventListener('DOMContentLoaded', init);

        } else {

            init();

        }

    </script>

</body>

</html>