Transaction d899f0f57bdc576c9788d198509b81640b416a73975597d8cb12a608520b0d96
1 Input
-
1a2c7378d5351a13a1824030fb004f80bd8c69637c3409abe73dfa7a54299de5:0
OP_DATA_32(32) ec1079b939f07977cc8cd395f3bb33ab3b9c6eca6d76c34e2e185712b56f88f0OP_CHECKSIG(172)OP_0(0)OP_IF(99)OP_DATA_3(3) ordOP_DATA_1(1)OP_DATA_23(23) text/html;charset=utf-8OP_0(0)OP_PUSHDATA2(77) <!DOCTYPE html><html><head><meta name="viewport" content="width=device-width, initial-scale=1.0"><style>*{margin:0;padding:0;background:transparent;text-align:center} canvas { max-height: 100vh; max-width:100vw; }</style><title>GREAT DANGER</title></head><body><canvas id="canvas" width="520" height="728"></canvas> <script> const SAT_NUMBER=1013040868212800; const SAT_NAME="greatdanger"; const SAT_NAME_SPACED="great danger"; const BLOCK=202608; const EPOCH=0; const DATE="2012-10-10"; consOP_PUSHDATA2(77) t TIME="02:44:15 UTC"; const TEMPLATE_IMG_SRC="/content/3ec4a550c95fd6f562ed697573c3818f95782bf938ca414e87c23ad797a8e330i0"; const EPOCH_IMG_SRC="/content/3c85279054cc68480fe39beed06922b271e663bf51fdadb305cc0c58583d3521i0" const LOGO_IMG_SRC = "/content/c16d0bbb95f458210572673e136799b89cb5654ba5dc145eb9f26df357dd27b1i0"; const FEATURE_IMG_DATA="data:image/webp;base64,UklGRtgyAABXRUJQVlA4IMwyAAAw2wCdASosASwBPm0ylEekIyInJzPLWOANiU29eCA5AavrWsc/Bs6/rX1N/H9L7B96yzF+vTOj/4PV//X/UJ/snRr8yv7SfuF7vv/g9b3959OP_PUSHDATA2(77) 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_PUSHDATA2(77) 2t+C2vki5QbhLF8xkObXaSq3NRrCTekCGyyhFwVL8x5XOcb6o+B5um4go3ZyUYxCFep/zJQ+FBiiQNntSxn2Nhtr2PfXV53lAzO6V/WO+TIhLV1iYb+drc2tLPP/bx7dMrpzHRRmUF7VcjvPEhN1bdGOVVp3QyWUnlznftjpvHAjHW9xVAfg4Wzp8bi8tFTiIO5DCImGYw5Rg/Ayq7Dv+1C+HJjo+4UFj9mYMEv8xS8Co43BXYG6izAad1E7IdDy8d+PpXb5P/PXXFfhH1mAONZW/x4RPBb18ySijN7J1Mw0Mk/IODuhMEEUATQCaWoX1658X44uUQ+lGDxSZdBvJhm9U33HJ6DA/v4o0sKlhL0OMOWYbBjWXAF2KKpLkhI1NtFmoX593hSvWmoKuo7gxiBtN9D6mB6yQoDiySmpfb0LAngqCpyxbHoBW5Ud2nU1oYBiE6PdwneT6EkSZOCMHaNcY+fACmplHxsYgwbkCJ8e4CqZRc0kz4qq6N+hA3DOS4aNelpiOP_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) kc+mGWb272O98F7ZZCUX5dedawo6Inf9dJQEuI4egFBWO5tSdcSxRiUjbfkKgf/fGTQUxwf9YZyXdqg6QC9Yx4ZJKuGBx8t4t66RlK0Y6YqLbJ5OfDcKVa2LvmecDUlXHcqx5pqr5x7+R7WbJxU2YV6wScuSSQNhegyUN/lm6rtLnqY6TFdt3HuA3OFS7BtvYCQd0X0ovw2kIhLfVPNDjKSfKH+qb7jLOUlUvcnE1W1NFN2rSLPy24K3x44vFQh3UY5HxBo9BX8XxpPZ7rILDaXRRy0JYonImIrYa4VO+pQfOxFg38WhTbgeiLD5WFMGvg3L63buDQqHI3siiY4gqFN7jnbRYM7yCqpma3MbbEkbaJeQ33qaf9MbaphdgZBmgsypIUoXgpC9QAZD+WgJV8i0wGxy8vBgyhuWi5u+yNl7f/MhSURqZB3DSYKBKkiOIH1xij55nCCvqBYVvrJ8oErtosFI18mqUSNYpOwX5aBYv7KCsEPsXliMdh7w+bGrRazO/fZEOP_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) 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_PUSHDATA2(77) ACcxlrmE0c6pqrT7QL/WdLDxMy0Isg/VIkdMnFnM0UpkW6Us74qW4Qr/93JWHvzeJv+BwuP7QtLwushGejkyLsMw7jX/uJcjbrmBo88A1E6KHn38hCj17spI+2CX+pKRvLrVngp5v0rt3g69Jsqc2jXKaXziREPKlSjolpd2CkDfsa8fljG6vQ3s2RtDEsLyXHDL1KxXSdDiv8A46clAqiBMSAP1VwHClKlckqzyAdlh34b0vSo2BoCUynsTAANeQPq7m/khfMZQo2mnKdGvPJX1qJaQZroEer+ajnWqwf21SR8C+f7HM5AigWCbEm2WWjhEZ7pGLkmV0NH1ubRf6iRCkQVmHR04TMHsjVthlXAewv1Hfe40SP9rUPj7GT64HgjLzxFsFNjttmzLrfJbUY+kGM6r0lr2xPr4ZTqynbEdjJY8pkVYXNb64X3Kkeh3tUsUqQGuQDpNF8nn25WNK0AoABkZvxnfkigz4VJNS8dFmF2jdP8WfaeRryEbVZWydBVglTkrOP_PUSHDATA2(77) it/A/nNnfM4jkuRsfIbyfVyXGoRiOJ/zfbzmmS46DHiEvodDXaL383sSZXpfL2yqyKggAAAA=="; </script><script> function clearShadow(context) { context.shadowColor = 'transparent'; context.shadowOffsetX = 0; context.shadowOffsetY = 0; context.shadowBlur = 0; } function writeText(context, font, textAlign, textBaseline, fillStyle, text, x, y, shadow) { context.font = font; context.textAlign = textAlign; context.textBaseline = textBaseline; context.fillStyle = fillStyle; if (shadow) { contOP_PUSHDATA2(77) ext.shadowColor = shadow.color; context.shadowOffsetX = shadow.offsetX; context.shadowOffsetY = shadow.offsetY; context.shadowBlur = shadow.blur; } else { clearShadow(context) } context.fillText(text, x, y); } // Create a new canvas and get its context var canvas = document.getElementById("canvas") var context = canvas.getContext('2d'); // Load the image var templateImage = new Image(); templateImage.src = TEMPLATE_IMG_SRC; templateImage.onload = () => { context.draOP_PUSHDATA2(77) wImage(templateImage, 0, 0, canvas.width, canvas.height); writeText(context, 'bold 28pt Copperplate', 'center', 'middle', 'black', SAT_NAME_SPACED.toUpperCase(), canvas.width / 2, 64); writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Name', 87, 576) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', SAT_NAME.toUpperCase(), 175, 576) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Block', 87, 603) writeText(context, '100 19pt CoOP_PUSHDATA2(77) pperplate', 'left', 'middle', 'black', BLOCK, 179, 604) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Date', 87, 632) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', DATE, 165, 633) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Time', 89, 660) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', TIME, 161, 661) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.141)', `${SAT_NUOP_PUSHDATA2(77) MBER}`, canvas.width / 2, 511, { color: 'rgba(0,0,0,0.141)', offsetX: 2, offsetY: -2, blur: 2 }) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.188)', `${SAT_NUMBER}`, canvas.width / 2, 511, { color: 'rgba(255,255,255,0.188)', offsetX: -2, offsetY: 2, blur: 2.5 }) clearShadow(context); var featureImage = new Image(); featureImage.src = FEATURE_IMG_DATA; featureImage.onload = () => { conOP_PUSHDATA2(77) st featureWindowWidth = 365 const featureWindowHeight = 348 const aspectRatio = featureWindowWidth / featureWindowHeight const cropX = 0 // (featureImage.width - featureWindowWidth) / 2 const cropY = (featureImage.height - featureImage.height / aspectRatio) / 2 context.drawImage(featureImage, cropX, cropY, featureImage.width - (cropX * 2), featureImage.height - (cropY * 2), 77, 119, featureWindowWidth, featureWindowHeight); var epochImage = new Image(); epochIOP_PUSHDATA2(77) mage.src = EPOCH_IMG_SRC; epochImage.onload = () => { context.drawImage(epochImage, 327, 569, 112, 112); var logoImage = new Image(); logoImage.src = LOGO_IMG_SRC; logoImage.onload = () => { context.drawImage(logoImage, 405, 652, 40, 40) } } } } </script></body></html>OP_ENDIF(104)
1 Outputs
- d899f0f57bdc576c9788d198509b81640b416a73975597d8cb12a608520b0d96:0
value 10000
address bc1pv5ujvr7al6j8cwns2tzarhm62x72gzumgwhs06uq0chqz50pzrxq4hnhxt