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",Ee="data:image/png;base64,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",Ke="data:image/png;base64,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",ie="data:image/png;base64,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",Ie="data:image/png;base64,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",Qe="data:image/png;base64,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",bt="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEIAAAA8CAYAAADSfGxZAAAAAXNSR0IArs4c6QAACnJJREFUaEPlm3twVPUVx7/ndzdsHkAIwcIQeWp8DNrwyN7djRG4ixqSqtWqQUOCiq2oo6224uh0rIgdmdF2KtXWBzqOJCimIw6KeVjYJQ1mHzcBEYMyOlpEAxq0gkl2k+z9nXJDoJSS7LKbXZHe/zL7+53zPZ/f6/weIST5a/C2nB+GcY0gXMZMkwCMBfgACG0gagQp6zXbDDcRcTKlUbKcNfi3TzFk9woApQAG9UvANoDu05y2jcnSlxQQDT69xGB+GUAmA11EqAJofa/gHWdmZHz5dXd3JnXLqb2EEjDfCLDZU5hBj7oc+Q8mo3ckHITbp18D5lcBKACqw4blnssKZ7YN1NI1NTXWtKwf3c2QjwBIAYlVLkf+rYnuGQkF4fZvzQMb74A5A4SHXA51ebQBbfT5NMHKGwAPJ8LdmkNdGW3dWMolFoRXfwfgAgCrXE71pFt1c1PL1ZKM1xgIWq2W3MKZA/ekWII/tk7CQGwOtFwhDeMNEPb2HvhXblFRUWcsYj0+/RVmvp5Az2hO2+2x2IimTsJAuL2BtQAWENE9msP2RDRiTlTGrevnIswfAviGQp1jNU0Lx2prsHoJAcHM5PHp3wIYoSiYNEdV98QjfpM38B4BF4Ix11WgNsRja6C6CQHh8bQO59TO7xhom+dUc+IVvskbWEXAzxn8i3lO+/Px2jtR/cSACATGsYG9RGjWHKotXuHupsByEB4k4EHNqf4+XnvJA9HcPIZ7ZTsIrS6HekG8wt0+/TEwLyXCUs2h/iFee8kD4fGkcmpGEIQDmt2WFW9m6PHpa5l5AQHlmlNd84MBYQp1e/WPAD5bCC6Ya7d7YxVfXc3KmIn6PjDGKJRyzhzHjI9itZX0VcN06PEFHmfGvbEmU0dEe/zNV7GUr4Ow0+VQpyUCgmkzIZOlafhtny/XwqLV9GEhS95sx8ydJxtEdXXrsOwJHe8S6HwBccdcZ/7TJ2sj2vIJA9HXK7z6kwy+k4g+CFvIeWl+/oFohfUPr+cBvgWEXRTsvCBRyVRCe4RpvL6+PiMlM2sLGNPNpVTKYVfNK5j+RSQYzc3NKQfDxpNgWgJQB4RS6LLP3B6pXjy/J7RHmMIaAoEJYQObCMgF0E6ClrfvTn+utHRaz4mEe7z6JRL8GAEzzLMLwbxAK7BviCfIaOomHIQpYkNjY1aGxbqGgeI+UYxvAa6FoB0k+SsmZBLEFCYuAWNqX1clfCrZuHae07k1mkDiLZMUEEdEbmzyX64IegigWeZ+ZADxbUT4E4KdT2maFoo3wL65yrNtlEgLF3jq3qpbtmyZPJHNpII4uiR6t00Gh4uIMFFCjgXEAUncNkyhxovz8/V4E7DjA/X49Gpmvg6CL3fZ7W8lDcTfm5szrWGaJMHZBnPqULSqQggrEN8Ew8G9lxUWDnjUd7yvBp8v12DxAYBeUjBFU9V9iQVxeOtdyoQ7wLio/4xyKBj8jw0CfQjIqp701CeK8vIGPfBx+wLPgnErCM+5HOqSgQQNydDweL2TQRZzP2A/7IjNsd0M0Bcg6hoKGsycIkBjmXk6CGf029xHinKzps6qO+EKdHgX/Kl5CKxQyvmDpedxg3D7WmZBGrWmOCLsgeSHR2ekrs2L0FKxwmFm4fHqGggPA7gIzAYpyp2aPf+Z/50bAiuYcT+A11xO9drBfMYFYsvWreN7usM6gPEEbEgxRpYVFp73XaxBnmw9j9f/WyaxHMysEF05x2GrOWKjxucbmQqxG4xRQoE6V1VNnQN+cYFw+/T1YL6SgI0IdRYnMgUeKAKPL3A/M1YA1B4i4+wSh+OgWdbt15dCmokZeTSnzRUJcswg3F79IoC3mGcOlh5L7uzZM9sjOUvU725vwANgLhiPuArU37W2tg7bd7DzUwLGQyjzXfZZ9ZF8xwxis09/VjLfesR5JEeJ/P1oo4B2u5y2yW6fvhjMLwDY7nKq06PxHTMIt1f/AuDxUHCBS1XN7fb3+nl8gc+YMcFCSl6YDfOK8TwIXuiy280714hfTCCamvakhWivuSx2uZxqRkQvSSjg8QbWMXA1AS8xYF4k/5NCXbnRzlsxgWjw+6cYkj4B4ROXQz0rCXFGdOH2Bv4K4Pa+bbt5XyroLs1ueypixf4CMYFo9PvP6ZW0C0S7XA7bedE6S2Q5ty+wEoxf9vvY35kiJl2Rnx91MncUhMe7bTLD+BlYjoKIIJmRDeAOAF+DYLbE9/8xigCophDzoQkTBjzDIEYPgzwup+2dI8L7QLi9AZPk4wCGff8RJU8BEf0tmD2qoiQ3t5v6X7OY9OiM0aOROSIDRDGNmORFEKenYHc39n7ZDkPKQ5k6PaU5bXeR26s3Alw4dUIOJuWMj9PFD6f6dx2daGn9wMzOe3s4PI7c3oC5jU0vzJ+BFIvlhxPJEChteX8nDnZ0HrpWNTRy+/T9YM52TL8QaalDcoYyBBKTY8L/7g50hcwTA+EgjzfwCgPXZ2eNwrSzz4KiRFoykiMy0V727N2Hj3fvMeeI9hEplEP9N1LmFjXTHBrDM9JP78nSfJDVHUIw1N3HmoS4SbPnv9S3PDQ06TMk8QsMzEh0S5xC9tsJvFRz2l/qzz3+I61R16caUuYIIiGhjOS+x2B0QBH802MDIKIUCWXiKRTUMVKM/cR89GqRWTwgpSwi0KNC4bcZFibJ3xrBgzuP3YcMmDBs9PuzhaT9ZvbocqpjEh10ZcnL11iYPrmh9oZtQ+nL3eRfDaIKJlo0z2GrHMh2UkGsLl49hyD+60a7y9KZv+TNJV1VJVV/YYgtFTVlr5z2ICqLKn9y6GZ8QU4oZ7EZ7OdpbR9agynTSzeXdvw/glgcJst9JggLwptYKGXEch0zjyBQLwghmJdCbLm0vO76QQ9co+k5p+TQMHsEBD1LwPtmEAy+2Bq0jjV7ROX8yucFRM3CuoXrKudXbWAhH1lUs8gfTbCDlTllQZCg68pry28yxVcWV35sDVr7hkZlcdU6hli5qLasobK4qkZKWnZj/cLA6QuC6DdM4s+HAzSetgatuYdBrGk0JN12U31Za1VxVT1LfqCiviLuJwGnbI+AoBVEou/QhFneZg0Om7gTO0NnpeW2dX3VkbOkZUnv6vlVbgvE3WV1Ze+dvj3i+KGhWOeEZOhMSLFiUV1530VMVXHVFma+paKuYtdpCwJC3Eww03kqBPgu820VJHaD0FReW77q8NyxZiuBryyvLf/8tAPxYsmL4ywypenQf/IwQFsI3MCSaxUoo6Xgt0Yj69yS2pLu6rnVw7vTej7OxuhJ5t+nHQgzoOqS6nGlNaVHH2pUX1et9HT0bgf41yx5ByliJTP/mAmvL6opfyBeCGb9uCdL85/MrFljugiQNDIjS5s2rWMohB1vo/ry6omlG0o/M3fEa0vW5oY53DUUQ+KIH49PdzOzBqKrXA7b+pPea/TR9OqbAZ4D4FVJ8leXOBxfJgJGImy+2dycnt7Di4nYXKpDGYIn2O32r2MD4WuZxWz8g4D0RIhNlk1JuPcSh/rHwfxFPLd3+/15kHiUIGYzeHiyxA+BH3Pf0sqSHptXYIu4o/03rNbJTYqdy6UAAAAASUVORK5CYII=",he="data:image/png;base64,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",ke="data:image/png;base64,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",Pe="data:image/png;base64,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",yt="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADMAAAA8CAYAAADL94L/AAAAAXNSR0IArs4c6QAABnJJREFUaEPtmmtsVEUUx/9n7r21PAT7QY0RNSFGw0OjsdtuFYWtCHRbMGKoyG6poAnxFT/oF3zExiBKYoghvjBqY7vbIi/lYRcTSlFD2vIIiA8QAXmJArG1Fenjzp0js3bJSijtPtrsJnu/7M7MmZnzO+fOmZk7QwDwbXPzLbYSbwA8GcAInZcGTztAmy2hFt6bn39A60s9IE0A56QBwCVUpFZLKLcGoi2NO9YAPFMQ1TGcBR63+0Q6QDU0NY0iGMsVsxegtYUFrodpS+P2Nv1qEakb0gUkYmwNxCyOA2gvLMgbqWFYFxYW5FE6eORiHaP1z8Ckkgcznkklb0TrkvFMvJ75eMa6Kx9f/+Df8dbvq96AeqZmRs21qlvNY8JMAOMAOERkMqv9gsRaS1iVpRtLf+tLyf6WDwjMyrErs7putBeC+BkCrVagFR3m3zsWbFhwrnJSZbY1xLoLRKXMPIcJH2W3Zr1W2lja0V+le5NLOkywODhaKXwG4IQy5HPlG8uP9dZ59dTq60iItwC+TQnzkblfzt6XCFBSYYIlwTzl8DqAXi8L+d6JKLZh+oahrbLtRQHKZeK9xFjkD/nbI+VBb/AxxbwEzI+UbSrbGi9Q0mBqvbW5DqsQwE/6Q/7VEYUYTIGimgYCH1FQawDhJYJr1Lnr3Z6tHhmRCxQFihQQMIge8tX5vokHKCkwtVNqb3AM1USEp3x1vnXRilR5q3KJRaU/5LudQOG1X/W0wDYm8crc0Jwt0bLB4uBkpTigyLmvvK48vC+J5UkKTJW3Kp9YrLdg3j07NPtQtALV06onEdGr/pDfE8mvLgqsU0SflF8EHigKjGKgmRhz/Zv89bGAaNmkwISt7a15AqxeVWTeX143+4JVl09fPnSYHP4jmCtGWiNXtdrtxQR+W2YPGzfvi4f+iho3NylGPUi9V1ZXtjRWkKTC6MYC3sDTrPCiSUbJo6FHd0cUqiquGg8lPiQglxh7yaAFvi99u6LKx5ASIWJ84N/kfzMekKTD6AaDxcGZSvH7BCw6GDr4bgUqVG/K6eBQU1wzXyleLIhe8NX5quMFGRCYHqDRrLiSQVcJgUVWi7UxelJcVrTsihzkFAHiJYAdFua8ROeYAYO5EG69gRIwnmUgD8B+Zpwi4GoQxhBjDwjvRYfxRLwy4DAXBndxMIcV30qKrlWmOqOyhv1c/vnMPxNV/uL6SYtmyVYsnvYyMPFYbTDqZDwzGFaOp4+MZ6KtxsyCiHqd5eOxcLx1EvLM1m3bXUqgEYABQAIsCWQzSO9TJJgliGwQh9PMkESwwVpWy7AkIpu1XE+50OVEknVaKS3fbVDWkonuO3/pCzIhGDDT5ubdY7JMlS1t2wJME8wmTNNUUloG2IRhhPOUUhaEMAE2DTZMRY4FRjit81mXQ6fJFKR///tPYOE4Ytn99+T+b2txKbDEYPoy1SCXZ2AG2eD97i7jmYipNuzcOXS4rabrtDAM23GUBEGy40jDMMNRCZBSSpKGZdkgKWHrvG6ZlZ1td3YKyaJTdre0/OX1erv67YJeBBPyTMO2HeNZcC1A2ToqEcFkRk9Ugonwp1i29CdZMIvLKFtfWJCnT7cTehKCiaXniooKMWvWLLOjo8OUcqR5llosHbJJZZuiq7XN4/GcjaW9TGhO1FqDWX/QXrPBgEpJmIbtu+9QquuaWA1ALL7SdfTRf0ocnW9uarrdgLGHmeO+i+Bxu4yUgPm6eVeho5x60zQwYtjwfjnn7Llz6LbtsCwJWuXJd5WmBEx9c3MhKarPGTECd4y9tU+Y03+24KeDh8HMIODTSW7XfL2/SjuYk6fO4Odfj/QA09LCAtfzEfq0gjl68nccPnYCIOLzm72XCwtci6PdmDYwh44dx7GTf2gQpQ+4PPmu5Re/jykPo8fFgV+P4uTpM1p3veUu87hdKy41sFIaRinGvkOHoQc8gE6DrIcnuu+s6y1CpCyM4yj8cOAgWtrawEC7IYySSfl3fXu5UJeSMLaU+H7/L2g7G15UnzZMmjbR5bpwKpc2nhl782h8t/8A9KQI8FGDsh7ozyen8OSZCnc0I5Pm0CFDwKzQ0dkFAu0DOVNiuTeaErdnIzBRr88uJXjq5Pz8mA6nUu9eM+GbLNldMmHChJivdYVXqaly45yAz9H5zxyPx9PZ5wLtEgJxL7nj6exydfTy//ytjvDVlHiffwHYmD14E3hjPAAAAABJRU5ErkJggg==",ft="data:image/png;base64,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",kt="data:image/png;base64,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",At="data:image/png;base64,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",ye="data:image/png;base64,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",Fe="data:image/png;base64,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",G="data:image/png;base64,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",Ue="data:image/png;base64,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",L="data:image/png;base64,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",R="data:image/png;base64,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",J="data:image/png;base64,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",at="data:image/png;base64,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",Ve="data:image/png;base64,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",Bt="data:image/png;base64,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",Ft="data:image/png;base64,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",Yt="data:image/png;base64,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",gt="data:image/png;base64,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",Ne="data:image/png;base64,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",ot="data:image/png;base64,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",Tt="data:image/png;base64,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",Wt="data:image/png;base64,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",Sn="data:image/png;base64,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",Ht="data:image/png;base64,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",Ut="data:image/png;base64,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"}),React.createElement("path",{d:"M0 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"/><path 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",Pt="data:image/png;base64,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",It="data:image/png;base64,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",Dt="data:image/png;base64,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",yn="data:image/png;base64,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",Nn="data:image/png;base64,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",Tr="data:image/png;base64,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",$l="data:image/png;base64,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",ko="data:image/png;base64,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",jo="data:image/png;base64,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",tl="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAAA8CAYAAADGxTD9AAAQAElEQVR4AexdCXyU1bX/fzOTfd8JkAQSAiI7CCKCihvWoiJa9NVXbdXWn7j0tfVVWwR5UpXWtva5gtK+VxEURBCVpSiyKIKsCghkT8i+L5NMJpnl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this._config.headers=="object"){let ae=this._config.headers;for(let k in ae)ae.hasOwnProperty(k)&&F.setRequestHeader(k,ae[k])}F.send()}abort(){this._requestAbort=!0,this._internalAbort(),this._status=re.kComplete}_internalAbort(){this._xhr&&(this._xhr.onreadystatechange=null,this._xhr.onprogress=null,this._xhr.onload=null,this._xhr.onerror=null,this._xhr.abort(),this._xhr=null)}_onReadyStateChange(f){let d=f.target;if(d.readyState===2){if(d.responseURL!=null){let S=this._seekHandler.removeURLParameters(d.responseURL);d.responseURL!==this._currentRequestURL&&S!==this._currentRedirectedURL&&(this._currentRedirectedURL=S,this._onURLRedirect&&this._onURLRedirect(S))}if(d.status>=200&&d.status<=299){if(this._waitForTotalLength)return;this._status=re.kBuffering}else if(this._status=re.kError,this._onError)this._onError(ue.HTTP_STATUS_CODE_INVALID,{code:d.status,msg:d.statusText});else throw new X("RangeLoader: Http code invalid, "+d.status+" "+d.statusText)}}_onProgress(f){if(this._status===re.kError)return;if(this._contentLength===null){let S=!1;if(this._waitForTotalLength){this._waitForTotalLength=!1,this._totalLengthReceived=!0,S=!0;let T=f.total;this._internalAbort(),T!=null&T!==0&&(this._totalLength=T)}if(this._range.to===-1?this._contentLength=this._totalLength-this._range.from:this._contentLength=this._range.to-this._range.from+1,S){this._openSubRange();return}this._onContentLengthKnown&&this._onContentLengthKnown(this._contentLength)}let d=f.loaded-this._lastTimeLoaded;this._lastTimeLoaded=f.loaded,this._speedSampler.addBytes(d)}_normalizeSpeed(f){let d=this._chunkSizeKBList,S=d.length-1,T=0,F=0,ae=S;if(f=d[T]&&f=3&&(d=this._speedSampler.currentKBps)),d!==0){let ae=this._normalizeSpeed(d);this._currentSpeedNormalized!==ae&&(this._currentSpeedNormalized=ae,this._currentChunkSizeKB=ae)}let S=f.target.response,T=this._range.from+this._receivedLength;this._receivedLength+=S.byteLength;let F=!1;this._contentLength!=null&&this._receivedLength0&&this._receivedLength{this._dispatchArrayBuffer(d.result)},d.readAsArrayBuffer(f.data)}else{this._status=re.kError;let d={code:-1,msg:"Unsupported WebSocket message type: "+f.data.constructor.name};if(this._onError)this._onError(ue.EXCEPTION,d);else throw new X(d.msg)}}_dispatchArrayBuffer(f){let d=f,S=this._receivedLength;this._receivedLength+=d.byteLength,this._onDataArrival&&this._onDataArrival(d,S,this._receivedLength)}_onWebSocketError(f){this._status=re.kError;let d={code:f.code,msg:f.message};if(this._onError)this._onError(ue.EXCEPTION,d);else throw new X(d.msg)}}var Nt=mt;class ut{constructor(f){this._zeroStart=f||!1}getConfig(f,d){let S={};if(d.from!==0||d.to!==-1){let T;d.to!==-1?T=`bytes=${d.from.toString()}-${d.to.toString()}`:T=`bytes=${d.from.toString()}-`,S.Range=T}else this._zeroStart&&(S.Range="bytes=0-");return{url:f,headers:S}}removeURLParameters(f){return f}}var Te=ut;class fe{constructor(f,d){this._startName=f,this._endName=d}getConfig(f,d){let S=f;if(d.from!==0||d.to!==-1){let T=!0;S.indexOf("?")===-1&&(S+="?",T=!1),T&&(S+="&"),S+=`${this._startName}=${d.from.toString()}`,d.to!==-1&&(S+=`&${this._endName}=${d.to.toString()}`)}return{url:S,headers:{}}}removeURLParameters(f){let d=f.split("?")[0],S,T=f.indexOf("?");T!==-1&&(S=f.substring(T+1));let F="";if(S!=null&&S.length>0){let ae=S.split("&");for(let k=0;k0;vt[0]!==this._startName&&vt[0]!==this._endName&&(Y&&(F+="&"),F+=ae[k])}}return F.length===0?d:d+"?"+F}}var M=fe;class oe{constructor(f,d,S){this.TAG="IOController",this._config=d,this._extraData=S,this._stashInitialSize=1024*384,d.stashInitialSize!=null&&d.stashInitialSize>0&&(this._stashInitialSize=d.stashInitialSize),this._stashUsed=0,this._stashSize=this._stashInitialSize,this._bufferSize=1024*1024*3,this._stashBuffer=new ArrayBuffer(this._bufferSize),this._stashByteStart=0,this._enableStash=!0,d.enableStashBuffer===!1&&(this._enableStash=!1),this._loader=null,this._loaderClass=null,this._seekHandler=null,this._dataSource=f,this._isWebSocketURL=/wss?:\/\/(.+?)/.test(f.url),this._refTotalLength=f.filesize?f.filesize:null,this._totalLength=this._refTotalLength,this._fullRequestFlag=!1,this._currentRange=null,this._redirectedURL=null,this._speedNormalized=0,this._speedSampler=new z,this._speedNormalizeList=[64,128,256,384,512,768,1024,1536,2048,3072,4096],this._isEarlyEofReconnecting=!1,this._paused=!1,this._resumeFrom=0,this._onDataArrival=null,this._onSeeked=null,this._onError=null,this._onComplete=null,this._onRedirect=null,this._onRecoveredEarlyEof=null,this._selectSeekHandler(),this._selectLoader(),this._createLoader()}destroy(){this._loader.isWorking()&&this._loader.abort(),this._loader.destroy(),this._loader=null,this._loaderClass=null,this._dataSource=null,this._stashBuffer=null,this._stashUsed=this._stashSize=this._bufferSize=this._stashByteStart=0,this._currentRange=null,this._speedSampler=null,this._isEarlyEofReconnecting=!1,this._onDataArrival=null,this._onSeeked=null,this._onError=null,this._onComplete=null,this._onRedirect=null,this._onRecoveredEarlyEof=null,this._extraData=null}isWorking(){return this._loader&&this._loader.isWorking()&&!this._paused}isPaused(){return this._paused}get status(){return this._loader.status}get extraData(){return this._extraData}set extraData(f){this._extraData=f}get onDataArrival(){return this._onDataArrival}set onDataArrival(f){this._onDataArrival=f}get onSeeked(){return this._onSeeked}set onSeeked(f){this._onSeeked=f}get onError(){return this._onError}set onError(f){this._onError=f}get onComplete(){return this._onComplete}set onComplete(f){this._onComplete=f}get onRedirect(){return this._onRedirect}set onRedirect(f){this._onRedirect=f}get onRecoveredEarlyEof(){return this._onRecoveredEarlyEof}set onRecoveredEarlyEof(f){this._onRecoveredEarlyEof=f}get currentURL(){return this._dataSource.url}get hasRedirect(){return this._redirectedURL!=null||this._dataSource.redirectedURL!=null}get currentRedirectedURL(){return this._redirectedURL||this._dataSource.redirectedURL}get currentSpeed(){return this._loaderClass===wt?this._loader.currentSpeed:this._speedSampler.lastSecondKBps}get loaderType(){return this._loader.type}_selectSeekHandler(){let f=this._config;if(f.seekType==="range")this._seekHandler=new Te(this._config.rangeLoadZeroStart);else if(f.seekType==="param"){let d=f.seekParamStart||"bstart",S=f.seekParamEnd||"bend";this._seekHandler=new M(d,S)}else if(f.seekType==="custom"){if(typeof f.customSeekHandler!="function")throw new Be("Custom seekType specified in config but invalid customSeekHandler!");this._seekHandler=new f.customSeekHandler}else throw new Be(`Invalid seekType in config: ${f.seekType}`)}_selectLoader(){if(this._config.customLoader!=null)this._loaderClass=this._config.customLoader;else if(this._isWebSocketURL)this._loaderClass=Nt;else if(Ae.isSupported())this._loaderClass=Ae;else if(de.isSupported())this._loaderClass=de;else if(wt.isSupported())this._loaderClass=wt;else throw new X("Your browser doesn't support xhr with arraybuffer responseType!")}_createLoader(){this._loader=new this._loaderClass(this._seekHandler,this._config),this._loader.needStashBuffer===!1&&(this._enableStash=!1),this._loader.onContentLengthKnown=this._onContentLengthKnown.bind(this),this._loader.onURLRedirect=this._onURLRedirect.bind(this),this._loader.onDataArrival=this._onLoaderChunkArrival.bind(this),this._loader.onComplete=this._onLoaderComplete.bind(this),this._loader.onError=this._onLoaderError.bind(this)}open(f){this._currentRange={from:0,to:-1},f&&(this._currentRange.from=f),this._speedSampler.reset(),f||(this._fullRequestFlag=!0),this._loader.open(this._dataSource,Object.assign({},this._currentRange))}abort(){this._loader.abort(),this._paused&&(this._paused=!1,this._resumeFrom=0)}pause(){this.isWorking()&&(this._loader.abort(),this._stashUsed!==0?(this._resumeFrom=this._stashByteStart,this._currentRange.to=this._stashByteStart-1):this._resumeFrom=this._currentRange.to+1,this._stashUsed=0,this._stashByteStart=0,this._paused=!0)}resume(){if(this._paused){this._paused=!1;let f=this._resumeFrom;this._resumeFrom=0,this._internalSeek(f,!0)}}seek(f){this._paused=!1,this._stashUsed=0,this._stashByteStart=0,this._internalSeek(f,!0)}_internalSeek(f,d){this._loader.isWorking()&&this._loader.abort(),this._flushStashBuffer(d),this._loader.destroy(),this._loader=null;let S={from:f,to:-1};this._currentRange={from:S.from,to:-1},this._speedSampler.reset(),this._stashSize=this._stashInitialSize,this._createLoader(),this._loader.open(this._dataSource,S),this._onSeeked&&this._onSeeked()}updateUrl(f){if(!f||typeof f!="string"||f.length===0)throw new Be("Url must be a non-empty string!");this._dataSource.url=f}_expandBuffer(f){let d=this._stashSize;for(;d+1024*1024*10){let T=new Uint8Array(this._stashBuffer,0,this._stashUsed);new Uint8Array(S,0,d).set(T,0)}this._stashBuffer=S,this._bufferSize=d}_normalizeSpeed(f){let d=this._speedNormalizeList,S=d.length-1,T=0,F=0,ae=S;if(f=d[T]&&f=512&&f<=1024?d=Math.floor(f*1.5):d=f*2,d>8192&&(d=8192);let S=d*1024+1024*1024*1;this._bufferSize0){let ae=this._stashBuffer.slice(0,this._stashUsed),k=this._dispatchChunks(ae,this._stashByteStart);if(k0){let vt=new Uint8Array(ae,k);F.set(vt,0),this._stashUsed=vt.byteLength,this._stashByteStart+=k}}else this._stashUsed=0,this._stashByteStart+=k;this._stashUsed+f.byteLength>this._bufferSize&&(this._expandBuffer(this._stashUsed+f.byteLength),F=new Uint8Array(this._stashBuffer,0,this._bufferSize)),F.set(new Uint8Array(f),this._stashUsed),this._stashUsed+=f.byteLength}else{let ae=this._dispatchChunks(f,d);if(aethis._bufferSize&&(this._expandBuffer(k),F=new Uint8Array(this._stashBuffer,0,this._bufferSize)),F.set(new Uint8Array(f,ae),0),this._stashUsed+=k,this._stashByteStart=d+ae}}}else if(this._stashUsed===0){let F=this._dispatchChunks(f,d);if(Fthis._bufferSize&&this._expandBuffer(ae),new Uint8Array(this._stashBuffer,0,this._bufferSize).set(new Uint8Array(f,F),0),this._stashUsed+=ae,this._stashByteStart=d+F}}else{this._stashUsed+f.byteLength>this._bufferSize&&this._expandBuffer(this._stashUsed+f.byteLength);let F=new Uint8Array(this._stashBuffer,0,this._bufferSize);F.set(new Uint8Array(f),this._stashUsed),this._stashUsed+=f.byteLength;let ae=this._dispatchChunks(this._stashBuffer.slice(0,this._stashUsed),this._stashByteStart);if(ae0){let k=new Uint8Array(this._stashBuffer,ae);F.set(k,0)}this._stashUsed-=ae,this._stashByteStart+=ae}}_flushStashBuffer(f){if(this._stashUsed>0){let d=this._stashBuffer.slice(0,this._stashUsed),S=this._dispatchChunks(d,this._stashByteStart),T=d.byteLength-S;if(S0){let F=new Uint8Array(this._stashBuffer,0,this._bufferSize),ae=new Uint8Array(d,S);F.set(ae,0),this._stashUsed=ae.byteLength,this._stashByteStart+=S}return 0}return this._stashUsed=0,this._stashByteStart=0,T}return 0}_onLoaderComplete(f,d){this._flushStashBuffer(!0),this._onComplete&&this._onComplete(this._extraData)}_onLoaderError(f,d){switch(v.e(this.TAG,`Loader error, code = ${d.code}, msg = ${d.msg}`),this._flushStashBuffer(!1),this._isEarlyEofReconnecting&&(this._isEarlyEofReconnecting=!1,f=ue.UNRECOVERABLE_EARLY_EOF),f){case ue.EARLY_EOF:{if(!this._config.isLive&&this._totalLength){let S=this._currentRange.to+1;S0){let d=bt.getConfig();f.emit("change",d)}}static registerListener(f){bt.emitter.addListener("change",f)}static removeListener(f){bt.emitter.removeListener("change",f)}static addLogListener(f){v.emitter.addListener("log",f),v.emitter.listenerCount("log")>0&&(v.ENABLE_CALLBACK=!0,bt._notifyChange())}static removeLogListener(f){v.emitter.removeListener("log",f),v.emitter.listenerCount("log")===0&&(v.ENABLE_CALLBACK=!1,bt._notifyChange())}}bt.emitter=new(te());var he=bt;class ke{constructor(){this.mimeType=null,this.duration=null,this.hasAudio=null,this.hasVideo=null,this.audioCodec=null,this.videoCodec=null,this.audioDataRate=null,this.videoDataRate=null,this.audioSampleRate=null,this.audioChannelCount=null,this.width=null,this.height=null,this.fps=null,this.profile=null,this.level=null,this.refFrames=null,this.chromaFormat=null,this.sarNum=null,this.sarDen=null,this.metadata=null,this.segments=null,this.segmentCount=null,this.hasKeyframesIndex=null,this.keyframesIndex=null}isComplete(){let f=this.hasAudio===!1||this.hasAudio===!0&&this.audioCodec!=null&&this.audioSampleRate!=null&&this.audioChannelCount!=null,d=this.hasVideo===!1||this.hasVideo===!0&&this.videoCodec!=null&&this.width!=null&&this.height!=null&&this.fps!=null&&this.profile!=null&&this.level!=null&&this.refFrames!=null&&this.chromaFormat!=null&&this.sarNum!=null&&this.sarDen!=null;return this.mimeType!=null&&this.duration!=null&&this.metadata!=null&&this.hasKeyframesIndex!=null&&f&&d}isSeekable(){return this.hasKeyframesIndex===!0}getNearestKeyframe(f){if(this.keyframesIndex==null)return null;let d=this.keyframesIndex,S=this._search(d.times,f);return{index:S,milliseconds:d.times[S],fileposition:d.filepositions[S]}}_search(f,d){let S=0,T=f.length-1,F=0,ae=0,k=T;for(d=f[F]&&d=128){f.push(String.fromCharCode(F&65535)),S+=2;continue}}}else if(d[S]<240){if(yt(d,S,2)){let F=(d[S]&15)<<12|(d[S+1]&63)<<6|d[S+2]&63;if(F>=2048&&(F&63488)!==55296){f.push(String.fromCharCode(F&65535)),S+=3;continue}}}else if(d[S]<248&&yt(d,S,3)){let F=(d[S]&7)<<18|(d[S+1]&63)<<12|(d[S+2]&63)<<6|d[S+3]&63;if(F>65536&&F<1114112){F-=65536,f.push(String.fromCharCode(F>>>10|55296)),f.push(String.fromCharCode(F&1023|56320)),S+=4;continue}}}f.push("\uFFFD"),++S}return f.join("")}var kt=ft;let At=function(){let D=new ArrayBuffer(2);return new DataView(D).setInt16(0,256,!0),new Int16Array(D)[0]===256}();class hn{static parseScriptData(f,d,S){let T={};try{let F=hn.parseValue(f,d,S),ae=hn.parseValue(f,d+F.size,S-F.size);T[F.data]=ae.data}catch(F){v.e("AMF",F.toString())}return T}static parseObject(f,d,S){if(S<3)throw new x("Data not enough when parse ScriptDataObject");let T=hn.parseString(f,d,S),F=hn.parseValue(f,d+T.size,S-T.size),ae=F.objectEnd;return{data:{name:T.data,value:F.data},size:T.size+F.size,objectEnd:ae}}static parseVariable(f,d,S){return hn.parseObject(f,d,S)}static parseString(f,d,S){if(S<2)throw new x("Data not enough when parse String");let F=new DataView(f,d,S).getUint16(0,!At),ae;return F>0?ae=kt(new Uint8Array(f,d+2,F)):ae="",{data:ae,size:2+F}}static parseLongString(f,d,S){if(S<4)throw new x("Data not enough when parse LongString");let F=new DataView(f,d,S).getUint32(0,!At),ae;return F>0?ae=kt(new Uint8Array(f,d+4,F)):ae="",{data:ae,size:4+F}}static parseDate(f,d,S){if(S<10)throw new x("Data size invalid when parse Date");let T=new DataView(f,d,S),F=T.getFloat64(0,!At),ae=T.getInt16(8,!At);return F+=ae*60*1e3,{data:new Date(F),size:10}}static parseValue(f,d,S){if(S<1)throw new x("Data not enough when parse Value");let T=new DataView(f,d,S),F=1,ae=T.getUint8(0),k,vt=!1;try{switch(ae){case 0:k=T.getFloat64(1,!At),F+=8;break;case 1:{k=!!T.getUint8(1),F+=1;break}case 2:{let Y=hn.parseString(f,d+1,S-1);k=Y.data,F+=Y.size;break}case 3:{k={};let Y=0;for((T.getUint32(S-4,!At)&16777215)===9&&(Y=3);F32)throw new Be("ExpGolomb: readBits() bits exceeded max 32bits!");if(f<=this._current_word_bits_left){let ae=this._current_word>>>32-f;return this._current_word<<=f,this._current_word_bits_left-=f,ae}let d=this._current_word_bits_left?this._current_word:0;d=d>>>32-this._current_word_bits_left;let S=f-this._current_word_bits_left;this._fillCurrentWord();let T=Math.min(S,this._current_word_bits_left),F=this._current_word>>>32-T;return this._current_word<<=T,this._current_word_bits_left-=T,d=d<>>f)return this._current_word<<=f,this._current_word_bits_left-=f,f;return this._fillCurrentWord(),f+this._skipLeadingZero()}readUEG(){let f=this._skipLeadingZero();return this.readBits(f+1)-1}readSEG(){let f=this.readUEG();return f&1?f+1>>>1:-1*(f>>>1)}}var xe=tt;class De{static _ebsp2rbsp(f){let d=f,S=d.byteLength,T=new Uint8Array(S),F=0;for(let ae=0;ae=2&&d[ae]===3&&d[ae-1]===0&&d[ae-2]===0||(T[F]=d[ae],F++);return new Uint8Array(T.buffer,0,F)}static parseSPS(f){let d=De._ebsp2rbsp(f),S=new xe(d);S.readByte();let T=S.readByte();S.readByte();let F=S.readByte();S.readUEG();let ae=De.getProfileString(T),k=De.getLevelString(F),vt=1,Y=420,_=[0,420,422,444],Ge=8;if((T===100||T===110||T===122||T===244||T===44||T===83||T===86||T===118||T===128||T===138||T===144)&&(vt=S.readUEG(),vt===3&&S.readBits(1),vt<=3&&(Y=_[vt]),Ge=S.readUEG()+8,S.readUEG(),S.readBits(1),S.readBool())){let ln=vt!==3?8:12;for(let En=0;En0&&ln<16?(pt=En[ln-1],Rt=rn[ln-1]):ln===255&&(pt=S.readByte()<<8|S.readByte(),Rt=S.readByte()<<8|S.readByte())}if(S.readBool()&&S.readBool(),S.readBool()&&(S.readBits(4),S.readBool()&&S.readBits(24)),S.readBool()&&(S.readUEG(),S.readUEG()),S.readBool()){let ln=S.readBits(32),En=S.readBits(32);en=S.readBool(),Oe=En,Ye=ln*2,Kt=Oe/Ye}}let St=1;(pt!==1||Rt!==1)&&(St=pt/Rt);let xt=0,Ot=0;if(vt===0)xt=1,Ot=2-O;else{let ln=vt===3?1:2,En=vt===1?2:1;xt=ln,Ot=En*(2-O)}let Gt=(I+1)*16,jt=(2-O)*((P+1)*16);Gt-=(j+be)*xt,jt-=(je+ct)*Ot;let an=Math.ceil(Gt*St);return S.destroy(),S=null,{profile_string:ae,level_string:k,bit_depth:Ge,ref_frames:B,chroma_format:Y,chroma_format_string:De.getChromaFormatString(Y),frame_rate:{fixed:en,fps:Kt,fps_den:Ye,fps_num:Oe},sar_ratio:{width:pt,height:Rt},codec_size:{width:Gt,height:jt},present_size:{width:an,height:jt}}}static _skipScalingList(f,d){let S=8,T=8,F=0;for(let ae=0;ae>>8&255|(D&255)<<8}function pe(D){return(D&4278190080)>>>24|(D&16711680)>>>8|(D&65280)<<8|(D&255)<<24}function Se(D,f){return D[f]<<24|D[f+1]<<16|D[f+2]<<8|D[f+3]}class ye{constructor(f,d){this.TAG="FLVDemuxer",this._config=d,this._onError=null,this._onMediaInfo=null,this._onMetaDataArrived=null,this._onScriptDataArrived=null,this._onTrackMetadata=null,this._onDataAvailable=null,this._dataOffset=f.dataOffset,this._firstParse=!0,this._dispatch=!1,this._hasAudio=f.hasAudioTrack,this._hasVideo=f.hasVideoTrack,this._hasAudioFlagOverrided=!1,this._hasVideoFlagOverrided=!1,this._audioInitialMetadataDispatched=!1,this._videoInitialMetadataDispatched=!1,this._mediaInfo=new Pe,this._mediaInfo.hasAudio=this._hasAudio,this._mediaInfo.hasVideo=this._hasVideo,this._metadata=null,this._audioMetadata=null,this._videoMetadata=null,this._naluLengthSize=4,this._timestampBase=0,this._timescale=1e3,this._duration=0,this._durationOverrided=!1,this._referenceFrameRate={fixed:!0,fps:23.976,fps_num:23976,fps_den:1e3},this._flvSoundRateTable=[5500,11025,22050,44100,48e3],this._mpegSamplingRates=[96e3,88200,64e3,48e3,44100,32e3,24e3,22050,16e3,12e3,11025,8e3,7350],this._mpegAudioV10SampleRateTable=[44100,48e3,32e3,0],this._mpegAudioV20SampleRateTable=[22050,24e3,16e3,0],this._mpegAudioV25SampleRateTable=[11025,12e3,8e3,0],this._mpegAudioL1BitRateTable=[0,32,64,96,128,160,192,224,256,288,320,352,384,416,448,-1],this._mpegAudioL2BitRateTable=[0,32,48,56,64,80,96,112,128,160,192,224,256,320,384,-1],this._mpegAudioL3BitRateTable=[0,32,40,48,56,64,80,96,112,128,160,192,224,256,320,-1],this._videoTrack={type:"video",id:1,sequenceNumber:0,samples:[],length:0},this._audioTrack={type:"audio",id:2,sequenceNumber:0,samples:[],length:0},this._littleEndian=function(){let S=new ArrayBuffer(2);return new DataView(S).setInt16(0,256,!0),new Int16Array(S)[0]===256}()}destroy(){this._mediaInfo=null,this._metadata=null,this._audioMetadata=null,this._videoMetadata=null,this._videoTrack=null,this._audioTrack=null,this._onError=null,this._onMediaInfo=null,this._onMetaDataArrived=null,this._onScriptDataArrived=null,this._onTrackMetadata=null,this._onDataAvailable=null}static probe(f){let d=new Uint8Array(f),S={match:!1};if(d[0]!==70||d[1]!==76||d[2]!==86||d[3]!==1)return S;let T=(d[4]&4)>>>2!==0,F=(d[4]&1)!==0,ae=Se(d,5);return ae<9?S:{match:!0,consumed:ae,dataOffset:ae,hasAudioTrack:T,hasVideoTrack:F}}bindDataSource(f){return f.onDataArrival=this.parseChunks.bind(this),this}get onTrackMetadata(){return this._onTrackMetadata}set onTrackMetadata(f){this._onTrackMetadata=f}get onMediaInfo(){return this._onMediaInfo}set onMediaInfo(f){this._onMediaInfo=f}get onMetaDataArrived(){return this._onMetaDataArrived}set onMetaDataArrived(f){this._onMetaDataArrived=f}get onScriptDataArrived(){return this._onScriptDataArrived}set onScriptDataArrived(f){this._onScriptDataArrived=f}get onError(){return this._onError}set onError(f){this._onError=f}get onDataAvailable(){return this._onDataAvailable}set onDataAvailable(f){this._onDataAvailable=f}get timestampBase(){return this._timestampBase}set timestampBase(f){this._timestampBase=f}get overridedDuration(){return this._duration}set overridedDuration(f){this._durationOverrided=!0,this._duration=f,this._mediaInfo.duration=f}set overridedHasAudio(f){this._hasAudioFlagOverrided=!0,this._hasAudio=f,this._mediaInfo.hasAudio=f}set overridedHasVideo(f){this._hasVideoFlagOverrided=!0,this._hasVideo=f,this._mediaInfo.hasVideo=f}resetMediaInfo(){this._mediaInfo=new Pe}_isInitialMetadataDispatched(){return this._hasAudio&&this._hasVideo?this._audioInitialMetadataDispatched&&this._videoInitialMetadataDispatched:this._hasAudio&&!this._hasVideo?this._audioInitialMetadataDispatched:!this._hasAudio&&this._hasVideo?this._videoInitialMetadataDispatched:!1}parseChunks(f,d){if(!this._onError||!this._onMediaInfo||!this._onTrackMetadata||!this._onDataAvailable)throw new x("Flv: onError & onMediaInfo & onTrackMetadata & onDataAvailable callback must be specified");let S=0,T=this._littleEndian;if(d===0)if(f.byteLength>13)S=ye.probe(f).dataOffset;else return 0;for(this._firstParse&&(this._firstParse=!1,d+S!==this._dataOffset&&v.w(this.TAG,"First time parsing but chunk byteStart invalid!"),new DataView(f,S).getUint32(0,!T)!==0&&v.w(this.TAG,"PrevTagSize0 !== 0 !!!"),S+=4);Sf.byteLength)break;let ae=F.getUint8(0),k=F.getUint32(0,!T)&16777215;if(S+11+k+4>f.byteLength)break;if(ae!==8&&ae!==9&&ae!==18){v.w(this.TAG,`Unsupported tag type ${ae}, skipped`),S+=11+k+4;continue}let vt=F.getUint8(4),Y=F.getUint8(5),_=F.getUint8(6),Ge=F.getUint8(7),se=_|Y<<8|vt<<16|Ge<<24;(F.getUint32(7,!T)&16777215)!==0&&v.w(this.TAG,"Meet tag which has StreamID != 0!");let I=S+11;switch(ae){case 8:this._parseAudioData(f,I,k,se);break;case 9:this._parseVideoData(f,I,k,se,d+S);break;case 18:this._parseScriptData(f,I,k);break}let P=F.getUint32(11+k,!T);P!==11+k&&v.w(this.TAG,`Invalid PrevTagSize ${P}`),S+=11+k+4}return this._isInitialMetadataDispatched()&&this._dispatch&&(this._audioTrack.length||this._videoTrack.length)&&this._onDataAvailable(this._audioTrack,this._videoTrack),S}_parseScriptData(f,d,S){let T=st.parseScriptData(f,d,S);if(T.hasOwnProperty("onMetaData")){if(T.onMetaData==null||typeof T.onMetaData!="object"){v.w(this.TAG,"Invalid onMetaData structure!");return}this._metadata&&v.w(this.TAG,"Found another onMetaData tag!"),this._metadata=T;let F=this._metadata.onMetaData;if(this._onMetaDataArrived&&this._onMetaDataArrived(Object.assign({},F)),typeof F.hasAudio=="boolean"&&this._hasAudioFlagOverrided===!1&&(this._hasAudio=F.hasAudio,this._mediaInfo.hasAudio=this._hasAudio),typeof F.hasVideo=="boolean"&&this._hasVideoFlagOverrided===!1&&(this._hasVideo=F.hasVideo,this._mediaInfo.hasVideo=this._hasVideo),typeof F.audiodatarate=="number"&&(this._mediaInfo.audioDataRate=F.audiodatarate),typeof F.videodatarate=="number"&&(this._mediaInfo.videoDataRate=F.videodatarate),typeof F.width=="number"&&(this._mediaInfo.width=F.width),typeof F.height=="number"&&(this._mediaInfo.height=F.height),typeof F.duration=="number"){if(!this._durationOverrided){let ae=Math.floor(F.duration*this._timescale);this._duration=ae,this._mediaInfo.duration=ae}}else this._mediaInfo.duration=0;if(typeof F.framerate=="number"){let ae=Math.floor(F.framerate*1e3);if(ae>0){let k=ae/1e3;this._referenceFrameRate.fixed=!0,this._referenceFrameRate.fps=k,this._referenceFrameRate.fps_num=ae,this._referenceFrameRate.fps_den=1e3,this._mediaInfo.fps=k}}if(typeof F.keyframes=="object"){this._mediaInfo.hasKeyframesIndex=!0;let ae=F.keyframes;this._mediaInfo.keyframesIndex=this._parseKeyframesIndex(ae),F.keyframes=null}else this._mediaInfo.hasKeyframesIndex=!1;this._dispatch=!1,this._mediaInfo.metadata=F,v.v(this.TAG,"Parsed onMetaData"),this._mediaInfo.isComplete()&&this._onMediaInfo(this._mediaInfo)}Object.keys(T).length>0&&this._onScriptDataArrived&&this._onScriptDataArrived(Object.assign({},T))}_parseKeyframesIndex(f){let d=[],S=[];for(let T=1;T>>4;if(vt!==2&&vt!==10){this._onError(Le.CODEC_UNSUPPORTED,"Flv: Unsupported audio codec idx: "+vt);return}let Y=0,_=(k&12)>>>2;if(_>=0&&_<=4)Y=this._flvSoundRateTable[_];else{this._onError(Le.FORMAT_ERROR,"Flv: Invalid audio sample rate idx: "+_);return}let Ge=(k&2)>>>1,se=k&1,B=this._audioMetadata,I=this._audioTrack;if(B||(this._hasAudio===!1&&this._hasAudioFlagOverrided===!1&&(this._hasAudio=!0,this._mediaInfo.hasAudio=!0),B=this._audioMetadata={},B.type="audio",B.id=I.id,B.timescale=this._timescale,B.duration=this._duration,B.audioSampleRate=Y,B.channelCount=se===0?1:2),vt===10){let P=this._parseAACAudioData(f,d+1,S-1);if(P==null)return;if(P.packetType===0){B.config&&v.w(this.TAG,"Found another AudioSpecificConfig!");let O=P.data;B.audioSampleRate=O.samplingRate,B.channelCount=O.channelCount,B.codec=O.codec,B.originalCodec=O.originalCodec,B.config=O.config,B.refSampleDuration=1024/B.audioSampleRate*B.timescale,v.v(this.TAG,"Parsed AudioSpecificConfig"),this._isInitialMetadataDispatched()?this._dispatch&&(this._audioTrack.length||this._videoTrack.length)&&this._onDataAvailable(this._audioTrack,this._videoTrack):this._audioInitialMetadataDispatched=!0,this._dispatch=!1,this._onTrackMetadata("audio",B);let j=this._mediaInfo;j.audioCodec=B.originalCodec,j.audioSampleRate=B.audioSampleRate,j.audioChannelCount=B.channelCount,j.hasVideo?j.videoCodec!=null&&(j.mimeType='video/x-flv; codecs="'+j.videoCodec+","+j.audioCodec+'"'):j.mimeType='video/x-flv; codecs="'+j.audioCodec+'"',j.isComplete()&&this._onMediaInfo(j)}else if(P.packetType===1){let O=this._timestampBase+T,j={unit:P.data,length:P.data.byteLength,dts:O,pts:O};I.samples.push(j),I.length+=P.data.length}else v.e(this.TAG,`Flv: Unsupported AAC data type ${P.packetType}`)}else if(vt===2){if(!B.codec){let be=this._parseMP3AudioData(f,d+1,S-1,!0);if(be==null)return;B.audioSampleRate=be.samplingRate,B.channelCount=be.channelCount,B.codec=be.codec,B.originalCodec=be.originalCodec,B.refSampleDuration=1152/B.audioSampleRate*B.timescale,v.v(this.TAG,"Parsed MPEG Audio Frame Header"),this._audioInitialMetadataDispatched=!0,this._onTrackMetadata("audio",B);let je=this._mediaInfo;je.audioCodec=B.codec,je.audioSampleRate=B.audioSampleRate,je.audioChannelCount=B.channelCount,je.audioDataRate=be.bitRate,je.hasVideo?je.videoCodec!=null&&(je.mimeType='video/x-flv; codecs="'+je.videoCodec+","+je.audioCodec+'"'):je.mimeType='video/x-flv; codecs="'+je.audioCodec+'"',je.isComplete()&&this._onMediaInfo(je)}let P=this._parseMP3AudioData(f,d+1,S-1,!1);if(P==null)return;let O=this._timestampBase+T,j={unit:P,length:P.byteLength,dts:O,pts:O};I.samples.push(j),I.length+=P.length}}_parseAACAudioData(f,d,S){if(S<=1){v.w(this.TAG,"Flv: Invalid AAC packet, missing AACPacketType or/and Data!");return}let T={},F=new Uint8Array(f,d,S);return T.packetType=F[0],F[0]===0?T.data=this._parseAACAudioSpecificConfig(f,d+1,S-1):T.data=F.subarray(1),T}_parseAACAudioSpecificConfig(f,d,S){let T=new Uint8Array(f,d,S),F=null,ae=0,k=0,vt=null,Y=0,_=null;if(ae=k=T[0]>>>3,Y=(T[0]&7)<<1|T[1]>>>7,Y<0||Y>=this._mpegSamplingRates.length){this._onError(Le.FORMAT_ERROR,"Flv: AAC invalid sampling frequency index!");return}let Ge=this._mpegSamplingRates[Y],se=(T[1]&120)>>>3;if(se<0||se>=8){this._onError(Le.FORMAT_ERROR,"Flv: AAC invalid channel configuration");return}ae===5&&(_=(T[1]&7)<<1|T[2]>>>7,vt=(T[2]&124)>>>2);let B=self.navigator.userAgent.toLowerCase();return B.indexOf("firefox")!==-1?Y>=6?(ae=5,F=new Array(4),_=Y-3):(ae=2,F=new Array(2),_=Y):B.indexOf("android")!==-1?(ae=2,F=new Array(2),_=Y):(ae=5,_=Y,F=new Array(4),Y>=6?_=Y-3:se===1&&(ae=2,F=new Array(2),_=Y)),F[0]=ae<<3,F[0]|=(Y&15)>>>1,F[1]=(Y&15)<<7,F[1]|=(se&15)<<3,ae===5&&(F[1]|=(_&15)>>>1,F[2]=(_&1)<<7,F[2]|=8,F[3]=0),{config:F,samplingRate:Ge,channelCount:se,codec:"mp4a.40."+ae,originalCodec:"mp4a.40."+k}}_parseMP3AudioData(f,d,S,T){if(S<4){v.w(this.TAG,"Flv: Invalid MP3 packet, header missing!");return}let F=this._littleEndian,ae=new Uint8Array(f,d,S),k=null;if(T){if(ae[0]!==255)return;let vt=ae[1]>>>3&3,Y=(ae[1]&6)>>1,_=(ae[2]&240)>>>4,Ge=(ae[2]&12)>>>2,B=(ae[3]>>>6&3)!==3?2:1,I=0,P=0,O=34,j="mp3";switch(vt){case 0:I=this._mpegAudioV25SampleRateTable[Ge];break;case 2:I=this._mpegAudioV20SampleRateTable[Ge];break;case 3:I=this._mpegAudioV10SampleRateTable[Ge];break}switch(Y){case 1:O=34,_>>4,vt=ae&15;if(vt!==7){this._onError(Le.CODEC_UNSUPPORTED,`Flv: Unsupported codec in video frame: ${vt}`);return}this._parseAVCVideoPacket(f,d+1,S-1,T,F,k)}_parseAVCVideoPacket(f,d,S,T,F,ae){if(S<4){v.w(this.TAG,"Flv: Invalid AVC packet, missing AVCPacketType or/and CompositionTime");return}let k=this._littleEndian,vt=new DataView(f,d,S),Y=vt.getUint8(0),Ge=(vt.getUint32(0,!k)&16777215)<<8>>8;if(Y===0)this._parseAVCDecoderConfigurationRecord(f,d+4,S-4);else if(Y===1)this._parseAVCVideoData(f,d+4,S-4,T,F,ae,Ge);else if(Y!==2){this._onError(Le.FORMAT_ERROR,`Flv: Invalid video packet type ${Y}`);return}}_parseAVCDecoderConfigurationRecord(f,d,S){if(S<7){v.w(this.TAG,"Flv: Invalid AVCDecoderConfigurationRecord, lack of data!");return}let T=this._videoMetadata,F=this._videoTrack,ae=this._littleEndian,k=new DataView(f,d,S);T?typeof T.avcc!="undefined"&&v.w(this.TAG,"Found another AVCDecoderConfigurationRecord!"):(this._hasVideo===!1&&this._hasVideoFlagOverrided===!1&&(this._hasVideo=!0,this._mediaInfo.hasVideo=!0),T=this._videoMetadata={},T.type="video",T.id=F.id,T.timescale=this._timescale,T.duration=this._duration);let vt=k.getUint8(0),Y=k.getUint8(1),_=k.getUint8(2),Ge=k.getUint8(3);if(vt!==1||Y===0){this._onError(Le.FORMAT_ERROR,"Flv: Invalid AVCDecoderConfigurationRecord");return}if(this._naluLengthSize=(k.getUint8(4)&3)+1,this._naluLengthSize!==3&&this._naluLengthSize!==4){this._onError(Le.FORMAT_ERROR,`Flv: Strange NaluLengthSizeMinusOne: ${this._naluLengthSize-1}`);return}let se=k.getUint8(5)&31;if(se===0){this._onError(Le.FORMAT_ERROR,"Flv: Invalid AVCDecoderConfigurationRecord: No SPS");return}else se>1&&v.w(this.TAG,`Flv: Strange AVCDecoderConfigurationRecord: SPS Count = ${se}`);let B=6;for(let P=0;P1&&v.w(this.TAG,`Flv: Strange AVCDecoderConfigurationRecord: PPS Count = ${I}`);B++;for(let P=0;P=S){v.w(this.TAG,`Malformed Nalu near timestamp ${I}, offset = ${se}, dataSize = ${S}`);break}let O=Y.getUint32(se,!vt);if(B===3&&(O>>>=8),O>S-B){v.w(this.TAG,`Malformed Nalus near timestamp ${I}, NaluSize > DataSize!`);return}let j=Y.getUint8(se+B)&31;j===5&&(P=!0);let be=new Uint8Array(f,d+se,B+O),je={type:j,data:be};_.push(je),Ge+=be.byteLength,se+=B+O}if(_.length){let O=this._videoTrack,j={units:_,length:Ge,isKeyframe:P,dts:I,cts:k,pts:I+k};P&&(j.fileposition=F),O.samples.push(j),O.length+=Ge}}}var Fe=ye;class G{static init(){G.types={avc1:[],avcC:[],btrt:[],dinf:[],dref:[],esds:[],ftyp:[],hdlr:[],mdat:[],mdhd:[],mdia:[],mfhd:[],minf:[],moof:[],moov:[],mp4a:[],mvex:[],mvhd:[],sdtp:[],stbl:[],stco:[],stsc:[],stsd:[],stsz:[],stts:[],tfdt:[],tfhd:[],traf:[],trak:[],trun:[],trex:[],tkhd:[],vmhd:[],smhd:[],".mp3":[]};for(let d in G.types)G.types.hasOwnProperty(d)&&(G.types[d]=[d.charCodeAt(0),d.charCodeAt(1),d.charCodeAt(2),d.charCodeAt(3)]);let f=G.constants={};f.FTYP=new Uint8Array([105,115,111,109,0,0,0,1,105,115,111,109,97,118,99,49]),f.STSD_PREFIX=new Uint8Array([0,0,0,0,0,0,0,1]),f.STTS=new Uint8Array([0,0,0,0,0,0,0,0]),f.STSC=f.STCO=f.STTS,f.STSZ=new Uint8Array([0,0,0,0,0,0,0,0,0,0,0,0]),f.HDLR_VIDEO=new Uint8Array([0,0,0,0,0,0,0,0,118,105,100,101,0,0,0,0,0,0,0,0,0,0,0,0,86,105,100,101,111,72,97,110,100,108,101,114,0]),f.HDLR_AUDIO=new Uint8Array([0,0,0,0,0,0,0,0,115,111,117,110,0,0,0,0,0,0,0,0,0,0,0,0,83,111,117,110,100,72,97,110,100,108,101,114,0]),f.DREF=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,12,117,114,108,32,0,0,0,1]),f.SMHD=new Uint8Array([0,0,0,0,0,0,0,0]),f.VMHD=new Uint8Array([0,0,0,1,0,0,0,0,0,0,0,0])}static box(f){let d=8,S=null,T=Array.prototype.slice.call(arguments,1),F=T.length;for(let k=0;k>>24&255,S[1]=d>>>16&255,S[2]=d>>>8&255,S[3]=d&255,S.set(f,4);let ae=8;for(let k=0;k>>24&255,f>>>16&255,f>>>8&255,f&255,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,1,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,64,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,255,255,255,255]))}static trak(f){return G.box(G.types.trak,G.tkhd(f),G.mdia(f))}static tkhd(f){let d=f.id,S=f.duration,T=f.presentWidth,F=f.presentHeight;return G.box(G.types.tkhd,new Uint8Array([0,0,0,7,0,0,0,0,0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,0,0,0,S>>>24&255,S>>>16&255,S>>>8&255,S&255,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,64,0,0,0,T>>>8&255,T&255,0,0,F>>>8&255,F&255,0,0]))}static mdia(f){return G.box(G.types.mdia,G.mdhd(f),G.hdlr(f),G.minf(f))}static mdhd(f){let d=f.timescale,S=f.duration;return G.box(G.types.mdhd,new Uint8Array([0,0,0,0,0,0,0,0,0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,S>>>24&255,S>>>16&255,S>>>8&255,S&255,85,196,0,0]))}static hdlr(f){let d=null;return f.type==="audio"?d=G.constants.HDLR_AUDIO:d=G.constants.HDLR_VIDEO,G.box(G.types.hdlr,d)}static minf(f){let d=null;return f.type==="audio"?d=G.box(G.types.smhd,G.constants.SMHD):d=G.box(G.types.vmhd,G.constants.VMHD),G.box(G.types.minf,d,G.dinf(),G.stbl(f))}static dinf(){return G.box(G.types.dinf,G.box(G.types.dref,G.constants.DREF))}static stbl(f){return G.box(G.types.stbl,G.stsd(f),G.box(G.types.stts,G.constants.STTS),G.box(G.types.stsc,G.constants.STSC),G.box(G.types.stsz,G.constants.STSZ),G.box(G.types.stco,G.constants.STCO))}static stsd(f){return f.type==="audio"?f.codec==="mp3"?G.box(G.types.stsd,G.constants.STSD_PREFIX,G.mp3(f)):G.box(G.types.stsd,G.constants.STSD_PREFIX,G.mp4a(f)):G.box(G.types.stsd,G.constants.STSD_PREFIX,G.avc1(f))}static mp3(f){let d=f.channelCount,S=f.audioSampleRate,T=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,d,0,16,0,0,0,0,S>>>8&255,S&255,0,0]);return G.box(G.types[".mp3"],T)}static mp4a(f){let d=f.channelCount,S=f.audioSampleRate,T=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,d,0,16,0,0,0,0,S>>>8&255,S&255,0,0]);return G.box(G.types.mp4a,T,G.esds(f))}static esds(f){let d=f.config||[],S=d.length,T=new Uint8Array([0,0,0,0,3,23+S,0,1,0,4,15+S,64,21,0,0,0,0,0,0,0,0,0,0,0,5].concat([S]).concat(d).concat([6,1,2]));return G.box(G.types.esds,T)}static avc1(f){let d=f.avcc,S=f.codecWidth,T=f.codecHeight,F=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,S>>>8&255,S&255,T>>>8&255,T&255,0,72,0,0,0,72,0,0,0,0,0,0,0,1,10,120,113,113,47,102,108,118,46,106,115,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,24,255,255]);return G.box(G.types.avc1,F,G.box(G.types.avcC,d))}static mvex(f){return G.box(G.types.mvex,G.trex(f))}static trex(f){let d=f.id,S=new Uint8Array([0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,1]);return G.box(G.types.trex,S)}static moof(f,d){return G.box(G.types.moof,G.mfhd(f.sequenceNumber),G.traf(f,d))}static mfhd(f){let d=new Uint8Array([0,0,0,0,f>>>24&255,f>>>16&255,f>>>8&255,f&255]);return G.box(G.types.mfhd,d)}static traf(f,d){let S=f.id,T=G.box(G.types.tfhd,new Uint8Array([0,0,0,0,S>>>24&255,S>>>16&255,S>>>8&255,S&255])),F=G.box(G.types.tfdt,new Uint8Array([0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255])),ae=G.sdtp(f),k=G.trun(f,ae.byteLength+16+16+8+16+8+8);return G.box(G.types.traf,T,F,k,ae)}static sdtp(f){let d=f.samples||[],S=d.length,T=new Uint8Array(4+S);for(let F=0;F>>24&255,T>>>16&255,T>>>8&255,T&255,d>>>24&255,d>>>16&255,d>>>8&255,d&255],0);for(let k=0;k>>24&255,vt>>>16&255,vt>>>8&255,vt&255,Y>>>24&255,Y>>>16&255,Y>>>8&255,Y&255,_.isLeading<<2|_.dependsOn,_.isDependedOn<<6|_.hasRedundancy<<4|_.isNonSync,0,0,Ge>>>24&255,Ge>>>16&255,Ge>>>8&255,Ge&255],12+16*k)}return G.box(G.types.trun,ae)}static mdat(f){return G.box(G.types.mdat,f)}}G.init();var Ue=G;class L{static getSilentFrame(f,d){if(f==="mp4a.40.2"){if(d===1)return new Uint8Array([0,200,0,128,35,128]);if(d===2)return new Uint8Array([33,0,73,144,2,25,0,35,128]);if(d===3)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,142]);if(d===4)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,128,44,128,8,2,56]);if(d===5)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,130,48,4,153,0,33,144,2,56]);if(d===6)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,130,48,4,153,0,33,144,2,0,178,0,32,8,224])}else{if(d===1)return new Uint8Array([1,64,34,128,163,78,230,128,186,8,0,0,0,28,6,241,193,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94]);if(d===2)return new Uint8Array([1,64,34,128,163,94,230,128,186,8,0,0,0,0,149,0,6,241,161,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94]);if(d===3)return new Uint8Array([1,64,34,128,163,94,230,128,186,8,0,0,0,0,149,0,6,241,161,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94])}return null}}var R=L;class J{constructor(f,d,S,T,F){this.dts=f,this.pts=d,this.duration=S,this.originalDts=T,this.isSyncPoint=F,this.fileposition=null}}class at{constructor(){this.beginDts=0,this.endDts=0,this.beginPts=0,this.endPts=0,this.originalBeginDts=0,this.originalEndDts=0,this.syncPoints=[],this.firstSample=null,this.lastSample=null}appendSyncPoint(f){f.isSyncPoint=!0,this.syncPoints.push(f)}}class Ve{constructor(){this._list=[]}clear(){this._list=[]}appendArray(f){let d=this._list;f.length!==0&&(d.length>0&&f[0].originalDts=d[F].dts&&fd[T].lastSample.originalDts&&f=d[T].lastSample.originalDts&&(T===d.length-1||T0&&(F=this._searchNearestSegmentBefore(S.originalBeginDts)+1),this._lastAppendLocation=F,this._list.splice(F,0,S)}getLastSegmentBefore(f){let d=this._searchNearestSegmentBefore(f);return d>=0?this._list[d]:null}getLastSampleBefore(f){let d=this.getLastSegmentBefore(f);return d!=null?d.lastSample:null}getLastSyncPointBefore(f){let d=this._searchNearestSegmentBefore(f),S=this._list[d].syncPoints;for(;S.length===0&&d>0;)d--,S=this._list[d].syncPoints;return S.length>0?S[S.length-1]:null}}class Bt{constructor(f){this.TAG="MP4Remuxer",this._config=f,this._isLive=f.isLive===!0,this._dtsBase=-1,this._dtsBaseInited=!1,this._audioDtsBase=1/0,this._videoDtsBase=1/0,this._audioNextDts=void 0,this._videoNextDts=void 0,this._audioStashedLastSample=null,this._videoStashedLastSample=null,this._audioMeta=null,this._videoMeta=null,this._audioSegmentInfoList=new nt("audio"),this._videoSegmentInfoList=new nt("video"),this._onInitSegment=null,this._onMediaSegment=null,this._forceFirstIDR=!!($e.chrome&&($e.version.major<50||$e.version.major===50&&$e.version.build<2661)),this._fillSilentAfterSeek=$e.msedge||$e.msie,this._mp3UseMpegAudio=!$e.firefox,this._fillAudioTimestampGap=this._config.fixAudioTimestampGap}destroy(){this._dtsBase=-1,this._dtsBaseInited=!1,this._audioMeta=null,this._videoMeta=null,this._audioSegmentInfoList.clear(),this._audioSegmentInfoList=null,this._videoSegmentInfoList.clear(),this._videoSegmentInfoList=null,this._onInitSegment=null,this._onMediaSegment=null}bindDataSource(f){return f.onDataAvailable=this.remux.bind(this),f.onTrackMetadata=this._onTrackMetadataReceived.bind(this),this}get onInitSegment(){return this._onInitSegment}set onInitSegment(f){this._onInitSegment=f}get onMediaSegment(){return this._onMediaSegment}set onMediaSegment(f){this._onMediaSegment=f}insertDiscontinuity(){this._audioNextDts=this._videoNextDts=void 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specified!");this._onInitSegment(f,{type:f,data:S.buffer,codec:F,container:`${f}/${T}`,mediaDuration:d.duration})}_calculateDtsBase(f,d){this._dtsBaseInited||(f.samples&&f.samples.length&&(this._audioDtsBase=f.samples[0].dts),d.samples&&d.samples.length&&(this._videoDtsBase=d.samples[0].dts),this._dtsBase=Math.min(this._audioDtsBase,this._videoDtsBase),this._dtsBaseInited=!0)}flushStashedSamples(){let f=this._videoStashedLastSample,d=this._audioStashedLastSample,S={type:"video",id:1,sequenceNumber:0,samples:[],length:0};f!=null&&(S.samples.push(f),S.length=f.length);let T={type:"audio",id:2,sequenceNumber:0,samples:[],length:0};d!=null&&(T.samples.push(d),T.length=d.length),this._videoStashedLastSample=null,this._audioStashedLastSample=null,this._remuxVideo(S,!0),this._remuxAudio(T,!0)}_remuxAudio(f,d){if(this._audioMeta==null)return;let 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",Ee="data:image/png;base64,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",Ke="data:image/png;base64,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",ie="data:image/png;base64,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",Ie="data:image/png;base64,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",Qe="data:image/png;base64,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",bt="data:image/png;base64,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",he="data:image/png;base64,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",ke="data:image/png;base64,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",Pe="data:image/png;base64,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",yt="data:image/png;base64,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",ft="data:image/png;base64,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",kt="data:image/png;base64,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",At="data:image/png;base64,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",ye="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE4AAABLCAYAAADeZ7GuAAAgAElEQVR4Xs28BbiV5bb2/3trxpqri0V3dzfSiHQoIIoFKo2AsBULYysoYoGBiEUoIo00LLq7u2t1zDXjrf/1vAuEc669v79nn32+8z1ciArMGO+Ie9zjHo9kWZbN/9YR72xK2BIg2Viy8wsSdz+S84uNLJnin5i2+C8JRZYQP/43j/S/aThhF138wxZmEVYxkVGQJAnxPGVZQpgsJIPLlpFNCckE2eVY93/1/PsNd89ZxBcT/+58QavQQ+xCX5KEWzlHAiOMle+nICMLf1omdsYtCOQRCoWQJVAUF7InCiUpAU+RJDxJiWiRMaDIzuvfdUok5/3uB48t/c/65L/VcJZtoxgSWBKGZmNLphN6EMaQFLBduIIF5J05TsaefVzee5iCowfIvXYFU3hYZBxSrA9fhBfJ7UKXZLSAQX5+ECU7DTkUImzLuIomk1StKsWaNiGhcUOiq1RB9niFwxaGvQ0yGqiSyATOsxMe/e900n+b4WxsdCmIYqvIhgg3E1sJYOPB9kPmrl1cWTyfixs3E8jLp2iVKqQ0aEBU45bEVyiDOyUeKSoaDRe2S3GSnWyCKfKeLmxfgBnII5iRRcbJ8+ScOMq1PdtIP3qYaNVLUps2lOjXh+TGLXB7fIQlExey8wJORlT/veH9bzOck8Z1E1NVsADN1AneusPZufO5/OMcCgryKdepEyV79SGxfl2UhARMS3wlQ6R7bEuEMli2ScglY1smPlvBlGzCWFiShFdWUAwD4dQqMnJYwsz3k3Z0D9cXL+P2svXkeW3KPd6VKv2fwluuJAWyF4/tQhUP4N/ocv9ew1mWk+ALzl/g2BdfcGHRUpJqVKPS809Rsl1n7KgoDMlENTVk28a0ggTys/HFJWNKKraus3fBz/jX76blpHFYlUpwZfkWMvfvo8bTT+ErW8KJw0AwE0VVcGuRjrFNQ8JWLKRALmkbtnN29k9c3LeL0j260XD4CFxVKqAprv83QtW2Rc6wnOoXFD4jqZB3myNffMLxb74npUFDGrz8Ekn1WhDWVCzbwG3mUHA7Dz0xifD5C2yZ/BbNXn2NmFq18FoqYcUkY9tBDr7xCvn+TDotW0ak6mPzvB9oO3wEsiRjSSb5F6+zZsxQSjdsTZUxA1G9RfFahlOhRV12SyZZx45z+uPp3FiTStHn+tFw1HislARcwsiyTUCV8KA4VVsF1LCELar1Xzz/sseJNxQ/JEM4mZ/b6zewd9wrKEVSqP/2qxRp3oqQLCHLGrIB/hs3WP/BVLxpmbT9cQYRiovDKxaRXLoysfVq4TFdBDWLq1s2IGfbpK1fw40D2+ny3Q9s3ryah54fgcdUsSUbPSeN32s3pOu8X3A3qoglxeGxTU4e2EfpsiXREqKwiUImQNbBfVya+AkXLu+j2eSpJD7WD1uViNDFgxcYUsJWnXomEsZfNBv8y4bDMgnaYey8ACfGT+bEukU0+dt4yj89GJRIJJGZXAJ3aU44SbbJrXUb2fTqazy65w9U20fezVscWbqCpiOfQcZLgWxzdeMmXIZO0kPNOTFsEunHt1OkTz/qjhmNLHkIKTY5u3ay7YkhdDm6H5dHFCUPqmmRvm49C18eQ6s336BG175O7jRcNraVx+VfV3D4lbeJb1uXZh9MQU1MIahKeA0Xig0hzcItislfPP+y4UQSzz5xkI1PDyPZF0edmR/jrlINdxiCblHMwrgtBVXXsBQbXbFRMzJYUb0V7Vf+jF23Mh5bJfXtD2g3eQKW7UI3bfZ8OxeXFKDKM4+j6DL7nh2Oq25NGowfjSZp2Jic/mg61w7vof3PC4ECDFnFQMNau4lNE8bQaWMqOcFcDs5fTINe3XEXLQaWBncucHDMeC5eukinmR/hbdIMW44gOiwRdotXEEH7185fN5wFITmMZrnAsri+YQmpgydSo39XKr89EUlNdjBpSLaIsCRkUyWs2UgyKKJXEiFhGawfMpR42UXpV5/l2oYjRMT7qNijE5ISgW3KpJ06gR2SSKlQmhyfiS/Hjb8gHbVkCSIMSDt/hl3DhhJRrxbt3/gIyxd28EqYSIIbVrH2rcn0XLeT44t/JXD1OiX7PkKx0lUwrDwsyYs7rHBy+lTOf/ElNad/QMm+/bBlDcW2UBTZwX0m4BLQwGkF/7Eh/7LhwuLFDBNd1rn04y+kTnqDlpMnUvbJp0H1oFg6iu3CgfuiIZAlFMt2IIApcp2AGrqJfvs2pxcupsDjoXTNRnglm5sXTnDn5H4Cl89hpudC2MYSFVp8bs0iHGmgpKSQUKoqxSvVJrl0Vfy+CGLKFUd2C5xhougeMjYuZduUt0nu8wy+EkWp83AXLLfbwYQhv4FshdC0SGzF5Nqy+Wwc+RZNXh5NleFDCGhefAI9i88p8p0ACCKG/7uGs00LTIXTc2ey84036DTtBxJ7tSFP4LY9Jzi+exMthg3FVl2FjbjtdJ/YtoXs9J2mg8UK7qRxY+ta0hYs4ertq0ili1Oqeh2KVKlLUsmyaEUSUHweFEV0GjamrmPkBym4lUbWubPknz7GlSN7KMhMp3ilGpTtMYCiLZuSGx9NcNFG9k6cSKNfp1OkeiNM2YWkqg70kfwWe3b+TlE5huKt2iCqWtbObWwa+DwVRw+l1vCR6F6BE1U0U0Z3CXJB9ND/2HJ/2eNsM8Sln5eyeeLfaDpvCpWa98IyTA4sXkV0lBdJsijWsBb5mMQXLYHLVpFCFiFJJ6gE8e8/xJHZ88k+eppqTdpQ/NFuxNaoipWZS/qpk/hPHyfz0mkCly9j5eQS1kW5tlE8LtQisXhSihNXtRoJlauTUL4WtqJz/cg+Di9dRO7+U1Ro3pjy/brhLl4Bb3wyuCRs8Rmcns9E999h+6DBBDNCpIx5lnpdehOWTTIP7WRN7+E0HT2MciMGkadFEW9pBFTD6TyU/7LhhKvKBralINsS6amb+HXQ43Sd9ikluj6K7jW5vmEbuVdvUnFQH+yQnx2j3yGufHEajB+BoXoISjrW7kPse/cT0q08Gg9+mtJt25B3+zxXFy8mf/FGbpw5gez347VsVEVBsm1US0S8hCE8TnQJtoJiWYRtG78KemIM8TXrU7LLoxTr3g7VF8HlZcs4/O1sIuo3pNWEEXhLlgdLRVfCKGaILcPHou44Qe2t87i97Qg3r96kyeDnUIwQ6ds38ceg53lo2hRSHuuP11AwVANZlkV/8g+T3D/2OAdI2igECIVc6BcvsqpzZ6pMGEb154eh4sVQbHaNm0Ri5SIkPTOMWwf2olw6T+qbr9NzzUYiI7zsee81Mo7doPmEMRRpWYera7Zw/qufKNi+iehAAQWK7ORAtyEJB0FUkgJJx5YsXCJDI2OJp27L6KqFIBFUS0ZXdFyGhh+FjPhISnbqTM0XhpBQqzKnF68kdfa31O7WhQaDn2f/7oNIy9dwfWcqJZ95HCkhmeL1qpFx+TrlHu6AKl5HCeD/4VfWvP4G3ZYsIK5OUyzJQpUL+9x/dP6h4YRzBzHxGDJ2gZ/fezxC8apVafThVIK+KHymqD4WF3/4gYPvv0OnBQvxValDQeY1Di3aTvnKEWyc/C51nnyaik/353rqPq6//g76kT3YtoKtCtbEQjZcGA79I+gMi7ACqmUguhJDBo/hxmvJGOL3xJcwbCIki6DTu5qokozH6WctMlQ33g4PU3fC34gpV5adn73DrV17aDX5Aw7+9CM1Ovcnrlcdjkz+ksqP9yeudAksRUM2FScs3bbFidff5+If8+myZgd2QhyKKmrDf8lwIimLOiqx/+13yVq1mrYbfsfyJSNLCi5JNOVgBPPYMnkcVxetIqZRY2KaPIQn4yrHj2xjwORvsaPjOPDyOEKrf0MR3mJ4USS/Q0zapoTX0sh36Wi2jctp8iUkSXiYRFAYT5IwZQtFsokwXVjY5Gs63pDkGDOk2k71c1syBZpNnK6R73bjHt6fZuPeI/3oOVa8NYzWQwZzJ9dHTIl4IovFk1KvIWFZw42EaRsEr15DLZmMFdQ58cij6FUrU+/LaURIDr/yf/C4P8nHu5yVCFXLJHPXbtb26UuHZb8SXb8Jtw4fp1iZMqgxMU6ZziOMx5Awb18X+IM9k98mHANtJn/KzRV/sGPyCIpezkSRFPJkk0hTGENUWWF48ZEsPEjkyQrhCuWcbsEfyOX62k2UyMhDNUOEFQkjqSTxPbrgjnRzbfVazDMnidRl1LvciiS+nghx2cbCRUiEeLUy1J8xjejiVVg7fASlmzZAqViDMtUaIVUvgmoqaLKCoQTY8/oUSjapTbF2XSi4cJUVnZvRcfpXJPfu5RSowtbM4X/+9MDCUBWFQFBeiolmCbZWxswPsbx7Kyo36ULld19Hz0rj94lvUaNLS6p36kbAG4Eq2WimipmTxYrR4yhSoiyN3hzJ4U9ncevdd/GFCxxOrXCKUIiJhNdIwrPuccCaRk5SEdpv3UZE8ZIOTDizcB5XnngBVQpTICvUmf8rRXt2cUIyfD2TdY0bEJOegS0oKUt2MKLoKO5xzSJxKhLkxyVQYebHlG/dmXUjhhNdtRRNXnoH3RUmoGlEXEln7zuvc37LZsr27k+tF0fiKpPAjRnTOPTNXLpuWYMVnYzX1rBUYRfxUynEl8JwTrMuaGdbdrguAV5vzfqeAx9Pocu2jdiRRQgEskVJIOPUYS4v30aFAX2IrVgLCLBu6ABSUmpRd9IY9oyfRO63c/DIFqZhOhjqnx3xviG3ila3Pq23pGLJLmzbIOfATvY26YiXMH5Fpfmu7UTUrkVAFiErsbVhE6SjJ8TEwvnMIrTvGe6eXwRcihP+biWamI/GU3XQC6QOHkxk9XqktH+E/O1LOPzlAqIqxNN6zkw0irLpi2m0fet9sDNY3bY71Tv2JOXNMUSG3Fhuu/C7iFbonuFM4XKW5YC/kGKh5OSyrFEzqr83kUrdBmKFQ+SlXSb/wEmuHNtLKHU/N06co+6n75Nz8ixW9g0aT53Grklv4Z/xOV45TMiW8RiC1BT07T8+wqSyALp169Jq2xaQ3FiyRdruzRxo0QWvFMYvKzTZsom4Bg0xZBvNllnZsD4RJ84h66HCquv4b6HHFR5RDWUHTolOJltVqTT9Ayo+9hwrn+hOlb5Pc3nxAkoPHEDBTRuyTxPIvcbtg7fotnYdEiFur13NxqET6L1zJd7kss6Mwylid9lQx+Mcwzkep6IT4OKXszny/df03rwNyVT5beBj2GfOUr5UWeRGtUipX4fomlXJ3nGQ4/MW0vL3RVz99DMuvvcOXkzCpoATGoolQM3/2XCC1jEa1KXt9m1IkhvZtri9dR2H2nbHLRvkKgpNNm0guVFjx3CCk1vSsD6RR07hNcVjEcHzHw3nBJQoMpKJX7WJCiukRfmoP/snEprUZN5j/egw9nXc9Sty8PlJxFaOxy1FU3RAbyIaNcFlGyghm0W9OlOtSTvKvP0KUYaCKYrRvRQjDFfYzxbiJDOYy/JmrakxcjRlBz1B2rkLBHbu4ebuA1QZ9xy+clWQgwrWrQvMHfA0/Rf9SPqRnZwYMBhfIIyY0spilIeEX5OJFMSh8DvFINqSyBc13oSABK7iKbhat6HG008S26oFuuRGs2xur1/J0Yd7o6g6YctF3Q0rSW7RBks2naqevX8/539aQPb6tYTPnXHAs4ZEUHiYpeAzNQrUgDMoEnBDEkS7apMfF0ezjan4M25w9OWPabF8OmvrN6f9+s2olco5Xuo2NUxFR7EUbqz8g40vj6Lfzm24vSmYHgPlLoNytzjYIlU4eSJtxRrWjRnDgN270OPjwBAJOIQZyGHbj78QaSnElkzk0tJVVOzQnRLtWrKt2UOoNy+DIQLn/hFfRuAxMTfQJRy+TdU8xHd7hPLPPU9s06ZImubkVFl24RaDFdvm5sZCw8mqjmm6qL1+OYmt2iHJluNxgj0JCJ5Nzyf/0CHOzllA+q9LiM3LRrHCuIDQ3dxayO9KeBWJ25qOu1FbOi79hf2vfYpRxuDqnQA9J76BHBXhGEUwyKghZMEC+f0sbNmEBmMnUOrxJ1AFa6to93OcICWFewsQuq/fM7iLp1Dh4ym4dOGaEoYiIVsWuixz7od5mKELZCw9StslP5A6egz67Pm4pAIk06mdfx4xcc/xgEtXUUw3Wq8O1HprEtGVK2HKHhRTxrDEvEBCEka9S0bcXL+SYw/3QVLDmIaL2uuWkNS6o0NZCF82DAtFlp1xoPP5VJPg8ZOc/nA65xf/SlI47LDOqi183SYsg8/SCGk6+chU/mA6Sc88xqYOHWjxxVy81VNwuaMdbCnGml67ANuKcB7oxSnvc3XzHtqs+hUFN87U535xMJwRnJmTycJadejw2y/ENmpG+E4aEUUSEIEgvFEyFMJWOmt6PEbTNz9Cs/2kPtzRqWpRYeGZDyZoG1PVsCwFpUIVqn74Ngmd2qCZkQQ9DiXs5CjhPU7iEIYQ0gZBM61byfGH+4hBwAOG6ySIPcdwIctwQLMkCW8VoSJ6WhvdDpG/KZVjY9+k4MR+JzVotuWwxsJTXaaXgBoilFSUVnu3c2vpam4dOUqTT6c6FJjIt/rNm2x4802S6jej0fPPk3X5MBubdaPLrrV4ylRFjIf/NJwh8FBI4trapeyY9Dr9d+3GuJXLxmnv0XDCEKKK1cBULbQCF3f2rebAJ3PoPP87Ng54hugVSwiIL+FgKcv5AiI0VFkhwx1BmRdeoMarLyPHxmCbJqai4A6q4AHbCHJ9wx+c2X+G5pPG4dFVh/+/tf4PJ1TveVytdUtIFh4nmyjIbBr+CiXbNaRU146oSjSSUeh1siw6CRPTn8/xqR9z7vPPSRY9sfASwQ2aXiIknSxFp+T4SVSbOJafH3mIx79ZyeqFM2n25Ivc+mY2abt3U/SFIcSVr0Rs/XLsaNWV0k/3pNyzo/4cMd7FcabD3m0bPRSXoVBvxgwOLV9G4OM5XLlwhMiypSnfvROWK5kb+5ZR84nhRCb5+KNNDyrk55GthNFMgcGEFxQm0IwaVWkyfQqJLZtjqD5UWyJs67hDJmHNJGvjFo69PRX27Sa2emPq7VqJonjRJZus9as53KmXk+MM00WdP3Oc4STtjXUbop08g1mjGiXfeY2Uzh3wIEaOCmEV3GHB6hhk7k1l89gJxBy9gGqGHY8SbLQu26SXLEKfPYc4OucbbMOLFaVTffgoVnXvSYVWLXDXbUJeZg71+vTgxNsfcufUTtotWF6oCroXqiIPiJnm8sZNaDpuAlED+mDmZ+PxRqNnppG2di1n5i8kokJlrh3YSt+1qRx55U38M2ZgSQZ5KkToovMTcyId7YnuNJr6Ka7oIqJrx7IFaHA7T8t/4SQHJ71LxorlRFtBChSbUM0G9Nq2AUn2YUk2aRtXc6RjL8fjhOHqbVpFQvPWhR5nyayoUwv3uTMOPAlZHoq2bUe199/BV7MWliEIgoDzoAKqG3daGntfm8SduT+SrFtkKRZxIY18yaLcnJ8o3qIey557ikrdBqHdSufk11/Scc2P3FFiKV2xIm6fm7Qde9n69NP0OnYUKSLiQcOBcfUmvzSqTq/UbbjKVUSWDUwBD0yZXBFZN+9wZt5Csm6cpPnkT9hQsyaRl88QFrMEUenEU1A0Ep4cSJWZH6JrkWiGjKUJoKPjCuZz7NufOPfuh5RMzyLdVUCkDl4iyGjThi6Lf8dyu5wicWfTGg536FEYqo7hVhLfoq3Tjim2wrqOXZG3pBJthTBsCV12kxMVRdlXRlP1hedA9iH7xMRIAHDTMeTRl8YS/OIHsr06SQGNsOiPu7al3aIlLO/WjYden8y5I8dJTogmuUd7kHwoDtgNYt7OZ1H9enTdsI6oqtX+o+GyN29jzQv96HvwKLISLSA9BVqICEugcxVVd7Pp+aFUfbwTntiypLZuTKQp5goyLtskqFjkqjKV5/1EtU79sRTTyTsuy0Xe0ePsGj8Wz9ZtqJaNrgqYbROIiCdl6HPUHD0ckks4sga3JTxuFQc69sSjiBGkQp3NfxDXrDUqQWTbSzgjjVPfzOb0jC+JS8/EJRCHFUI2bAoat6DuZ9NJbFjbkVVIgnWxJM7Nn8ONZ0YSdBUQF1bIVSMIJECHwyc5++1vGDEGdQaPRnfIApWwpOINW4TVIL4CF7+0b0STVydRvGcfZ5xYiONMOLbgS65//QttN62k4EoGWukSeIWOQzxl3SD7Qhrrh/Sn78LlXPxlPhdeHu8AzwdPWJKJHDeSen9/zyEZY3SD07O+58K77+PKuumoh1RTIt8lEdmlB/Vefp24mpUxXAri74reUqDxjD+WsqP3o0RbNvmKSbNl64hq1wZTycC2YvDaLgwFQucvcPiDd7i9aBFJ/hCWeHiKjMsTR+kJ46jy4gsEIyNwSxbbhw1D+uZnglqYCF1Gl1T8ik21dUuJsmI5MGsqHX9cRPiudkxANkGYZvpzKeJOZOMzj1OuWmWKvzkZj37PcBbsfPtv5F/Ipv0PX7D+vfdo3G8gavnSaP4wpz79jLDLzclVi3hy9WZSX3iO8Lz5DpNy7wgTCrGM5ool4fkniShajDvLVlOwYyeRVtgBrAHLIlC7Bs1en0LRtp3wa2KKZRMhKp7g1FQZzTS5PPNTzo95FR8K2WqIKtM/pvyzowi5DIcAFQYWUSAiSZECXNu/jaOjJ+Pbc5iQZhBhQ1jMDZrUp3ybloSuXOfy77+TUOAn123iCrswkIkyTWKnv0/5fgNY1qMXjT75mPj4OKcqp9+6SsGJY0gZJhX//ionJr5FOCebOl/NRHM8+a6Udcezz0LR4jR883WOz/2RrOs3KdmoFkfemYGeeYMKT/TmxqGTdJ//G6taNCFi70Ex7/sPhgu7bCcMbmkCW0nEWyYBzcQXdpHh9ZEybhi1R70MMdFO3+cSQDPgcUhIDyb+Pcc4/uVMrm9YREpmEFNXUBSTrEiZqHY9qD7yJYo0rI0A9aasYTmtnagZIexgHmdnzObM+x8RGcpFsoRWRSMoSeS5ICmsExZ0uNOaiRmGSgQG7meeo+7n01jYugO1Rw9h++h3KeLxIpdKwK5UigQlkbrfTOPCZ59xccMmOixZ5LSUfxpuZ8++xLWqTeUxEzi6ahM1WzRl+VPPU655Lcr3eZTz6zeSf/wkTT6cxsrqlYm+dAPLFizx/SNanUy3jdssHOiK9AIussuVo+msL4lv1tyRqQrBoTMGsSUsXSd9+zZOfv4FaevXUyxkk+6G0oMGUKxdd7LOXeTYlKnE+++QrrmJad6AmqMmUaRtc3SvG1Vo8fRCHUvQbZC9dytHnhmD+8yZQmxnSUTYKoZtUKBaFNUl7igWXjFrcJu423ahzZLfWNClJy1GjsGIjaBEgzrILs2BVwV3solISObcL99zcvb3dFu/Gkn23Dfc5oe7ktyrHVWefIZfH+qIkiX6PomIcmXJ9Hqo0rAusmFSe/wEVteogOdGNrJ93+OEjRTZ5rZHJjkgOaM3WXKRW7se7RcuQCtdSryZ4yGGbaHaJpnbD3Lww3cxNm5FM/3osuWQAv72Xei0bAmGBpohcfC9D8j8YBLusA9dDqMLb2tUj9oTXialXQcKNJkIVCy5UM3ElZts6DcA36F9hAg52E/MdsWPQt5Z9M8akqxjNHuIThvWsrzPAB56YzyRNRthaOLzydi6hOUyHWRxfulvHJ8yjS7bNyJLvvuGW9+5M+V6dCVl4CBOLF1GqWrFCdy4jXU7g4N791KxdHlHvFx1+EjWVi+P904+POBxIscZqkyCaZOpCm5PIqdqZdqtWIhdqhJRusvBXdhB/CeOsOWd93GtFFU2iFvSBWhwhNEOc/toH9r8PM/pQlymysmfZpH23ItOC+e2TApUk1gxr0Aj3LoBTd58ncgmzZFst/OwszUT7foFdnfsB6ePY6g6Lt0h2P88Qikiy2H8TVvSbfN6Vj36JE1eHUVs7WbomulM1hz2WhZkqcKF5b9z7L1pdN25EZkHDLepezdKt+9A8RGjnDcQLZmgmUSuCOZkcWXZcvRr16k1ZhxrqpXDfSsH6QGPc0hJoV8r1A6Qn5xCi3W/E12lJlJYiGJsslwm+T//yqlRE4nOTSPgsojQFUKqcXcUqKLbEq7HHqf1nK/QNdFrqpyd9QM3ho8kpATQbBxjikGO8CCREvIioyk17S3KPPOkgwsFDBG0esHZ02zt2JukO9cIGqH/kFZE/y0adH/r1nRdt5bVfQfS4NURxFVvii3aQWTSblzlzomTVGvUlCsbVnNq6ic8vH09ivWA4XY89hhJDepQZuKryObdQbCAGwJ3STZXVyzjzq5dNJv8LqtrVka7fAvV+I85zlQLZxcBLYa6v/5EXOdOeIWcQDYwjDA3v1vM4QkvERfKdUJKM7TC3xMhampke3wkDh5I9VET8JQogaoK1kYhcOUaqa++gv37QiJM0YxIyJKFKXKQKhK+Qp7io+qU9yj/4jNYstuJR5ctcSX1D/Y+NojknBynl34wI9tSGLp1pc2i31j+SF+avPMyRnRpUioUw5ZlwgXZrPv8Gzo+N5iLK5dwbc5cHkpdiWpG3A1VC3aPHIrkjqThR3/HsAzkkJuAN4hSYHNj52EizFvsXbCW7t99yq5mrck9vB93+D4b4uhEvB4MI0Dihx9Q9/lxBF2So4AUeOja8t848/gI3GE/PssgIHYZcKFrBpqlEmjUgIbT3iO5XgMsoe4U8yRHA+P4Ppgh7ixdz9HX3kC9eJygIqOagigVf0Ynxw0hNZLas74i+dFHHWOKBtA28zkz6xfOjh9NimmRI4WJ1iUKZA2DEFHDhtL8/U+Y1b09vd+cwo7J00hsWo2YpBR8CQmcPruDDuOmcXrGu5zZf5guC+aiK/eKgwWHPnib3MNnaDX/B45t2kxcSjFuXjpO0cRinN25i/Il4zj06RK6pM7n4BMvkLloAS79wScIYbO763YAABirSURBVNWNp18XWn4xB8sVga4KNkTG3HeEbV16oBakIYdNxEfOUyS8upuwN5KiE4dSZeRwpKgEpxUSVKHbeenCwbQApSY6ngKZUMEdDrz7AfpXPyPb+YQVm4SwTMChyRW0iBTqrP2FxJpNMVygmzpKSGfL6CF4flxKQAri1gVHJ4CJRconU6nc/xl+6f4wD01/jVNzF+HTVFzX88i5k4UV6aL9whXsmzAO07Bo+Ol7hP40nGFyeslCLn04nYd3bmHNe5/TYdiLHPhuNtW6dCbk1rm5cxeXP/yRVpvncX3uUs6+NArfA52D8LiCCpVps20D7rhiDimaJxt4b95hxSO9iD9+hAjbJCAp5LogIewiu0oFmnw9A6VpPTTdhVfkYXeYkD+A2xOF5FKwBQNtmAQ8Qbx6jENimi4b/++/sXfsS2hp6Q5mVGyTCNMm3aMQLFeOR9aux05Iwq24nSJjZV5ma6seKGePixTsQCFd8lJzwwq8UTHsGv8WLRf8iOJ1I3ldaIZwBIPD02fS6KVhrOvZidKtu1Jh9EgMSb0XqiZphw+z/ZHOdD5/mJOzVlK5Z3Nubt5Cbnoenrx8goqL64f20uiVsXikKDa0akxc8D4cEQKZMl9/RfLg5/DaIWxJRQma7HhqCP4lvxFyhUkIKmS7ZCIMF7G9+lBlxhTcsYkOHSTyjZ52nj3TZ3I7V6f3F1+gq4I51tm3fBn26cM0GDoK2xvr9LSisppXL7H9iSFYe3bgtSy8tswdl0GkKEaP9qbdd1+hqrFYYlBtG5z7bibXh45z8qMgTfMTStP5xF7O/7aMnFsXaPTaG+iOVkVsmoQ4u2o5l4+epfW4l1lRpwWtPvyEhC4tHHr97pQrjHXDz4IGtXhk9SL8F2+yc8hQfL4IzNKlKFKuPPmJMZQpWgK/lU/1IePZ1Kg23rMXCDptkhiomdRYt4qoZq2JNIWHWJyZ/iV3Jr1NETPMTa0wt+RqEaSMHEWl90ajyPHORN8tGdz8YwV7xr+E7+I16N2X9j/97OQ6UTkvfPEtt18aTVrj6rSYPg1fk6Z4QorgITBz09g57CXylyzHRZAYXUx6FTK8CsXeeY26o19CDhVKVK9tXsbpHv2dsaFmKXi6d6bJwmVsGfA0VUY9TpGmnZxiKN8dMBmqjRq2yc66xPq6DemwZz9RpcsUzvNFy6UL0UCBwvJH2lNr0EC8TZuQc+UCZZs2QY6KQcZF1uXLeIMhVo55kT4r1nFs8mtkv/8JYdnGY9uEJRtf38eo8c3HqC4ft9et5US/wXjDBQ5xWEgMyyS98grVJ76CqliYigtCfg7+fTpXP/mMaD0Hl2kSfHQA7eb9JKIdQ5I5PGsGN0eOIUpIZV3JVPrgTYo8/wSaHeF4R8jIZc+LY7Hm/oLlAGSZeAMyPLFUmjON4j26YOXns/upYUSuWku+bBKyXVT+eSYl2vZmQc+29P9jI3ZslKNxEfykWFsR81mhmrqyZgVnxv6NDsePIgm97n0i03S2XI6/NZ6sS9doPmu+M/gVgwlLjHEMy1EZWa4Qazp2peX0v2OpHtY3b0WyvwDFNhzDybgJlStDYmJRrh8/RIncPG55rEJ1E248w5+i6fsfU6BoDjJ36UG2TxpLwYyfiJAMsfFFyFLRXniBhz6b6ogVNcPF/hmfcXP8KyShk6Up+GWJan//kApDRzjSBNPW0QoK2NrvaaTV6/B7ww7d5dNV0n0eoiuVJ3w7jeQbaeSoOrmyjFKiAm127SJ7+XKOH1lNx7d+AK9U6G2CINUMVMMgrLi4NGIsecEA9WZ/5fS6fxrOFiNpSyJz52bWPPUkj+87hBKd4CRVsUtlYDmQQbIDXPluOVdOrOehKV+wYcgQzHm/4baDmAKQysLzCuGzgLzCy3QZosIagabNaL72V9yuBGchrUCCK1/P5Nz4l4nRdfwuhXSfjzojRlD9xZcwE6Md1aWYjvmz73Dsb2+Q8dNcp8twOQLDaOov+pGYdm3xhFQKvCBfv86aFh0peuMykiWM7HxFfLqQpZlOdAQVN3GGRtHXX6H0315mZZfOtJjyDndOXabiY30c3CikZv5r5zh+4CCNOnZnRfNG1HrzPUr27u4IiB4wnIEtKOewzsp6tWn64Xskdu2NrCuk79lBRFwSvkrlsBQ/5Cv81rk1XRb8gpWexeY2nYgoyEWzNSfBe2zhpYWDGxFmQouS5omk3R8riW1cX+xREpbDWLvPsq7bw/hystFkHX9ELHVnfE7Mo51w2dFOATDFOFCMEA3LkfAfmvEpN16fSrTQBUsmOeXL0WXjJnKKFCHOtByS9MTv87n2xIuosqBKxR6DRFARrZzQfridKWtOiRTa7N9O1pGTHJj6AR2/X8j3repTtUETooqX5sjW3VhnDtF85kxiixTn90F9eXrXIdSkRCQh2bgXqlgGIUm0NzL7x40mdDuTJj9/zonvFnHqrUlYlSry0NSZRFQvx7UdewhdOEXeiXO0+uhdDoybyJ2vv0axNdyOpu4+thNTd7/LIrZzPxrPm4utid9XscP5pPZ9EnnNWqe18fskqnz1LWW798FwWc60Sr6ZTvb5q8TUrIgZG49L0PBSHic/+Jgz771PMbEQIivEDx9JkynvY6omipAphIJsaN4KVeQjG0cwqIsuQ1XxGBp5skXVGdMpMmgga3sOoPFrw8iX44lMz+TcmuUUnDlPxeEjMMmndMvOHHr3DcI3c2n+82wsWXEktn8aTig8RKgK+UHaoa0s7zaQx7bvZf/P31Cvcxe81ctz4NOZuAMyWUu203TTDJb2fpb2H/8db9lKbG3VGPXsZQdvFfpb4bFkUUU9NF67lKQGD6FoiljnIPP3RZx5fAiyEiBkQbHBo6j0yUeO9ldgrOup69k6fAhRlzIwqlan3c8zcNeohRYWM4QgGx8dQMLK9eRoYcLuGJptXI2vbn1UQ8avGlz98QfODR5BrBASOV2yhCVrFGg6njaP0+y3WVxZNIdza7fR9rvvsEXn4tLx5cHWTz6k/qABqDEpaHo+i+q2ovXs6SS274Ql2OUHc5zz0pbpqCFlI8zynj0p26ApcQ83JuP8NbJXpnI5dS3xTetSpXNf3I0aoN3KZOuUj+iybC7+PXvY2/MJvPlZ9/fpRbgKoXONZrTb8QeGS3OWS4yCNH5v3Y6SB0+S67LIi0uge+p+9IolnQF1/onTrHj4EUqlX3dEiHG6h1vVytMydSWu2JLO9Cpj5xb2duiJhxw8BmR3f5jWvyxEw4ss+tuMHFbXqkt02i2nkdcsDVOWySpRkuYb1zneu653b1qs/JHk2KrokbYDeLOVEEpuFiueHkGHN9/hzu5UTs/5mR6pqwi5Y3ALOz3ocSIjiR3AkK2ghjVubfqNDUPH03/7LlYPeZESZYpSdtgYYitUcOQQYUnHrescmDwZlxSm6tvTufzdN5wbOYpogezFjogjt7Oxuz9Om7k/kO0xiLRcXPnsE85M+BseWyxsqLieHEjd2bPQ7JCTt/b2fo7wmhWoulhjshwhtZjUxk8YS8M3JhNWVGwzSGqrR5D3b3OqvkUEdVYtJblNG0dlLvLi+kZN8Rw7himJ1SiVS4leOs5ZQ1LLSiwZ+BS1HxtIsT6POpN5UwnhNt1OVVdwcXX9Gko3qs/CVh1p9PIQyg0ajG67cYtdD/WBUC0MLPvPlXZbD7OiQyeSO3SiTK8+RBeJR4uNQlPc9/5kYUDmZrDs8QFUG9SPSr2e5fCH75A1eRqySMymkB0opBcrQceVS1BLlSV8+izbevcl7uYNhz7KUXQa/bGauNZt0QyTzGN72dyyI4nBgrvvI4yvOMrP7MR4Ou49iF0kyRFNn/lyNtfGjBAbxXjMCDIb1qLd97NxFylKzr69bO/dl5hA0NG15boV6n71GcW6PcOetydihvy0mPZZoUjw3v0AQiVqFapSlbDO6e++5+jMb+i9bRVGdApeU8JU/pPM60GiStDF4uetTZvZ8cTjPLJ1M2qRihg+mwj5/pKYaLFC4QDK7QyW9hlCq8kvUqRjBw5M+ZTbkz9E1nIdcbJlu8nxRqJFRyOnpaHaQVTDRLMVCsqWpd3hfeDyIUlhDo4chf3lHIIIfq7wCNFrrqDjdZkKn82g6AvPOJ1K4PplNtVtQmJeJrYiO8Ut3eslIj4OIz2NhKDh0OUhdyKVP/+clAF9OP/1J1xK3UDHOb+geaNw2IS7R6AAgUWFksGfdZmVzTpQf/LblHy0F4rQ7QnWWCmUk92vqg9a7u7lDYJaOjhwIFmotP1+DqqsIWn3peuivxcjNLGwwYnTLH1+MG1Fe9W6IWe+n8fBtyZRLD8Pj1AWidylCjWleCiSQykJfF1k6HhqfzjFaXOMcDq/1WtI6fNXeJDlE8U/y22ToLsxWjSl5ZqV2LLLuaNkS88++FatJFsFzZKdn9gGpsBrqoZZpAj1vv2ChJYdOPndTG4uXkG7BQuQ4mKcoiFJhVP5Qvc2MEyRZhT2vzSCwNkLtFq+3JHXioJgy6KfKFRH/VPDibANm0GCl7JZ3roZjT5+nYo9nhVzl/vHaYcKGWIDHf34JRYOfZaHnn+JUgN7kLV1O1tHjCLy/EVcpkDghehO5DnbVMl0F9BgxQZSWj/kYL2sDZvZ27U7Yu3DLcR0d494LkKRFBaEpk+j/b6DqOVK4w5pHJ8/iyvPDxWA35l4iaUOYVHhpcE2zWg6YyYRJUtw4ONppO08RLsfvsYTl+goyMWD0+6u9hbe8CEenk3Gxi2sHtyH7n+sJ6ZmHQclCGrLEceK6ZNY8vsTx/0nj3OSnW5R4FLJnDWfDX9/lUe2LCIpuga61yAspkNWFIpkOUJAEdoiqPxXz7Fy2EsUb1SDZmP/hllgsu+dN7k5dw7ekI5X92DJhjOtz1Q0Gm9aSVyDVuS7Alwf9yo5n35FQFRBsab5p+EkRI/uVy0idS9Fv/mEUoP6Y5lRZHz/K6eHP4XXKW6mA24zoopQ/qWXKDP2aSy/zqHBbxIoKdHu/Q+RoqIKcebdLUHhQlmKTFzYdjYFw7eusLLjw1QfMoTSI0fhFZVDUFLOQqTkqOXvyeX/6RKcoKV1oe4J57NjxFjs46dpsGohmi/R2XmXRKfw4F6sDUbIxg7kcPjdqZw5vpOHp75NbOXGZO49y/HJr3H7wCq8AZ1oIcvCi3fwU1QZ9CQ3V67i6uez8ObnIzpW0fveO2KMKIqB08IpHtITkik/ahKJD9UndeorqOvX4w3J2FoU7gG9qfraBBKKluPWmlS2vzOeWoOfoMxTI9DcrnvO4ry04K4LJInIoBhjGuiSn9QBA3FZGs3n/4gku50LE8Qc5R+df2o4oQwWwNE2w5h5mWzs+gRRlSvQeMYnSG6vI5UXee/PFOGAaB3JUgnJBjlr17F18keUbNuMeqOfRolNJnvbES7O+pHrG9cQlXHb0fSGhFTCtslxi5YJvGGRAu6DaBGmlixQv0GO2J4x3c66lJBKiHm8XaQ48T2eoMzQQURXqUD49AV2TvuItDs3affBZGKq13DgiaNuf+D+DJFrBboQoD1fK+DChHc5uX4Zj61ch1WkmPPZxALJf2l7UDi+UPkopiCXxReB0OUrrOjYlaqP9aXGpNeFsh5FCKHv5VaH+Rc7LRKq6A/FjlWggJNffs7ZRfMo178/1QcOxpWchHnjGlfXruf2qnXk7T1K4M4VIsygo0URkzVBPN47woZuMZuwhIYYAhEaRtkUytRrS4lubUlq/xBSZBLhc+c4+cUsTu7dQ8PRz1GpW3dQYxyGRxbadIEIHjTc3TmruNXk1KczOTh9Jl0W/4Japz7RdhhDUR1v+2dXlfzTJThnvmRBUAavIbS6NtmndrHjkScpOXQwdcaPwpYinE5Bli0CqoXb0pwn5UyTnHVNxRkXGnducmL2j5xZspJiNWpSYWAvEhs3R/Z5kPNzyb90Gf3IGTLOXSDnzjX07HTCwRCSLOPyetES4ogsWZK40uXwVa+Cr3h5iHARyksjbdMmzvz0K5mZadQcNNB5QKYnBo/Ql8hia7uQrXHyuhV2Po9YhBJ3bdj4OTf7S46/8Q0tf51FQstWjmRNlQsjxzH0f3dDWiQFIT29fXQ3O3uNoOSQntSZMJY8dwzRltgpELvx4s3u5wRhfFGJxHjRtgKo2dnc2LqDIysX49l/nUD9BEo16kHR2rWILl0MV2w0kiA3He8o/MwiJIW8xdB1zPQ75Fy8QPqBHdzYtAf/7Sxim9SiWr/exDVoQFh2ESl0HbaB7XoQAojSYTkwR0i0BJlhmfkc/+wrLrz/NU3nfUFC23ao6gPA7h9mtvv/869vSAt8ZMnOl8g6sZc9vZ4ivl0z6kz9CC0yztlz12RBBt1/REHR7oirywxxGYuFFQxhnL/D+eAtapavzu2DB8nYtYUrJ46RfesWkbqN5dEwonwompDGWliBAJ5AkIDoAjwuEkuXILluQ5KaNiSqSnmUMFzYe4xoLZLYlrWdvycmIZEPzO2d1GMbqH6NkLiUxczh8Dtvcm7ualr9PIfE5o1xC7bB+z9gOEE9BQVz6ogJQ+RcP8eWQWOI0mXq/jQFb6mKeNQIRz1+74iLoQTKl3RBXZpcPrSXE8OGktK/G1UnvEYIiUhdc6gaydChIIDuz8cI+J21dVEGBei2I218riRkLQY0sZ8qWiMbJeRn6eT3eGTwAJYMm0iHz98jqVQNwm4XrgfypHNhltPTmoSvXWXP4ImEr12n+dxPia5Sx5GwCaAtWru/ev6yxxWuLJkOKyyZQggoBL3pHJrwKteXbaDux29T7tH+Tm4TAhBnC0boyER+FDNPwbGdOs+SR/rSd/tyXIllBKokrBXgMgwOfTcHO8qHmi9T89kBTrgK6b5Y7r26+yBXzp5E08PUfKo/sjvSUYHiD/F1zydo2qIReRevU/edkUSklHcmch6lcBYrcpzweHHJVdq6ZWx56RWiG9Sl1efTUWMTnF0Gcf+J+PV/xnD/+VGICuhUwTBXf/2N7W+8TbGGjag35VV8JcujmKIqie3jMLplOazKqZGvoEhB6nwywwG5liKhhAyCGXf44+GuPLJ7CVv7v0H9aZOILVWRAreB26/zc/P2DFw+l5Vjx1GzTz/KPdrPuSckX5HRjx1h75iXhYSGi7fTeHTFAtzFSiBrSuFDNGz0jOvseestLq/YQIM3xlP+qaeRNB/a3WWPv+plD/65v+5x/+nVxXq3oNtF853r1fFcvMqu194gY2Mq5cY8RZXnR+CKKkJQCAizbW4c3MWaoU/QT/SKtRvhu7s2G3REetkc7zKQnIJM4jp3oNLLY4m2orGEGCfPZHbjGvSfu5gzP812Lh+o9sWXAiQRMiW023dY8OILPLF4Fofe+5nibVsS2awGUaJFC4acvvnMR1OJr1mJhh9+QFTpmg5baos1yrvt0/9VwxUO8Z3NXWeMF9RMpLCY+G/mwqvvk3v9OpWHDqfUU/3wRiVx7ew5LiybR8WuPUmuVReXaJotmXyhYvp9Mec3pSIX8RDYcoC2qxejEOVIVy1b5cLqBWRuu4qxbSNFu7Sm8riJ2LIQS2sQMNj92kTMakWJT6lCxY6dkLILOLViEdc/moIc56P8q5Mo16Ebfq8bjykRVoKO2ilKrBj9i+df9jjn3jZx9ZSEM1eVxDU9gqoOi9tTDW6vWcXpaV9x9vZpGrV7mNKDniK+TlWQowhJCrKmo9qas2R39PtZGHkSVQd2Zd3AF+jyx0IMyYssdmcNAbJtZ8q/4NkXeGzOT0QkF3NSgC1WO02xWGehBkJknzzJmQXznMm8NzmFGi+NpEz3rtiaTyx2OTnauQnRKiSHZCHG+xfPv264B+8Odd78/oWhhS0/WGaYjD27ufjt95xavYG4xERKtW9H0iNtSaxTD5cvHkOTkUIhTqZucy5qKVmrFtGVyzliHVGQxHfV8/3sn7eAhp3aIJcrjluss6s2Zm4Wdw4cIWv9Ti6uXkX+zUsUbfcQVZ8ZQlLzliia9ifVXfiZ7n6y+x/1XzTbf+catL/wllJAXLpiYgpRcFomt3fv58SK3wlu3EfQn41ZvSRValYnvkp13OUroZYohi8qBo+4D0kkd3HEUNifQyCQg34zA/P0da6cO01w52HC586TFmWT0qQOlbt0J751R7Skog60ELS9mA/cmxH8hY/7X/oj/y2P+/97J3FdkADEYo9eCKbFZQSOrCFUQOj8GdL2HCb35ClunT5D3uVrKJlZ6EYYU/w9EVVyoY+4bQ1VdaPH+ZDLJVOsYlli6tYmtlZDEktXhSgvpiMkEbNYA1suIMIWFNL/3PkfNZyAKoUbr4WYTKD3kFiEE5cWiDmpAJ1iJdLxLBs9FEAP5iOLmUPorhLKpSB7VFQlCnwRyKKTsjwOFBIPQwx0RKsnpl9iO1FAbYfR+C+0T/+Kef8/FgT4it83A30AAAAASUVORK5CYII=",Fe="data:image/png;base64,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",G="data:image/png;base64,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",Ue="data:image/png;base64,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",L="data:image/png;base64,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",R="data:image/png;base64,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",J="data:image/png;base64,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",at="data:image/png;base64,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",Ve="data:image/png;base64,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",Bt="data:image/png;base64,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",Ft="data:image/png;base64,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",Yt="data:image/png;base64,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",gt="data:image/png;base64,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",Ne="data:image/png;base64,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",ot="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE4AAABOCAYAAACOqiAdAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyhpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuNi1jMTQwIDc5LjE2MDQ1MSwgMjAxNy8wNS8wNi0wMTowODoyMSAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6NkNDNUY2ODZEQ0MzMTFFRDk2RjJEMEZERkMyMTU1QzciIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6NkNDNUY2ODVEQ0MzMTFFRDk2RjJEMEZERkMyMTU1QzciIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo2Q0M1RjY4MURDQzMxMUVEOTZGMkQwRkRGQzIxNTVDNyIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo2Q0M1RjY4MkRDQzMxMUVEOTZGMkQwRkRGQzIxNTVDNyIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PjMAYLwAADyqSURBVHja1LwHeBRn0jV6evJoRjlnoYgkggI555xMWsA2GBxwIhqMwdjGi9dxbbP2OoINDuScc85BSCJKCOWcNdKMJk/fertHA95vvZ/33mf/f+/wtA3STM/b9VadOqequrnilmb80ZdEAsjkMsBhpL8o6N8KmC1SKOQ8pA4eVrsddk4Jm9kMuYyDXCFHY1UdJDIttD70Pt6KZhsHdzcN1HQ+B+CtN1nCy2ubehaXNkSVVzeG1DcZwvUms7a5uRkSOq2b1s2uVslb/T21Nf5efqUR4dr84ACfBz7e2ttSDtVSOk+N3kbn5qHQyOlfVlhtEthMHKRyCa3NDotNCpnETuvioXSTwg5OeJ9M2grw9FdOAt6uoAWxs0n+kC1k+D/wkkkl0MiVtFyZpqmhPi0ju7jHvbzqfrfulcQ+KKkPrKpr8tI1t3IWs0RcN10kOLoih12wLtiF8krIZDJo3DgE+nqYosN8yhPb+RWnJEdfimkXdCEmzP+qVoImC12SjX32P/zi/lMep6Dd1qoU0DfpUNNk63E9p+S5g2du9r+Y9TC2roK+k1NB6++GmFBfxEUGoV2YLyJ8VPD1dCdPlZET0MWTFznIcFaHDU3NZlQ1tKC0qgV5xVV4WFSF6uoWwGaHp68Wae1Dywf1Tc4Y2rf9vtjI4J3sIxY727T/jMf9BwyngoJ2XCbjPe88LJu6ZfO5mQfO5vUpragG5+uJ3p2jMCglBN1SEpEY7YdQ+pkS0n9rt+lbUKsjA5bocOXWfZzNKsfZ6w+hJ1iQ0/kG944tfHpE918G9O70s7tSmt9iZQ78X2w4qUxK65B4Xs7Mnb5uy9HX9p3Mi3WYVeiaGoopI5IwtF9nJIUFQiGcjRdM4FwGc65/eDlcvxMP8X/cb34vd/0rr7qJjHcbmw5n4fTVAsBgQ6+ukbqnpnb/ddyQnn/zUMnydHo7FGrJf4/h1EoOnvSF13MfPvHXTWc/2H0oO4Gz8ZgwvBOen9ofvVNj4cFJXBfs4O2PGYADx/3jYiUu3xJNJREMzTuNyQmGfmRpjuNcn2HvuXC/CL/sy8DW3TfR3NiKrr2jm15/dtDng7p3XCOVoblV2K//y4aTcArYLZb2P2w8u/rDH49Pbmk2YcKIznjt6cHo0yHKecF2MhYH8Q+70DYvY0Z0OF2JQ11TE+zkuXUN9H87hbtCCo1GC6PBCg15SkSwP12WzOmtnMsrHxnR4TSimPOyisrw9eZL+GnPdVgId/80Ou3Omy+PXdku1HdvC4GgTGL4P284jrKkp0SDa3mVL678YNv758899O7arR1Wzh+FcT3ai5fhsNK6nPFFFyR1YpnRbITeaISPpxcMRj3e+/xHDBnSH6XlJYiNCEduQTmy7xRjzMhuuHe/nIxoR3SkHxITInDl6l1IbUBkRCjS09vTZfLQqjVOs9mdG8X+54CUE0Hhxv1CvPPVURw6noWAqACsXjz+++nD05fZKXVZeToZJ/23DSddtGL5H0/BZAAJUQuZxAGVVO218XDGt7OW/PDmw8om9bJ5g7H2reno1C7I6WEO8CwE6eCcxsvJLaKLs+HqnYfYtucEBvZOh0qugqefD77YsAe9u3fGsB5d4e7ri/v3i/HitNHIpM/oWkyIo0Ry7OJDaLVajB7eFYUlZSisrMOBkxfg5atGJf09yJ95pMSJl5wQtswDQ/29MW1kGsLDfXH84gP67ovpDcbWkT06x1zRKlRVVmZwnozGS/A4iv5LJ/p3shlbj4ISgJRTh69as+/E3MU/zvL3cseBb1/Ghy+MhYdaRgazCCEo8DfaSRkZTkrHvsMnkFNYjE/WbQVP5NhiNsFMXMNKXtk9KR4d48OIWojfYzKZUF9fT0zDhqraKoSE+0Om9EBBUQUSEsIR5OmLceSht+8WIjAkEnvPZuP6vTzcuH0PVzJvC98npe8WbcAL65FSpn9uQi+c2fAC+lNEfPf3U51nLt58vKymdaQWqn+bx/1hj2MBoFbKYTTZuy348+bd6zZc7jhqVAq2//UZdI0NFcCWfwyv2F9v5NzHoXPXyWuKcZVow+I50yBxU+NSxjWolFo06PS4dSsTAYF+sLYaIKMdj42OIMMZiOgqERjgTcFto5BnVKIVPbslIvNGDvStTajXW3DsQjbSuiThyMlrWPrqZGzedR7ZhWXw81fgQX4J2oWGiWvnxLTCoiDI2xuThqWgwWTGjn1X3U5l3p/SPSWuNtzPJ8PqcPxhj5MuXvE2GPr8q4M5pptSBYPJPHr2ip92Hjh4LXzmrCFY/+50BLi7CRfGsIzwn3ZWLny5zWbBmnV7ofH3QVFxBeGjHDq9Ae4aBRisxMdGQqfToXtqR4QEBiExPgaxMeHMTPBx90BSbBQUSgkSoqLRMS6aOF8UooIC6H1RCKTQNlhM9Hs5/L01aCAqEhXmj1ajgRKLiZKxBL5+Hti07TA6dUiEWiF3bT6lI6jlUozp1xEKTwW27s2QHjqbM6Z3l6iGdkE+1ywO/jEK9PsHV2ur/1+tq5RIoTM60mcu3XTq9Kl7HoteHo6P5o0lFkVwTLvIMExCoUGohrNXriK9c2cKWzUyiwrx9l834q9vPgd/TzfsO34OwQEB6JPaARqV2oUUNspwHJNJzmwroiL/iMfxIkywQ8JJnH8TX9X1Daiob0Rm9i0MHtAHKz7agPGjhxLhNaKsrAI90hPRWNGAvv26QqNUuqiQ1Jl9/7bjDBZ+sB/hXh7Y+PWzS9ISwj412Fqd+f9feNz8N5YQlvD//LA5IFGQzzlUoa++tXXvwQM3Ql9+dSQ+nT+ejGZ3GY0ZoFlvojC2ICu/kIIWCPfzQ5CXF+7deSAkk7T27ZHSPgGx4WGQE04KF8DxgpmYMZjhCZlgJv5nMJrRbLSQh9tgslKiod8rSaeKfI9zeo9NoCHubloEUzLpmBwPT40GSpUS7l5KHKZNiiHsPHLkPJIoYZ05fwVhYWHk8RohYYi514EeSTHwC/TAloM3cDYjf9jQvtHZgV6KHKudmANnEyDonx1csaHuX2YON7XGe+WnB499883hLi+9NBJ/WzKRjCYCLvtyCSeGwXoKi50nLyE1rTMK8+9j1SvPISYyGBWVFVC7aeDhoXXpAKnTAFZaeE5JFW4SyGffLkJBSTX0BgttiYTMYqJ3KITkoaDQ8qLPh3hqkZoUh7SUcCRFhcBNrnDSEJuYRZl6kchwMSsb1bW1uHw7HzMmjEJqdDhRkSPo2rUn/L08hU+I6xcXxLjhZ9vO4rX39qBHanDD1i9nDdVq3W+abY97/j8wjCqL7XeyAQ8PEttrd176acGKjTOHj+mMnR/Pgoaot8MhhpWEk6G0pho3su+he69U7Dl8FSEhAagsL0VcoD8G9+sheKRD8E4b5JxSOPXd8hrsP5mB43Q0GVpox/0RGhYAXy83RIcHwNtdDTcyQFiQL1osFhRVVcHQbEFlnR65D4mGFJbCQ+OJnl3jMXpIOnrGRzq90AobAa1c2BjK5CfOCMS7d7cOBBW+aDK24uSFa+ialICI0CDB69nmt4Xtq18exld/348np/Z58NXqGcPI+4uFa/1nhitvqf+nGVSj9ULmvfK5E5776tuIUB8c+v5lhBMQMzLKXF1CF3bnQRE2Hj4Nh9VIHKwXuqVGYse2fZg7exYtHoKxONoA9l5m6Yy8Inz9y1Ehy6YmRiG9YyziYwJJEfhC39JCS+fIw5UwEvCzl7e7F2wWK+RKBapqahHZjpIHZb7Mu/nQGQxYv+UCKlt0iA8LwqxJgzGWDCSILsJMRsl4io3su3fRSGqmvroW9yrr6bO5+G7VfAQTlAi4yYt6WULXpCd4mrzwexw9dgfvrZ54fPHUwSP1vGDd/4lxC5e/Qj+3uA4HHVKi5gajPe3pNzZsr2loke36/DkkRwSQHLKLJJgyZEVNFSkAM+4+rEZdowVVFeUoeliJEUP6kCLQCBjEWD2TZTVNLVj1xVas+fkgEtonYuaUvhjdpz3iIn2hlNrhrlSjpaEZvh7uZCgzVCqOMqQRZiOtmVEEkixNTY3g7FaUlZYjKiKMaIUGA7p3QM/OyahtNGDL/lM4dvkWOiVEUzh60HVIhI0IoWQkId6oUqihc1gEfH1iYG9s3HdMUC0RwcG/SYK90tth24UsHD+dGdOvd0eE+3udMTngRMRHh3TFu6vpZOpHh1wNH6U3Pl5/fOueHddiViwYi6eHdSG3tomeRoBeRxdx+upNKIhrDRrYBddv3EJSXASmjR9GC/ETQlPOMfGuwLaTF7HgnR9glJnxzmtPYvzARARo1TBR2BhaWuGuJWNZSXDTxbmRLuUlHG0QyHhusFsdcPNwoyTFCHEdPH394EeJwNJKko0+K+Xs8HGTYEDPZPTp2gm5xVVY88NumGhz05KjcCc3F8WVlSTPQtAuJBgHT13EoL5dCVoe4MyVLPRjIeztJRRNGZViycaHlElgkA+2b7+BovLaXhNHd9lBJL5OoKcSUT2xgwz3vijW6WAXqpEqKJQqJ726asfS9K6x+Hr5FPIKpwIUcE2OH3fsJUZvJr1KzN/aSjxJiR4dOyAq1JcwhmGZVPC3FV9vxVc/HMW8F57AmP7JiA4grkWkV02Zr7SkFEr6HMuknu4aNLWQR3HEFYkIKxUqxlYJFmwC8VWrVNB4epJn14OikNSLjMJXTmFNJLqxjrQqGbfVhJEDOiK1I6mCTWexdvdheLm7U9ZVQ0vf56FVETzEY/+h6ygpLMIHy+cixM9f4HViducEA3KUNDpFhyCXNurggXvS0AjfgD5J4TusdmIXZF1J22GxmtF22OwWWO0Wj1Xf7/3QaLXgg0Wj4alQCgAL4RI5XMq8gfTUNChJV2dkEtbUm9GpfQw6xEfAQhmQGY0B+tQln+HWnXxsWPMahvZJhJbCMSc3j76DcqCNRHtsLNEMhoN2SImgunt6o9nUCgunxoOyRtwtqcXDGgOK6lqhs0rQStjqrvEAs5yUkpaFvNFMJFsiUwpURuUmQ3VdM7Lz61Feq6Ps2BVygoyyGj3CiWAzku6ldcOowSno3CEGVZRwmMDnBeouE8k+31Z34fDOi+MREKrBh1/vn5JfoxtHrEyoRrNcwQ5Zq9XuinE3uQwHL9194ejxe7HTJ/XCgORYVw2MLa6wogRrt57Asleexmszp2H9jgOwWuxIbx8vLEJJSaCFgP2pJV/CTN7zzernYdPVobayGnKFlGhEJ+Q9eMiqwwLWePp4oLTegNvX7yHrdimJ/wKBG+r15M2E7m5EopkMUigdUFFE9O+RhGD6TJfOzCNNRHvK0bVjCipr6lBAiuHnvTcoW9/AvNkjKHTjsfzt7xAe4oNBvVMQ6UuJhreiIykSGWch721EJPE6ZqSzmbfodCYM7NlNyLTsaB/kjQWz++HN1buwdvvp1z94ZcJBM2d1URCuwmJwGoYOXu4xedGGrKvXH7a7uHkB0qODBWzjIUqpnYdPoZbw5V52EQYTcPbp3Zl2UUvv4QUVYSHPnPrGX4kIq/Dp0glQ08VbCL+stEXuJM2aGltIf/oTV2ui71PjwKVM/HLwCjgzj9ioUHRNI8+NjmTNGNKqCiHTmcjza8i4BYUluJydh7ukRXkLj27paeiWFo7IYC9s3JuBLUfvQFfZgIULRlN2j8DfvtyB2TNH4uSpbJQR/dn51SIEeWiEIkRbuclI2Llx63Fcu3cbY4cPwdh+3YSyPKNirEhQrm9BjxmfQ99Mxv31pX4Rwd7nLW22qyUcYYeBdvpwxr0F6Diff/r9bbzwclgoqVnoL1b+fkEev+fEWeHH1c16ftn7X/EltTXEOR281WETfj7vs/V854lv81fz8vjbuTl8fnkFn5mTy1c3NfKVDTV8TlERf6+qiP9i+0m+yxNv84Oe/wu/dv8VvrJJx//zl+N//LvBYuIPnc/mpy5Zy8dP/jOf8MyHPPq+zyNlOb/g67387owc3rvvK/wb3+3gz+Xc58/dKuB7vfg+P3bh+7zFbqMzWHibwyqcbdehk/xna3fxBBd8TnExf/TcOeHnVofZ9Z73fjnCo908/s1vj+4jS5Ct7HRQzrZRqNmYrKGw3bD76hxOYsdLk7qLjJwXy9pm4lKHz1xCA+Xl1X/bjPuUrf78xosErt4CZ2Llox3nb2Av7e57y5+Ch0oGqUpBdMIME8uAej2KCJD1MgXe++YIfth+BvOeHYLD3y/Hc2O6I4iwiNIMhalVJKUCq7cJdT2BRgnhYxWytbdcia4p0fAN98ODCily82jlegPmz+mFIQM7YeaCbzCyV1fMHtULlLvg56PEewsmwGzg8N73Oykw5S5SER0Zgvg4H5w8dx137z2Eys8T9cQLRTQXdfSTo3sgINYPmw5fGV7dWN9ZajOCN+sJW2V2yoocCqqqhx4++6DTkH5JSI8PExfNCcVo4nUy+HgEISurGMGx/si6RfqTE9WFlDhWJYXgGx9ux7JnxyI53AOtlOFqaxvBeG9jUxOBuA2lBhsWrfoezU0m7Pp6IWaO7kuCSjSQow2SWdHT1Zd51KRhWY9lcxuF/Pf7L6HLU5/im1/uEGfxYPGGl57qiSH94vHCgp8R4uWP5yenQa9rIIcwo5KSgJKSyOtzh2HPiZs4ffu+EKoOws5OJN/CggPh769BQmIc9hzMwI2b9wU8Fy/PgShvT0wZloDCnArFiQt50xhls4MSko2yjYxWe/Zi3uRmAtmnR6TRBUkETsOszioXe44fRUp6FJYunECLMaJH10RnBYMlFilWfrkTQ3u3x5ge7WEgXGjStZLxWqAlXIuLi0OT2Y5P1x1Hjw7x2LtmAaJ9fQRV4Sxyi9UV4Y+zL8E9qpy29RAukEdMmPcj5v75BIrrPMERWUZTFebPSMOkkcl4buUOknr1mDi+G7z81ChtqIKUtKxaqRLwKoZ43ESSgG9/tgVGXqyy0HYgMiQUN4kp3C4tIUnXiLj4djBQdhcryOL6pg5NhUTugb0Xc6YSb1OzaCKPI6IJqfveUzcHewUFo1f3RFfZhp38zv37aLI4SCEU4/7DfKilSnTr2JkMaxO84PqDEpw6cxOzpw5Es66FDGdCUKAfvH28YTQa8JB2/OWV69A7NQ4fL5guqAkWdhznLBpSAuF47n9UmkUPlKJKZ8DCL/Zg5Ks/4vCNekhIhnFKuihdNeZO7YzJ4xLxwrJfUVPWjP4DOuDU6Wu4V0zczisQVfU1MJktMBos4MhBpj3RXShu/Hz4vMBmGUVRkxEmjJpAHmqkxOWFUxfOIItkmlCM5UT9m9o+DEmJfrh4+WF0cV3DMNY3lkgdEpSWNnW+dLs0smfXGLTz9RS4Fe+0t90uxYN7RTh6NBsFeaUIC/BxFXaYt326dg/Gj+gFXyKxDqkcBSVlxKfqiKQyFaLCxl2nCUuC8NHC6c7agcPpVxJXteQ3JnN6OnvXz0cvYuDz3+FvP92E3uYPiZaknIQCu7mKjJaOpyb3xjNv/IKCYgt6dgzBns+fweiByVi34SQZxEPAKi/KpIGBXrif/0Do/8780xD8uOkQWgm3mQpirQA18buCgnIM6ZGCwf0HEBOQwuywt/XNSBK6UcaNQ21NDS7deDBawVbI6hV37pf2MNZbMbhHpKsJwahAfXMDiiuq8MbSV7Dk1cmoLK1EB9KCItuW41Z+Ee4Ul2FgnygYdI2wErE1EXiaTTYEeGtx9moRsu434cu3nhEadjbnYlj4tZUrRShr2yaJ0HHKzCvBxNd+wKxVR5FTQT/y8AMnkwm/55uK8PzEdMya3BXPvP4TGY2HxkuOj18fBy+5HMvmjBWGer7ddhBBFEEqIteeRK6TEpNhNdvQo3MEZETqd57OFCKGUSkWBcP6pKC8uhKfr9uPQxevkw63CODRtrW90xPITxS4klXdyUTYISHOKz17t2AwISj6dAp3GY0Vgwj54UGZZvv+vYLgXrnoRRLwnkKYshNuOXQFHWNYoyVGUB2NTQ3okpoOX08tKluM+PvGk1j20gSEeIhezHGPVXUfq8SIKCdFvcGE19ftQf+Xv8PeC1Xg3AIgVSrFwiNLVE3VeHZCdzw7oxtmvb4Z+WVsOMeMpbN6Cj1cRp4VJNTfWjwGVy8/RItRguZmI8rLKmEytAjKwJ2gaVjv7th7/HIbIEFJ2b6iopTknRVvzfsTxg/uRwkw11miFeV9p4RA+AT6IuteYazdZveVNDpMYdkPilOCSdjGhAU9FjZyZN3Jw8Hj2Th3qRibtp8gmVIv1K4YXrPy8sVrhZgwpCsMBj3sgucQ4Dss0Go9cPDMXZJBEkwjYGVfLBEKBHBWX9uayLxgMLbn287exIC5X+GT726ixewNiZu7gEttBVM012HWhDS8PHswnn/9F+SVioqmd7dgUjH9nSbghIZMl5hYjCIPWr/lBDkwK7ua0NRkFMKyRV+PfgRJ+aVlyK2oFIqq7DumjB6GV6ZNwLXrudi05RglA7mzPysaLthHi8S4IOQX1PiWlTUkSpp0xuiS0gavxOhweJNYZmDYBs4VFNP+IcT0TXakdU1AcIC3wLMklHfvkdxpaTEgKoTCiNi9koS4RMrKQXpUNBhw5MwdzJ0xVGgPirgldhN451rEbCnFLRL7097aiGlv7AIpLki1QZS4lGIjmy2ZY5hWQ3wqlaRUD8xcuh63i+icKjm8NTZ8tngStDK5WFdz9S2A56cNJG5WQqFeBx9vf4RHBAtKwU4sITbSB75e3jh/I1fMnhzL2wqs274Ta3/djkmThlA4W2EwG8VSCC1YRhQkOSkYumYd8ioqe0rKKnSJtY1GZTwBuLTNwHSBbPJIR5xLSZgzYRSRVEoKNsFo4souZBTQiaLgqTQLJ62uqYJG4w41JYSaBh1YzX5Ynw7C/AfP8c7+ptALE7K1zmTFn386gEHP/4BtR0vAqchgSpJCQmddZHYONjrQVI8nx3TCornd8dzyLbibT6sjmgN9A1a+MBDdYkIFEv4o7MXiZFJUmND9P3f1HswUgg6CEn1rM3mSVPCy6KggZN4qcI3vsKrOmCF98dlf5sPXg0d9TTnpcKuwuQ7nNSeE+4KFVlF5Q7yssLA22dxq4mLDfB4fgxFaefGxEegQH0/ZUUo7ZYVcInHV4DPzCpCYGAZfb29UVdfBQ+snjB2wUlFObhmS48Lgr1LTRbACqdSZFMT/Hzh/G6vXniWNWAW4+VC2lAoG411NLedcSFMdZoxMwuKXBuGlN9YjK5dUipbEeksjhvVvh5em9hbDnePaRnHwqOQoRb8eCTh7LRcWkkiGVhttfgAamgwopYSWHB+OI8duksF4IbsKPRCyfwvp4BarHBXVNjQRTnu7e5LXi4ZrRzSLzfVVVOgDZcV1tXHsQ8F+7k6r8UJiMNNZLly7hX2Hr8Fk0aN35zjMmT7ROZ0GYaivS0e5MANiMjfDOyAQ+hYTVJ4euJp5B1PGDnPtpsSZRXNJbL+/7jA2HiskICf27cmM/aj9J7q7qCD4pgpMG56E1xeMxLNvrEXGPSuxTU/YLK0I8jZjzaKxUJM0EZvgDqfh2mSH2ELs0TEKWw5egY2SXH0TmwwgSVWvQ0J0GCqbLSgnwltHZD3Iy00IyWsZt3GUPFSqlCLcxx81dbVoFxIk4jGdOthbDco+qKnXB8kqq5p9SVMhwFfziH1ydjKcAT16dUdJaRWSkuNII4rakS2OcaDG5haEBYWCNXBDwgg/zA74EQWpqtGhtsFMQBoo1uZJ3hjoYtfuuoSPfr5Iv6cfkgFc7VH+kZfzzpEFR3MFnhiVjGXzh+HFFRuRcZs4l7tWvABjNf7yxhgkhgeJZXXuH8ngI9kRRWrBQZTjYVEpOkeHQkceFBIaTInCQFkylpSNgozQRIYTrz0sOAjTxvuirroRHp4yYUzj8RcrhsoIW+t0OpWsRWdVMi2qdZP9ZpyEZcozpy8LGS/jZjYmDumJTtExwu6yMJZTClfTThotBlqICQ7Sgx4aLVpaJWR0jhbhL5zneMY9vEvC/mJWLaChn3konOMSnFBza/MWMUDJ1w2VmDg8Ae8tGYMXlv+EK9mkFrQBQtPHTiE6ZVhHzBzVR5xM4uDq63LOxvUjI/Lw9nInwsUTcTXAt0sgvLwdwriXQqmGRUpnINyrb9TRe0OFT/j6yZFxOR8jB/cVx3FlnBBfbdxWRRjMftbSavKWmaxmjYxcXiqVPuYCRBKI74wjId43uT2MtEyDvllk/bQwC4l2CyUPDVnfYSZbePiQ4eWor6smXDBDRQsua2rF+z8exPrdt2CxuJPHBJJHSV2FUfCP3E34GaMpuhqMGhCNd5dOwqK3N1EC0kHi4U1voOWT10aGSfHBa+MEbW0XiCvnmrX7JzKEEhvxUDVpVZk3GloaoFVpUVJSiJAAP9QYDEIyY030tpfVzCGbcPfa3V1QKyzol5aE6cP7C4UIgaCRjZjhLDZeIjPzDkH9SDjuMZ3Iukq1hG/ZuJ1F4re+ilRFRwzoltqGWpRxzKirrYdvpD/sVitMRFkCAv2RQ7hQUq/HxPlbUF3ZIIK/myiYBcrAP7pG0WDO6SpdLUYMaIc1Kybh1VXbcexyHSkGbZsKg9SuxwfzxyPGt41Mc49Byz/tfAr/VZDQr6orI6P4E6aVCZ38ZgpVLz8/uKkVcOKD4BRBtP7Y+DBcuXYXMUmhUCvVv/kKodXpTHQsO5sYt3E4fosPcmKrnqQAIiOC0CkxAb4k2h3OmV3WM3VTahAQHChOTapldCIVrudWk648g9pGFaobCMy1DMukQl2P5x+RSZdnO+UWGhswtk801rw5BQs+2I1j50vJ07TOURJKFBSiM8d0xrSB3Zzdtsftw//TZnrbIKyVICQs1I8MKIOfrwdpWDdh2lOplKOhoREyudwlA6tqGyCxNOOt+dPg4+6OriSzmCTjH5uGYyhPl0RO7K4y2m0OYfTgkelsCA8Nw+BB7ujZPh6NhHd5eYUuP9GqScAT2S0j7ubtFQQD0Z1vfjmBDYeyYDN5QKrWEgcjTHpsfBW/KSK11YyIr5HGHdEnDB+9Mw2L39+Gw2fIaF4eTntIYDda0b6dN1a9MlLI9ozhsS4T++yjmt0/uJ3zr2wGRWdoQjh5EsM2DSUlNi2lkktQUVUJvd5OuOfu+pjZ5EBoUIQwYuaj1cBNUA+cKw5biQ+y2qJKJWuS+fv6EoTwxIgNj/epEUDp+NcDF3Dy0i3wrS0Y0DPNyZTIcG6s8iFHq0yFizer8daXp1DTwpqhQeA0CsEzxXaiUy8wj3MJeaeTsLJOcy1G9WyHz/88FUs//BWHTtaQp3kKISFOo7KGdiM+WDwLEYSbjEs+gjPZP3E0u1PSidvFPKi11UKGkJJm1cHUambyG0H+frQeJdwobNl9FW1n1On0gqE/++JXBPl5IyzQB327pAhex146vVE4h7fW0ySLCvW5Qx9KKa3V/cZwjTodsRIeFc1W1NbpEFvTLLbSmPygxXuQdlv115MoLafPcRo2HAwKelqQUahwcAq6AFMrGITaOWd4OsSWOPMbWEhZ9E7GV6sn4LVPt2PfyXLidd5CmImBTCFqqMW8Z7pgQs94oawu1k/EyszdwlKSSNeQV9aE6AgvvExkuH2EOA8ihp4EN24XEq3whjtBiUylgY+XH4ytJujNFuQU1lFCVAmNobbpdh9/b1TcyMJTT44hnloKP39PV/pir3rifpQZEOzr3iyLCvG5Rhn1qYLKpt/UxViXSd/UgOjAIKTGpkOpkQpVW6Y9L167itrqBpiMMnRKDoBarYSXu0ZIMAw/WIjczy3HoGHRwpColEgj81A2DCMV9KedgFmGORP7YcXn+7DrSCmRW+/HwpmM1tqK9EQPrJozwjkO2FZCV2L3uQy89N5OwlE6u1wJnCvE4Ss5OPjVy4gP9BKmoBgqHc7IRGJsDMlCFZjatFGYWa12qIiP5RYVIjxYC61cIuhz5sGnT59Fq86Iy5fvQUbXOqBLEB7FCUi7k5PYbWRsbb4sJMirxMfDzVZYUi3jnQPSbKEKutDXXp2J3Wcu4kZGMRKifGC22AVW3T01DSte9MSH6w5izcqJCPRwIwFthRtREj1pSBs8MGvJd1g8fQBhZNjvjpEdJWWyeX8mOO8Ql3oQbuGiZKUhOvDh0ifhQ7DANozVxlhl5m55Jeas3oUmvRZSTzfBo6HW4GF+OXafuI5lTw4jE0hRrmvG9axCLH0hBcWlJQgNCaNrtgjTAWwS4GZ2IYb37+rKzFb6M336eEomNjzIr0BBQTGUMjh9X6RQD0sqhX9HhHtXSEL83PIiwj11twsr0WSxOiuzvDDC9eBhDspLGrF47mgktQ/FhatZQjpm2rVLhzBY9DoYdC2wGhsgJeC06AxQ8mrY6OcDe8Tiu5/2Om8/sDvD1ObqWrFXbHgwAvy96Md2160fDCZ4QyMWzuqJIZ1iBfH9CPol+GbjWaJKKnDMoBRynIsPsu94lOA+WneUAD4IEUFq8nAZGcwKm5UZDbhVUoUW+my/1Hin1pXg7oMCfL/+CGor9fDx0BAOeopTo7zdmcUdyMytAEfe2j4y4KYkSK0oSIoJyispq0NpZa1TOYigLpXIkRQbAnNjK66SAlCpVE4QtsGfgDUxNgzHLmTB3TsAtU064kssvbMukBT9uyXgwt1CXMwrEqaNbEI3y/4YHbHRRXkhJpxC1Gp3wjnBQasePboH4/VZfcW2oLOVxzpP1/JKsOloLkGqlkKJR3rHQMLhGjh0pWgX74nJg0QP2n8mC+s3n8CEsZ1gIy2tIhLspnRDs66JiC0ltBv50Ch9kdo+yrmJBE0aNwSHeGPnsfP47McDpIxUj6GbjDxcj9t5FcQ2fI1hof7ZEgpKU0qniCs28paMOyUuozG2nJyQAJujFT/tOAUPL39oPX3QbGh1Vjs4TJ3QBcfP55GWLIU7YVxAYABlsSZyMJtQFJ06vhs+/WInhRqznehNLnFJrFdOIJ+STJrWZhJKTaw65KWx4dPF4+DBNoB3CGHCcFVHuvG1j/ahkSSdhCSi3diKZbN74MDnz+DrN0fizHevICY0EDsvZGLmm9+hb/90dIj1o6zphWD/QLSaTPDz86d1eiA/vxD9e8WSXpcIcyAsGOPCIjDniWF4e950dGznh9h2Eb+5JepOcQMqKxuRFO9fZpXJiiVMTqUlhdyUkFueuJb/WEGb9p9cPCUhGr16RqOmtRHf/LxHoCJij8CGwamdIHezITu/DDKSI81NpCslKmFis7SoBBN6p6KgopGk1z76avlvSCtLEOzVq2M7WpeYbXkS8G881we9YiNgYVmUswvNbisZed5HO3AhuwlSNw8xWVBgrNt+GfHRIZj1RD+0tLTitc93YtrSTfQed7z+3CD4SeXkK6yuWCdoa623J7LKynEntwizx4glKVbyy6MMfeTSdTQTVN3MyUEsfX94kL9Qf2xLDBczC4g+WdG/Q1RWgFJmlJnIHZIigi4kxQTqz1zN19aTR/lqVCLRZOYx8XAnLVpf+xBTpvTHlesZSEvtCCXhnJw07uynh+Prbw6ie6d28FTIKbyl8NAqiBORyKaksfqtqXjznW3kgZGYMTxF2EWhGO7MBJ3ahxAxpUzc2IjhfWIxnxIKax+yDM0KpA0mIxZ+tBm/HCghfHF39Xs5tTuOXSpFl6e+Ii9VCfdMNNVY4OHrhs9fH4Mw+m6Vwov4WyOMRhMqKksotgLw5ebDGDOkDyKcUwgcWa6+uQaHTl/ErzvOwpOI7/CB6YKX21nrkjaP3S977MQdyHz90at3QrZAi/R6djOYsnBEr06nKoorce5mjohzrBpBoRIfE0OcrhG5OXnQkUSpqKwmFm5xsnYbZgzoRReuwfbjN4Txq0YimnV1dYgOj4BZb0BacBCWvjoaq9f8jJ2nM4RwFWclJYIRY4M8EOOtgp9HCz5aMgpqMjzrPhHzwtnMfIx+ZT1+2ZtHRtOKhUpe7FcwaihVuKNBL0NBpRVNBgXcfdR4cVoX9E2PFKovLCnV15G4J2PEx8egorYRD3Mb8OqMEY/ueyC87tY5BV+8uRDjhqVi7MhuGDqgiziGKziPHLeKa3D1bi3Ro6CWpKjQny0C9EilwgTksEEpmzkiib8evekSRpxTnXnIHFg5dzrG9++PyeNHQ0tAKs6JcWA3jH+w+EmcPJVJWbgavr4a0oYRwhwcu8gHBSXonRaH+c/3w+pPNuL9DSdR26IXwJ6Brptcg57p0Xhn4Rh0Dg8keWfAket3MGPVDxgx7wdcuU1E3N1PnBQXpsV5V/9VUAhSJ25yDaQxu2Fs10g8yM2HQsnDbHYgIMAbRosFRtqMv3y8ES9PH4Ywbw9nQ10sSAkSjpxgSO/OaK5pELztEfGVYP+J+zCQQwztE3tOy3GlTNFwlQ5xRFXKI2jMy1/cvZ9d6nNt+wokhJIUY2jNKsKczHVTWdstjm2xL3WWw9/+Zi+y8h5i0eyh0HIyQVcyslndUEmpPQQywsaaZiNWf7YdJTUmdEyOQ2yMPwIJvPPL66Byc0NNbRPRgiLklxpgt7pROBLtoMwuCD2ujR7zrqEJB6MfpiYEhsiJKA9En+R2kFBi0nq5wcp+RcpFRpveQtj09bYzsJCr/PrRy49uFRa86pHc5ZzT6nZerIKzkjrrjXSZvgYVBCVnNr72p+hQ320WNtz4xtvLyOL0ZRKpnuI5dOeee93dAxQYnBYvlqU5Z9OYfyTR2+5wMVvNOHM1EyGUzQZ1S8LPB07jYaUJY/t1IobhgMGih5+XLxFjJerrGxHs441npgyFG+nRrYev4dzJYpy+XoLsgiZk3KpGToEe9RRyvFwLCdEGCSdxGe2ReKefEEnlWxvgrTFh3rS+WPvmVKSF+8PYYoBFwgBfItxAp9c3E95qcTyjAAcvZOPPyyYh89oD+IX4EZmtQKCPh+v+WUHj8nCOtToPcoCdFEnrNl/CpGFpd56f0GuRxcY5pA6SlFZHlfNOPxLFelly76fX3dQbmhXXNi9BpFD7cohNPe6RsGbZhmU7trip8z9Aq43Dho/ng5dJMXnOWxgzbAh694mCl8odHmo5LATwbDrI3y8AGrUaeoMRhfV6bD9xE9sO3UUx07vsgRoyN+bCYq2Nc/o4AzPGtVgtkY3x8xbhPq3Jw+MwMDUSPTvHIcLbXdjMh8VFAods0jXQZrEKjoS+IxPfbDmP3STHYtpFYvjTqxGfnIArF6/jzOZViPL1cxZo+cfu2hENZ7Q6MOC5z3Dtbj2Ofv/ySz1S233bahIdSPrWO0tcFMRd6VdrhiV27+7rKVpPNQZ1iXdKDgjW33j0Iq7fzUGX9nH4cds+1Dca8MLMsZSprmHLkfOYPCANk0f0weovN6PJJsGwnolooYRiMVoRHBAIL2Ec34D1m47jbxsO4JMV0zB3XFekdghCYAB7CAKr2rKB6WaKI9aaM0ItdyDIU4GkSA8MSAvB3OkpWPnKKAS5g7S0Acs//hHtInwQHRosoGCroUUcSyNvOnI5D+u2XcCnb8/GsNQkdm8c1u+9iTqjHBGRwSgpr0WX5Aj6DoVzCOjxmGLXew1fb7iEIUM6Vy+a1X++hYKIPZ2CoZOMdxXoJNDTzk4b0+3v63dlzPpq81k8NborEsIDhN9//NNO/P2H0xg4qBNO31tLQrgSP36ajpPXHwrcfswTvTHnra/x7uKnsOWLhfjTor/hE/Kc5yZ0JQLqL6R5h8MIN5UWVlqonXbYjzxS6cZh8sBUGEnjhviwCkUUUuJjYTWIg4TNFjPKSCMqZRxG9O+OME+WSeux8IvNeH3xC7BTJs+tMmMArcHHUytgcnFVHXafy8GXm/bgwzfnYmL3Dk5Jxgu91uwCC5rqDThx8g4Sw3wxZ3x/l6xzNg5Q29qCz388DZlGjfkze6+Rc5IaC+dwlbUkOosGbYeRMMtP63Zj4fMDdzXWNOGdb/e7nsVgaG7FN+/PwarFf8LOw4Uo1JFRlv+AZ1dshJuPFq88MQgj+nTDuFkrcf1+IbZ9+Rqy71CyeH8PavRGIsgy4n1KmOmMmw5fx5ypo6GUiPLu+x378N3283h+3ACcPpoBfX0L+neKxkDSqpcOn0ByuzDcvFeEVR+vF7Krp8YTT84YjaV/2YCE6Ahs330am3edEuaU1STHPt90DN9t2I1f3lsoGI0lufKqaly6dAvxSTEUxhIkJ/tDrfJEtd6MyoZ64Q5psYEkqoXPN13Grex6TB2VmjOwc9zfDQ7gMfSDhOAJ4iEWUFpsRkwZ0mn+6JHdK7fuuYqtJzMFw70772mM7pOG02czSAQrEeLrjuikKAwek447D2oxcuo7mDmxF35ZswwG4m9R5GWH/r4EHeP98eRr32IrhXkJadmvNh6GvsWMMYPTnT1RHiEkiQJJgTQ2ijfwXr5x33lPvwkLnn8Kbhop8ovLEREfJd42QLDRISYMCkoOnyyZiZH9EqD2UpM2vo/Rc9+G2WDHyZ/eQ/fEGDHz0v4Ul1fh+63HsXP3ZZJXWoR4yfH0tF7YdyIbO45eeHRHIZ374t2HWLP+FPxjffHmK8NWELHRSzgjfa/p0fH2u0tIs9ldh5yYskbCt3RMiKzZeiTziXM3izF+aDJlMDexvEwZ7fjZS4hr70tMvQ7mFivhiz+6JYdjbN+OIIKI1IQYYUZDQeA8vEcqomMC8Mm6Pdh/+g6R1GDa7TBE+6sR5ONDAWSh95IHxIbjPmHO5iPX8fzUYWgfESjUybRErtkccXBIEL756RD6dktAILsbhl6V5Q0orCgn2uKJC1n5+G7LSTwzdQQ+nj8N7iqlUPwUmtv0LWzycvjwnsQETPD2kiLrRg6mPNGdPPM8BvfvisQYP6jZUI7VhpnLt6EwtwIfLR+5flB6wid6Nkj9WA9QmAxc8vb75Pyq3xxmXo5QH48HHj7KTlt33EgoqCzDE8PSBRnkT6DbK7Udnh0/kI6+mD2uO2aPTMeI3h2IBogTveJjLMRKL+NCAe7ueGJkT0jJ6GfO34auxUZh60Ao0QJPtQb7Tl/A/dJ62C1GhAV64qUpA0nNsOyqxHvf/kByyo7wsCDk55Vi6rj+0LLRLzl5nlqBo2czceXyQ6TEheGvbz4pJAFhgMJhdz3gRZzDcwh1usw7mTh+OAMzpo/HxRu34Rmgxd79bBCRQ4+OiVj22R7s2JmBKZPTC1a9NG6KkeNaWaJgyfE3R80/dKtd96pybCBI6vvCu5uubtp4KmbF0hn4y/PDiIqI1Yrf2t85JOMkXJwzpTNyrCcmOn72n/HGvKkY2j2FsNSIrcdu4MCxiyglHG0fHYQuHdtDpZSRsPZC926d4U07r3B2lrJLi5CVU0Qyj6fM64mKiiZSE/eRk1sOT7k7JYxOmDS2FyJ8vQWC/rC4jCSiFWmdYgR+isfutHYIU0lSNBPmPqxtwIhZH+ONpWNRUVSGV/80FiczCvHc4l+JrgTj0Lr5g/293E6Zf+f5VlyNsfl3H1/AqsC6Vq7nhBe+OJZ5u0z75V+m49XxPQWZLuHxWEOZf0xJSJw1PQdMxN2eW7kGd/IbseebJQjz8RAf1iU8ogC4TyT0ws1sXMssRBlJHfZ0HDiUkCl4yJRyZ1OHg4UMwJSA3WRCeLAXUjonolunBHRPCCHPlYqPPqMNlZMnZOYWYtScT/H3jxdgUm/x+Sd25yBk23UxjNx5/Cx+3XcT3334AgI0GhxkofvqT8LDq7Z/+9x7fTvFvKXnLb97gzlXZfjXD2xxo1B6UFQzZcqr67YV1tZi/Yez8MygNEHbtU29tXWBmIc9rKjFroNnsWDOOLz92XqiHV5YveRP2HriMg7sPYKfP32TPFkm4I5oZOdDXCi0Khp0aGw2Q8eGsAnXmOEUSgW8PD3g465GmL8nyuvq4UN460PYx/Sm4OXOm9iYx7FZldnv/AAZYdxH857A/buF6NU9yTU4I3J5B1qJvMtkCuGBWGfulGDyvHVobrbjm48mbZg9JHa2iTfiXz1MTbpwxSLh1uzfO0xWI0ICNPe6pIeZjxy/N2Tn0duIivIX7rATZ944l9H0BLzLv9iDPedu4W5hEYJIeSydOwlr953Hso/XYsqIgeifniTO/3Hio4PanovEGjmsvxBCKiA62BcJEUHCEUuJJ8zXA57uSqERvnrNepRUG9CjU5xgDGHK0zXoLxGSgZeflpLMZWTfzxVajN3JO8USuQhB7PsUUpkQtmezCjBj8QbU1DTjo7dGnpg9JmWOiTeY/7fni8nkmv/9mS0mYl/d24d9+POnc/iZi375cOYbG9C4airmjeklMG4Lecuve8/j0I0yFNU0IiYuChIpJYQp4zD+xU9wL6cCrz47HivmPCF4Ce+aZ5Mhh8KV3QjnR5mSNYr9yLPYBDuc43y88wkT1XW1WPPrMRjcAuAR6PMb7ep6DI/T8xPbR6KsVI/0uEi8+tQYV7uQd7Ye2x6CtevCbbywcgvq6wz4y7KRh16c3HOSAc0mxWPn+v0nFv7Bh/vpiQ/1TY376Oc1T6nmLPtl1fzlW1FRpsO7c4cTjVFgz+mruHG7GuPG9yNwdyAwWIXhf3oLE0b3wM+fvCQag7c+1mgX72M4cuEGPlx7EjaFH/QNVfh44TjMf3KU8375Rw8TuJ1XhvUHb4FT+KCovBLtPHkM6NZNfKgV1/awKykKCCre+Ot2AfN6d+0Ii7UVuYU1aEcSiz0+o81Nvtl7DvM/3A92S9b7K8cfXTCtzxSjw2BySLjfPJ7jd1/Vjro/cNSimtehim8lWWbD5YKi+alTPzYhdh4/+fUf+eL6Rr7Fbubr9AbXjWtHLlzjI4a+xG8/dcV5/xpdop0uhziRg7fyBNjOG81s/JmH5XzgiEX8ojVb+SaDmbc77MLv7A7x/eyVVVrMd5n7NR8x4X1+7d6LfFNLC73Hxs4inIvdjHf6Zi4fP/pF/r2NR/gnln7Pbzh4ja9raeS7T17ID3/+beE8jSYj/+rH23gkL+Hd+7/Jrz18YYOBN3vV2ZtRa21EJV+DRr4aBkcVOcvvHxwzzB96qhKBLi/0DXgCVGL5dRi04MO93+8/dCkmKj4Ef10yBZP6tBdL4+zuOqkcFU06Eu28eI8+L3FlKM55GzcnjH1xmLPqe0iIk323jN0PQcjKP3pqHLs34uKdAmw7cg37L1XARB7y4/JRGNsvRezac+LtTA2tBjzx3IcYObgrhg/pgpeXf4GfPluC+CAfItZVuJVbAm9/P6z8fA+uX8pHfOdofPPW1BU9Ovh+YLCLs77s7mibzArWvlbw/L9ODkvfef0PPspL6sqAJqOR9KJb4ajBqbtlWkXHI6czo7fsuoOqFiM6xAXBW8AoG7F31pZTtI2ZO0NPDKm2h6+8+/NBfLX1JjSEb8GeCsRFhjrxTfxjpez37aa9cNd6IL59DM5dvYPZE3siOsjXBfjCBJVMjgnDuqBHShx+/XUn5s4ag9ToKFGyy9U4fKUQL729EaUFVZgysVfF93956qX2kf5ft5ibXOsR8rLEIRTP/rfk8P/K42xG9gApNaRSLRFXyK/czl208rPDK65eyvcMjPQmjOqNZyb2Q4i72llpdThrXOKM2anLV3A8uwRZt0tw9mY54iPD0THaE2/PG0tZNFjYeTgbOsJdOM4q82ebTmIFecxX783AxD6dSAaqHtFtoaYmhdVmglyoprtBR/Jp8+Hr+PuGi7hL3xUcH4CVLw3dO2NM2nIy9X0D4Z/EwcpQCtF4/4bH/X8yHBu2YY8085MbUGe2tP9xV/a7X/58empVYS2iOoThlcl9MHlICqL8PJznsQk92ZyCAiz45Gd4eUfghRnD0DWepJdCLYyNshCWPjZaxTurz6yB8/m2M/j4p/PoleSOtBBPvLlo9mMNbria6fUGC3adzMa6HZdw7UYRpJ5SPDmqx92lz/Z/MzbEf28z2CMeFcKDs7j/a4aTcnBT1Av6Vs15oKSm9qmvN59Z/sue20nN5c0IIM43fnQipg/qjK6JEcLNHP84Sin0SZ1Dh4/fP+WqxpLX5ZVU462vNpIKUGHOpAHoQlItwN/P9T4LqYfb92ux53wWcbhs5N+tBadVYMzQxNIFT/df0yM56nurw6JnrT67lBVnlf8dhmu1SUlYa6FRMI4j0+ZXlo/cvitjzk/Hb40ozasGiAp0TArBkJ5RGNo1GR1ivIkg+9IZ/9ijbN/7ej3kKg8smzPJ9bMinQ45RdW4eDMfZy4+wLWsalhaWqANV2HCgJTcaWN6reuV0u4XWnU1u0fVYW4Vbj7+rzScXG4Tnr7FHm5ArAKNekvv45dyZxw9nT3u4tXSsPqqBrDn2XoHeiGJsnFH8pzocF9EhPghyNsNfpSBtZRhZZw4jMg6TiaTDQ/Kyihz8mjVmZBXXIH7hfXILCCqVFZDeo2kk1aOLilBLSMHpp4eOSD2l4SQ4AOtbGLPzh5PyaxG57P8txuOtXdoUaZWG9TuWiFHSSWc94Piim45uWUjL2WU9c6+8yAmp7zRW99IApx1eFkIKzgoVDK4q6VCWcnBRiXoV61Gu3AfBcxmei9RB4UCUq0SUcFupg7xIWV90mJvpCZG7e6QFHZdw3GFZohPBDOZZGDPQpXK/n9oODnpT9YYVqhlQmnI200iCBZdS3N4TbU5ubimMaW0rDqhrLo2uLzW4N2itwY0t1jcrHaLODotkfAatcri7a41BPjIa4MDPIsCPANyEpL8i9uFeWe7qVWFUqFvY4NKIxOmSHmpEaww9Z803P8jwAAi6S2PndlVVwAAAABJRU5ErkJggg==",Tt="data:image/png;base64,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",Wt="data:image/png;base64,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",Sn="data:image/png;base64,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",Ht="data:image/png;base64,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",Ut="data:image/png;base64,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"}),React.createElement("path",{d:"M0 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"/><path 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",Pt="data:image/png;base64,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",It="data:image/png;base64,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",Dt="data:image/png;base64,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",yn="data:image/png;base64,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",Nn="data:image/png;base64,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",Tr="data:image/png;base64,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",$l="data:image/png;base64,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",ko="data:image/png;base64,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",jo="data:image/png;base64,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",tl="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAAA8CAYAAADGxTD9AAAQAElEQVR4AexdCXyU1bX/fzOTfd8JkAQSAiI7CCKCihvWoiJa9NVXbdXWn7j0tfVVWwR5UpXWtva5gtK+VxEURBCVpSiyKIKsCghkT8i+L5NMJpnl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this._config.headers=="object"){let ae=this._config.headers;for(let k in ae)ae.hasOwnProperty(k)&&F.setRequestHeader(k,ae[k])}F.send()}abort(){this._requestAbort=!0,this._internalAbort(),this._status=re.kComplete}_internalAbort(){this._xhr&&(this._xhr.onreadystatechange=null,this._xhr.onprogress=null,this._xhr.onload=null,this._xhr.onerror=null,this._xhr.abort(),this._xhr=null)}_onReadyStateChange(f){let d=f.target;if(d.readyState===2){if(d.responseURL!=null){let S=this._seekHandler.removeURLParameters(d.responseURL);d.responseURL!==this._currentRequestURL&&S!==this._currentRedirectedURL&&(this._currentRedirectedURL=S,this._onURLRedirect&&this._onURLRedirect(S))}if(d.status>=200&&d.status<=299){if(this._waitForTotalLength)return;this._status=re.kBuffering}else if(this._status=re.kError,this._onError)this._onError(ue.HTTP_STATUS_CODE_INVALID,{code:d.status,msg:d.statusText});else throw new X("RangeLoader: Http code invalid, "+d.status+" "+d.statusText)}}_onProgress(f){if(this._status===re.kError)return;if(this._contentLength===null){let S=!1;if(this._waitForTotalLength){this._waitForTotalLength=!1,this._totalLengthReceived=!0,S=!0;let T=f.total;this._internalAbort(),T!=null&T!==0&&(this._totalLength=T)}if(this._range.to===-1?this._contentLength=this._totalLength-this._range.from:this._contentLength=this._range.to-this._range.from+1,S){this._openSubRange();return}this._onContentLengthKnown&&this._onContentLengthKnown(this._contentLength)}let d=f.loaded-this._lastTimeLoaded;this._lastTimeLoaded=f.loaded,this._speedSampler.addBytes(d)}_normalizeSpeed(f){let d=this._chunkSizeKBList,S=d.length-1,T=0,F=0,ae=S;if(f=d[T]&&f=3&&(d=this._speedSampler.currentKBps)),d!==0){let ae=this._normalizeSpeed(d);this._currentSpeedNormalized!==ae&&(this._currentSpeedNormalized=ae,this._currentChunkSizeKB=ae)}let S=f.target.response,T=this._range.from+this._receivedLength;this._receivedLength+=S.byteLength;let F=!1;this._contentLength!=null&&this._receivedLength0&&this._receivedLength{this._dispatchArrayBuffer(d.result)},d.readAsArrayBuffer(f.data)}else{this._status=re.kError;let d={code:-1,msg:"Unsupported WebSocket message type: "+f.data.constructor.name};if(this._onError)this._onError(ue.EXCEPTION,d);else throw new X(d.msg)}}_dispatchArrayBuffer(f){let d=f,S=this._receivedLength;this._receivedLength+=d.byteLength,this._onDataArrival&&this._onDataArrival(d,S,this._receivedLength)}_onWebSocketError(f){this._status=re.kError;let d={code:f.code,msg:f.message};if(this._onError)this._onError(ue.EXCEPTION,d);else throw new X(d.msg)}}var Nt=mt;class ut{constructor(f){this._zeroStart=f||!1}getConfig(f,d){let S={};if(d.from!==0||d.to!==-1){let T;d.to!==-1?T=`bytes=${d.from.toString()}-${d.to.toString()}`:T=`bytes=${d.from.toString()}-`,S.Range=T}else this._zeroStart&&(S.Range="bytes=0-");return{url:f,headers:S}}removeURLParameters(f){return f}}var Te=ut;class fe{constructor(f,d){this._startName=f,this._endName=d}getConfig(f,d){let S=f;if(d.from!==0||d.to!==-1){let T=!0;S.indexOf("?")===-1&&(S+="?",T=!1),T&&(S+="&"),S+=`${this._startName}=${d.from.toString()}`,d.to!==-1&&(S+=`&${this._endName}=${d.to.toString()}`)}return{url:S,headers:{}}}removeURLParameters(f){let d=f.split("?")[0],S,T=f.indexOf("?");T!==-1&&(S=f.substring(T+1));let F="";if(S!=null&&S.length>0){let ae=S.split("&");for(let k=0;k0;vt[0]!==this._startName&&vt[0]!==this._endName&&(Y&&(F+="&"),F+=ae[k])}}return F.length===0?d:d+"?"+F}}var M=fe;class oe{constructor(f,d,S){this.TAG="IOController",this._config=d,this._extraData=S,this._stashInitialSize=1024*384,d.stashInitialSize!=null&&d.stashInitialSize>0&&(this._stashInitialSize=d.stashInitialSize),this._stashUsed=0,this._stashSize=this._stashInitialSize,this._bufferSize=1024*1024*3,this._stashBuffer=new ArrayBuffer(this._bufferSize),this._stashByteStart=0,this._enableStash=!0,d.enableStashBuffer===!1&&(this._enableStash=!1),this._loader=null,this._loaderClass=null,this._seekHandler=null,this._dataSource=f,this._isWebSocketURL=/wss?:\/\/(.+?)/.test(f.url),this._refTotalLength=f.filesize?f.filesize:null,this._totalLength=this._refTotalLength,this._fullRequestFlag=!1,this._currentRange=null,this._redirectedURL=null,this._speedNormalized=0,this._speedSampler=new z,this._speedNormalizeList=[64,128,256,384,512,768,1024,1536,2048,3072,4096],this._isEarlyEofReconnecting=!1,this._paused=!1,this._resumeFrom=0,this._onDataArrival=null,this._onSeeked=null,this._onError=null,this._onComplete=null,this._onRedirect=null,this._onRecoveredEarlyEof=null,this._selectSeekHandler(),this._selectLoader(),this._createLoader()}destroy(){this._loader.isWorking()&&this._loader.abort(),this._loader.destroy(),this._loader=null,this._loaderClass=null,this._dataSource=null,this._stashBuffer=null,this._stashUsed=this._stashSize=this._bufferSize=this._stashByteStart=0,this._currentRange=null,this._speedSampler=null,this._isEarlyEofReconnecting=!1,this._onDataArrival=null,this._onSeeked=null,this._onError=null,this._onComplete=null,this._onRedirect=null,this._onRecoveredEarlyEof=null,this._extraData=null}isWorking(){return this._loader&&this._loader.isWorking()&&!this._paused}isPaused(){return this._paused}get status(){return this._loader.status}get extraData(){return this._extraData}set extraData(f){this._extraData=f}get onDataArrival(){return this._onDataArrival}set onDataArrival(f){this._onDataArrival=f}get onSeeked(){return this._onSeeked}set onSeeked(f){this._onSeeked=f}get onError(){return this._onError}set onError(f){this._onError=f}get onComplete(){return this._onComplete}set onComplete(f){this._onComplete=f}get onRedirect(){return this._onRedirect}set onRedirect(f){this._onRedirect=f}get onRecoveredEarlyEof(){return this._onRecoveredEarlyEof}set onRecoveredEarlyEof(f){this._onRecoveredEarlyEof=f}get currentURL(){return this._dataSource.url}get hasRedirect(){return this._redirectedURL!=null||this._dataSource.redirectedURL!=null}get currentRedirectedURL(){return this._redirectedURL||this._dataSource.redirectedURL}get currentSpeed(){return this._loaderClass===wt?this._loader.currentSpeed:this._speedSampler.lastSecondKBps}get loaderType(){return this._loader.type}_selectSeekHandler(){let f=this._config;if(f.seekType==="range")this._seekHandler=new Te(this._config.rangeLoadZeroStart);else if(f.seekType==="param"){let d=f.seekParamStart||"bstart",S=f.seekParamEnd||"bend";this._seekHandler=new M(d,S)}else if(f.seekType==="custom"){if(typeof f.customSeekHandler!="function")throw new Be("Custom seekType specified in config but invalid customSeekHandler!");this._seekHandler=new f.customSeekHandler}else throw new Be(`Invalid seekType in config: ${f.seekType}`)}_selectLoader(){if(this._config.customLoader!=null)this._loaderClass=this._config.customLoader;else if(this._isWebSocketURL)this._loaderClass=Nt;else if(Ae.isSupported())this._loaderClass=Ae;else if(de.isSupported())this._loaderClass=de;else if(wt.isSupported())this._loaderClass=wt;else throw new X("Your browser doesn't support xhr with arraybuffer responseType!")}_createLoader(){this._loader=new this._loaderClass(this._seekHandler,this._config),this._loader.needStashBuffer===!1&&(this._enableStash=!1),this._loader.onContentLengthKnown=this._onContentLengthKnown.bind(this),this._loader.onURLRedirect=this._onURLRedirect.bind(this),this._loader.onDataArrival=this._onLoaderChunkArrival.bind(this),this._loader.onComplete=this._onLoaderComplete.bind(this),this._loader.onError=this._onLoaderError.bind(this)}open(f){this._currentRange={from:0,to:-1},f&&(this._currentRange.from=f),this._speedSampler.reset(),f||(this._fullRequestFlag=!0),this._loader.open(this._dataSource,Object.assign({},this._currentRange))}abort(){this._loader.abort(),this._paused&&(this._paused=!1,this._resumeFrom=0)}pause(){this.isWorking()&&(this._loader.abort(),this._stashUsed!==0?(this._resumeFrom=this._stashByteStart,this._currentRange.to=this._stashByteStart-1):this._resumeFrom=this._currentRange.to+1,this._stashUsed=0,this._stashByteStart=0,this._paused=!0)}resume(){if(this._paused){this._paused=!1;let f=this._resumeFrom;this._resumeFrom=0,this._internalSeek(f,!0)}}seek(f){this._paused=!1,this._stashUsed=0,this._stashByteStart=0,this._internalSeek(f,!0)}_internalSeek(f,d){this._loader.isWorking()&&this._loader.abort(),this._flushStashBuffer(d),this._loader.destroy(),this._loader=null;let S={from:f,to:-1};this._currentRange={from:S.from,to:-1},this._speedSampler.reset(),this._stashSize=this._stashInitialSize,this._createLoader(),this._loader.open(this._dataSource,S),this._onSeeked&&this._onSeeked()}updateUrl(f){if(!f||typeof f!="string"||f.length===0)throw new Be("Url must be a non-empty string!");this._dataSource.url=f}_expandBuffer(f){let d=this._stashSize;for(;d+1024*1024*10){let T=new Uint8Array(this._stashBuffer,0,this._stashUsed);new Uint8Array(S,0,d).set(T,0)}this._stashBuffer=S,this._bufferSize=d}_normalizeSpeed(f){let d=this._speedNormalizeList,S=d.length-1,T=0,F=0,ae=S;if(f=d[T]&&f=512&&f<=1024?d=Math.floor(f*1.5):d=f*2,d>8192&&(d=8192);let S=d*1024+1024*1024*1;this._bufferSize0){let ae=this._stashBuffer.slice(0,this._stashUsed),k=this._dispatchChunks(ae,this._stashByteStart);if(k0){let vt=new Uint8Array(ae,k);F.set(vt,0),this._stashUsed=vt.byteLength,this._stashByteStart+=k}}else this._stashUsed=0,this._stashByteStart+=k;this._stashUsed+f.byteLength>this._bufferSize&&(this._expandBuffer(this._stashUsed+f.byteLength),F=new Uint8Array(this._stashBuffer,0,this._bufferSize)),F.set(new Uint8Array(f),this._stashUsed),this._stashUsed+=f.byteLength}else{let ae=this._dispatchChunks(f,d);if(aethis._bufferSize&&(this._expandBuffer(k),F=new Uint8Array(this._stashBuffer,0,this._bufferSize)),F.set(new Uint8Array(f,ae),0),this._stashUsed+=k,this._stashByteStart=d+ae}}}else if(this._stashUsed===0){let F=this._dispatchChunks(f,d);if(Fthis._bufferSize&&this._expandBuffer(ae),new Uint8Array(this._stashBuffer,0,this._bufferSize).set(new Uint8Array(f,F),0),this._stashUsed+=ae,this._stashByteStart=d+F}}else{this._stashUsed+f.byteLength>this._bufferSize&&this._expandBuffer(this._stashUsed+f.byteLength);let F=new Uint8Array(this._stashBuffer,0,this._bufferSize);F.set(new Uint8Array(f),this._stashUsed),this._stashUsed+=f.byteLength;let ae=this._dispatchChunks(this._stashBuffer.slice(0,this._stashUsed),this._stashByteStart);if(ae0){let k=new Uint8Array(this._stashBuffer,ae);F.set(k,0)}this._stashUsed-=ae,this._stashByteStart+=ae}}_flushStashBuffer(f){if(this._stashUsed>0){let d=this._stashBuffer.slice(0,this._stashUsed),S=this._dispatchChunks(d,this._stashByteStart),T=d.byteLength-S;if(S0){let F=new Uint8Array(this._stashBuffer,0,this._bufferSize),ae=new Uint8Array(d,S);F.set(ae,0),this._stashUsed=ae.byteLength,this._stashByteStart+=S}return 0}return this._stashUsed=0,this._stashByteStart=0,T}return 0}_onLoaderComplete(f,d){this._flushStashBuffer(!0),this._onComplete&&this._onComplete(this._extraData)}_onLoaderError(f,d){switch(v.e(this.TAG,`Loader error, code = ${d.code}, msg = ${d.msg}`),this._flushStashBuffer(!1),this._isEarlyEofReconnecting&&(this._isEarlyEofReconnecting=!1,f=ue.UNRECOVERABLE_EARLY_EOF),f){case ue.EARLY_EOF:{if(!this._config.isLive&&this._totalLength){let S=this._currentRange.to+1;S0){let d=bt.getConfig();f.emit("change",d)}}static registerListener(f){bt.emitter.addListener("change",f)}static removeListener(f){bt.emitter.removeListener("change",f)}static addLogListener(f){v.emitter.addListener("log",f),v.emitter.listenerCount("log")>0&&(v.ENABLE_CALLBACK=!0,bt._notifyChange())}static removeLogListener(f){v.emitter.removeListener("log",f),v.emitter.listenerCount("log")===0&&(v.ENABLE_CALLBACK=!1,bt._notifyChange())}}bt.emitter=new(te());var he=bt;class ke{constructor(){this.mimeType=null,this.duration=null,this.hasAudio=null,this.hasVideo=null,this.audioCodec=null,this.videoCodec=null,this.audioDataRate=null,this.videoDataRate=null,this.audioSampleRate=null,this.audioChannelCount=null,this.width=null,this.height=null,this.fps=null,this.profile=null,this.level=null,this.refFrames=null,this.chromaFormat=null,this.sarNum=null,this.sarDen=null,this.metadata=null,this.segments=null,this.segmentCount=null,this.hasKeyframesIndex=null,this.keyframesIndex=null}isComplete(){let f=this.hasAudio===!1||this.hasAudio===!0&&this.audioCodec!=null&&this.audioSampleRate!=null&&this.audioChannelCount!=null,d=this.hasVideo===!1||this.hasVideo===!0&&this.videoCodec!=null&&this.width!=null&&this.height!=null&&this.fps!=null&&this.profile!=null&&this.level!=null&&this.refFrames!=null&&this.chromaFormat!=null&&this.sarNum!=null&&this.sarDen!=null;return this.mimeType!=null&&this.duration!=null&&this.metadata!=null&&this.hasKeyframesIndex!=null&&f&&d}isSeekable(){return this.hasKeyframesIndex===!0}getNearestKeyframe(f){if(this.keyframesIndex==null)return null;let d=this.keyframesIndex,S=this._search(d.times,f);return{index:S,milliseconds:d.times[S],fileposition:d.filepositions[S]}}_search(f,d){let S=0,T=f.length-1,F=0,ae=0,k=T;for(d=f[F]&&d=128){f.push(String.fromCharCode(F&65535)),S+=2;continue}}}else if(d[S]<240){if(yt(d,S,2)){let F=(d[S]&15)<<12|(d[S+1]&63)<<6|d[S+2]&63;if(F>=2048&&(F&63488)!==55296){f.push(String.fromCharCode(F&65535)),S+=3;continue}}}else if(d[S]<248&&yt(d,S,3)){let F=(d[S]&7)<<18|(d[S+1]&63)<<12|(d[S+2]&63)<<6|d[S+3]&63;if(F>65536&&F<1114112){F-=65536,f.push(String.fromCharCode(F>>>10|55296)),f.push(String.fromCharCode(F&1023|56320)),S+=4;continue}}}f.push("\uFFFD"),++S}return f.join("")}var kt=ft;let At=function(){let D=new ArrayBuffer(2);return new DataView(D).setInt16(0,256,!0),new Int16Array(D)[0]===256}();class hn{static parseScriptData(f,d,S){let T={};try{let F=hn.parseValue(f,d,S),ae=hn.parseValue(f,d+F.size,S-F.size);T[F.data]=ae.data}catch(F){v.e("AMF",F.toString())}return T}static parseObject(f,d,S){if(S<3)throw new x("Data not enough when parse ScriptDataObject");let T=hn.parseString(f,d,S),F=hn.parseValue(f,d+T.size,S-T.size),ae=F.objectEnd;return{data:{name:T.data,value:F.data},size:T.size+F.size,objectEnd:ae}}static parseVariable(f,d,S){return hn.parseObject(f,d,S)}static parseString(f,d,S){if(S<2)throw new x("Data not enough when parse String");let F=new DataView(f,d,S).getUint16(0,!At),ae;return F>0?ae=kt(new Uint8Array(f,d+2,F)):ae="",{data:ae,size:2+F}}static parseLongString(f,d,S){if(S<4)throw new x("Data not enough when parse LongString");let F=new DataView(f,d,S).getUint32(0,!At),ae;return F>0?ae=kt(new Uint8Array(f,d+4,F)):ae="",{data:ae,size:4+F}}static parseDate(f,d,S){if(S<10)throw new x("Data size invalid when parse Date");let T=new DataView(f,d,S),F=T.getFloat64(0,!At),ae=T.getInt16(8,!At);return F+=ae*60*1e3,{data:new Date(F),size:10}}static parseValue(f,d,S){if(S<1)throw new x("Data not enough when parse Value");let T=new DataView(f,d,S),F=1,ae=T.getUint8(0),k,vt=!1;try{switch(ae){case 0:k=T.getFloat64(1,!At),F+=8;break;case 1:{k=!!T.getUint8(1),F+=1;break}case 2:{let Y=hn.parseString(f,d+1,S-1);k=Y.data,F+=Y.size;break}case 3:{k={};let Y=0;for((T.getUint32(S-4,!At)&16777215)===9&&(Y=3);F32)throw new Be("ExpGolomb: readBits() bits exceeded max 32bits!");if(f<=this._current_word_bits_left){let ae=this._current_word>>>32-f;return this._current_word<<=f,this._current_word_bits_left-=f,ae}let d=this._current_word_bits_left?this._current_word:0;d=d>>>32-this._current_word_bits_left;let S=f-this._current_word_bits_left;this._fillCurrentWord();let T=Math.min(S,this._current_word_bits_left),F=this._current_word>>>32-T;return this._current_word<<=T,this._current_word_bits_left-=T,d=d<>>f)return this._current_word<<=f,this._current_word_bits_left-=f,f;return this._fillCurrentWord(),f+this._skipLeadingZero()}readUEG(){let f=this._skipLeadingZero();return this.readBits(f+1)-1}readSEG(){let f=this.readUEG();return f&1?f+1>>>1:-1*(f>>>1)}}var xe=tt;class De{static _ebsp2rbsp(f){let d=f,S=d.byteLength,T=new Uint8Array(S),F=0;for(let ae=0;ae=2&&d[ae]===3&&d[ae-1]===0&&d[ae-2]===0||(T[F]=d[ae],F++);return new Uint8Array(T.buffer,0,F)}static parseSPS(f){let d=De._ebsp2rbsp(f),S=new xe(d);S.readByte();let T=S.readByte();S.readByte();let F=S.readByte();S.readUEG();let ae=De.getProfileString(T),k=De.getLevelString(F),vt=1,Y=420,_=[0,420,422,444],Ge=8;if((T===100||T===110||T===122||T===244||T===44||T===83||T===86||T===118||T===128||T===138||T===144)&&(vt=S.readUEG(),vt===3&&S.readBits(1),vt<=3&&(Y=_[vt]),Ge=S.readUEG()+8,S.readUEG(),S.readBits(1),S.readBool())){let ln=vt!==3?8:12;for(let En=0;En0&&ln<16?(pt=En[ln-1],Rt=rn[ln-1]):ln===255&&(pt=S.readByte()<<8|S.readByte(),Rt=S.readByte()<<8|S.readByte())}if(S.readBool()&&S.readBool(),S.readBool()&&(S.readBits(4),S.readBool()&&S.readBits(24)),S.readBool()&&(S.readUEG(),S.readUEG()),S.readBool()){let ln=S.readBits(32),En=S.readBits(32);en=S.readBool(),Oe=En,Ye=ln*2,Kt=Oe/Ye}}let St=1;(pt!==1||Rt!==1)&&(St=pt/Rt);let xt=0,Ot=0;if(vt===0)xt=1,Ot=2-O;else{let ln=vt===3?1:2,En=vt===1?2:1;xt=ln,Ot=En*(2-O)}let Gt=(I+1)*16,jt=(2-O)*((P+1)*16);Gt-=(j+be)*xt,jt-=(je+ct)*Ot;let an=Math.ceil(Gt*St);return S.destroy(),S=null,{profile_string:ae,level_string:k,bit_depth:Ge,ref_frames:B,chroma_format:Y,chroma_format_string:De.getChromaFormatString(Y),frame_rate:{fixed:en,fps:Kt,fps_den:Ye,fps_num:Oe},sar_ratio:{width:pt,height:Rt},codec_size:{width:Gt,height:jt},present_size:{width:an,height:jt}}}static _skipScalingList(f,d){let S=8,T=8,F=0;for(let ae=0;ae>>8&255|(D&255)<<8}function pe(D){return(D&4278190080)>>>24|(D&16711680)>>>8|(D&65280)<<8|(D&255)<<24}function Se(D,f){return D[f]<<24|D[f+1]<<16|D[f+2]<<8|D[f+3]}class ye{constructor(f,d){this.TAG="FLVDemuxer",this._config=d,this._onError=null,this._onMediaInfo=null,this._onMetaDataArrived=null,this._onScriptDataArrived=null,this._onTrackMetadata=null,this._onDataAvailable=null,this._dataOffset=f.dataOffset,this._firstParse=!0,this._dispatch=!1,this._hasAudio=f.hasAudioTrack,this._hasVideo=f.hasVideoTrack,this._hasAudioFlagOverrided=!1,this._hasVideoFlagOverrided=!1,this._audioInitialMetadataDispatched=!1,this._videoInitialMetadataDispatched=!1,this._mediaInfo=new Pe,this._mediaInfo.hasAudio=this._hasAudio,this._mediaInfo.hasVideo=this._hasVideo,this._metadata=null,this._audioMetadata=null,this._videoMetadata=null,this._naluLengthSize=4,this._timestampBase=0,this._timescale=1e3,this._duration=0,this._durationOverrided=!1,this._referenceFrameRate={fixed:!0,fps:23.976,fps_num:23976,fps_den:1e3},this._flvSoundRateTable=[5500,11025,22050,44100,48e3],this._mpegSamplingRates=[96e3,88200,64e3,48e3,44100,32e3,24e3,22050,16e3,12e3,11025,8e3,7350],this._mpegAudioV10SampleRateTable=[44100,48e3,32e3,0],this._mpegAudioV20SampleRateTable=[22050,24e3,16e3,0],this._mpegAudioV25SampleRateTable=[11025,12e3,8e3,0],this._mpegAudioL1BitRateTable=[0,32,64,96,128,160,192,224,256,288,320,352,384,416,448,-1],this._mpegAudioL2BitRateTable=[0,32,48,56,64,80,96,112,128,160,192,224,256,320,384,-1],this._mpegAudioL3BitRateTable=[0,32,40,48,56,64,80,96,112,128,160,192,224,256,320,-1],this._videoTrack={type:"video",id:1,sequenceNumber:0,samples:[],length:0},this._audioTrack={type:"audio",id:2,sequenceNumber:0,samples:[],length:0},this._littleEndian=function(){let S=new ArrayBuffer(2);return new DataView(S).setInt16(0,256,!0),new Int16Array(S)[0]===256}()}destroy(){this._mediaInfo=null,this._metadata=null,this._audioMetadata=null,this._videoMetadata=null,this._videoTrack=null,this._audioTrack=null,this._onError=null,this._onMediaInfo=null,this._onMetaDataArrived=null,this._onScriptDataArrived=null,this._onTrackMetadata=null,this._onDataAvailable=null}static probe(f){let d=new Uint8Array(f),S={match:!1};if(d[0]!==70||d[1]!==76||d[2]!==86||d[3]!==1)return S;let T=(d[4]&4)>>>2!==0,F=(d[4]&1)!==0,ae=Se(d,5);return ae<9?S:{match:!0,consumed:ae,dataOffset:ae,hasAudioTrack:T,hasVideoTrack:F}}bindDataSource(f){return f.onDataArrival=this.parseChunks.bind(this),this}get onTrackMetadata(){return this._onTrackMetadata}set onTrackMetadata(f){this._onTrackMetadata=f}get onMediaInfo(){return this._onMediaInfo}set onMediaInfo(f){this._onMediaInfo=f}get onMetaDataArrived(){return this._onMetaDataArrived}set onMetaDataArrived(f){this._onMetaDataArrived=f}get onScriptDataArrived(){return this._onScriptDataArrived}set onScriptDataArrived(f){this._onScriptDataArrived=f}get onError(){return this._onError}set onError(f){this._onError=f}get onDataAvailable(){return this._onDataAvailable}set onDataAvailable(f){this._onDataAvailable=f}get timestampBase(){return this._timestampBase}set timestampBase(f){this._timestampBase=f}get overridedDuration(){return this._duration}set overridedDuration(f){this._durationOverrided=!0,this._duration=f,this._mediaInfo.duration=f}set overridedHasAudio(f){this._hasAudioFlagOverrided=!0,this._hasAudio=f,this._mediaInfo.hasAudio=f}set overridedHasVideo(f){this._hasVideoFlagOverrided=!0,this._hasVideo=f,this._mediaInfo.hasVideo=f}resetMediaInfo(){this._mediaInfo=new Pe}_isInitialMetadataDispatched(){return this._hasAudio&&this._hasVideo?this._audioInitialMetadataDispatched&&this._videoInitialMetadataDispatched:this._hasAudio&&!this._hasVideo?this._audioInitialMetadataDispatched:!this._hasAudio&&this._hasVideo?this._videoInitialMetadataDispatched:!1}parseChunks(f,d){if(!this._onError||!this._onMediaInfo||!this._onTrackMetadata||!this._onDataAvailable)throw new x("Flv: onError & onMediaInfo & onTrackMetadata & onDataAvailable callback must be specified");let S=0,T=this._littleEndian;if(d===0)if(f.byteLength>13)S=ye.probe(f).dataOffset;else return 0;for(this._firstParse&&(this._firstParse=!1,d+S!==this._dataOffset&&v.w(this.TAG,"First time parsing but chunk byteStart invalid!"),new DataView(f,S).getUint32(0,!T)!==0&&v.w(this.TAG,"PrevTagSize0 !== 0 !!!"),S+=4);Sf.byteLength)break;let ae=F.getUint8(0),k=F.getUint32(0,!T)&16777215;if(S+11+k+4>f.byteLength)break;if(ae!==8&&ae!==9&&ae!==18){v.w(this.TAG,`Unsupported tag type ${ae}, skipped`),S+=11+k+4;continue}let vt=F.getUint8(4),Y=F.getUint8(5),_=F.getUint8(6),Ge=F.getUint8(7),se=_|Y<<8|vt<<16|Ge<<24;(F.getUint32(7,!T)&16777215)!==0&&v.w(this.TAG,"Meet tag which has StreamID != 0!");let I=S+11;switch(ae){case 8:this._parseAudioData(f,I,k,se);break;case 9:this._parseVideoData(f,I,k,se,d+S);break;case 18:this._parseScriptData(f,I,k);break}let P=F.getUint32(11+k,!T);P!==11+k&&v.w(this.TAG,`Invalid PrevTagSize ${P}`),S+=11+k+4}return this._isInitialMetadataDispatched()&&this._dispatch&&(this._audioTrack.length||this._videoTrack.length)&&this._onDataAvailable(this._audioTrack,this._videoTrack),S}_parseScriptData(f,d,S){let T=st.parseScriptData(f,d,S);if(T.hasOwnProperty("onMetaData")){if(T.onMetaData==null||typeof T.onMetaData!="object"){v.w(this.TAG,"Invalid onMetaData structure!");return}this._metadata&&v.w(this.TAG,"Found another onMetaData tag!"),this._metadata=T;let F=this._metadata.onMetaData;if(this._onMetaDataArrived&&this._onMetaDataArrived(Object.assign({},F)),typeof F.hasAudio=="boolean"&&this._hasAudioFlagOverrided===!1&&(this._hasAudio=F.hasAudio,this._mediaInfo.hasAudio=this._hasAudio),typeof F.hasVideo=="boolean"&&this._hasVideoFlagOverrided===!1&&(this._hasVideo=F.hasVideo,this._mediaInfo.hasVideo=this._hasVideo),typeof F.audiodatarate=="number"&&(this._mediaInfo.audioDataRate=F.audiodatarate),typeof F.videodatarate=="number"&&(this._mediaInfo.videoDataRate=F.videodatarate),typeof F.width=="number"&&(this._mediaInfo.width=F.width),typeof F.height=="number"&&(this._mediaInfo.height=F.height),typeof F.duration=="number"){if(!this._durationOverrided){let ae=Math.floor(F.duration*this._timescale);this._duration=ae,this._mediaInfo.duration=ae}}else this._mediaInfo.duration=0;if(typeof F.framerate=="number"){let ae=Math.floor(F.framerate*1e3);if(ae>0){let k=ae/1e3;this._referenceFrameRate.fixed=!0,this._referenceFrameRate.fps=k,this._referenceFrameRate.fps_num=ae,this._referenceFrameRate.fps_den=1e3,this._mediaInfo.fps=k}}if(typeof F.keyframes=="object"){this._mediaInfo.hasKeyframesIndex=!0;let ae=F.keyframes;this._mediaInfo.keyframesIndex=this._parseKeyframesIndex(ae),F.keyframes=null}else this._mediaInfo.hasKeyframesIndex=!1;this._dispatch=!1,this._mediaInfo.metadata=F,v.v(this.TAG,"Parsed onMetaData"),this._mediaInfo.isComplete()&&this._onMediaInfo(this._mediaInfo)}Object.keys(T).length>0&&this._onScriptDataArrived&&this._onScriptDataArrived(Object.assign({},T))}_parseKeyframesIndex(f){let d=[],S=[];for(let T=1;T>>4;if(vt!==2&&vt!==10){this._onError(Le.CODEC_UNSUPPORTED,"Flv: Unsupported audio codec idx: "+vt);return}let Y=0,_=(k&12)>>>2;if(_>=0&&_<=4)Y=this._flvSoundRateTable[_];else{this._onError(Le.FORMAT_ERROR,"Flv: Invalid audio sample rate idx: "+_);return}let Ge=(k&2)>>>1,se=k&1,B=this._audioMetadata,I=this._audioTrack;if(B||(this._hasAudio===!1&&this._hasAudioFlagOverrided===!1&&(this._hasAudio=!0,this._mediaInfo.hasAudio=!0),B=this._audioMetadata={},B.type="audio",B.id=I.id,B.timescale=this._timescale,B.duration=this._duration,B.audioSampleRate=Y,B.channelCount=se===0?1:2),vt===10){let P=this._parseAACAudioData(f,d+1,S-1);if(P==null)return;if(P.packetType===0){B.config&&v.w(this.TAG,"Found another AudioSpecificConfig!");let O=P.data;B.audioSampleRate=O.samplingRate,B.channelCount=O.channelCount,B.codec=O.codec,B.originalCodec=O.originalCodec,B.config=O.config,B.refSampleDuration=1024/B.audioSampleRate*B.timescale,v.v(this.TAG,"Parsed AudioSpecificConfig"),this._isInitialMetadataDispatched()?this._dispatch&&(this._audioTrack.length||this._videoTrack.length)&&this._onDataAvailable(this._audioTrack,this._videoTrack):this._audioInitialMetadataDispatched=!0,this._dispatch=!1,this._onTrackMetadata("audio",B);let j=this._mediaInfo;j.audioCodec=B.originalCodec,j.audioSampleRate=B.audioSampleRate,j.audioChannelCount=B.channelCount,j.hasVideo?j.videoCodec!=null&&(j.mimeType='video/x-flv; codecs="'+j.videoCodec+","+j.audioCodec+'"'):j.mimeType='video/x-flv; codecs="'+j.audioCodec+'"',j.isComplete()&&this._onMediaInfo(j)}else if(P.packetType===1){let O=this._timestampBase+T,j={unit:P.data,length:P.data.byteLength,dts:O,pts:O};I.samples.push(j),I.length+=P.data.length}else v.e(this.TAG,`Flv: Unsupported AAC data type ${P.packetType}`)}else if(vt===2){if(!B.codec){let be=this._parseMP3AudioData(f,d+1,S-1,!0);if(be==null)return;B.audioSampleRate=be.samplingRate,B.channelCount=be.channelCount,B.codec=be.codec,B.originalCodec=be.originalCodec,B.refSampleDuration=1152/B.audioSampleRate*B.timescale,v.v(this.TAG,"Parsed MPEG Audio Frame Header"),this._audioInitialMetadataDispatched=!0,this._onTrackMetadata("audio",B);let je=this._mediaInfo;je.audioCodec=B.codec,je.audioSampleRate=B.audioSampleRate,je.audioChannelCount=B.channelCount,je.audioDataRate=be.bitRate,je.hasVideo?je.videoCodec!=null&&(je.mimeType='video/x-flv; codecs="'+je.videoCodec+","+je.audioCodec+'"'):je.mimeType='video/x-flv; codecs="'+je.audioCodec+'"',je.isComplete()&&this._onMediaInfo(je)}let P=this._parseMP3AudioData(f,d+1,S-1,!1);if(P==null)return;let O=this._timestampBase+T,j={unit:P,length:P.byteLength,dts:O,pts:O};I.samples.push(j),I.length+=P.length}}_parseAACAudioData(f,d,S){if(S<=1){v.w(this.TAG,"Flv: Invalid AAC packet, missing AACPacketType or/and Data!");return}let T={},F=new Uint8Array(f,d,S);return T.packetType=F[0],F[0]===0?T.data=this._parseAACAudioSpecificConfig(f,d+1,S-1):T.data=F.subarray(1),T}_parseAACAudioSpecificConfig(f,d,S){let T=new Uint8Array(f,d,S),F=null,ae=0,k=0,vt=null,Y=0,_=null;if(ae=k=T[0]>>>3,Y=(T[0]&7)<<1|T[1]>>>7,Y<0||Y>=this._mpegSamplingRates.length){this._onError(Le.FORMAT_ERROR,"Flv: AAC invalid sampling frequency index!");return}let Ge=this._mpegSamplingRates[Y],se=(T[1]&120)>>>3;if(se<0||se>=8){this._onError(Le.FORMAT_ERROR,"Flv: AAC invalid channel configuration");return}ae===5&&(_=(T[1]&7)<<1|T[2]>>>7,vt=(T[2]&124)>>>2);let B=self.navigator.userAgent.toLowerCase();return B.indexOf("firefox")!==-1?Y>=6?(ae=5,F=new Array(4),_=Y-3):(ae=2,F=new Array(2),_=Y):B.indexOf("android")!==-1?(ae=2,F=new Array(2),_=Y):(ae=5,_=Y,F=new Array(4),Y>=6?_=Y-3:se===1&&(ae=2,F=new Array(2),_=Y)),F[0]=ae<<3,F[0]|=(Y&15)>>>1,F[1]=(Y&15)<<7,F[1]|=(se&15)<<3,ae===5&&(F[1]|=(_&15)>>>1,F[2]=(_&1)<<7,F[2]|=8,F[3]=0),{config:F,samplingRate:Ge,channelCount:se,codec:"mp4a.40."+ae,originalCodec:"mp4a.40."+k}}_parseMP3AudioData(f,d,S,T){if(S<4){v.w(this.TAG,"Flv: Invalid MP3 packet, header missing!");return}let F=this._littleEndian,ae=new Uint8Array(f,d,S),k=null;if(T){if(ae[0]!==255)return;let vt=ae[1]>>>3&3,Y=(ae[1]&6)>>1,_=(ae[2]&240)>>>4,Ge=(ae[2]&12)>>>2,B=(ae[3]>>>6&3)!==3?2:1,I=0,P=0,O=34,j="mp3";switch(vt){case 0:I=this._mpegAudioV25SampleRateTable[Ge];break;case 2:I=this._mpegAudioV20SampleRateTable[Ge];break;case 3:I=this._mpegAudioV10SampleRateTable[Ge];break}switch(Y){case 1:O=34,_>>4,vt=ae&15;if(vt!==7){this._onError(Le.CODEC_UNSUPPORTED,`Flv: Unsupported codec in video frame: ${vt}`);return}this._parseAVCVideoPacket(f,d+1,S-1,T,F,k)}_parseAVCVideoPacket(f,d,S,T,F,ae){if(S<4){v.w(this.TAG,"Flv: Invalid AVC packet, missing AVCPacketType or/and CompositionTime");return}let k=this._littleEndian,vt=new DataView(f,d,S),Y=vt.getUint8(0),Ge=(vt.getUint32(0,!k)&16777215)<<8>>8;if(Y===0)this._parseAVCDecoderConfigurationRecord(f,d+4,S-4);else if(Y===1)this._parseAVCVideoData(f,d+4,S-4,T,F,ae,Ge);else if(Y!==2){this._onError(Le.FORMAT_ERROR,`Flv: Invalid video packet type ${Y}`);return}}_parseAVCDecoderConfigurationRecord(f,d,S){if(S<7){v.w(this.TAG,"Flv: Invalid AVCDecoderConfigurationRecord, lack of data!");return}let T=this._videoMetadata,F=this._videoTrack,ae=this._littleEndian,k=new DataView(f,d,S);T?typeof T.avcc!="undefined"&&v.w(this.TAG,"Found another AVCDecoderConfigurationRecord!"):(this._hasVideo===!1&&this._hasVideoFlagOverrided===!1&&(this._hasVideo=!0,this._mediaInfo.hasVideo=!0),T=this._videoMetadata={},T.type="video",T.id=F.id,T.timescale=this._timescale,T.duration=this._duration);let vt=k.getUint8(0),Y=k.getUint8(1),_=k.getUint8(2),Ge=k.getUint8(3);if(vt!==1||Y===0){this._onError(Le.FORMAT_ERROR,"Flv: Invalid AVCDecoderConfigurationRecord");return}if(this._naluLengthSize=(k.getUint8(4)&3)+1,this._naluLengthSize!==3&&this._naluLengthSize!==4){this._onError(Le.FORMAT_ERROR,`Flv: Strange NaluLengthSizeMinusOne: ${this._naluLengthSize-1}`);return}let se=k.getUint8(5)&31;if(se===0){this._onError(Le.FORMAT_ERROR,"Flv: Invalid AVCDecoderConfigurationRecord: No SPS");return}else se>1&&v.w(this.TAG,`Flv: Strange AVCDecoderConfigurationRecord: SPS Count = ${se}`);let B=6;for(let P=0;P1&&v.w(this.TAG,`Flv: Strange AVCDecoderConfigurationRecord: PPS Count = ${I}`);B++;for(let P=0;P=S){v.w(this.TAG,`Malformed Nalu near timestamp ${I}, offset = ${se}, dataSize = ${S}`);break}let O=Y.getUint32(se,!vt);if(B===3&&(O>>>=8),O>S-B){v.w(this.TAG,`Malformed Nalus near timestamp ${I}, NaluSize > DataSize!`);return}let j=Y.getUint8(se+B)&31;j===5&&(P=!0);let be=new Uint8Array(f,d+se,B+O),je={type:j,data:be};_.push(je),Ge+=be.byteLength,se+=B+O}if(_.length){let O=this._videoTrack,j={units:_,length:Ge,isKeyframe:P,dts:I,cts:k,pts:I+k};P&&(j.fileposition=F),O.samples.push(j),O.length+=Ge}}}var Fe=ye;class G{static init(){G.types={avc1:[],avcC:[],btrt:[],dinf:[],dref:[],esds:[],ftyp:[],hdlr:[],mdat:[],mdhd:[],mdia:[],mfhd:[],minf:[],moof:[],moov:[],mp4a:[],mvex:[],mvhd:[],sdtp:[],stbl:[],stco:[],stsc:[],stsd:[],stsz:[],stts:[],tfdt:[],tfhd:[],traf:[],trak:[],trun:[],trex:[],tkhd:[],vmhd:[],smhd:[],".mp3":[]};for(let d in G.types)G.types.hasOwnProperty(d)&&(G.types[d]=[d.charCodeAt(0),d.charCodeAt(1),d.charCodeAt(2),d.charCodeAt(3)]);let f=G.constants={};f.FTYP=new Uint8Array([105,115,111,109,0,0,0,1,105,115,111,109,97,118,99,49]),f.STSD_PREFIX=new Uint8Array([0,0,0,0,0,0,0,1]),f.STTS=new Uint8Array([0,0,0,0,0,0,0,0]),f.STSC=f.STCO=f.STTS,f.STSZ=new Uint8Array([0,0,0,0,0,0,0,0,0,0,0,0]),f.HDLR_VIDEO=new Uint8Array([0,0,0,0,0,0,0,0,118,105,100,101,0,0,0,0,0,0,0,0,0,0,0,0,86,105,100,101,111,72,97,110,100,108,101,114,0]),f.HDLR_AUDIO=new Uint8Array([0,0,0,0,0,0,0,0,115,111,117,110,0,0,0,0,0,0,0,0,0,0,0,0,83,111,117,110,100,72,97,110,100,108,101,114,0]),f.DREF=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,12,117,114,108,32,0,0,0,1]),f.SMHD=new Uint8Array([0,0,0,0,0,0,0,0]),f.VMHD=new Uint8Array([0,0,0,1,0,0,0,0,0,0,0,0])}static box(f){let d=8,S=null,T=Array.prototype.slice.call(arguments,1),F=T.length;for(let k=0;k>>24&255,S[1]=d>>>16&255,S[2]=d>>>8&255,S[3]=d&255,S.set(f,4);let ae=8;for(let k=0;k>>24&255,f>>>16&255,f>>>8&255,f&255,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,1,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,64,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,255,255,255,255]))}static trak(f){return G.box(G.types.trak,G.tkhd(f),G.mdia(f))}static tkhd(f){let d=f.id,S=f.duration,T=f.presentWidth,F=f.presentHeight;return G.box(G.types.tkhd,new Uint8Array([0,0,0,7,0,0,0,0,0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,0,0,0,S>>>24&255,S>>>16&255,S>>>8&255,S&255,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,64,0,0,0,T>>>8&255,T&255,0,0,F>>>8&255,F&255,0,0]))}static mdia(f){return G.box(G.types.mdia,G.mdhd(f),G.hdlr(f),G.minf(f))}static mdhd(f){let d=f.timescale,S=f.duration;return G.box(G.types.mdhd,new Uint8Array([0,0,0,0,0,0,0,0,0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,S>>>24&255,S>>>16&255,S>>>8&255,S&255,85,196,0,0]))}static hdlr(f){let d=null;return f.type==="audio"?d=G.constants.HDLR_AUDIO:d=G.constants.HDLR_VIDEO,G.box(G.types.hdlr,d)}static minf(f){let d=null;return f.type==="audio"?d=G.box(G.types.smhd,G.constants.SMHD):d=G.box(G.types.vmhd,G.constants.VMHD),G.box(G.types.minf,d,G.dinf(),G.stbl(f))}static dinf(){return G.box(G.types.dinf,G.box(G.types.dref,G.constants.DREF))}static stbl(f){return G.box(G.types.stbl,G.stsd(f),G.box(G.types.stts,G.constants.STTS),G.box(G.types.stsc,G.constants.STSC),G.box(G.types.stsz,G.constants.STSZ),G.box(G.types.stco,G.constants.STCO))}static stsd(f){return f.type==="audio"?f.codec==="mp3"?G.box(G.types.stsd,G.constants.STSD_PREFIX,G.mp3(f)):G.box(G.types.stsd,G.constants.STSD_PREFIX,G.mp4a(f)):G.box(G.types.stsd,G.constants.STSD_PREFIX,G.avc1(f))}static mp3(f){let d=f.channelCount,S=f.audioSampleRate,T=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,d,0,16,0,0,0,0,S>>>8&255,S&255,0,0]);return G.box(G.types[".mp3"],T)}static mp4a(f){let d=f.channelCount,S=f.audioSampleRate,T=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,d,0,16,0,0,0,0,S>>>8&255,S&255,0,0]);return G.box(G.types.mp4a,T,G.esds(f))}static esds(f){let d=f.config||[],S=d.length,T=new Uint8Array([0,0,0,0,3,23+S,0,1,0,4,15+S,64,21,0,0,0,0,0,0,0,0,0,0,0,5].concat([S]).concat(d).concat([6,1,2]));return G.box(G.types.esds,T)}static avc1(f){let d=f.avcc,S=f.codecWidth,T=f.codecHeight,F=new Uint8Array([0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,S>>>8&255,S&255,T>>>8&255,T&255,0,72,0,0,0,72,0,0,0,0,0,0,0,1,10,120,113,113,47,102,108,118,46,106,115,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,24,255,255]);return G.box(G.types.avc1,F,G.box(G.types.avcC,d))}static mvex(f){return G.box(G.types.mvex,G.trex(f))}static trex(f){let d=f.id,S=new Uint8Array([0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,1]);return G.box(G.types.trex,S)}static moof(f,d){return G.box(G.types.moof,G.mfhd(f.sequenceNumber),G.traf(f,d))}static mfhd(f){let d=new Uint8Array([0,0,0,0,f>>>24&255,f>>>16&255,f>>>8&255,f&255]);return G.box(G.types.mfhd,d)}static traf(f,d){let S=f.id,T=G.box(G.types.tfhd,new Uint8Array([0,0,0,0,S>>>24&255,S>>>16&255,S>>>8&255,S&255])),F=G.box(G.types.tfdt,new Uint8Array([0,0,0,0,d>>>24&255,d>>>16&255,d>>>8&255,d&255])),ae=G.sdtp(f),k=G.trun(f,ae.byteLength+16+16+8+16+8+8);return G.box(G.types.traf,T,F,k,ae)}static sdtp(f){let d=f.samples||[],S=d.length,T=new Uint8Array(4+S);for(let F=0;F>>24&255,T>>>16&255,T>>>8&255,T&255,d>>>24&255,d>>>16&255,d>>>8&255,d&255],0);for(let k=0;k>>24&255,vt>>>16&255,vt>>>8&255,vt&255,Y>>>24&255,Y>>>16&255,Y>>>8&255,Y&255,_.isLeading<<2|_.dependsOn,_.isDependedOn<<6|_.hasRedundancy<<4|_.isNonSync,0,0,Ge>>>24&255,Ge>>>16&255,Ge>>>8&255,Ge&255],12+16*k)}return G.box(G.types.trun,ae)}static mdat(f){return G.box(G.types.mdat,f)}}G.init();var Ue=G;class L{static getSilentFrame(f,d){if(f==="mp4a.40.2"){if(d===1)return new Uint8Array([0,200,0,128,35,128]);if(d===2)return new Uint8Array([33,0,73,144,2,25,0,35,128]);if(d===3)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,142]);if(d===4)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,128,44,128,8,2,56]);if(d===5)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,130,48,4,153,0,33,144,2,56]);if(d===6)return new Uint8Array([0,200,0,128,32,132,1,38,64,8,100,0,130,48,4,153,0,33,144,2,0,178,0,32,8,224])}else{if(d===1)return new Uint8Array([1,64,34,128,163,78,230,128,186,8,0,0,0,28,6,241,193,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94]);if(d===2)return new Uint8Array([1,64,34,128,163,94,230,128,186,8,0,0,0,0,149,0,6,241,161,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94]);if(d===3)return new Uint8Array([1,64,34,128,163,94,230,128,186,8,0,0,0,0,149,0,6,241,161,10,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,90,94])}return null}}var R=L;class J{constructor(f,d,S,T,F){this.dts=f,this.pts=d,this.duration=S,this.originalDts=T,this.isSyncPoint=F,this.fileposition=null}}class at{constructor(){this.beginDts=0,this.endDts=0,this.beginPts=0,this.endPts=0,this.originalBeginDts=0,this.originalEndDts=0,this.syncPoints=[],this.firstSample=null,this.lastSample=null}appendSyncPoint(f){f.isSyncPoint=!0,this.syncPoints.push(f)}}class Ve{constructor(){this._list=[]}clear(){this._list=[]}appendArray(f){let d=this._list;f.length!==0&&(d.length>0&&f[0].originalDts=d[F].dts&&fd[T].lastSample.originalDts&&f=d[T].lastSample.originalDts&&(T===d.length-1||T0&&(F=this._searchNearestSegmentBefore(S.originalBeginDts)+1),this._lastAppendLocation=F,this._list.splice(F,0,S)}getLastSegmentBefore(f){let d=this._searchNearestSegmentBefore(f);return d>=0?this._list[d]:null}getLastSampleBefore(f){let d=this.getLastSegmentBefore(f);return d!=null?d.lastSample:null}getLastSyncPointBefore(f){let d=this._searchNearestSegmentBefore(f),S=this._list[d].syncPoints;for(;S.length===0&&d>0;)d--,S=this._list[d].syncPoints;return S.length>0?S[S.length-1]:null}}class Bt{constructor(f){this.TAG="MP4Remuxer",this._config=f,this._isLive=f.isLive===!0,this._dtsBase=-1,this._dtsBaseInited=!1,this._audioDtsBase=1/0,this._videoDtsBase=1/0,this._audioNextDts=void 0,this._videoNextDts=void 0,this._audioStashedLastSample=null,this._videoStashedLastSample=null,this._audioMeta=null,this._videoMeta=null,this._audioSegmentInfoList=new nt("audio"),this._videoSegmentInfoList=new nt("video"),this._onInitSegment=null,this._onMediaSegment=null,this._forceFirstIDR=!!($e.chrome&&($e.version.major<50||$e.version.major===50&&$e.version.build<2661)),this._fillSilentAfterSeek=$e.msedge||$e.msie,this._mp3UseMpegAudio=!$e.firefox,this._fillAudioTimestampGap=this._config.fixAudioTimestampGap}destroy(){this._dtsBase=-1,this._dtsBaseInited=!1,this._audioMeta=null,this._videoMeta=null,this._audioSegmentInfoList.clear(),this._audioSegmentInfoList=null,this._videoSegmentInfoList.clear(),this._videoSegmentInfoList=null,this._onInitSegment=null,this._onMediaSegment=null}bindDataSource(f){return f.onDataAvailable=this.remux.bind(this),f.onTrackMetadata=this._onTrackMetadataReceived.bind(this),this}get onInitSegment(){return this._onInitSegment}set onInitSegment(f){this._onInitSegment=f}get onMediaSegment(){return this._onMediaSegment}set onMediaSegment(f){this._onMediaSegment=f}insertDiscontinuity(){this._audioNextDts=this._videoNextDts=void 0}seek(f){this._audioStashedLastSample=null,this._videoStashedLastSample=null,this._videoSegmentInfoList.clear(),this._audioSegmentInfoList.clear()}remux(f,d){if(!this._onMediaSegment)throw new x("MP4Remuxer: onMediaSegment callback must be specificed!");this._dtsBaseInited||this._calculateDtsBase(f,d),this._remuxVideo(d),this._remuxAudio(f)}_onTrackMetadataReceived(f,d){let S=null,T="mp4",F=d.codec;if(f==="audio")this._audioMeta=d,d.codec==="mp3"&&this._mp3UseMpegAudio?(T="mpeg",F="",S=new Uint8Array):S=Ue.generateInitSegment(d);else if(f==="video")this._videoMeta=d,S=Ue.generateInitSegment(d);else return;if(!this._onInitSegment)throw new x("MP4Remuxer: onInitSegment callback must be specified!");this._onInitSegment(f,{type:f,data:S.buffer,codec:F,container:`${f}/${T}`,mediaDuration:d.duration})}_calculateDtsBase(f,d){this._dtsBaseInited||(f.samples&&f.samples.length&&(this._audioDtsBase=f.samples[0].dts),d.samples&&d.samples.length&&(this._videoDtsBase=d.samples[0].dts),this._dtsBase=Math.min(this._audioDtsBase,this._videoDtsBase),this._dtsBaseInited=!0)}flushStashedSamples(){let f=this._videoStashedLastSample,d=this._audioStashedLastSample,S={type:"video",id:1,sequenceNumber:0,samples:[],length:0};f!=null&&(S.samples.push(f),S.length=f.length);let T={type:"audio",id:2,sequenceNumber:0,samples:[],length:0};d!=null&&(T.samples.push(d),T.length=d.length),this._videoStashedLastSample=null,this._audioStashedLastSample=null,this._remuxVideo(S,!0),this._remuxAudio(T,!0)}_remuxAudio(f,d){if(this._audioMeta==null)return;let S=f,T=S.samples,F,ae=-1,k=-1,vt=-1,Y=this._audioMeta.refSampleDuration,_=this._audioMeta.codec==="mp3"&&this._mp3UseMpegAudio,Ge=this._dtsBaseInited&&this._audioNextDts===void 0,se=!1;if(!T||T.length===0||T.length===1&&!d)return;let B=0,I=null,P=0;_?(B=0,P=S.length):(B=8,P=8+S.length);let O=null;if(T.length>1&&(O=T.pop(),P-=O.length),this._audioStashedLastSample!=null){let Rt=this._audioStashedLastSample;this._audioStashedLastSample=null,T.unshift(Rt),P+=Rt.length}O!=null&&(this._audioStashedLastSample=O);let j=T[0].dts-this._dtsBase;if(this._audioNextDts)F=j-this._audioNextDts;else if(this._audioSegmentInfoList.isEmpty())F=0,this._fillSilentAfterSeek&&!this._videoSegmentInfoList.isEmpty()&&this._audioMeta.originalCodec!=="mp3"&&(se=!0);else{let Rt=this._audioSegmentInfoList.getLastSampleBefore(j);if(Rt!=null){let Kt=j-(Rt.originalDts+Rt.duration);Kt<=3&&(Kt=0);let en=Rt.dts+Rt.duration+Kt;F=j-en}else F=0}if(se){let Rt=j-F,Kt=this._videoSegmentInfoList.getLastSegmentBefore(j);if(Kt!=null&&Kt.beginDts=1?Ct=be[be.length-1].duration:Ct=Math.floor(Y);let St=!1,xt=null;if(Ct>Y*1.5&&this._audioMeta.codec!=="mp3"&&this._fillAudioTimestampGap&&!$e.safari){St=!0;let Ot=Math.abs(Ct-Y),Gt=Math.ceil(Ot/Y),jt=Ye+Y;v.w(this.TAG,`Large audio timestamp gap detected, may cause AV sync to drift. Silent frames will be generated to avoid unsync. dts: ${Ye+Ct} ms, expected: ${Ye+Math.round(Y)} ms, delta: ${Math.round(Ot)} ms, generate: ${Gt} frames`);let an=R.getSilentFrame(this._audioMeta.originalCodec,this._audioMeta.channelCount);an==null&&(v.w(this.TAG,`Unable to generate silent frame for ${this._audioMeta.originalCodec} with ${this._audioMeta.channelCount} channels, repeat last frame`),an=en),xt=[];for(let En=0;En0){let yn=xt[xt.length-1];yn.duration=rn-yn.dts}let cn={dts:rn,pts:rn,cts:0,unit:an,size:an.byteLength,duration:0,originalDts:Oe,flags:{isLeading:0,dependsOn:1,isDependedOn:0,hasRedundancy:0}};xt.push(cn),P+=cn.size,jt+=Y}let ln=xt[xt.length-1];ln.duration=Ye+Ct-ln.dts,Ct=Math.round(Y)}be.push({dts:Ye,pts:Ye,cts:0,unit:Kt.unit,size:Kt.unit.byteLength,duration:Ct,originalDts:Oe,flags:{isLeading:0,dependsOn:1,isDependedOn:0,hasRedundancy:0}}),St&&be.push.apply(be,xt)}_?I=new Uint8Array(P):(I=new Uint8Array(P),I[0]=P>>>24&255,I[1]=P>>>16&255,I[2]=P>>>8&255,I[3]=P&255,I.set(Ue.types.mdat,4));for(let Rt=0;Rt1&&(B=T.pop(),se-=B.length),this._videoStashedLastSample!=null){let je=this._videoStashedLastSample;this._videoStashedLastSample=null,T.unshift(je),se+=je.length}B!=null&&(this._videoStashedLastSample=B);let I=T[0].dts-this._dtsBase;if(this._videoNextDts)F=I-this._videoNextDts;else if(this._videoSegmentInfoList.isEmpty())F=0;else{let je=this._videoSegmentInfoList.getLastSampleBefore(I);if(je!=null){let ct=I-(je.originalDts+je.duration);ct<=3&&(ct=0);let ht=je.dts+je.duration+ct;F=I-ht}else F=0}let P=new at,O=[];for(let je=0;je=1?Oe=O[O.length-1].duration:Oe=Math.floor(this._videoMeta.refSampleDuration),pt){let Ye=new J(Rt,en,Oe,ct.dts,!0);Ye.fileposition=ct.fileposition,P.appendSyncPoint(Ye)}O.push({dts:Rt,pts:en,cts:Kt,units:ct.units,size:ct.length,isKeyframe:pt,duration:Oe,originalDts:ht,flags:{isLeading:0,dependsOn:pt?2:1,isDependedOn:pt?1:0,hasRedundancy:0,isNonSync:pt?0:1}})}Ge=new Uint8Array(se),Ge[0]=se>>>24&255,Ge[1]=se>>>16&255,Ge[2]=se>>>8&255,Ge[3]=se&255,Ge.set(Ue.types.mdat,4);for(let je=0;je{T.timestampBase=S,S+=T.duration,T.cors=f.cors,T.withCredentials=f.withCredentials,d.referrerPolicy&&(T.referrerPolicy=d.referrerPolicy)}),!isNaN(S)&&this._mediaDataSource.duration!==S&&(this._mediaDataSource.duration=S),this._mediaInfo=null,this._demuxer=null,this._remuxer=null,this._ioctl=null,this._pendingSeekTime=null,this._pendingResolveSeekPoint=null,this._statisticsReporter=null}destroy(){this._mediaInfo=null,this._mediaDataSource=null,this._statisticsReporter&&this._disableStatisticsReporter(),this._ioctl&&(this._ioctl.destroy(),this._ioctl=null),this._demuxer&&(this._demuxer.destroy(),this._demuxer=null),this._remuxer&&(this._remuxer.destroy(),this._remuxer=null),this._emitter.removeAllListeners(),this._emitter=null}on(f,d){this._emitter.addListener(f,d)}off(f,d){this._emitter.removeListener(f,d)}start(){this._loadSegment(0),this._enableStatisticsReporter()}_loadSegment(f,d){this._currentSegmentIndex=f;let S=this._mediaDataSource.segments[f],T=this._ioctl=new Ee(S,this._config,f);T.onError=this._onIOException.bind(this),T.onSeeked=this._onIOSeeked.bind(this),T.onComplete=this._onIOComplete.bind(this),T.onRedirect=this._onIORedirect.bind(this),T.onRecoveredEarlyEof=this._onIORecoveredEarlyEof.bind(this),d?this._demuxer.bindDataSource(this._ioctl):T.onDataArrival=this._onInitChunkArrival.bind(this),T.open(d)}stop(){this._internalAbort(),this._disableStatisticsReporter()}_internalAbort(){this._ioctl&&(this._ioctl.destroy(),this._ioctl=null)}pause(){this._ioctl&&this._ioctl.isWorking()&&(this._ioctl.pause(),this._disableStatisticsReporter())}resume(){this._ioctl&&this._ioctl.isPaused()&&(this._ioctl.resume(),this._enableStatisticsReporter())}seek(f){if(this._mediaInfo==null||!this._mediaInfo.isSeekable())return;let d=this._searchSegmentIndexContains(f);if(d===this._currentSegmentIndex){let S=this._mediaInfo.segments[d];if(S==null)this._pendingSeekTime=f;else{let T=S.getNearestKeyframe(f);this._remuxer.seek(T.milliseconds),this._ioctl.seek(T.fileposition),this._pendingResolveSeekPoint=T.milliseconds}}else{let S=this._mediaInfo.segments[d];if(S==null)this._pendingSeekTime=f,this._internalAbort(),this._remuxer.seek(),this._remuxer.insertDiscontinuity(),this._loadSegment(d);else{let T=S.getNearestKeyframe(f);this._internalAbort(),this._remuxer.seek(f),this._remuxer.insertDiscontinuity(),this._demuxer.resetMediaInfo(),this._demuxer.timestampBase=this._mediaDataSource.segments[d].timestampBase,this._loadSegment(d,T.fileposition),this._pendingResolveSeekPoint=T.milliseconds,this._reportSegmentMediaInfo(d)}}this._enableStatisticsReporter()}_searchSegmentIndexContains(f){let d=this._mediaDataSource.segments,S=d.length-1;for(let T=0;T0)this._demuxer.bindDataSource(this._ioctl),this._demuxer.timestampBase=this._mediaDataSource.segments[this._currentSegmentIndex].timestampBase,T=this._demuxer.parseChunks(f,d);else if((S=Fe.probe(f)).match){this._demuxer=new Fe(S,this._config),this._remuxer||(this._remuxer=new Ft(this._config));let F=this._mediaDataSource;F.duration!=null&&!isNaN(F.duration)&&(this._demuxer.overridedDuration=F.duration),typeof F.hasAudio=="boolean"&&(this._demuxer.overridedHasAudio=F.hasAudio),typeof F.hasVideo=="boolean"&&(this._demuxer.overridedHasVideo=F.hasVideo),this._demuxer.timestampBase=F.segments[this._currentSegmentIndex].timestampBase,this._demuxer.onError=this._onDemuxException.bind(this),this._demuxer.onMediaInfo=this._onMediaInfo.bind(this),this._demuxer.onMetaDataArrived=this._onMetaDataArrived.bind(this),this._demuxer.onScriptDataArrived=this._onScriptDataArrived.bind(this),this._remuxer.bindDataSource(this._demuxer.bindDataSource(this._ioctl)),this._remuxer.onInitSegment=this._onRemuxerInitSegmentArrival.bind(this),this._remuxer.onMediaSegment=this._onRemuxerMediaSegmentArrival.bind(this),T=this._demuxer.parseChunks(f,d)}else S=null,v.e(this.TAG,"Non-FLV, Unsupported media type!"),Promise.resolve().then(()=>{this._internalAbort()}),this._emitter.emit(gt.DEMUX_ERROR,Le.FORMAT_UNSUPPORTED,"Non-FLV, Unsupported media type"),T=0;return T}_onMediaInfo(f){this._mediaInfo==null&&(this._mediaInfo=Object.assign({},f),this._mediaInfo.keyframesIndex=null,this._mediaInfo.segments=[],this._mediaInfo.segmentCount=this._mediaDataSource.segments.length,Object.setPrototypeOf(this._mediaInfo,Pe.prototype));let d=Object.assign({},f);Object.setPrototypeOf(d,Pe.prototype),this._mediaInfo.segments[this._currentSegmentIndex]=d,this._reportSegmentMediaInfo(this._currentSegmentIndex),this._pendingSeekTime!=null&&Promise.resolve().then(()=>{let S=this._pendingSeekTime;this._pendingSeekTime=null,this.seek(S)})}_onMetaDataArrived(f){this._emitter.emit(gt.METADATA_ARRIVED,f)}_onScriptDataArrived(f){this._emitter.emit(gt.SCRIPTDATA_ARRIVED,f)}_onIOSeeked(){this._remuxer.insertDiscontinuity()}_onIOComplete(f){let S=f+1;S0&&S[0].originalDts===T&&(T=S[0].pts),this._emitter.emit(gt.RECOMMEND_SEEKPOINT,T)}}_enableStatisticsReporter(){this._statisticsReporter==null&&(this._statisticsReporter=self.setInterval(this._reportStatisticsInfo.bind(this),this._config.statisticsInfoReportInterval))}_disableStatisticsReporter(){this._statisticsReporter&&(self.clearInterval(this._statisticsReporter),this._statisticsReporter=null)}_reportSegmentMediaInfo(f){let d=this._mediaInfo.segments[f],S=Object.assign({},d);S.duration=this._mediaInfo.duration,S.segmentCount=this._mediaInfo.segmentCount,delete S.segments,delete S.keyframesIndex,this._emitter.emit(gt.MEDIA_INFO,S)}_reportStatisticsInfo(){let f={};f.url=this._ioctl.currentURL,f.hasRedirect=this._ioctl.hasRedirect,f.hasRedirect&&(f.redirectedURL=this._ioctl.currentRedirectedURL),f.speed=this._ioctl.currentSpeed,f.loaderType=this._ioctl.loaderType,f.currentSegmentIndex=this._currentSegmentIndex,f.totalSegmentCount=this._mediaDataSource.segments.length,this._emitter.emit(gt.STATISTICS_INFO,f)}}var ot=Ne,Zt=function(D){let f="TransmuxingWorker",d=null,S=P.bind(this);ne.install(),D.addEventListener("message",function(O){switch(O.data.cmd){case"init":d=new ot(O.data.param[0],O.data.param[1]),d.on(gt.IO_ERROR,se.bind(this)),d.on(gt.DEMUX_ERROR,B.bind(this)),d.on(gt.INIT_SEGMENT,T.bind(this)),d.on(gt.MEDIA_SEGMENT,F.bind(this)),d.on(gt.LOADING_COMPLETE,ae.bind(this)),d.on(gt.RECOVERED_EARLY_EOF,k.bind(this)),d.on(gt.MEDIA_INFO,vt.bind(this)),d.on(gt.METADATA_ARRIVED,Y.bind(this)),d.on(gt.SCRIPTDATA_ARRIVED,_.bind(this)),d.on(gt.STATISTICS_INFO,Ge.bind(this)),d.on(gt.RECOMMEND_SEEKPOINT,I.bind(this));break;case"destroy":d&&(d.destroy(),d=null),D.postMessage({msg:"destroyed"});break;case"start":d.start();break;case"stop":d.stop();break;case"seek":d.seek(O.data.param);break;case"pause":d.pause();break;case"resume":d.resume();break;case"logging_config":{let j=O.data.param;he.applyConfig(j),j.enableCallback===!0?he.addLogListener(S):he.removeLogListener(S);break}}});function T(O,j){let be={msg:gt.INIT_SEGMENT,data:{type:O,data:j}};D.postMessage(be,[j.data])}function F(O,j){let be={msg:gt.MEDIA_SEGMENT,data:{type:O,data:j}};D.postMessage(be,[j.data])}function ae(){let O={msg:gt.LOADING_COMPLETE};D.postMessage(O)}function k(){let O={msg:gt.RECOVERED_EARLY_EOF};D.postMessage(O)}function vt(O){let j={msg:gt.MEDIA_INFO,data:O};D.postMessage(j)}function Y(O){let j={msg:gt.METADATA_ARRIVED,data:O};D.postMessage(j)}function _(O){let j={msg:gt.SCRIPTDATA_ARRIVED,data:O};D.postMessage(j)}function Ge(O){let j={msg:gt.STATISTICS_INFO,data:O};D.postMessage(j)}function se(O,j){D.postMessage({msg:gt.IO_ERROR,data:{type:O,info:j}})}function B(O,j){D.postMessage({msg:gt.DEMUX_ERROR,data:{type:O,info:j}})}function I(O){D.postMessage({msg:gt.RECOMMEND_SEEKPOINT,data:O})}function P(O,j){D.postMessage({msg:"logcat_callback",data:{type:O,logcat:j}})}};class Wt{constructor(f,d){if(this.TAG="Transmuxer",this._emitter=new(te()),d.enableWorker&&typeof Worker!="undefined")try{let S=m(82059);this._worker=S(Zt),this._workerDestroying=!1,this._worker.addEventListener("message",this._onWorkerMessage.bind(this)),this._worker.postMessage({cmd:"init",param:[f,d]}),this.e={onLoggingConfigChanged:this._onLoggingConfigChanged.bind(this)},he.registerListener(this.e.onLoggingConfigChanged),this._worker.postMessage({cmd:"logging_config",param:he.getConfig()})}catch(S){v.e(this.TAG,"Error while initialize transmuxing worker, fallback to inline transmuxing"),this._worker=null,this._controller=new ot(f,d)}else this._controller=new ot(f,d);if(this._controller){let S=this._controller;S.on(gt.IO_ERROR,this._onIOError.bind(this)),S.on(gt.DEMUX_ERROR,this._onDemuxError.bind(this)),S.on(gt.INIT_SEGMENT,this._onInitSegment.bind(this)),S.on(gt.MEDIA_SEGMENT,this._onMediaSegment.bind(this)),S.on(gt.LOADING_COMPLETE,this._onLoadingComplete.bind(this)),S.on(gt.RECOVERED_EARLY_EOF,this._onRecoveredEarlyEof.bind(this)),S.on(gt.MEDIA_INFO,this._onMediaInfo.bind(this)),S.on(gt.METADATA_ARRIVED,this._onMetaDataArrived.bind(this)),S.on(gt.SCRIPTDATA_ARRIVED,this._onScriptDataArrived.bind(this)),S.on(gt.STATISTICS_INFO,this._onStatisticsInfo.bind(this)),S.on(gt.RECOMMEND_SEEKPOINT,this._onRecommendSeekpoint.bind(this))}}destroy(){this._worker?this._workerDestroying||(this._workerDestroying=!0,this._worker.postMessage({cmd:"destroy"}),he.removeListener(this.e.onLoggingConfigChanged),this.e=null):(this._controller.destroy(),this._controller=null),this._emitter.removeAllListeners(),this._emitter=null}on(f,d){this._emitter.addListener(f,d)}off(f,d){this._emitter.removeListener(f,d)}hasWorker(){return this._worker!=null}open(){this._worker?this._worker.postMessage({cmd:"start"}):this._controller.start()}close(){this._worker?this._worker.postMessage({cmd:"stop"}):this._controller.stop()}seek(f){this._worker?this._worker.postMessage({cmd:"seek",param:f}):this._controller.seek(f)}pause(){this._worker?this._worker.postMessage({cmd:"pause"}):this._controller.pause()}resume(){this._worker?this._worker.postMessage({cmd:"resume"}):this._controller.resume()}_onInitSegment(f,d){Promise.resolve().then(()=>{this._emitter.emit(gt.INIT_SEGMENT,f,d)})}_onMediaSegment(f,d){Promise.resolve().then(()=>{this._emitter.emit(gt.MEDIA_SEGMENT,f,d)})}_onLoadingComplete(){Promise.resolve().then(()=>{this._emitter.emit(gt.LOADING_COMPLETE)})}_onRecoveredEarlyEof(){Promise.resolve().then(()=>{this._emitter.emit(gt.RECOVERED_EARLY_EOF)})}_onMediaInfo(f){Promise.resolve().then(()=>{this._emitter.emit(gt.MEDIA_INFO,f)})}_onMetaDataArrived(f){Promise.resolve().then(()=>{this._emitter.emit(gt.METADATA_ARRIVED,f)})}_onScriptDataArrived(f){Promise.resolve().then(()=>{this._emitter.emit(gt.SCRIPTDATA_ARRIVED,f)})}_onStatisticsInfo(f){Promise.resolve().then(()=>{this._emitter.emit(gt.STATISTICS_INFO,f)})}_onIOError(f,d){Promise.resolve().then(()=>{this._emitter.emit(gt.IO_ERROR,f,d)})}_onDemuxError(f,d){Promise.resolve().then(()=>{this._emitter.emit(gt.DEMUX_ERROR,f,d)})}_onRecommendSeekpoint(f){Promise.resolve().then(()=>{this._emitter.emit(gt.RECOMMEND_SEEKPOINT,f)})}_onLoggingConfigChanged(f){this._worker&&this._worker.postMessage({cmd:"logging_config",param:f})}_onWorkerMessage(f){let d=f.data,S=d.data;if(d.msg==="destroyed"||this._workerDestroying){this._workerDestroying=!1,this._worker.terminate(),this._worker=null;return}switch(d.msg){case gt.INIT_SEGMENT:case gt.MEDIA_SEGMENT:this._emitter.emit(d.msg,S.type,S.data);break;case gt.LOADING_COMPLETE:case gt.RECOVERED_EARLY_EOF:this._emitter.emit(d.msg);break;case gt.MEDIA_INFO:Object.setPrototypeOf(S,Pe.prototype),this._emitter.emit(d.msg,S);break;case gt.METADATA_ARRIVED:case gt.SCRIPTDATA_ARRIVED:case gt.STATISTICS_INFO:this._emitter.emit(d.msg,S);break;case gt.IO_ERROR:case gt.DEMUX_ERROR:this._emitter.emit(d.msg,S.type,S.info);break;case gt.RECOMMEND_SEEKPOINT:this._emitter.emit(d.msg,S);break;case"logcat_callback":v.emitter.emit("log",S.type,S.logcat);break;default:break}}}var Sn=Wt,Ut={ERROR:"error",SOURCE_OPEN:"source_open",UPDATE_END:"update_end",BUFFER_FULL:"buffer_full"};class un{constructor(f){this.TAG="MSEController",this._config=f,this._emitter=new(te()),this._config.isLive&&this._config.autoCleanupSourceBuffer==null&&(this._config.autoCleanupSourceBuffer=!0),this.e={onSourceOpen:this._onSourceOpen.bind(this),onSourceEnded:this._onSourceEnded.bind(this),onSourceClose:this._onSourceClose.bind(this),onSourceBufferError:this._onSourceBufferError.bind(this),onSourceBufferUpdateEnd:this._onSourceBufferUpdateEnd.bind(this)},this._mediaSource=null,this._mediaSourceObjectURL=null,this._mediaElement=null,this._isBufferFull=!1,this._hasPendingEos=!1,this._requireSetMediaDuration=!1,this._pendingMediaDuration=0,this._pendingSourceBufferInit=[],this._mimeTypes={video:null,audio:null},this._sourceBuffers={video:null,audio:null},this._lastInitSegments={video:null,audio:null},this._pendingSegments={video:[],audio:[]},this._pendingRemoveRanges={video:[],audio:[]},this._idrList=new Ve}destroy(){(this._mediaElement||this._mediaSource)&&this.detachMediaElement(),this.e=null,this._emitter.removeAllListeners(),this._emitter=null}on(f,d){this._emitter.addListener(f,d)}off(f,d){this._emitter.removeListener(f,d)}attachMediaElement(f){if(this._mediaSource)throw new x("MediaSource has been attached to an HTMLMediaElement!");let d=this._mediaSource=new window.MediaSource;d.addEventListener("sourceopen",this.e.onSourceOpen),d.addEventListener("sourceended",this.e.onSourceEnded),d.addEventListener("sourceclose",this.e.onSourceClose),this._mediaElement=f,this._mediaSourceObjectURL=window.URL.createObjectURL(this._mediaSource),f.src=this._mediaSourceObjectURL}detachMediaElement(){if(this._mediaSource){let f=this._mediaSource;for(let d in this._sourceBuffers){let S=this._pendingSegments[d];S.splice(0,S.length),this._pendingSegments[d]=null,this._pendingRemoveRanges[d]=null,this._lastInitSegments[d]=null;let T=this._sourceBuffers[d];if(T){if(f.readyState!=="closed"){try{f.removeSourceBuffer(T)}catch(F){v.e(this.TAG,F.message)}T.removeEventListener("error",this.e.onSourceBufferError),T.removeEventListener("updateend",this.e.onSourceBufferUpdateEnd)}this._mimeTypes[d]=null,this._sourceBuffers[d]=null}}if(f.readyState==="open")try{f.endOfStream()}catch(d){v.e(this.TAG,d.message)}f.removeEventListener("sourceopen",this.e.onSourceOpen),f.removeEventListener("sourceended",this.e.onSourceEnded),f.removeEventListener("sourceclose",this.e.onSourceClose),this._pendingSourceBufferInit=[],this._isBufferFull=!1,this._idrList.clear(),this._mediaSource=null}this._mediaElement&&(this._mediaElement.src="",this._mediaElement.removeAttribute("src"),this._mediaElement=null),this._mediaSourceObjectURL&&(window.URL.revokeObjectURL(this._mediaSourceObjectURL),this._mediaSourceObjectURL=null)}appendInitSegment(f,d){if(!this._mediaSource||this._mediaSource.readyState!=="open"){this._pendingSourceBufferInit.push(f),this._pendingSegments[f.type].push(f);return}let S=f,T=`${S.container}`;S.codec&&S.codec.length>0&&(T+=`;codecs=${S.codec}`);let F=!1;if(v.v(this.TAG,"Received Initialization Segment, mimeType: "+T),this._lastInitSegments[S.type]=S,T!==this._mimeTypes[S.type]){if(this._mimeTypes[S.type])v.v(this.TAG,`Notice: ${S.type} mimeType changed, origin: ${this._mimeTypes[S.type]}, target: ${T}`);else{F=!0;try{let ae=this._sourceBuffers[S.type]=this._mediaSource.addSourceBuffer(T);ae.addEventListener("error",this.e.onSourceBufferError),ae.addEventListener("updateend",this.e.onSourceBufferUpdateEnd)}catch(ae){v.e(this.TAG,ae.message),this._emitter.emit(Ut.ERROR,{code:ae.code,msg:ae.message});return}}this._mimeTypes[S.type]=T}d||this._pendingSegments[S.type].push(S),F||this._sourceBuffers[S.type]&&!this._sourceBuffers[S.type].updating&&this._doAppendSegments(),$e.safari&&S.container==="audio/mpeg"&&S.mediaDuration>0&&(this._requireSetMediaDuration=!0,this._pendingMediaDuration=S.mediaDuration/1e3,this._updateMediaSourceDuration())}appendMediaSegment(f){let d=f;this._pendingSegments[d.type].push(d),this._config.autoCleanupSourceBuffer&&this._needCleanupSourceBuffer()&&this._doCleanupSourceBuffer();let S=this._sourceBuffers[d.type];S&&!S.updating&&!this._hasPendingRemoveRanges()&&this._doAppendSegments()}seek(f){for(let d in this._sourceBuffers){if(!this._sourceBuffers[d])continue;let S=this._sourceBuffers[d];if(this._mediaSource.readyState==="open")try{S.abort()}catch(F){v.e(this.TAG,F.message)}this._idrList.clear();let T=this._pendingSegments[d];if(T.splice(0,T.length),this._mediaSource.readyState!=="closed"){for(let F=0;F=1&&f-T.start(0)>=this._config.autoCleanupMaxBackwardDuration)return!0}}return!1}_doCleanupSourceBuffer(){let f=this._mediaElement.currentTime;for(let d in this._sourceBuffers){let S=this._sourceBuffers[d];if(S){let T=S.buffered,F=!1;for(let ae=0;ae=this._config.autoCleanupMaxBackwardDuration){F=!0;let Y=f-this._config.autoCleanupMinBackwardDuration;this._pendingRemoveRanges[d].push({start:k,end:Y})}}else vt0&&(isNaN(d)||S>d)&&(v.v(this.TAG,`Update MediaSource duration from ${d} to ${S}`),this._mediaSource.duration=S),this._requireSetMediaDuration=!1,this._pendingMediaDuration=0}_doRemoveRanges(){for(let f in this._pendingRemoveRanges){if(!this._sourceBuffers[f]||this._sourceBuffers[f].updating)continue;let d=this._sourceBuffers[f],S=this._pendingRemoveRanges[f];for(;S.length&&!d.updating;){let T=S.shift();d.remove(T.start,T.end)}}}_doAppendSegments(){let f=this._pendingSegments;for(let d in f)if(!(!this._sourceBuffers[d]||this._sourceBuffers[d].updating)&&f[d].length>0){let S=f[d].shift();if(S.timestampOffset){let T=this._sourceBuffers[d].timestampOffset,F=S.timestampOffset/1e3;Math.abs(T-F)>.1&&(v.v(this.TAG,`Update MPEG audio timestampOffset from ${T} to ${F}`),this._sourceBuffers[d].timestampOffset=F),delete S.timestampOffset}if(!S.data||S.data.byteLength===0)continue;try{this._sourceBuffers[d].appendBuffer(S.data),this._isBufferFull=!1,d==="video"&&S.hasOwnProperty("info")&&this._idrList.appendArray(S.info.syncPoints)}catch(T){this._pendingSegments[d].unshift(S),T.code===22?(this._isBufferFull||this._emitter.emit(Ut.BUFFER_FULL),this._isBufferFull=!0):(v.e(this.TAG,T.message),this._emitter.emit(Ut.ERROR,{code:T.code,msg:T.message}))}}}_onSourceOpen(){if(v.v(this.TAG,"MediaSource onSourceOpen"),this._mediaSource.removeEventListener("sourceopen",this.e.onSourceOpen),this._pendingSourceBufferInit.length>0){let f=this._pendingSourceBufferInit;for(;f.length;){let d=f.shift();this.appendInitSegment(d,!0)}}this._hasPendingSegments()&&this._doAppendSegments(),this._emitter.emit(Ut.SOURCE_OPEN)}_onSourceEnded(){v.v(this.TAG,"MediaSource onSourceEnded")}_onSourceClose(){v.v(this.TAG,"MediaSource onSourceClose"),this._mediaSource&&this.e!=null&&(this._mediaSource.removeEventListener("sourceopen",this.e.onSourceOpen),this._mediaSource.removeEventListener("sourceended",this.e.onSourceEnded),this._mediaSource.removeEventListener("sourceclose",this.e.onSourceClose))}_hasPendingSegments(){let f=this._pendingSegments;return f.video.length>0||f.audio.length>0}_hasPendingRemoveRanges(){let f=this._pendingRemoveRanges;return f.video.length>0||f.audio.length>0}_onSourceBufferUpdateEnd(){this._requireSetMediaDuration?this._updateMediaSourceDuration():this._hasPendingRemoveRanges()?this._doRemoveRanges():this._hasPendingSegments()?this._doAppendSegments():this._hasPendingEos&&this.endOfStream(),this._emitter.emit(Ut.UPDATE_END)}_onSourceBufferError(f){v.e(this.TAG,`SourceBuffer Error: ${f}`)}}var sn=un;const Xt={NETWORK_ERROR:"NetworkError",MEDIA_ERROR:"MediaError",OTHER_ERROR:"OtherError"},mn={NETWORK_EXCEPTION:ue.EXCEPTION,NETWORK_STATUS_CODE_INVALID:ue.HTTP_STATUS_CODE_INVALID,NETWORK_TIMEOUT:ue.CONNECTING_TIMEOUT,NETWORK_UNRECOVERABLE_EARLY_EOF:ue.UNRECOVERABLE_EARLY_EOF,MEDIA_MSE_ERROR:"MediaMSEError",MEDIA_FORMAT_ERROR:Le.FORMAT_ERROR,MEDIA_FORMAT_UNSUPPORTED:Le.FORMAT_UNSUPPORTED,MEDIA_CODEC_UNSUPPORTED:Le.CODEC_UNSUPPORTED};class _t{constructor(f,d){if(this.TAG="FlvPlayer",this._type="FlvPlayer",this._emitter=new(te()),this._config=ie(),typeof d=="object"&&Object.assign(this._config,d),f.type.toLowerCase()!=="flv")throw new Be("FlvPlayer requires an flv MediaDataSource input!");f.isLive===!0&&(this._config.isLive=!0),this.e={onvLoadedMetadata:this._onvLoadedMetadata.bind(this),onvSeeking:this._onvSeeking.bind(this),onvCanPlay:this._onvCanPlay.bind(this),onvStalled:this._onvStalled.bind(this),onvProgress:this._onvProgress.bind(this)},self.performance&&self.performance.now?this._now=self.performance.now.bind(self.performance):this._now=Date.now,this._pendingSeekTime=null,this._requestSetTime=!1,this._seekpointRecord=null,this._progressChecker=null,this._mediaDataSource=f,this._mediaElement=null,this._msectl=null,this._transmuxer=null,this._mseSourceOpened=!1,this._hasPendingLoad=!1,this._receivedCanPlay=!1,this._mediaInfo=null,this._statisticsInfo=null;let S=$e.chrome&&($e.version.major<50||$e.version.major===50&&$e.version.build<2661);this._alwaysSeekKeyframe=!!(S||$e.msedge||$e.msie),this._alwaysSeekKeyframe&&(this._config.accurateSeek=!1)}destroy(){this._progressChecker!=null&&(window.clearInterval(this._progressChecker),this._progressChecker=null),this._transmuxer&&this.unload(),this._mediaElement&&this.detachMediaElement(),this.e=null,this._mediaDataSource=null,this._emitter.removeAllListeners(),this._emitter=null}on(f,d){f===Qe.MEDIA_INFO?this._mediaInfo!=null&&Promise.resolve().then(()=>{this._emitter.emit(Qe.MEDIA_INFO,this.mediaInfo)}):f===Qe.STATISTICS_INFO&&this._statisticsInfo!=null&&Promise.resolve().then(()=>{this._emitter.emit(Qe.STATISTICS_INFO,this.statisticsInfo)}),this._emitter.addListener(f,d)}off(f,d){this._emitter.removeListener(f,d)}attachMediaElement(f){if(this._mediaElement=f,f.addEventListener("loadedmetadata",this.e.onvLoadedMetadata),f.addEventListener("seeking",this.e.onvSeeking),f.addEventListener("canplay",this.e.onvCanPlay),f.addEventListener("stalled",this.e.onvStalled),f.addEventListener("progress",this.e.onvProgress),this._msectl=new sn(this._config),this._msectl.on(Ut.UPDATE_END,this._onmseUpdateEnd.bind(this)),this._msectl.on(Ut.BUFFER_FULL,this._onmseBufferFull.bind(this)),this._msectl.on(Ut.SOURCE_OPEN,()=>{this._mseSourceOpened=!0,this._hasPendingLoad&&(this._hasPendingLoad=!1,this.load())}),this._msectl.on(Ut.ERROR,d=>{this._emitter.emit(Qe.ERROR,Xt.MEDIA_ERROR,mn.MEDIA_MSE_ERROR,d)}),this._msectl.attachMediaElement(f),this._pendingSeekTime!=null)try{f.currentTime=this._pendingSeekTime,this._pendingSeekTime=null}catch(d){}}detachMediaElement(){this._mediaElement&&(this._msectl.detachMediaElement(),this._mediaElement.removeEventListener("loadedmetadata",this.e.onvLoadedMetadata),this._mediaElement.removeEventListener("seeking",this.e.onvSeeking),this._mediaElement.removeEventListener("canplay",this.e.onvCanPlay),this._mediaElement.removeEventListener("stalled",this.e.onvStalled),this._mediaElement.removeEventListener("progress",this.e.onvProgress),this._mediaElement=null),this._msectl&&(this._msectl.destroy(),this._msectl=null)}load(){if(!this._mediaElement)throw new x("HTMLMediaElement must be attached before load()!");if(this._transmuxer)throw new x("FlvPlayer.load() has been called, please call unload() first!");if(!this._hasPendingLoad){if(this._config.deferLoadAfterSourceOpen&&this._mseSourceOpened===!1){this._hasPendingLoad=!0;return}this._mediaElement.readyState>0&&(this._requestSetTime=!0,this._mediaElement.currentTime=0),this._transmuxer=new Sn(this._mediaDataSource,this._config),this._transmuxer.on(gt.INIT_SEGMENT,(f,d)=>{this._msectl.appendInitSegment(d)}),this._transmuxer.on(gt.MEDIA_SEGMENT,(f,d)=>{if(this._msectl.appendMediaSegment(d),this._config.lazyLoad&&!this._config.isLive){let S=this._mediaElement.currentTime;d.info.endDts>=(S+this._config.lazyLoadMaxDuration)*1e3&&this._progressChecker==null&&(v.v(this.TAG,"Maximum buffering duration exceeded, suspend transmuxing task"),this._suspendTransmuxer())}}),this._transmuxer.on(gt.LOADING_COMPLETE,()=>{this._msectl.endOfStream(),this._emitter.emit(Qe.LOADING_COMPLETE)}),this._transmuxer.on(gt.RECOVERED_EARLY_EOF,()=>{this._emitter.emit(Qe.RECOVERED_EARLY_EOF)}),this._transmuxer.on(gt.IO_ERROR,(f,d)=>{this._emitter.emit(Qe.ERROR,Xt.NETWORK_ERROR,f,d)}),this._transmuxer.on(gt.DEMUX_ERROR,(f,d)=>{this._emitter.emit(Qe.ERROR,Xt.MEDIA_ERROR,f,{code:-1,msg:d})}),this._transmuxer.on(gt.MEDIA_INFO,f=>{this._mediaInfo=f,this._emitter.emit(Qe.MEDIA_INFO,Object.assign({},f))}),this._transmuxer.on(gt.METADATA_ARRIVED,f=>{this._emitter.emit(Qe.METADATA_ARRIVED,f)}),this._transmuxer.on(gt.SCRIPTDATA_ARRIVED,f=>{this._emitter.emit(Qe.SCRIPTDATA_ARRIVED,f)}),this._transmuxer.on(gt.STATISTICS_INFO,f=>{this._statisticsInfo=this._fillStatisticsInfo(f),this._emitter.emit(Qe.STATISTICS_INFO,Object.assign({},this._statisticsInfo))}),this._transmuxer.on(gt.RECOMMEND_SEEKPOINT,f=>{this._mediaElement&&!this._config.accurateSeek&&(this._requestSetTime=!0,this._mediaElement.currentTime=f/1e3)}),this._transmuxer.open()}}unload(){this._mediaElement&&this._mediaElement.pause(),this._msectl&&this._msectl.seek(0),this._transmuxer&&(this._transmuxer.close(),this._transmuxer.destroy(),this._transmuxer=null)}play(){return this._mediaElement.play()}pause(){this._mediaElement.pause()}get type(){return this._type}get buffered(){return this._mediaElement.buffered}get duration(){return this._mediaElement.duration}get volume(){return this._mediaElement.volume}set volume(f){this._mediaElement.volume=f}get muted(){return this._mediaElement.muted}set muted(f){this._mediaElement.muted=f}get currentTime(){return this._mediaElement?this._mediaElement.currentTime:0}set currentTime(f){this._mediaElement?this._internalSeek(f):this._pendingSeekTime=f}get mediaInfo(){return Object.assign({},this._mediaInfo)}get statisticsInfo(){return this._statisticsInfo==null&&(this._statisticsInfo={}),this._statisticsInfo=this._fillStatisticsInfo(this._statisticsInfo),Object.assign({},this._statisticsInfo)}_fillStatisticsInfo(f){if(f.playerType=this._type,!(this._mediaElement instanceof HTMLVideoElement))return f;let d=!0,S=0,T=0;if(this._mediaElement.getVideoPlaybackQuality){let 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c||(c=b==="horizontal"?"vertical":"horizontal"),c===b||c!=="horizontal"&&c!=="vertical"||(E.$el.removeClass(`${E.params.containerModifierClass}${b}`).addClass(`${E.params.containerModifierClass}${c}`),E.params.direction=c,E.slides.each(($,ge)=>{c==="vertical"?ge.style.width="":ge.style.height=""}),E.emit("changeDirection"),g&&E.update()),E}init(){const c=this;c.initialized||(c.emit("beforeInit"),c.params.breakpoints&&c.setBreakpoint(),c.addClasses(),c.params.loop&&c.loopCreate(),c.updateSize(),c.updateSlides(),c.params.watchOverflow&&c.checkOverflow(),c.params.grabCursor&&c.setGrabCursor(),c.params.preloadImages&&c.preloadImages(),c.params.loop?c.slideTo(c.params.initialSlide+c.loopedSlides,0,c.params.runCallbacksOnInit):c.slideTo(c.params.initialSlide,0,c.params.runCallbacksOnInit),c.attachEvents(),c.initialized=!0,c.emit("init"))}destroy(c=!0,g=!0){const E=this,{params:b,$el:$,$wrapperEl:ge,slides:Ce}=E;return typeof E.params=="undefined"||E.destroyed||(E.emit("beforeDestroy"),E.initialized=!1,E.detachEvents(),b.loop&&E.loopDestroy(),g&&(E.removeClasses(),$.removeAttr("style"),ge.removeAttr("style"),Ce&&Ce.length&&Ce.removeClass([b.slideVisibleClass,b.slideActiveClass,b.slideNextClass,b.slidePrevClass].join(" ")).removeAttr("style").removeAttr("data-swiper-slide-index")),E.emit("destroy"),Object.keys(E.eventsListeners).forEach(Je=>{E.off(Je)}),c!==!1&&(E.$el[0].swiper=null,E.$el.data("swiper",null),k.deleteProps(E)),E.destroyed=!0),null}static extendDefaults(c){k.extend(Ji,c)}static get extendedDefaults(){return Ji}static get defaults(){return rr}static get Class(){return Y}static get $(){return z}}var cr={name:"device",proto:{device:Jn},static:{device:Jn}},Nr={name:"support",proto:{support:vt},static:{support:vt}};const vi=function(){function c(){const g=w.navigator.userAgent.toLowerCase();return 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c=a in N;if(!c){const g=N.createElement("div");g.setAttribute(a,"return;"),c=typeof g[a]=="function"}return!c&&N.implementation&&N.implementation.hasFeature&&N.implementation.hasFeature("","")!==!0&&(c=N.implementation.hasFeature("Events.wheel","3.0")),c}const Lr={lastScrollTime:k.now(),lastEventBeforeSnap:void 0,recentWheelEvents:[],event(){return w.navigator.userAgent.indexOf("firefox")>-1?"DOMMouseScroll":vs()?"wheel":"mousewheel"},normalize(a){let b=0,$=0,ge=0,Ce=0;return"detail"in a&&($=a.detail),"wheelDelta"in a&&($=-a.wheelDelta/120),"wheelDeltaY"in a&&($=-a.wheelDeltaY/120),"wheelDeltaX"in a&&(b=-a.wheelDeltaX/120),"axis"in a&&a.axis===a.HORIZONTAL_AXIS&&(b=$,$=0),ge=b*10,Ce=$*10,"deltaY"in a&&(Ce=a.deltaY),"deltaX"in a&&(ge=a.deltaX),a.shiftKey&&!ge&&(ge=Ce,Ce=0),(ge||Ce)&&a.deltaMode&&(a.deltaMode===1?(ge*=40,Ce*=40):(ge*=800,Ce*=800)),ge&&!b&&(b=ge<1?-1:1),Ce&&!$&&($=Ce<1?-1:1),{spinX:b,spinY:$,pixelX:ge,pixelY:Ce}},handleMouseEnter(){const a=this;a.mouseEntered=!0},handleMouseLeave(){const a=this;a.mouseEntered=!1},handle(a){let c=a;const g=this,E=g.params.mousewheel;g.params.cssMode&&c.preventDefault();let b=g.$el;if(g.params.mousewheel.eventsTarged!=="container"&&(b=z(g.params.mousewheel.eventsTarged)),!g.mouseEntered&&!b[0].contains(c.target)&&!E.releaseOnEdges)return!0;c.originalEvent&&(c=c.originalEvent);let $=0;const ge=g.rtlTranslate?-1:1,Ce=Lr.normalize(c);if(E.forceToAxis)if(g.isHorizontal())if(Math.abs(Ce.pixelX)>Math.abs(Ce.pixelY))$=-Ce.pixelX*ge;else return!0;else if(Math.abs(Ce.pixelY)>Math.abs(Ce.pixelX))$=-Ce.pixelY;else return!0;else $=Math.abs(Ce.pixelX)>Math.abs(Ce.pixelY)?-Ce.pixelX*ge:-Ce.pixelY;if($===0)return!0;if(E.invert&&($=-$),g.params.freeMode){const Je={time:k.now(),delta:Math.abs($),direction:Math.sign($)},{lastEventBeforeSnap:rt}=g.mousewheel,Et=rt&&Je.time=g.minTranslate()&&(nn=g.minTranslate()),nn<=g.maxTranslate()&&(nn=g.maxTranslate()),g.setTransition(0),g.setTranslate(nn),g.updateProgress(),g.updateActiveIndex(),g.updateSlidesClasses(),(!Jt&&g.isBeginning||!kn&&g.isEnd)&&g.updateSlidesClasses(),g.params.freeModeSticky){clearTimeout(g.mousewheel.timeout),g.mousewheel.timeout=void 0;const Vn=g.mousewheel.recentWheelEvents;Vn.length>=15&&Vn.shift();const Dn=Vn.length?Vn[Vn.length-1]:void 0,Kn=Vn[0];if(Vn.push(Je),Dn&&(Je.delta>Dn.delta||Je.direction!==Dn.direction))Vn.splice(0);else if(Vn.length>=15&&Je.time-Kn.time<500&&Kn.delta-Je.delta>=1&&Je.delta<=6){const Fn=$>0?.8:.2;g.mousewheel.lastEventBeforeSnap=Je,Vn.splice(0),g.mousewheel.timeout=k.nextTick(()=>{g.slideToClosest(g.params.speed,!0,void 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a.wrapperEl.addEventListener(c,a.mousewheel.handle),!0;if(!c||!a.mousewheel.enabled)return!1;let g=a.$el;return a.params.mousewheel.eventsTarged!=="container"&&(g=z(a.params.mousewheel.eventsTarged)),g.off(c,a.mousewheel.handle),a.mousewheel.enabled=!1,!0}};var rs={name:"mousewheel",params:{mousewheel:{enabled:!1,releaseOnEdges:!1,invert:!1,forceToAxis:!1,sensitivity:1,eventsTarged:"container"}},create(){const a=this;k.extend(a,{mousewheel:{enabled:!1,enable:Lr.enable.bind(a),disable:Lr.disable.bind(a),handle:Lr.handle.bind(a),handleMouseEnter:Lr.handleMouseEnter.bind(a),handleMouseLeave:Lr.handleMouseLeave.bind(a),animateSlider:Lr.animateSlider.bind(a),releaseScroll:Lr.releaseScroll.bind(a),lastScrollTime:k.now(),lastEventBeforeSnap:void 0,recentWheelEvents:[]}})},on:{init(){const a=this;!a.params.mousewheel.enabled&&a.params.cssMode&&a.mousewheel.disable(),a.params.mousewheel.enabled&&a.mousewheel.enable()},destroy(){const a=this;a.params.cssMode&&a.mousewheel.enable(),a.mousewheel.enabled&&a.mousewheel.disable()}}};const Qr={update(){const a=this,c=a.params.navigation;if(a.params.loop)return;const{$nextEl:g,$prevEl:E}=a.navigation;E&&E.length>0&&(a.isBeginning?E.addClass(c.disabledClass):E.removeClass(c.disabledClass),E[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](c.lockClass)),g&&g.length>0&&(a.isEnd?g.addClass(c.disabledClass):g.removeClass(c.disabledClass),g[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](c.lockClass))},onPrevClick(a){const c=this;a.preventDefault(),!(c.isBeginning&&!c.params.loop)&&c.slidePrev()},onNextClick(a){const c=this;a.preventDefault(),!(c.isEnd&&!c.params.loop)&&c.slideNext()},init(){const a=this,c=a.params.navigation;if(!(c.nextEl||c.prevEl))return;let g,E;c.nextEl&&(g=z(c.nextEl),a.params.uniqueNavElements&&typeof 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E=a.virtual&&a.params.virtual.enabled?a.virtual.slides.length:a.slides.length,b=a.pagination.$el;let $;const ge=a.params.loop?Math.ceil((E-a.loopedSlides*2)/a.params.slidesPerGroup):a.snapGrid.length;if(a.params.loop?($=Math.ceil((a.activeIndex-a.loopedSlides)/a.params.slidesPerGroup),$>E-1-a.loopedSlides*2&&($-=E-a.loopedSlides*2),$>ge-1&&($-=ge),$<0&&a.params.paginationType!=="bullets"&&($=ge+$)):typeof a.snapIndex!="undefined"?$=a.snapIndex:$=a.activeIndex||0,g.type==="bullets"&&a.pagination.bullets&&a.pagination.bullets.length>0){const Ce=a.pagination.bullets;let Je,rt,Et;if(g.dynamicBullets&&(a.pagination.bulletSize=Ce.eq(0)[a.isHorizontal()?"outerWidth":"outerHeight"](!0),b.css(a.isHorizontal()?"width":"height",`${a.pagination.bulletSize*(g.dynamicMainBullets+4)}px`),g.dynamicMainBullets>1&&a.previousIndex!==void 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c.el=="string"&&g.length>1&&(g=a.$el.find(c.el)),c.type==="bullets"&&c.clickable&&g.addClass(c.clickableClass),g.addClass(c.modifierClass+c.type),c.type==="bullets"&&c.dynamicBullets&&(g.addClass(`${c.modifierClass}${c.type}-dynamic`),a.pagination.dynamicBulletIndex=0,c.dynamicMainBullets<1&&(c.dynamicMainBullets=1)),c.type==="progressbar"&&c.progressbarOpposite&&g.addClass(c.progressbarOppositeClass),c.clickable&&g.on("click",`.${c.bulletClass}`,function(b){b.preventDefault();let $=z(this).index()*a.params.slidesPerGroup;a.params.loop&&($+=a.loopedSlides),a.slideTo($)}),k.extend(a.pagination,{$el:g,el:g[0]}))},destroy(){const a=this,c=a.params.pagination;if(!c.el||!a.pagination.el||!a.pagination.$el||a.pagination.$el.length===0)return;const g=a.pagination.$el;g.removeClass(c.hiddenClass),g.removeClass(c.modifierClass+c.type),a.pagination.bullets&&a.pagination.bullets.removeClass(c.bulletActiveClass),c.clickable&&g.off("click",`.${c.bulletClass}`)}};var Jr={name:"pagination",params:{pagination:{el:null,bulletElement:"span",clickable:!1,hideOnClick:!1,renderBullet:null,renderProgressbar:null,renderFraction:null,renderCustom:null,progressbarOpposite:!1,type:"bullets",dynamicBullets:!1,dynamicMainBullets:1,formatFractionCurrent:a=>a,formatFractionTotal:a=>a,bulletClass:"swiper-pagination-bullet",bulletActiveClass:"swiper-pagination-bullet-active",modifierClass:"swiper-pagination-",currentClass:"swiper-pagination-current",totalClass:"swiper-pagination-total",hiddenClass:"swiper-pagination-hidden",progressbarFillClass:"swiper-pagination-progressbar-fill",progressbarOppositeClass:"swiper-pagination-progressbar-opposite",clickableClass:"swiper-pagination-clickable",lockClass:"swiper-pagination-lock"}},create(){const a=this;k.extend(a,{pagination:{init:Rr.init.bind(a),render:Rr.render.bind(a),update:Rr.update.bind(a),destroy:Rr.destroy.bind(a),dynamicBulletIndex:0}})},on:{init(){const a=this;a.pagination.init(),a.pagination.render(),a.pagination.update()},activeIndexChange(){const a=this;(a.params.loop||typeof a.snapIndex=="undefined")&&a.pagination.update()},snapIndexChange(){const a=this;a.params.loop||a.pagination.update()},slidesLengthChange(){const a=this;a.params.loop&&(a.pagination.render(),a.pagination.update())},snapGridLengthChange(){const a=this;a.params.loop||(a.pagination.render(),a.pagination.update())},destroy(){this.pagination.destroy()},click(a){const c=this;c.params.pagination.el&&c.params.pagination.hideOnClick&&c.pagination.$el.length>0&&!z(a.target).hasClass(c.params.pagination.bulletClass)&&(c.pagination.$el.hasClass(c.params.pagination.hiddenClass)===!0?c.emit("paginationShow",c):c.emit("paginationHide",c),c.pagination.$el.toggleClass(c.params.pagination.hiddenClass))}}};const Er={setTranslate(){const a=this;if(!a.params.scrollbar.el||!a.scrollbar.el)return;const{scrollbar:c,rtlTranslate:g,progress:E}=a,{dragSize:b,trackSize:$,$dragEl:ge,$el:Ce}=c,Je=a.params.scrollbar;let rt=b,Et=($-b)*E;g?(Et=-Et,Et>0?(rt=b-Et,Et=0):-Et+b>$&&(rt=$+Et)):Et<0?(rt=b+Et,Et=0):Et+b>$&&(rt=$-Et),a.isHorizontal()?(ge.transform(`translate3d(${Et}px, 0, 0)`),ge[0].style.width=`${rt}px`):(ge.transform(`translate3d(0px, ${Et}px, 0)`),ge[0].style.height=`${rt}px`),Je.hide&&(clearTimeout(a.scrollbar.timeout),Ce[0].style.opacity=1,a.scrollbar.timeout=setTimeout(()=>{Ce[0].style.opacity=0,Ce.transition(400)},1e3))},setTransition(a){const c=this;!c.params.scrollbar.el||!c.scrollbar.el||c.scrollbar.$dragEl.transition(a)},updateSize(){const a=this;if(!a.params.scrollbar.el||!a.scrollbar.el)return;const{scrollbar:c}=a,{$dragEl:g,$el:E}=c;g[0].style.width="",g[0].style.height="";const b=a.isHorizontal()?E[0].offsetWidth:E[0].offsetHeight,$=a.size/a.virtualSize,ge=$*(b/a.size);let Ce;a.params.scrollbar.dragSize==="auto"?Ce=b*$:Ce=parseInt(a.params.scrollbar.dragSize,10),a.isHorizontal()?g[0].style.width=`${Ce}px`:g[0].style.height=`${Ce}px`,$>=1?E[0].style.display="none":E[0].style.display="",a.params.scrollbar.hide&&(E[0].style.opacity=0),k.extend(c,{trackSize:b,divider:$,moveDivider:ge,dragSize:Ce}),c.$el[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](a.params.scrollbar.lockClass)},getPointerPosition(a){return this.isHorizontal()?a.type==="touchstart"||a.type==="touchmove"?a.targetTouches[0].clientX:a.clientX:a.type==="touchstart"||a.type==="touchmove"?a.targetTouches[0].clientY:a.clientY},setDragPosition(a){const c=this,{scrollbar:g,rtlTranslate:E}=c,{$el:b,dragSize:$,trackSize:ge,dragStartPos:Ce}=g;let Je;Je=(g.getPointerPosition(a)-b.offset()[c.isHorizontal()?"left":"top"]-(Ce!==null?Ce:$/2))/(ge-$),Je=Math.max(Math.min(Je,1),0),E&&(Je=1-Je);const 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a=this;a.scrollbar.init(),a.scrollbar.updateSize(),a.scrollbar.setTranslate()},update(){this.scrollbar.updateSize()},resize(){this.scrollbar.updateSize()},observerUpdate(){this.scrollbar.updateSize()},setTranslate(){this.scrollbar.setTranslate()},setTransition(a){this.scrollbar.setTransition(a)},destroy(){this.scrollbar.destroy()}}};const Cr={setTransform(a,c){const g=this,{rtl:E}=g,b=z(a),$=E?-1:1,ge=b.attr("data-swiper-parallax")||"0";let Ce=b.attr("data-swiper-parallax-x"),Je=b.attr("data-swiper-parallax-y");const rt=b.attr("data-swiper-parallax-scale"),Et=b.attr("data-swiper-parallax-opacity");if(Ce||Je?(Ce=Ce||"0",Je=Je||"0"):g.isHorizontal()?(Ce=ge,Je="0"):(Je=ge,Ce="0"),Ce.indexOf("%")>=0?Ce=`${parseInt(Ce,10)*c*$}%`:Ce=`${Ce*c*$}px`,Je.indexOf("%")>=0?Je=`${parseInt(Je,10)*c}%`:Je=`${Je*c}px`,typeof Et!="undefined"&&Et!==null){const nn=Et-(Et-1)*(1-Math.abs(c));b[0].style.opacity=nn}if(typeof rt=="undefined"||rt===null)b.transform(`translate3d(${Ce}, ${Je}, 0px)`);else{const 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c=this,g=c.params.zoom,E=c.zoom,{gesture:b}=E;if(E.fakeGestureTouched=!1,E.fakeGestureMoved=!1,!vt.gestures){if(a.type!=="touchstart"||a.type==="touchstart"&&a.targetTouches.length<2)return;E.fakeGestureTouched=!0,b.scaleStart=li.getDistanceBetweenTouches(a)}if((!b.$slideEl||!b.$slideEl.length)&&(b.$slideEl=z(a.target).closest(`.${c.params.slideClass}`),b.$slideEl.length===0&&(b.$slideEl=c.slides.eq(c.activeIndex)),b.$imageEl=b.$slideEl.find("img, svg, canvas, picture, .swiper-zoom-target"),b.$imageWrapEl=b.$imageEl.parent(`.${g.containerClass}`),b.maxRatio=b.$imageWrapEl.attr("data-swiper-zoom")||g.maxRatio,b.$imageWrapEl.length===0)){b.$imageEl=void 0;return}b.$imageEl&&b.$imageEl.transition(0),c.zoom.isScaling=!0},onGestureChange(a){const 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c=this;c.zoom.enabled&&c.zoom.onTouchEnd(a)},doubleTap(a){const c=this;c.params.zoom.enabled&&c.zoom.enabled&&c.params.zoom.toggle&&c.zoom.toggle(a)},transitionEnd(){const a=this;a.zoom.enabled&&a.params.zoom.enabled&&a.zoom.onTransitionEnd()},slideChange(){const a=this;a.zoom.enabled&&a.params.zoom.enabled&&a.params.cssMode&&a.zoom.onTransitionEnd()}}};const hi={loadInSlide(a,c=!0){const g=this,E=g.params.lazy;if(typeof a=="undefined"||g.slides.length===0)return;const $=g.virtual&&g.params.virtual.enabled?g.$wrapperEl.children(`.${g.params.slideClass}[data-swiper-slide-index="${a}"]`):g.slides.eq(a);let ge=$.find(`.${E.elementClass}:not(.${E.loadedClass}):not(.${E.loadingClass})`);$.hasClass(E.elementClass)&&!$.hasClass(E.loadedClass)&&!$.hasClass(E.loadingClass)&&(ge=ge.add($[0])),ge.length!==0&&ge.each((Ce,Je)=>{const rt=z(Je);rt.addClass(E.loadingClass);const 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Et=ge.loadPrevNextAmount,nn=Ce,Jt=Math.min(b+nn+Math.max(Et,nn),E.length),kn=Math.max(b-Math.max(nn,Et),0);for(let Vn=b+Ce;Vn0&&a.lazy.loadInSlide(rt(Et));const nn=c.children(`.${g.slidePrevClass}`);nn.length>0&&a.lazy.loadInSlide(rt(nn))}}};var Fi={name:"lazy",params:{lazy:{enabled:!1,loadPrevNext:!1,loadPrevNextAmount:1,loadOnTransitionStart:!1,elementClass:"swiper-lazy",loadingClass:"swiper-lazy-loading",loadedClass:"swiper-lazy-loaded",preloaderClass:"swiper-lazy-preloader"}},create(){const a=this;k.extend(a,{lazy:{initialImageLoaded:!1,load:hi.load.bind(a),loadInSlide:hi.loadInSlide.bind(a)}})},on:{beforeInit(){const a=this;a.params.lazy.enabled&&a.params.preloadImages&&(a.params.preloadImages=!1)},init(){const a=this;a.params.lazy.enabled&&!a.params.loop&&a.params.initialSlide===0&&a.lazy.load()},scroll(){const a=this;a.params.freeMode&&!a.params.freeModeSticky&&a.lazy.load()},resize(){const a=this;a.params.lazy.enabled&&a.lazy.load()},scrollbarDragMove(){const 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g=this,E=g.controller.control;let b,$;function ge(Ce){const Je=g.rtlTranslate?-g.translate:g.translate;g.params.controller.by==="slide"&&(g.controller.getInterpolateFunction(Ce),$=-g.controller.spline.interpolate(-Je)),(!$||g.params.controller.by==="container")&&(b=(Ce.maxTranslate()-Ce.minTranslate())/(g.maxTranslate()-g.minTranslate()),$=(Je-g.minTranslate())*b+Ce.minTranslate()),g.params.controller.inverse&&($=Ce.maxTranslate()-$),Ce.updateProgress($),Ce.setTranslate($,g),Ce.updateActiveIndex(),Ce.updateSlidesClasses()}if(Array.isArray(E))for(let 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g,E;a.navigation&&a.navigation.$nextEl&&(g=a.navigation.$nextEl),a.navigation&&a.navigation.$prevEl&&(E=a.navigation.$prevEl),g&&(a.a11y.makeElFocusable(g),a.a11y.addElRole(g,"button"),a.a11y.addElLabel(g,c.nextSlideMessage),g.on("keydown",a.a11y.onEnterKey)),E&&(a.a11y.makeElFocusable(E),a.a11y.addElRole(E,"button"),a.a11y.addElLabel(E,c.prevSlideMessage),E.on("keydown",a.a11y.onEnterKey)),a.pagination&&a.params.pagination.clickable&&a.pagination.bullets&&a.pagination.bullets.length&&a.pagination.$el.on("keydown",`.${a.params.pagination.bulletClass}`,a.a11y.onEnterKey)},destroy(){const a=this;a.a11y.liveRegion&&a.a11y.liveRegion.length>0&&a.a11y.liveRegion.remove();let c,g;a.navigation&&a.navigation.$nextEl&&(c=a.navigation.$nextEl),a.navigation&&a.navigation.$prevEl&&(g=a.navigation.$prevEl),c&&c.off("keydown",a.a11y.onEnterKey),g&&g.off("keydown",a.a11y.onEnterKey),a.pagination&&a.params.pagination.clickable&&a.pagination.bullets&&a.pagination.bullets.length&&a.pagination.$el.off("keydown",`.${a.params.pagination.bulletClass}`,a.a11y.onEnterKey)}};var ii={name:"a11y",params:{a11y:{enabled:!0,notificationClass:"swiper-notification",prevSlideMessage:"Previous slide",nextSlideMessage:"Next slide",firstSlideMessage:"This is the first slide",lastSlideMessage:"This is the last slide",paginationBulletMessage:"Go to slide {{index}}"}},create(){const a=this;k.extend(a,{a11y:{liveRegion:z(``)}}),Object.keys(ss).forEach(c=>{a.a11y[c]=ss[c].bind(a)})},on:{init(){const a=this;a.params.a11y.enabled&&(a.a11y.init(),a.a11y.updateNavigation())},toEdge(){const a=this;a.params.a11y.enabled&&a.a11y.updateNavigation()},fromEdge(){const a=this;a.params.a11y.enabled&&a.a11y.updateNavigation()},paginationUpdate(){const a=this;a.params.a11y.enabled&&a.a11y.updatePagination()},destroy(){const a=this;a.params.a11y.enabled&&a.a11y.destroy()}}};const mi={init(){const a=this;if(!a.params.history)return;if(!w.history||!w.history.pushState){a.params.history.enabled=!1,a.params.hashNavigation.enabled=!0;return}const c=a.history;c.initialized=!0,c.paths=mi.getPathValues(),!(!c.paths.key&&!c.paths.value)&&(c.scrollToSlide(0,c.paths.value,a.params.runCallbacksOnInit),a.params.history.replaceState||w.addEventListener("popstate",a.history.setHistoryPopState))},destroy(){const a=this;a.params.history.replaceState||w.removeEventListener("popstate",a.history.setHistoryPopState)},setHistoryPopState(){const a=this;a.history.paths=mi.getPathValues(),a.history.scrollToSlide(a.params.speed,a.history.paths.value,!1)},getPathValues(){const a=w.location.pathname.slice(1).split("/").filter(b=>b!==""),c=a.length,g=a[c-2],E=a[c-1];return{key:g,value:E}},setHistory(a,c){const g=this;if(!g.history.initialized||!g.params.history.enabled)return;const E=g.slides.eq(c);let b=mi.slugify(E.attr("data-history"));w.location.pathname.includes(a)||(b=`${a}/${b}`);const $=w.history.state;$&&$.value===b||(g.params.history.replaceState?w.history.replaceState({value:b},null,b):w.history.pushState({value:b},null,b))},slugify(a){return a.toString().replace(/\s+/g,"-").replace(/[^\w-]+/g,"").replace(/--+/g,"-").replace(/^-+/,"").replace(/-+$/,"")},scrollToSlide(a,c,g){const E=this;if(c)for(let b=0,$=E.slides.length;b<$;b+=1){const ge=E.slides.eq(b);if(mi.slugify(ge.attr("data-history"))===c&&!ge.hasClass(E.params.slideDuplicateClass)){const Je=ge.index();E.slideTo(Je,a,g)}}else E.slideTo(0,a,g)}};var Qi={name:"history",params:{history:{enabled:!1,replaceState:!1,key:"slides"}},create(){const a=this;k.extend(a,{history:{init:mi.init.bind(a),setHistory:mi.setHistory.bind(a),setHistoryPopState:mi.setHistoryPopState.bind(a),scrollToSlide:mi.scrollToSlide.bind(a),destroy:mi.destroy.bind(a)}})},on:{init(){const a=this;a.params.history.enabled&&a.history.init()},destroy(){const a=this;a.params.history.enabled&&a.history.destroy()},transitionEnd(){const a=this;a.history.initialized&&a.history.setHistory(a.params.history.key,a.activeIndex)},slideChange(){const a=this;a.history.initialized&&a.params.cssMode&&a.history.setHistory(a.params.history.key,a.activeIndex)}}};const Ii={onHashCange(){const a=this;a.emit("hashChange");const c=N.location.hash.replace("#",""),g=a.slides.eq(a.activeIndex).attr("data-hash");if(c!==g){const E=a.$wrapperEl.children(`.${a.params.slideClass}[data-hash="${c}"]`).index();if(typeof E=="undefined")return;a.slideTo(E)}},setHash(){const a=this;if(!(!a.hashNavigation.initialized||!a.params.hashNavigation.enabled))if(a.params.hashNavigation.replaceState&&w.history&&w.history.replaceState)w.history.replaceState(null,null,`#${a.slides.eq(a.activeIndex).attr("data-hash")}`||""),a.emit("hashSet");else{const c=a.slides.eq(a.activeIndex),g=c.attr("data-hash")||c.attr("data-history");N.location.hash=g||"",a.emit("hashSet")}},init(){const a=this;if(!a.params.hashNavigation.enabled||a.params.history&&a.params.history.enabled)return;a.hashNavigation.initialized=!0;const c=N.location.hash.replace("#","");if(c)for(let E=0,b=a.slides.length;E{a.params.autoplay.reverseDirection?a.params.loop?(a.loopFix(),a.slidePrev(a.params.speed,!0,!0),a.emit("autoplay")):a.isBeginning?a.params.autoplay.stopOnLastSlide?a.autoplay.stop():(a.slideTo(a.slides.length-1,a.params.speed,!0,!0),a.emit("autoplay")):(a.slidePrev(a.params.speed,!0,!0),a.emit("autoplay")):a.params.loop?(a.loopFix(),a.slideNext(a.params.speed,!0,!0),a.emit("autoplay")):a.isEnd?a.params.autoplay.stopOnLastSlide?a.autoplay.stop():(a.slideTo(0,a.params.speed,!0,!0),a.emit("autoplay")):(a.slideNext(a.params.speed,!0,!0),a.emit("autoplay")),a.params.cssMode&&a.autoplay.running&&a.autoplay.run()},g)},start(){const a=this;return typeof a.autoplay.timeout!="undefined"||a.autoplay.running?!1:(a.autoplay.running=!0,a.emit("autoplayStart"),a.autoplay.run(),!0)},stop(){const a=this;return!a.autoplay.running||typeof a.autoplay.timeout=="undefined"?!1:(a.autoplay.timeout&&(clearTimeout(a.autoplay.timeout),a.autoplay.timeout=void 0),a.autoplay.running=!1,a.emit("autoplayStop"),!0)},pause(a){const c=this;c.autoplay.running&&(c.autoplay.paused||(c.autoplay.timeout&&clearTimeout(c.autoplay.timeout),c.autoplay.paused=!0,a===0||!c.params.autoplay.waitForTransition?(c.autoplay.paused=!1,c.autoplay.run()):(c.$wrapperEl[0].addEventListener("transitionend",c.autoplay.onTransitionEnd),c.$wrapperEl[0].addEventListener("webkitTransitionEnd",c.autoplay.onTransitionEnd))))}};var $r={name:"autoplay",params:{autoplay:{enabled:!1,delay:3e3,waitForTransition:!0,disableOnInteraction:!0,stopOnLastSlide:!1,reverseDirection:!1}},create(){const a=this;k.extend(a,{autoplay:{running:!1,paused:!1,run:Xr.run.bind(a),start:Xr.start.bind(a),stop:Xr.stop.bind(a),pause:Xr.pause.bind(a),onVisibilityChange(){document.visibilityState==="hidden"&&a.autoplay.running&&a.autoplay.pause(),document.visibilityState==="visible"&&a.autoplay.paused&&(a.autoplay.run(),a.autoplay.paused=!1)},onTransitionEnd(c){!a||a.destroyed||!a.$wrapperEl||c.target===this&&(a.$wrapperEl[0].removeEventListener("transitionend",a.autoplay.onTransitionEnd),a.$wrapperEl[0].removeEventListener("webkitTransitionEnd",a.autoplay.onTransitionEnd),a.autoplay.paused=!1,a.autoplay.running?a.autoplay.run():a.autoplay.stop())}}})},on:{init(){const a=this;a.params.autoplay.enabled&&(a.autoplay.start(),document.addEventListener("visibilitychange",a.autoplay.onVisibilityChange))},beforeTransitionStart(a,c){const g=this;g.autoplay.running&&(c||!g.params.autoplay.disableOnInteraction?g.autoplay.pause(a):g.autoplay.stop())},sliderFirstMove(){const 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c=a in N;if(!c){const g=N.createElement("div");g.setAttribute(a,"return;"),c=typeof g[a]=="function"}return!c&&N.implementation&&N.implementation.hasFeature&&N.implementation.hasFeature("","")!==!0&&(c=N.implementation.hasFeature("Events.wheel","3.0")),c}const Lr={lastScrollTime:k.now(),lastEventBeforeSnap:void 0,recentWheelEvents:[],event(){return w.navigator.userAgent.indexOf("firefox")>-1?"DOMMouseScroll":vs()?"wheel":"mousewheel"},normalize(a){let b=0,$=0,ge=0,Ce=0;return"detail"in a&&($=a.detail),"wheelDelta"in a&&($=-a.wheelDelta/120),"wheelDeltaY"in a&&($=-a.wheelDeltaY/120),"wheelDeltaX"in a&&(b=-a.wheelDeltaX/120),"axis"in a&&a.axis===a.HORIZONTAL_AXIS&&(b=$,$=0),ge=b*10,Ce=$*10,"deltaY"in a&&(Ce=a.deltaY),"deltaX"in a&&(ge=a.deltaX),a.shiftKey&&!ge&&(ge=Ce,Ce=0),(ge||Ce)&&a.deltaMode&&(a.deltaMode===1?(ge*=40,Ce*=40):(ge*=800,Ce*=800)),ge&&!b&&(b=ge<1?-1:1),Ce&&!$&&($=Ce<1?-1:1),{spinX:b,spinY:$,pixelX:ge,pixelY:Ce}},handleMouseEnter(){const 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a=this;a.params.cssMode&&a.mousewheel.enable(),a.mousewheel.enabled&&a.mousewheel.disable()}}};const Qr={update(){const a=this,c=a.params.navigation;if(a.params.loop)return;const{$nextEl:g,$prevEl:E}=a.navigation;E&&E.length>0&&(a.isBeginning?E.addClass(c.disabledClass):E.removeClass(c.disabledClass),E[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](c.lockClass)),g&&g.length>0&&(a.isEnd?g.addClass(c.disabledClass):g.removeClass(c.disabledClass),g[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](c.lockClass))},onPrevClick(a){const c=this;a.preventDefault(),!(c.isBeginning&&!c.params.loop)&&c.slidePrev()},onNextClick(a){const c=this;a.preventDefault(),!(c.isEnd&&!c.params.loop)&&c.slideNext()},init(){const a=this,c=a.params.navigation;if(!(c.nextEl||c.prevEl))return;let g,E;c.nextEl&&(g=z(c.nextEl),a.params.uniqueNavElements&&typeof 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E=a.virtual&&a.params.virtual.enabled?a.virtual.slides.length:a.slides.length,b=a.pagination.$el;let $;const ge=a.params.loop?Math.ceil((E-a.loopedSlides*2)/a.params.slidesPerGroup):a.snapGrid.length;if(a.params.loop?($=Math.ceil((a.activeIndex-a.loopedSlides)/a.params.slidesPerGroup),$>E-1-a.loopedSlides*2&&($-=E-a.loopedSlides*2),$>ge-1&&($-=ge),$<0&&a.params.paginationType!=="bullets"&&($=ge+$)):typeof a.snapIndex!="undefined"?$=a.snapIndex:$=a.activeIndex||0,g.type==="bullets"&&a.pagination.bullets&&a.pagination.bullets.length>0){const Ce=a.pagination.bullets;let Je,rt,Et;if(g.dynamicBullets&&(a.pagination.bulletSize=Ce.eq(0)[a.isHorizontal()?"outerWidth":"outerHeight"](!0),b.css(a.isHorizontal()?"width":"height",`${a.pagination.bulletSize*(g.dynamicMainBullets+4)}px`),g.dynamicMainBullets>1&&a.previousIndex!==void 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nn=Ce.eq($),Jt=nn.index();if(nn.addClass(g.bulletActiveClass),g.dynamicBullets){const kn=Ce.eq(Je),Vn=Ce.eq(rt);for(let Dn=Je;Dn<=rt;Dn+=1)Ce.eq(Dn).addClass(`${g.bulletActiveClass}-main`);if(a.params.loop)if(Jt>=Ce.length-g.dynamicMainBullets){for(let Dn=g.dynamicMainBullets;Dn>=0;Dn-=1)Ce.eq(Ce.length-Dn).addClass(`${g.bulletActiveClass}-main`);Ce.eq(Ce.length-g.dynamicMainBullets-1).addClass(`${g.bulletActiveClass}-prev`)}else kn.prev().addClass(`${g.bulletActiveClass}-prev`).prev().addClass(`${g.bulletActiveClass}-prev-prev`),Vn.next().addClass(`${g.bulletActiveClass}-next`).next().addClass(`${g.bulletActiveClass}-next-next`);else kn.prev().addClass(`${g.bulletActiveClass}-prev`).prev().addClass(`${g.bulletActiveClass}-prev-prev`),Vn.next().addClass(`${g.bulletActiveClass}-next`).next().addClass(`${g.bulletActiveClass}-next-next`)}}if(g.dynamicBullets){const nn=Math.min(Ce.length,g.dynamicMainBullets+4),Jt=(a.pagination.bulletSize*nn-a.pagination.bulletSize)/2-Et*a.pagination.bulletSize,kn=c?"right":"left";Ce.css(a.isHorizontal()?kn:"top",`${Jt}px`)}}if(g.type==="fraction"&&(b.find(`.${g.currentClass}`).text(g.formatFractionCurrent($+1)),b.find(`.${g.totalClass}`).text(g.formatFractionTotal(ge))),g.type==="progressbar"){let Ce;g.progressbarOpposite?Ce=a.isHorizontal()?"vertical":"horizontal":Ce=a.isHorizontal()?"horizontal":"vertical";const Je=($+1)/ge;let rt=1,Et=1;Ce==="horizontal"?rt=Je:Et=Je,b.find(`.${g.progressbarFillClass}`).transform(`translate3d(0,0,0) scaleX(${rt}) scaleY(${Et})`).transition(a.params.speed)}g.type==="custom"&&g.renderCustom?(b.html(g.renderCustom(a,$+1,ge)),a.emit("paginationRender",a,b[0])):a.emit("paginationUpdate",a,b[0]),b[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](g.lockClass)},render(){const a=this,c=a.params.pagination;if(!c.el||!a.pagination.el||!a.pagination.$el||a.pagination.$el.length===0)return;const g=a.virtual&&a.params.virtual.enabled?a.virtual.slides.length:a.slides.length,E=a.pagination.$el;let b="";if(c.type==="bullets"){const $=a.params.loop?Math.ceil((g-a.loopedSlides*2)/a.params.slidesPerGroup):a.snapGrid.length;for(let ge=0;ge<$;ge+=1)c.renderBullet?b+=c.renderBullet.call(a,ge,c.bulletClass):b+=`<${c.bulletElement} class="${c.bulletClass}">`;E.html(b),a.pagination.bullets=E.find(`.${c.bulletClass}`)}c.type==="fraction"&&(c.renderFraction?b=c.renderFraction.call(a,c.currentClass,c.totalClass):b=` / `,E.html(b)),c.type==="progressbar"&&(c.renderProgressbar?b=c.renderProgressbar.call(a,c.progressbarFillClass):b=``,E.html(b)),c.type!=="custom"&&a.emit("paginationRender",a.pagination.$el[0])},init(){const a=this,c=a.params.pagination;if(!c.el)return;let g=z(c.el);g.length!==0&&(a.params.uniqueNavElements&&typeof c.el=="string"&&g.length>1&&(g=a.$el.find(c.el)),c.type==="bullets"&&c.clickable&&g.addClass(c.clickableClass),g.addClass(c.modifierClass+c.type),c.type==="bullets"&&c.dynamicBullets&&(g.addClass(`${c.modifierClass}${c.type}-dynamic`),a.pagination.dynamicBulletIndex=0,c.dynamicMainBullets<1&&(c.dynamicMainBullets=1)),c.type==="progressbar"&&c.progressbarOpposite&&g.addClass(c.progressbarOppositeClass),c.clickable&&g.on("click",`.${c.bulletClass}`,function(b){b.preventDefault();let $=z(this).index()*a.params.slidesPerGroup;a.params.loop&&($+=a.loopedSlides),a.slideTo($)}),k.extend(a.pagination,{$el:g,el:g[0]}))},destroy(){const a=this,c=a.params.pagination;if(!c.el||!a.pagination.el||!a.pagination.$el||a.pagination.$el.length===0)return;const g=a.pagination.$el;g.removeClass(c.hiddenClass),g.removeClass(c.modifierClass+c.type),a.pagination.bullets&&a.pagination.bullets.removeClass(c.bulletActiveClass),c.clickable&&g.off("click",`.${c.bulletClass}`)}};var Jr={name:"pagination",params:{pagination:{el:null,bulletElement:"span",clickable:!1,hideOnClick:!1,renderBullet:null,renderProgressbar:null,renderFraction:null,renderCustom:null,progressbarOpposite:!1,type:"bullets",dynamicBullets:!1,dynamicMainBullets:1,formatFractionCurrent:a=>a,formatFractionTotal:a=>a,bulletClass:"swiper-pagination-bullet",bulletActiveClass:"swiper-pagination-bullet-active",modifierClass:"swiper-pagination-",currentClass:"swiper-pagination-current",totalClass:"swiper-pagination-total",hiddenClass:"swiper-pagination-hidden",progressbarFillClass:"swiper-pagination-progressbar-fill",progressbarOppositeClass:"swiper-pagination-progressbar-opposite",clickableClass:"swiper-pagination-clickable",lockClass:"swiper-pagination-lock"}},create(){const a=this;k.extend(a,{pagination:{init:Rr.init.bind(a),render:Rr.render.bind(a),update:Rr.update.bind(a),destroy:Rr.destroy.bind(a),dynamicBulletIndex:0}})},on:{init(){const a=this;a.pagination.init(),a.pagination.render(),a.pagination.update()},activeIndexChange(){const a=this;(a.params.loop||typeof a.snapIndex=="undefined")&&a.pagination.update()},snapIndexChange(){const a=this;a.params.loop||a.pagination.update()},slidesLengthChange(){const a=this;a.params.loop&&(a.pagination.render(),a.pagination.update())},snapGridLengthChange(){const a=this;a.params.loop||(a.pagination.render(),a.pagination.update())},destroy(){this.pagination.destroy()},click(a){const c=this;c.params.pagination.el&&c.params.pagination.hideOnClick&&c.pagination.$el.length>0&&!z(a.target).hasClass(c.params.pagination.bulletClass)&&(c.pagination.$el.hasClass(c.params.pagination.hiddenClass)===!0?c.emit("paginationShow",c):c.emit("paginationHide",c),c.pagination.$el.toggleClass(c.params.pagination.hiddenClass))}}};const yr={setTranslate(){const a=this;if(!a.params.scrollbar.el||!a.scrollbar.el)return;const{scrollbar:c,rtlTranslate:g,progress:E}=a,{dragSize:b,trackSize:$,$dragEl:ge,$el:Ce}=c,Je=a.params.scrollbar;let rt=b,Et=($-b)*E;g?(Et=-Et,Et>0?(rt=b-Et,Et=0):-Et+b>$&&(rt=$+Et)):Et<0?(rt=b+Et,Et=0):Et+b>$&&(rt=$-Et),a.isHorizontal()?(ge.transform(`translate3d(${Et}px, 0, 0)`),ge[0].style.width=`${rt}px`):(ge.transform(`translate3d(0px, ${Et}px, 0)`),ge[0].style.height=`${rt}px`),Je.hide&&(clearTimeout(a.scrollbar.timeout),Ce[0].style.opacity=1,a.scrollbar.timeout=setTimeout(()=>{Ce[0].style.opacity=0,Ce.transition(400)},1e3))},setTransition(a){const c=this;!c.params.scrollbar.el||!c.scrollbar.el||c.scrollbar.$dragEl.transition(a)},updateSize(){const a=this;if(!a.params.scrollbar.el||!a.scrollbar.el)return;const{scrollbar:c}=a,{$dragEl:g,$el:E}=c;g[0].style.width="",g[0].style.height="";const b=a.isHorizontal()?E[0].offsetWidth:E[0].offsetHeight,$=a.size/a.virtualSize,ge=$*(b/a.size);let Ce;a.params.scrollbar.dragSize==="auto"?Ce=b*$:Ce=parseInt(a.params.scrollbar.dragSize,10),a.isHorizontal()?g[0].style.width=`${Ce}px`:g[0].style.height=`${Ce}px`,$>=1?E[0].style.display="none":E[0].style.display="",a.params.scrollbar.hide&&(E[0].style.opacity=0),k.extend(c,{trackSize:b,divider:$,moveDivider:ge,dragSize:Ce}),c.$el[a.params.watchOverflow&&a.isLocked?"addClass":"removeClass"](a.params.scrollbar.lockClass)},getPointerPosition(a){return this.isHorizontal()?a.type==="touchstart"||a.type==="touchmove"?a.targetTouches[0].clientX:a.clientX:a.type==="touchstart"||a.type==="touchmove"?a.targetTouches[0].clientY:a.clientY},setDragPosition(a){const c=this,{scrollbar:g,rtlTranslate:E}=c,{$el:b,dragSize:$,trackSize:ge,dragStartPos:Ce}=g;let Je;Je=(g.getPointerPosition(a)-b.offset()[c.isHorizontal()?"left":"top"]-(Ce!==null?Ce:$/2))/(ge-$),Je=Math.max(Math.min(Je,1),0),E&&(Je=1-Je);const rt=c.minTranslate()+(c.maxTranslate()-c.minTranslate())*Je;c.updateProgress(rt),c.setTranslate(rt),c.updateActiveIndex(),c.updateSlidesClasses()},onDragStart(a){const c=this,g=c.params.scrollbar,{scrollbar:E,$wrapperEl:b}=c,{$el:$,$dragEl:ge}=E;c.scrollbar.isTouched=!0,c.scrollbar.dragStartPos=a.target===ge[0]||a.target===ge?E.getPointerPosition(a)-a.target.getBoundingClientRect()[c.isHorizontal()?"left":"top"]:null,a.preventDefault(),a.stopPropagation(),b.transition(100),ge.transition(100),E.setDragPosition(a),clearTimeout(c.scrollbar.dragTimeout),$.transition(0),g.hide&&$.css("opacity",1),c.params.cssMode&&c.$wrapperEl.css("scroll-snap-type","none"),c.emit("scrollbarDragStart",a)},onDragMove(a){const c=this,{scrollbar:g,$wrapperEl:E}=c,{$el:b,$dragEl:$}=g;c.scrollbar.isTouched&&(a.preventDefault?a.preventDefault():a.returnValue=!1,g.setDragPosition(a),E.transition(0),b.transition(0),$.transition(0),c.emit("scrollbarDragMove",a))},onDragEnd(a){const c=this,g=c.params.scrollbar,{scrollbar:E,$wrapperEl:b}=c,{$el:$}=E;c.scrollbar.isTouched&&(c.scrollbar.isTouched=!1,c.params.cssMode&&(c.$wrapperEl.css("scroll-snap-type",""),b.transition("")),g.hide&&(clearTimeout(c.scrollbar.dragTimeout),c.scrollbar.dragTimeout=k.nextTick(()=>{$.css("opacity",0),$.transition(400)},1e3)),c.emit("scrollbarDragEnd",a),g.snapOnRelease&&c.slideToClosest())},enableDraggable(){const a=this;if(!a.params.scrollbar.el)return;const{scrollbar:c,touchEventsTouch:g,touchEventsDesktop:E,params:b}=a,ge=c.$el[0],Ce=vt.passiveListener&&b.passiveListeners?{passive:!1,capture:!1}:!1,Je=vt.passiveListener&&b.passiveListeners?{passive:!0,capture:!1}:!1;vt.touch?(ge.addEventListener(g.start,a.scrollbar.onDragStart,Ce),ge.addEventListener(g.move,a.scrollbar.onDragMove,Ce),ge.addEventListener(g.end,a.scrollbar.onDragEnd,Je)):(ge.addEventListener(E.start,a.scrollbar.onDragStart,Ce),N.addEventListener(E.move,a.scrollbar.onDragMove,Ce),N.addEventListener(E.end,a.scrollbar.onDragEnd,Je))},disableDraggable(){const a=this;if(!a.params.scrollbar.el)return;const{scrollbar:c,touchEventsTouch:g,touchEventsDesktop:E,params:b}=a,ge=c.$el[0],Ce=vt.passiveListener&&b.passiveListeners?{passive:!1,capture:!1}:!1,Je=vt.passiveListener&&b.passiveListeners?{passive:!0,capture:!1}:!1;vt.touch?(ge.removeEventListener(g.start,a.scrollbar.onDragStart,Ce),ge.removeEventListener(g.move,a.scrollbar.onDragMove,Ce),ge.removeEventListener(g.end,a.scrollbar.onDragEnd,Je)):(ge.removeEventListener(E.start,a.scrollbar.onDragStart,Ce),N.removeEventListener(E.move,a.scrollbar.onDragMove,Ce),N.removeEventListener(E.end,a.scrollbar.onDragEnd,Je))},init(){const a=this;if(!a.params.scrollbar.el)return;const{scrollbar:c,$el:g}=a,E=a.params.scrollbar;let b=z(E.el);a.params.uniqueNavElements&&typeof E.el=="string"&&b.length>1&&g.find(E.el).length===1&&(b=g.find(E.el));let $=b.find(`.${a.params.scrollbar.dragClass}`);$.length===0&&($=z(`
`),b.append($)),k.extend(c,{$el:b,el:b[0],$dragEl:$,dragEl:$[0]}),E.draggable&&c.enableDraggable()},destroy(){this.scrollbar.disableDraggable()}};var Xi={name:"scrollbar",params:{scrollbar:{el:null,dragSize:"auto",hide:!1,draggable:!1,snapOnRelease:!0,lockClass:"swiper-scrollbar-lock",dragClass:"swiper-scrollbar-drag"}},create(){const a=this;k.extend(a,{scrollbar:{init:yr.init.bind(a),destroy:yr.destroy.bind(a),updateSize:yr.updateSize.bind(a),setTranslate:yr.setTranslate.bind(a),setTransition:yr.setTransition.bind(a),enableDraggable:yr.enableDraggable.bind(a),disableDraggable:yr.disableDraggable.bind(a),setDragPosition:yr.setDragPosition.bind(a),getPointerPosition:yr.getPointerPosition.bind(a),onDragStart:yr.onDragStart.bind(a),onDragMove:yr.onDragMove.bind(a),onDragEnd:yr.onDragEnd.bind(a),isTouched:!1,timeout:null,dragTimeout:null}})},on:{init(){const a=this;a.scrollbar.init(),a.scrollbar.updateSize(),a.scrollbar.setTranslate()},update(){this.scrollbar.updateSize()},resize(){this.scrollbar.updateSize()},observerUpdate(){this.scrollbar.updateSize()},setTranslate(){this.scrollbar.setTranslate()},setTransition(a){this.scrollbar.setTransition(a)},destroy(){this.scrollbar.destroy()}}};const Cr={setTransform(a,c){const g=this,{rtl:E}=g,b=z(a),$=E?-1:1,ge=b.attr("data-swiper-parallax")||"0";let Ce=b.attr("data-swiper-parallax-x"),Je=b.attr("data-swiper-parallax-y");const rt=b.attr("data-swiper-parallax-scale"),Et=b.attr("data-swiper-parallax-opacity");if(Ce||Je?(Ce=Ce||"0",Je=Je||"0"):g.isHorizontal()?(Ce=ge,Je="0"):(Je=ge,Ce="0"),Ce.indexOf("%")>=0?Ce=`${parseInt(Ce,10)*c*$}%`:Ce=`${Ce*c*$}px`,Je.indexOf("%")>=0?Je=`${parseInt(Je,10)*c}%`:Je=`${Je*c}px`,typeof Et!="undefined"&&Et!==null){const nn=Et-(Et-1)*(1-Math.abs(c));b[0].style.opacity=nn}if(typeof rt=="undefined"||rt===null)b.transform(`translate3d(${Ce}, ${Je}, 0px)`);else{const nn=rt-(rt-1)*(1-Math.abs(c));b.transform(`translate3d(${Ce}, ${Je}, 0px) scale(${nn})`)}},setTranslate(){const a=this,{$el:c,slides:g,progress:E,snapGrid:b}=a;c.children("[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]").each(($,ge)=>{a.parallax.setTransform(ge,E)}),g.each(($,ge)=>{let Ce=ge.progress;a.params.slidesPerGroup>1&&a.params.slidesPerView!=="auto"&&(Ce+=Math.ceil($/2)-E*(b.length-1)),Ce=Math.min(Math.max(Ce,-1),1),z(ge).find("[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]").each((Je,rt)=>{a.parallax.setTransform(rt,Ce)})})},setTransition(a=this.params.speed){const c=this,{$el:g}=c;g.find("[data-swiper-parallax], [data-swiper-parallax-x], [data-swiper-parallax-y], [data-swiper-parallax-opacity], [data-swiper-parallax-scale]").each((E,b)=>{const $=z(b);let ge=parseInt($.attr("data-swiper-parallax-duration"),10)||a;a===0&&(ge=0),$.transition(ge)})}};var vr={name:"parallax",params:{parallax:{enabled:!1}},create(){const a=this;k.extend(a,{parallax:{setTransform:Cr.setTransform.bind(a),setTranslate:Cr.setTranslate.bind(a),setTransition:Cr.setTransition.bind(a)}})},on:{beforeInit(){const a=this;a.params.parallax.enabled&&(a.params.watchSlidesProgress=!0,a.originalParams.watchSlidesProgress=!0)},init(){const a=this;a.params.parallax.enabled&&a.parallax.setTranslate()},setTranslate(){const a=this;a.params.parallax.enabled&&a.parallax.setTranslate()},setTransition(a){const c=this;c.params.parallax.enabled&&c.parallax.setTransition(a)}}};const li={getDistanceBetweenTouches(a){if(a.targetTouches.length<2)return 1;const c=a.targetTouches[0].pageX,g=a.targetTouches[0].pageY,E=a.targetTouches[1].pageX,b=a.targetTouches[1].pageY;return Math.sqrt(Qs(E-c,2)+Qs(b-g,2))},onGestureStart(a){const c=this,g=c.params.zoom,E=c.zoom,{gesture:b}=E;if(E.fakeGestureTouched=!1,E.fakeGestureMoved=!1,!vt.gestures){if(a.type!=="touchstart"||a.type==="touchstart"&&a.targetTouches.length<2)return;E.fakeGestureTouched=!0,b.scaleStart=li.getDistanceBetweenTouches(a)}if((!b.$slideEl||!b.$slideEl.length)&&(b.$slideEl=z(a.target).closest(`.${c.params.slideClass}`),b.$slideEl.length===0&&(b.$slideEl=c.slides.eq(c.activeIndex)),b.$imageEl=b.$slideEl.find("img, svg, canvas, picture, .swiper-zoom-target"),b.$imageWrapEl=b.$imageEl.parent(`.${g.containerClass}`),b.maxRatio=b.$imageWrapEl.attr("data-swiper-zoom")||g.maxRatio,b.$imageWrapEl.length===0)){b.$imageEl=void 0;return}b.$imageEl&&b.$imageEl.transition(0),c.zoom.isScaling=!0},onGestureChange(a){const c=this,g=c.params.zoom,E=c.zoom,{gesture:b}=E;if(!vt.gestures){if(a.type!=="touchmove"||a.type==="touchmove"&&a.targetTouches.length<2)return;E.fakeGestureMoved=!0,b.scaleMove=li.getDistanceBetweenTouches(a)}!b.$imageEl||b.$imageEl.length===0||(vt.gestures?E.scale=a.scale*E.currentScale:E.scale=b.scaleMove/b.scaleStart*E.currentScale,E.scale>b.maxRatio&&(E.scale=b.maxRatio-1+Qs(E.scale-b.maxRatio+1,.5)),E.scaleb.touchesStart.x)){b.isTouched=!1;return}if(!c.isHorizontal()&&(Math.floor(b.minY)===Math.floor(b.startY)&&b.touchesCurrent.yb.touchesStart.y)){b.isTouched=!1;return}}a.cancelable&&a.preventDefault(),a.stopPropagation(),b.isMoved=!0,b.currentX=b.touchesCurrent.x-b.touchesStart.x+b.startX,b.currentY=b.touchesCurrent.y-b.touchesStart.y+b.startY,b.currentXb.maxX&&(b.currentX=b.maxX-1+Qs(b.currentX-b.maxX+1,.8)),b.currentYb.maxY&&(b.currentY=b.maxY-1+Qs(b.currentY-b.maxY+1,.8)),$.prevPositionX||($.prevPositionX=b.touchesCurrent.x),$.prevPositionY||($.prevPositionY=b.touchesCurrent.y),$.prevTime||($.prevTime=Date.now()),$.x=(b.touchesCurrent.x-$.prevPositionX)/(Date.now()-$.prevTime)/2,$.y=(b.touchesCurrent.y-$.prevPositionY)/(Date.now()-$.prevTime)/2,Math.abs(b.touchesCurrent.x-$.prevPositionX)<2&&($.x=0),Math.abs(b.touchesCurrent.y-$.prevPositionY)<2&&($.y=0),$.prevPositionX=b.touchesCurrent.x,$.prevPositionY=b.touchesCurrent.y,$.prevTime=Date.now(),E.$imageWrapEl.transform(`translate3d(${b.currentX}px, ${b.currentY}px,0)`)}},onTouchEnd(){const c=this.zoom,{gesture:g,image:E,velocity:b}=c;if(!g.$imageEl||g.$imageEl.length===0)return;if(!E.isTouched||!E.isMoved){E.isTouched=!1,E.isMoved=!1;return}E.isTouched=!1,E.isMoved=!1;let $=300,ge=300;const Ce=b.x*$,Je=E.currentX+Ce,rt=b.y*ge,Et=E.currentY+rt;b.x!==0&&($=Math.abs((Je-E.currentX)/b.x)),b.y!==0&&(ge=Math.abs((Et-E.currentY)/b.y));const nn=Math.max($,ge);E.currentX=Je,E.currentY=Et;const Jt=E.width*c.scale,kn=E.height*c.scale;E.minX=Math.min(g.slideWidth/2-Jt/2,0),E.maxX=-E.minX,E.minY=Math.min(g.slideHeight/2-kn/2,0),E.maxY=-E.minY,E.currentX=Math.max(Math.min(E.currentX,E.maxX),E.minX),E.currentY=Math.max(Math.min(E.currentY,E.maxY),E.minY),g.$imageWrapEl.transition(nn).transform(`translate3d(${E.currentX}px, ${E.currentY}px,0)`)},onTransitionEnd(){const a=this,c=a.zoom,{gesture:g}=c;g.$slideEl&&a.previousIndex!==a.activeIndex&&(g.$imageEl&&g.$imageEl.transform("translate3d(0,0,0) scale(1)"),g.$imageWrapEl&&g.$imageWrapEl.transform("translate3d(0,0,0)"),c.scale=1,c.currentScale=1,g.$slideEl=void 0,g.$imageEl=void 0,g.$imageWrapEl=void 0)},toggle(a){const g=this.zoom;g.scale&&g.scale!==1?g.out():g.in(a)},in(a){const c=this,g=c.zoom,E=c.params.zoom,{gesture:b,image:$}=g;if(b.$slideEl||(c.params.virtual&&c.params.virtual.enabled&&c.virtual?b.$slideEl=c.$wrapperEl.children(`.${c.params.slideActiveClass}`):b.$slideEl=c.slides.eq(c.activeIndex),b.$imageEl=b.$slideEl.find("img, svg, canvas, picture, .swiper-zoom-target"),b.$imageWrapEl=b.$imageEl.parent(`.${E.containerClass}`)),!b.$imageEl||b.$imageEl.length===0)return;b.$slideEl.addClass(`${E.zoomedSlideClass}`);let ge,Ce,Je,rt,Et,nn,Jt,kn,Vn,Dn,Kn,Fn,qn,$n,_i,$i,tr,ci;typeof $.touchesStart.x=="undefined"&&a?(ge=a.type==="touchend"?a.changedTouches[0].pageX:a.pageX,Ce=a.type==="touchend"?a.changedTouches[0].pageY:a.pageY):(ge=$.touchesStart.x,Ce=$.touchesStart.y),g.scale=b.$imageWrapEl.attr("data-swiper-zoom")||E.maxRatio,g.currentScale=b.$imageWrapEl.attr("data-swiper-zoom")||E.maxRatio,a?(tr=b.$slideEl[0].offsetWidth,ci=b.$slideEl[0].offsetHeight,Je=b.$slideEl.offset().left,rt=b.$slideEl.offset().top,Et=Je+tr/2-ge,nn=rt+ci/2-Ce,Vn=b.$imageEl[0].offsetWidth,Dn=b.$imageEl[0].offsetHeight,Kn=Vn*g.scale,Fn=Dn*g.scale,qn=Math.min(tr/2-Kn/2,0),$n=Math.min(ci/2-Fn/2,0),_i=-qn,$i=-$n,Jt=Et*g.scale,kn=nn*g.scale,Jt_i&&(Jt=_i),kn<$n&&(kn=$n),kn>$i&&(kn=$i)):(Jt=0,kn=0),b.$imageWrapEl.transition(300).transform(`translate3d(${Jt}px, ${kn}px,0)`),b.$imageEl.transition(300).transform(`translate3d(0,0,0) scale(${g.scale})`)},out(){const a=this,c=a.zoom,g=a.params.zoom,{gesture:E}=c;E.$slideEl||(a.params.virtual&&a.params.virtual.enabled&&a.virtual?E.$slideEl=a.$wrapperEl.children(`.${a.params.slideActiveClass}`):E.$slideEl=a.slides.eq(a.activeIndex),E.$imageEl=E.$slideEl.find("img, svg, canvas, picture, .swiper-zoom-target"),E.$imageWrapEl=E.$imageEl.parent(`.${g.containerClass}`)),!(!E.$imageEl||E.$imageEl.length===0)&&(c.scale=1,c.currentScale=1,E.$imageWrapEl.transition(300).transform("translate3d(0,0,0)"),E.$imageEl.transition(300).transform("translate3d(0,0,0) scale(1)"),E.$slideEl.removeClass(`${g.zoomedSlideClass}`),E.$slideEl=void 0)},enable(){const a=this,c=a.zoom;if(c.enabled)return;c.enabled=!0;const g=a.touchEvents.start==="touchstart"&&vt.passiveListener&&a.params.passiveListeners?{passive:!0,capture:!1}:!1,E=vt.passiveListener?{passive:!1,capture:!0}:!0,b=`.${a.params.slideClass}`;vt.gestures?(a.$wrapperEl.on("gesturestart",b,c.onGestureStart,g),a.$wrapperEl.on("gesturechange",b,c.onGestureChange,g),a.$wrapperEl.on("gestureend",b,c.onGestureEnd,g)):a.touchEvents.start==="touchstart"&&(a.$wrapperEl.on(a.touchEvents.start,b,c.onGestureStart,g),a.$wrapperEl.on(a.touchEvents.move,b,c.onGestureChange,E),a.$wrapperEl.on(a.touchEvents.end,b,c.onGestureEnd,g),a.touchEvents.cancel&&a.$wrapperEl.on(a.touchEvents.cancel,b,c.onGestureEnd,g)),a.$wrapperEl.on(a.touchEvents.move,`.${a.params.zoom.containerClass}`,c.onTouchMove,E)},disable(){const a=this,c=a.zoom;if(!c.enabled)return;a.zoom.enabled=!1;const g=a.touchEvents.start==="touchstart"&&vt.passiveListener&&a.params.passiveListeners?{passive:!0,capture:!1}:!1,E=vt.passiveListener?{passive:!1,capture:!0}:!0,b=`.${a.params.slideClass}`;vt.gestures?(a.$wrapperEl.off("gesturestart",b,c.onGestureStart,g),a.$wrapperEl.off("gesturechange",b,c.onGestureChange,g),a.$wrapperEl.off("gestureend",b,c.onGestureEnd,g)):a.touchEvents.start==="touchstart"&&(a.$wrapperEl.off(a.touchEvents.start,b,c.onGestureStart,g),a.$wrapperEl.off(a.touchEvents.move,b,c.onGestureChange,E),a.$wrapperEl.off(a.touchEvents.end,b,c.onGestureEnd,g),a.touchEvents.cancel&&a.$wrapperEl.off(a.touchEvents.cancel,b,c.onGestureEnd,g)),a.$wrapperEl.off(a.touchEvents.move,`.${a.params.zoom.containerClass}`,c.onTouchMove,E)}};var Li={name:"zoom",params:{zoom:{enabled:!1,maxRatio:3,minRatio:1,toggle:!0,containerClass:"swiper-zoom-container",zoomedSlideClass:"swiper-slide-zoomed"}},create(){const a=this,c={enabled:!1,scale:1,currentScale:1,isScaling:!1,gesture:{$slideEl:void 0,slideWidth:void 0,slideHeight:void 0,$imageEl:void 0,$imageWrapEl:void 0,maxRatio:3},image:{isTouched:void 0,isMoved:void 0,currentX:void 0,currentY:void 0,minX:void 0,minY:void 0,maxX:void 0,maxY:void 0,width:void 0,height:void 0,startX:void 0,startY:void 0,touchesStart:{},touchesCurrent:{}},velocity:{x:void 0,y:void 0,prevPositionX:void 0,prevPositionY:void 0,prevTime:void 0}};"onGestureStart onGestureChange onGestureEnd onTouchStart onTouchMove onTouchEnd onTransitionEnd toggle enable disable in out".split(" ").forEach(E=>{c[E]=li[E].bind(a)}),k.extend(a,{zoom:c});let g=1;Object.defineProperty(a.zoom,"scale",{get(){return g},set(E){if(g!==E){const b=a.zoom.gesture.$imageEl?a.zoom.gesture.$imageEl[0]:void 0,$=a.zoom.gesture.$slideEl?a.zoom.gesture.$slideEl[0]:void 0;a.emit("zoomChange",E,b,$)}g=E}})},on:{init(){const a=this;a.params.zoom.enabled&&a.zoom.enable()},destroy(){this.zoom.disable()},touchStart(a){const c=this;c.zoom.enabled&&c.zoom.onTouchStart(a)},touchEnd(a){const c=this;c.zoom.enabled&&c.zoom.onTouchEnd(a)},doubleTap(a){const c=this;c.params.zoom.enabled&&c.zoom.enabled&&c.params.zoom.toggle&&c.zoom.toggle(a)},transitionEnd(){const a=this;a.zoom.enabled&&a.params.zoom.enabled&&a.zoom.onTransitionEnd()},slideChange(){const a=this;a.zoom.enabled&&a.params.zoom.enabled&&a.params.cssMode&&a.zoom.onTransitionEnd()}}};const hi={loadInSlide(a,c=!0){const g=this,E=g.params.lazy;if(typeof a=="undefined"||g.slides.length===0)return;const $=g.virtual&&g.params.virtual.enabled?g.$wrapperEl.children(`.${g.params.slideClass}[data-swiper-slide-index="${a}"]`):g.slides.eq(a);let ge=$.find(`.${E.elementClass}:not(.${E.loadedClass}):not(.${E.loadingClass})`);$.hasClass(E.elementClass)&&!$.hasClass(E.loadedClass)&&!$.hasClass(E.loadingClass)&&(ge=ge.add($[0])),ge.length!==0&&ge.each((Ce,Je)=>{const rt=z(Je);rt.addClass(E.loadingClass);const 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a=this;a.params.lazy.enabled&&a.lazy.load()},transitionStart(){const a=this;a.params.lazy.enabled&&(a.params.lazy.loadOnTransitionStart||!a.params.lazy.loadOnTransitionStart&&!a.lazy.initialImageLoaded)&&a.lazy.load()},transitionEnd(){const a=this;a.params.lazy.enabled&&!a.params.lazy.loadOnTransitionStart&&a.lazy.load()},slideChange(){const a=this;a.params.lazy.enabled&&a.params.cssMode&&a.lazy.load()}}};const er={LinearSpline:function(c,g){const E=function(){let Ce,Je,rt;return(Et,nn)=>{for(Je=-1,Ce=Et.length;Ce-Je>1;)rt=Ce+Je>>1,Et[rt]<=nn?Je=rt:Ce=rt;return Ce}}();this.x=c,this.y=g,this.lastIndex=c.length-1;let b,$;return this.interpolate=function(Ce){return Ce?($=E(this.x,Ce),b=$-1,(Ce-this.x[b])*(this.y[$]-this.y[b])/(this.x[$]-this.x[b])+this.y[b]):0},this},getInterpolateFunction(a){const c=this;c.controller.spline||(c.controller.spline=c.params.loop?new er.LinearSpline(c.slidesGrid,a.slidesGrid):new er.LinearSpline(c.snapGrid,a.snapGrid))},setTranslate(a,c){const 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g,E;a.navigation&&a.navigation.$nextEl&&(g=a.navigation.$nextEl),a.navigation&&a.navigation.$prevEl&&(E=a.navigation.$prevEl),g&&(a.a11y.makeElFocusable(g),a.a11y.addElRole(g,"button"),a.a11y.addElLabel(g,c.nextSlideMessage),g.on("keydown",a.a11y.onEnterKey)),E&&(a.a11y.makeElFocusable(E),a.a11y.addElRole(E,"button"),a.a11y.addElLabel(E,c.prevSlideMessage),E.on("keydown",a.a11y.onEnterKey)),a.pagination&&a.params.pagination.clickable&&a.pagination.bullets&&a.pagination.bullets.length&&a.pagination.$el.on("keydown",`.${a.params.pagination.bulletClass}`,a.a11y.onEnterKey)},destroy(){const a=this;a.a11y.liveRegion&&a.a11y.liveRegion.length>0&&a.a11y.liveRegion.remove();let c,g;a.navigation&&a.navigation.$nextEl&&(c=a.navigation.$nextEl),a.navigation&&a.navigation.$prevEl&&(g=a.navigation.$prevEl),c&&c.off("keydown",a.a11y.onEnterKey),g&&g.off("keydown",a.a11y.onEnterKey),a.pagination&&a.params.pagination.clickable&&a.pagination.bullets&&a.pagination.bullets.length&&a.pagination.$el.off("keydown",`.${a.params.pagination.bulletClass}`,a.a11y.onEnterKey)}};var ii={name:"a11y",params:{a11y:{enabled:!0,notificationClass:"swiper-notification",prevSlideMessage:"Previous slide",nextSlideMessage:"Next slide",firstSlideMessage:"This is the first slide",lastSlideMessage:"This is the last slide",paginationBulletMessage:"Go to slide {{index}}"}},create(){const a=this;k.extend(a,{a11y:{liveRegion:z(``)}}),Object.keys(ss).forEach(c=>{a.a11y[c]=ss[c].bind(a)})},on:{init(){const a=this;a.params.a11y.enabled&&(a.a11y.init(),a.a11y.updateNavigation())},toEdge(){const a=this;a.params.a11y.enabled&&a.a11y.updateNavigation()},fromEdge(){const a=this;a.params.a11y.enabled&&a.a11y.updateNavigation()},paginationUpdate(){const a=this;a.params.a11y.enabled&&a.a11y.updatePagination()},destroy(){const a=this;a.params.a11y.enabled&&a.a11y.destroy()}}};const mi={init(){const a=this;if(!a.params.history)return;if(!w.history||!w.history.pushState){a.params.history.enabled=!1,a.params.hashNavigation.enabled=!0;return}const c=a.history;c.initialized=!0,c.paths=mi.getPathValues(),!(!c.paths.key&&!c.paths.value)&&(c.scrollToSlide(0,c.paths.value,a.params.runCallbacksOnInit),a.params.history.replaceState||w.addEventListener("popstate",a.history.setHistoryPopState))},destroy(){const a=this;a.params.history.replaceState||w.removeEventListener("popstate",a.history.setHistoryPopState)},setHistoryPopState(){const a=this;a.history.paths=mi.getPathValues(),a.history.scrollToSlide(a.params.speed,a.history.paths.value,!1)},getPathValues(){const a=w.location.pathname.slice(1).split("/").filter(b=>b!==""),c=a.length,g=a[c-2],E=a[c-1];return{key:g,value:E}},setHistory(a,c){const g=this;if(!g.history.initialized||!g.params.history.enabled)return;const E=g.slides.eq(c);let b=mi.slugify(E.attr("data-history"));w.location.pathname.includes(a)||(b=`${a}/${b}`);const $=w.history.state;$&&$.value===b||(g.params.history.replaceState?w.history.replaceState({value:b},null,b):w.history.pushState({value:b},null,b))},slugify(a){return a.toString().replace(/\s+/g,"-").replace(/[^\w-]+/g,"").replace(/--+/g,"-").replace(/^-+/,"").replace(/-+$/,"")},scrollToSlide(a,c,g){const E=this;if(c)for(let b=0,$=E.slides.length;b<$;b+=1){const ge=E.slides.eq(b);if(mi.slugify(ge.attr("data-history"))===c&&!ge.hasClass(E.params.slideDuplicateClass)){const Je=ge.index();E.slideTo(Je,a,g)}}else E.slideTo(0,a,g)}};var Qi={name:"history",params:{history:{enabled:!1,replaceState:!1,key:"slides"}},create(){const a=this;k.extend(a,{history:{init:mi.init.bind(a),setHistory:mi.setHistory.bind(a),setHistoryPopState:mi.setHistoryPopState.bind(a),scrollToSlide:mi.scrollToSlide.bind(a),destroy:mi.destroy.bind(a)}})},on:{init(){const a=this;a.params.history.enabled&&a.history.init()},destroy(){const a=this;a.params.history.enabled&&a.history.destroy()},transitionEnd(){const a=this;a.history.initialized&&a.history.setHistory(a.params.history.key,a.activeIndex)},slideChange(){const a=this;a.history.initialized&&a.params.cssMode&&a.history.setHistory(a.params.history.key,a.activeIndex)}}};const Ii={onHashCange(){const a=this;a.emit("hashChange");const c=N.location.hash.replace("#",""),g=a.slides.eq(a.activeIndex).attr("data-hash");if(c!==g){const E=a.$wrapperEl.children(`.${a.params.slideClass}[data-hash="${c}"]`).index();if(typeof E=="undefined")return;a.slideTo(E)}},setHash(){const a=this;if(!(!a.hashNavigation.initialized||!a.params.hashNavigation.enabled))if(a.params.hashNavigation.replaceState&&w.history&&w.history.replaceState)w.history.replaceState(null,null,`#${a.slides.eq(a.activeIndex).attr("data-hash")}`||""),a.emit("hashSet");else{const c=a.slides.eq(a.activeIndex),g=c.attr("data-hash")||c.attr("data-history");N.location.hash=g||"",a.emit("hashSet")}},init(){const a=this;if(!a.params.hashNavigation.enabled||a.params.history&&a.params.history.enabled)return;a.hashNavigation.initialized=!0;const c=N.location.hash.replace("#","");if(c)for(let E=0,b=a.slides.length;E{a.params.autoplay.reverseDirection?a.params.loop?(a.loopFix(),a.slidePrev(a.params.speed,!0,!0),a.emit("autoplay")):a.isBeginning?a.params.autoplay.stopOnLastSlide?a.autoplay.stop():(a.slideTo(a.slides.length-1,a.params.speed,!0,!0),a.emit("autoplay")):(a.slidePrev(a.params.speed,!0,!0),a.emit("autoplay")):a.params.loop?(a.loopFix(),a.slideNext(a.params.speed,!0,!0),a.emit("autoplay")):a.isEnd?a.params.autoplay.stopOnLastSlide?a.autoplay.stop():(a.slideTo(0,a.params.speed,!0,!0),a.emit("autoplay")):(a.slideNext(a.params.speed,!0,!0),a.emit("autoplay")),a.params.cssMode&&a.autoplay.running&&a.autoplay.run()},g)},start(){const a=this;return typeof a.autoplay.timeout!="undefined"||a.autoplay.running?!1:(a.autoplay.running=!0,a.emit("autoplayStart"),a.autoplay.run(),!0)},stop(){const a=this;return!a.autoplay.running||typeof a.autoplay.timeout=="undefined"?!1:(a.autoplay.timeout&&(clearTimeout(a.autoplay.timeout),a.autoplay.timeout=void 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a=this;k.extend(a,{autoplay:{running:!1,paused:!1,run:Xr.run.bind(a),start:Xr.start.bind(a),stop:Xr.stop.bind(a),pause:Xr.pause.bind(a),onVisibilityChange(){document.visibilityState==="hidden"&&a.autoplay.running&&a.autoplay.pause(),document.visibilityState==="visible"&&a.autoplay.paused&&(a.autoplay.run(),a.autoplay.paused=!1)},onTransitionEnd(c){!a||a.destroyed||!a.$wrapperEl||c.target===this&&(a.$wrapperEl[0].removeEventListener("transitionend",a.autoplay.onTransitionEnd),a.$wrapperEl[0].removeEventListener("webkitTransitionEnd",a.autoplay.onTransitionEnd),a.autoplay.paused=!1,a.autoplay.running?a.autoplay.run():a.autoplay.stop())}}})},on:{init(){const a=this;a.params.autoplay.enabled&&(a.autoplay.start(),document.addEventListener("visibilitychange",a.autoplay.onVisibilityChange))},beforeTransitionStart(a,c){const g=this;g.autoplay.running&&(c||!g.params.autoplay.disableOnInteraction?g.autoplay.pause(a):g.autoplay.stop())},sliderFirstMove(){const a=this;a.autoplay.running&&(a.params.autoplay.disableOnInteraction?a.autoplay.stop():a.autoplay.pause())},touchEnd(){const a=this;a.params.cssMode&&a.autoplay.paused&&!a.params.autoplay.disableOnInteraction&&a.autoplay.run()},destroy(){const a=this;a.autoplay.running&&a.autoplay.stop(),document.removeEventListener("visibilitychange",a.autoplay.onVisibilityChange)}}};const us={setTranslate(){const a=this,{slides:c}=a;for(let g=0;g{if(b||!c||c.destroyed)return;b=!0,c.animating=!1;const $=["webkitTransitionEnd","transitionend"];for(let ge=0;ge<$.length;ge+=1)E.trigger($[ge])})}}};var qi={name:"effect-fade",params:{fadeEffect:{crossFade:!1}},create(){const a=this;k.extend(a,{fadeEffect:{setTranslate:us.setTranslate.bind(a),setTransition:us.setTransition.bind(a)}})},on:{beforeInit(){const a=this;if(a.params.effect!=="fade")return;a.classNames.push(`${a.params.containerModifierClass}fade`);const c={slidesPerView:1,slidesPerColumn:1,slidesPerGroup:1,watchSlidesProgress:!0,spaceBetween:0,virtualTranslate:!0};k.extend(a.params,c),k.extend(a.originalParams,c)},setTranslate(){const a=this;a.params.effect==="fade"&&a.fadeEffect.setTranslate()},setTransition(a){const c=this;c.params.effect==="fade"&&c.fadeEffect.setTransition(a)}}};const zi={setTranslate(){const a=this,{$el:c,$wrapperEl:g,slides:E,width:b,height:$,rtlTranslate:ge,size:Ce}=a,Je=a.params.cubeEffect,rt=a.isHorizontal(),Et=a.virtual&&a.params.virtual.enabled;let nn=0,Jt;Je.shadow&&(rt?(Jt=g.find(".swiper-cube-shadow"),Jt.length===0&&(Jt=z('
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It(l,e){const t=[];if(l){const n=l.split(",");for(let i=0;i4||["ac-3","ec-3","alac","fLaC","Opus"].indexOf(l)!==-1)&&(dt(l,"audio")||dt(l,"video")))return l;if(e){const t=e.split(",");if(t.length>1){if(l){for(let n=t.length;n--;)if(t[n].substring(0,4)===l.substring(0,4))return t[n]}return t[0]}}return e||l}function dt(l,e){return un(l,e)&&Xt(l,e)}function D(l){const e=l.split(",");for(let t=0;t2&&n[0]==="avc1"&&(e[t]=`avc1.${parseInt(n[1]).toString(16)}${("000"+parseInt(n[2]).toString(16)).slice(-4)}`)}return e.join(",")}function f(l){if(l.startsWith("av01.")){const e=l.split("."),t=["0","111","01","01","01","0"];for(let n=e.length;n>4&&n<10;n++)e[n]=t[n-4];return e.join(".")}return l}function d(l){const e=wt(l)||{isTypeSupported:()=>!1};return{mpeg:e.isTypeSupported("audio/mpeg"),mp3:e.isTypeSupported('audio/mp4; codecs="mp3"'),ac3:e.isTypeSupported('audio/mp4; codecs="ac-3"')}}function S(l){return l.replace(/^.+codecs=["']?([^"']+).*$/,"$1")}const 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i=l.videoCodec;if(!i&&!l.audioCodec||!t)return Promise.resolve(ae);const s=[],o=_(l),u=o.length,p=Ge(l,e,u>0),h=p.length;for(let A=u||1*h||1;A--;){const y={type:"media-source"};if(u&&(y.video=o[A%u]),h){y.audio=p[A%h];const C=y.audio.bitrate;y.video&&C&&(y.video.bitrate-=C)}s.push(y)}if(i){const A=navigator.userAgent;if(i.split(",").some(y=>Ft(y))&&Ht())return Promise.resolve(k(new Error(`Overriding Windows Firefox HEVC MediaCapabilities result based on user-agent string: (${A})`),s))}return Promise.all(s.map(A=>{const y=I(A);return n[y]||(n[y]=t.decodingInfo(A))})).then(A=>({supported:!A.some(y=>!y.supported),configurations:s,decodingInfoResults:A})).catch(A=>({supported:!1,configurations:s,decodingInfoResults:[],error:A}))}function _(l){var e;const t=(e=l.videoCodec)==null?void 0:e.split(","),n=B(l),i=l.width||640,s=l.height||480,o=l.frameRate||30,u=l.videoRange.toLowerCase();return t?t.map(p=>{const h={contentType:mn(f(p),"video"),width:i,height:s,bitrate:n,framerate:o};return u!=="sdr"&&(h.transferFunction=u),h}):[]}function Ge(l,e,t){var n;const i=(n=l.audioCodec)==null?void 0:n.split(","),s=B(l);return i&&l.audioGroups?l.audioGroups.reduce((o,u)=>{var p;const h=u?(p=e.groups[u])==null?void 0:p.tracks:null;return h?h.reduce((A,y)=>{if(y.groupId===u){const C=parseFloat(y.channels||"");i.forEach(U=>{const Z={contentType:mn(U,"audio"),bitrate:t?se(U,s):s};C&&(Z.channels=""+C),A.push(Z)})}return A},o):o},[]):[]}function se(l,e){if(e<=1)return 1;let t=128e3;return l==="ec-3"?t=768e3:l==="ac-3"&&(t=64e4),Math.min(e/2,t)}function B(l){return Math.ceil(Math.max(l.bitrate*.9,l.averageBitrate)/1e3)*1e3||1}function I(l){let e="";const{audio:t,video:n}=l;if(n){const i=S(n.contentType);e+=`${i}_r${n.height}x${n.width}f${Math.ceil(n.framerate)}${n.transferFunction||"sd"}_${Math.ceil(n.bitrate/1e5)}`}if(t){const i=S(t.contentType);e+=`${n?"_":""}${i}_c${t.channels}`}return e}const P=["NONE","TYPE-0","TYPE-1",null];function O(l){return P.indexOf(l)>-1}const j=["SDR","PQ","HLG"];function be(l){return!!l&&j.indexOf(l)>-1}var je={No:"",Yes:"YES",v2:"v2"};function ct(l){const{canSkipUntil:e,canSkipDateRanges:t,age:n}=l,i=n!!n).map(n=>n.substring(0,4)).join(","),"supplemental"in e){var t;this.supplemental=e.supplemental;const n=(t=e.supplemental)==null?void 0:t.videoCodec;n&&n!==e.videoCodec&&(this.codecSet+=`,${n.substring(0,4)}`)}this.addGroupId("audio",e.attrs.AUDIO),this.addGroupId("text",e.attrs.SUBTITLES)}get maxBitrate(){return Math.max(this.realBitrate,this.bitrate)}get averageBitrate(){return this._avgBitrate||this.realBitrate||this.bitrate}get attrs(){return this._attrs[0]}get codecs(){return this.attrs.CODECS||""}get pathwayId(){return this.attrs["PATHWAY-ID"]||"."}get videoRange(){return this.attrs["VIDEO-RANGE"]||"SDR"}get score(){return this.attrs.optionalFloat("SCORE",0)}get uri(){return this.url[0]||""}hasAudioGroup(e){return Rt(this._audioGroups,e)}hasSubtitleGroup(e){return Rt(this._subtitleGroups,e)}get audioGroups(){return this._audioGroups}get subtitleGroups(){return this._subtitleGroups}addGroupId(e,t){if(t){if(e==="audio"){let n=this._audioGroups;n||(n=this._audioGroups=[]),n.indexOf(t)===-1&&n.push(t)}else if(e==="text"){let n=this._subtitleGroups;n||(n=this._subtitleGroups=[]),n.indexOf(t)===-1&&n.push(t)}}}get urlId(){return 0}set urlId(e){}get audioGroupIds(){return this.audioGroups?[this.audioGroupId]:void 0}get textGroupIds(){return this.subtitleGroups?[this.textGroupId]:void 0}get audioGroupId(){var e;return(e=this.audioGroups)==null?void 0:e[0]}get textGroupId(){var e;return(e=this.subtitleGroups)==null?void 0:e[0]}addFallback(){}}function Rt(l,e){return!e||!l?!1:l.indexOf(e)!==-1}function Kt(){if(typeof matchMedia=="function"){const l=matchMedia("(dynamic-range: high)"),e=matchMedia("bad query");if(l.media!==e.media)return l.matches===!0}return!1}function en(l,e){let t=!1,n=[];if(l&&(t=l!=="SDR",n=[l]),e){n=e.allowedVideoRanges||j.slice(0);const i=n.join("")!=="SDR"&&!e.videoCodec;t=e.preferHDR!==void 0?e.preferHDR:i&&Kt(),t||(n=["SDR"])}return{preferHDR:t,allowedVideoRanges:n}}const Oe=l=>{const e=new WeakSet;return(t,n)=>{if(l&&(n=l(t,n)),typeof n=="object"&&n!==null){if(e.has(n))return;e.add(n)}return n}},Ye=(l,e)=>JSON.stringify(l,Oe(e));function Ct(l,e,t,n,i){const s=Object.keys(l),o=n==null?void 0:n.channels,u=n==null?void 0:n.audioCodec,p=i==null?void 0:i.videoCodec,h=o&&parseInt(o)===2;let A=!1,y=!1,C=1/0,U=1/0,Z=1/0,ce=1/0,le=0,Ze=[];const{preferHDR:Xe,allowedVideoRanges:_e}=en(e,i);for(let An=s.length;An--;){const pn=l[s[An]];A||(A=pn.channels[2]>0),C=Math.min(C,pn.minHeight),U=Math.min(U,pn.minFramerate),Z=Math.min(Z,pn.minBitrate),_e.filter(zn=>pn.videoRanges[zn]>0).length>0&&(y=!0)}C=r(C)?C:0,U=r(U)?U:0;const Vt=Math.max(1080,C),qt=Math.max(30,U);Z=r(Z)?Z:t,t=Math.max(Z,t),y||(e=void 0);const xn=s.length>1;return{codecSet:s.reduce((An,pn)=>{const on=l[pn];if(pn===An)return An;if(Ze=y?_e.filter(zn=>on.videoRanges[zn]>0):[],xn){if(on.minBitrate>t)return St(pn,`min bitrate of ${on.minBitrate} > current estimate of ${t}`),An;if(!on.hasDefaultAudio)return St(pn,"no renditions with default or auto-select sound found"),An;if(u&&pn.indexOf(u.substring(0,4))%5!==0)return St(pn,`audio codec preference "${u}" not found`),An;if(o&&!h){if(!on.channels[o])return St(pn,`no renditions with ${o} channel sound found (channels options: ${Object.keys(on.channels)})`),An}else if((!u||h)&&A&&on.channels[2]===0)return St(pn,"no renditions with stereo sound found"),An;if(on.minHeight>Vt)return St(pn,`min resolution of ${on.minHeight} > maximum of ${Vt}`),An;if(on.minFramerate>qt)return St(pn,`min framerate of ${on.minFramerate} > maximum of ${qt}`),An;if(!Ze.some(zn=>on.videoRanges[zn]>0))return St(pn,`no variants with VIDEO-RANGE of ${Ye(Ze)} found`),An;if(p&&pn.indexOf(p.substring(0,4))%5!==0)return St(pn,`video codec preference "${p}" not found`),An;if(on.maxScore=Qt(An)||on.fragmentError>l[An].fragmentError)?An:(ce=on.minIndex,le=on.maxScore,pn)},void 0),videoRanges:Ze,preferHDR:Xe,minFramerate:U,minBitrate:Z,minIndex:ce}}function St(l,e){Me.log(`[abr] start candidates with "${l}" ignored because ${e}`)}function xt(l){return l.reduce((e,t)=>{let n=e.groups[t.groupId];n||(n=e.groups[t.groupId]={tracks:[],channels:{2:0},hasDefault:!1,hasAutoSelect:!1}),n.tracks.push(t);const i=t.channels||"2";return n.channels[i]=(n.channels[i]||0)+1,n.hasDefault=n.hasDefault||t.default,n.hasAutoSelect=n.hasAutoSelect||t.autoselect,n.hasDefault&&(e.hasDefaultAudio=!0),n.hasAutoSelect&&(e.hasAutoSelectAudio=!0),e},{hasDefaultAudio:!1,hasAutoSelectAudio:!1,groups:{}})}function Ot(l,e,t,n){return l.slice(t,n+1).reduce((i,s,o)=>{if(!s.codecSet)return i;const u=s.audioGroups;let p=i[s.codecSet];p||(i[s.codecSet]=p={minBitrate:1/0,minHeight:1/0,minFramerate:1/0,minIndex:o,maxScore:0,videoRanges:{SDR:0},channels:{2:0},hasDefaultAudio:!u,fragmentError:0}),p.minBitrate=Math.min(p.minBitrate,s.bitrate);const h=Math.min(s.height,s.width);return p.minHeight=Math.min(p.minHeight,h),p.minFramerate=Math.min(p.minFramerate,s.frameRate),p.minIndex=Math.min(p.minIndex,o),p.maxScore=Math.max(p.maxScore,s.score),p.fragmentError+=s.fragmentError,p.videoRanges[s.videoRange]=(p.videoRanges[s.videoRange]||0)+1,u&&u.forEach(A=>{if(!A)return;const y=e.groups[A];y&&(p.hasDefaultAudio=p.hasDefaultAudio||e.hasDefaultAudio?y.hasDefault:y.hasAutoSelect||!e.hasDefaultAudio&&!e.hasAutoSelectAudio,Object.keys(y.channels).forEach(C=>{p.channels[C]=(p.channels[C]||0)+y.channels[C]}))}),i},{})}function Gt(l){if(!l)return l;const{lang:e,assocLang:t,characteristics:n,channels:i,audioCodec:s}=l;return{lang:e,assocLang:t,characteristics:n,channels:i,audioCodec:s}}function jt(l,e,t){if("attrs"in l){const n=e.indexOf(l);if(n!==-1)return n}for(let n=0;nn.indexOf(i)===-1)}function rn(l,e){const{audioCodec:t,channels:n}=l;return(t===void 0||(e.audioCodec||"").substring(0,4)===t.substring(0,4))&&(n===void 0||n===(e.channels||"2"))}function cn(l,e,t,n,i){const s=e[n],u=e.reduce((C,U,Z)=>{const ce=U.uri;return(C[ce]||(C[ce]=[])).push(Z),C},{})[s.uri];u.length>1&&(n=Math.max.apply(Math,u));const p=s.videoRange,h=s.frameRate,A=s.codecSet.substring(0,4),y=yn(e,n,C=>{if(C.videoRange!==p||C.frameRate!==h||C.codecSet.substring(0,4)!==A)return!1;const U=C.audioGroups,Z=t.filter(ce=>!U||U.indexOf(ce.groupId)!==-1);return jt(l,Z,i)>-1});return y>-1?y:yn(e,n,C=>{const U=C.audioGroups,Z=t.filter(ce=>!U||U.indexOf(ce.groupId)!==-1);return jt(l,Z,i)>-1})}function yn(l,e,t){for(let n=e;n>-1;n--)if(t(l[n]))return n;for(let n=e+1;n{var n;const{fragCurrent:i,partCurrent:s,hls:o}=this,{autoLevelEnabled:u,media:p}=o;if(!i||!p)return;const h=performance.now(),A=s?s.stats:i.stats,y=s?s.duration:i.duration,C=h-A.loading.start,U=o.minAutoLevel,Z=i.level,ce=this._nextAutoLevel;if(A.aborted||A.loaded&&A.loaded===A.total||Z<=U){this.clearTimer(),this._nextAutoLevel=-1;return}if(!u)return;const le=ce>-1&&ce!==Z,Ze=!!t||le;if(!Ze&&(p.paused||!p.playbackRate||!p.readyState))return;const Xe=o.mainForwardBufferInfo;if(!Ze&&Xe===null)return;const _e=this.bwEstimator.getEstimateTTFB(),Vt=Math.abs(p.playbackRate);if(C<=Math.max(_e,1e3*(y/(Vt*2))))return;const qt=Xe?Xe.len/Vt:0,xn=A.loading.first?A.loading.first-A.loading.start:-1,tn=A.loaded&&xn>-1,An=this.getBwEstimate(),pn=o.levels,on=pn[Z],zn=Math.max(A.loaded,Math.round(y*(i.bitrate||on.averageBitrate)/8));let gi=tn?C-xn:C;gi<1&&tn&&(gi=Math.min(C,A.loaded*8/An));const Ni=tn?A.loaded*1e3/gi:0,ji=_e/1e3,Di=Ni?(zn-A.loaded)/Ni:zn*8/An+ji;if(Di<=qt)return;const ai=Ni?Ni*8:An,Oi=((n=(t==null?void 0:t.details)||this.hls.latestLevelDetails)==null?void 0:n.live)===!0,yi=this.hls.config.abrBandWidthUpFactor;let Vi=Number.POSITIVE_INFINITY,ar;for(ar=Z-1;ar>U;ar--){const Wr=pn[ar].maxBitrate,xr=!pn[ar].details||Oi;if(Vi=this.getTimeToLoadFrag(ji,ai,y*Wr,xr),Vi=Di||Vi>y*10)return;tn?this.bwEstimator.sample(C-Math.min(_e,xn),A.loaded):this.bwEstimator.sampleTTFB(C);const ui=pn[ar].maxBitrate;this.getBwEstimate()*yi>ui&&this.resetEstimator(ui);const di=this.findBestLevel(ui,U,ar,0,qt,1,1);di>-1&&(ar=di),this.warn(`Fragment ${i.sn}${s?" part "+s.index:""} of level ${Z} is loading too slowly; Fragment duration: ${i.duration.toFixed(3)} Time to underbuffer: ${qt.toFixed(3)} s Estimated load time for current fragment: ${Di.toFixed(3)} s @@ -140,7 +140,7 @@ dts: ${Ye+Ct} ms, expected: ${Ye+Math.round(Y)} ms, delta: ${Math.round(Ot)} ms, New BW estimate: ${this.getBwEstimate()|0} bps Switching to level ${ar} @ ${ui|0} bps`),o.nextLoadLevel=o.nextAutoLevel=ar,this.clearTimer();const br=()=>{if(this.clearTimer(),this.fragCurrent===i&&this.hls.loadLevel===ar&&ar>0){const Wr=this.getStarvationDelay();if(this.warn(`Aborting inflight request ${ar>0?"and switching down":""} Fragment duration: ${i.duration.toFixed(3)} s - Time to underbuffer: ${Wr.toFixed(3)} s`),i.abortRequests(),this.fragCurrent=this.partCurrent=null,ar>U){let xr=this.findBestLevel(this.hls.levels[U].bitrate,U,ar,0,Wr,1,1);xr===-1&&(xr=U),this.hls.nextLoadLevel=this.hls.nextAutoLevel=xr,this.resetEstimator(this.hls.levels[xr].bitrate)}}};le||Di>Vi*2?br():this.timer=self.setInterval(br,Vi*1e3),o.trigger(v.FRAG_LOAD_EMERGENCY_ABORTED,{frag:i,part:s,stats:A})},this.hls=e,this.bwEstimator=this.initEstimator(),this.registerListeners()}resetEstimator(e){e&&(this.log(`setting initial bwe to ${e}`),this.hls.config.abrEwmaDefaultEstimate=e),this.firstSelection=-1,this.bwEstimator=this.initEstimator()}initEstimator(){const e=this.hls.config;return new x(e.abrEwmaSlowVoD,e.abrEwmaFastVoD,e.abrEwmaDefaultEstimate)}registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.FRAG_LOADING,this.onFragLoading,this),e.on(v.FRAG_LOADED,this.onFragLoaded,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this),e.on(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.MAX_AUTO_LEVEL_UPDATED,this.onMaxAutoLevelUpdated,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.FRAG_LOADING,this.onFragLoading,this),e.off(v.FRAG_LOADED,this.onFragLoaded,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this),e.off(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.MAX_AUTO_LEVEL_UPDATED,this.onMaxAutoLevelUpdated,this),e.off(v.ERROR,this.onError,this))}destroy(){this.unregisterListeners(),this.clearTimer(),this.hls=this._abandonRulesCheck=this.supportedCache=null,this.fragCurrent=this.partCurrent=null}onManifestLoading(e,t){this.lastLoadedFragLevel=-1,this.firstSelection=-1,this.lastLevelLoadSec=0,this.supportedCache={},this.fragCurrent=this.partCurrent=null,this.onLevelsUpdated(),this.clearTimer()}onLevelsUpdated(){this.lastLoadedFragLevel>-1&&this.fragCurrent&&(this.lastLoadedFragLevel=this.fragCurrent.level),this._nextAutoLevel=-1,this.onMaxAutoLevelUpdated(),this.codecTiers=null,this.audioTracksByGroup=null}onMaxAutoLevelUpdated(){this.firstSelection=-1,this.nextAutoLevelKey=""}onFragLoading(e,t){const n=t.frag;if(!this.ignoreFragment(n)){if(!n.bitrateTest){var i;this.fragCurrent=n,this.partCurrent=(i=t.part)!=null?i:null}this.clearTimer(),this.timer=self.setInterval(this._abandonRulesCheck,100)}}onLevelSwitching(e,t){this.clearTimer()}onError(e,t){if(!t.fatal)switch(t.details){case w.BUFFER_ADD_CODEC_ERROR:case w.BUFFER_APPEND_ERROR:this.lastLoadedFragLevel=-1,this.firstSelection=-1;break;case w.FRAG_LOAD_TIMEOUT:{const n=t.frag,{fragCurrent:i,partCurrent:s}=this;if(n&&i&&n.sn===i.sn&&n.level===i.level){const o=performance.now(),u=s?s.stats:n.stats,p=o-u.loading.start,h=u.loading.first?u.loading.first-u.loading.start:-1;if(u.loaded&&h>-1){const y=this.bwEstimator.getEstimateTTFB();this.bwEstimator.sample(p-Math.min(y,h),u.loaded)}else this.bwEstimator.sampleTTFB(p)}break}}}getTimeToLoadFrag(e,t,n,i){const s=e+n/t,o=i?e+this.lastLevelLoadSec:0;return s+o}onLevelLoaded(e,t){const n=this.hls.config,{loading:i}=t.stats,s=i.end-i.first;r(s)&&(this.lastLevelLoadSec=s/1e3),t.details.live?this.bwEstimator.update(n.abrEwmaSlowLive,n.abrEwmaFastLive):this.bwEstimator.update(n.abrEwmaSlowVoD,n.abrEwmaFastVoD),this.timer>-1&&this._abandonRulesCheck(t.levelInfo)}onFragLoaded(e,{frag:t,part:n}){const i=n?n.stats:t.stats;if(t.type===z.MAIN&&this.bwEstimator.sampleTTFB(i.loading.first-i.loading.start),!this.ignoreFragment(t)){if(this.clearTimer(),t.level===this._nextAutoLevel&&(this._nextAutoLevel=-1),this.firstSelection=-1,this.hls.config.abrMaxWithRealBitrate){const s=n?n.duration:t.duration,o=this.hls.levels[t.level],u=(o.loaded?o.loaded.bytes:0)+i.loaded,p=(o.loaded?o.loaded.duration:0)+s;o.loaded={bytes:u,duration:p},o.realBitrate=Math.round(8*u/p)}if(t.bitrateTest){const s={stats:i,frag:t,part:n,id:t.type};this.onFragBuffered(v.FRAG_BUFFERED,s),t.bitrateTest=!1}else this.lastLoadedFragLevel=t.level}}onFragBuffered(e,t){const{frag:n,part:i}=t,s=i!=null&&i.stats.loaded?i.stats:n.stats;if(s.aborted||this.ignoreFragment(n))return;const o=s.parsing.end-s.loading.start-Math.min(s.loading.first-s.loading.start,this.bwEstimator.getEstimateTTFB());this.bwEstimator.sample(o,s.loaded),s.bwEstimate=this.getBwEstimate(),n.bitrateTest?this.bitrateTestDelay=o/1e3:this.bitrateTestDelay=0}ignoreFragment(e){return e.type!==z.MAIN||e.sn==="initSegment"}clearTimer(){this.timer>-1&&(self.clearInterval(this.timer),this.timer=-1)}get firstAutoLevel(){const{maxAutoLevel:e,minAutoLevel:t}=this.hls,n=this.getBwEstimate(),i=this.hls.config.maxStarvationDelay,s=this.findBestLevel(n,t,e,0,i,1,1);if(s>-1)return s;const o=this.hls.firstLevel,u=Math.min(Math.max(o,t),e);return this.warn(`Could not find best starting auto level. Defaulting to first in playlist ${o} clamped to ${u}`),u}get forcedAutoLevel(){return this.nextAutoLevelKey?-1:this._nextAutoLevel}get nextAutoLevel(){const e=this.forcedAutoLevel,n=this.bwEstimator.canEstimate(),i=this.lastLoadedFragLevel>-1;if(e!==-1&&(!n||!i||this.nextAutoLevelKey===this.getAutoLevelKey()))return e;const s=n&&i?this.getNextABRAutoLevel():this.firstAutoLevel;if(e!==-1){const o=this.hls.levels;if(o.length>Math.max(e,s)&&o[e].loadError<=o[s].loadError)return e}return this._nextAutoLevel=s,this.nextAutoLevelKey=this.getAutoLevelKey(),s}getAutoLevelKey(){return`${this.getBwEstimate()}_${this.getStarvationDelay().toFixed(2)}`}getNextABRAutoLevel(){const{fragCurrent:e,partCurrent:t,hls:n}=this;if(n.levels.length<=1)return n.loadLevel;const{maxAutoLevel:i,config:s,minAutoLevel:o}=n,u=t?t.duration:e?e.duration:0,p=this.getBwEstimate(),h=this.getStarvationDelay();let A=s.abrBandWidthFactor,y=s.abrBandWidthUpFactor;if(h){const le=this.findBestLevel(p,o,i,h,0,A,y);if(le>=0)return this.rebufferNotice=-1,le}let C=u?Math.min(u,s.maxStarvationDelay):s.maxStarvationDelay;if(!h){const le=this.bitrateTestDelay;le&&(C=(u?Math.min(u,s.maxLoadingDelay):s.maxLoadingDelay)-le,this.info(`bitrate test took ${Math.round(1e3*le)}ms, set first fragment max fetchDuration to ${Math.round(1e3*C)} ms`),A=y=1)}const U=this.findBestLevel(p,o,i,h,C,A,y);if(this.rebufferNotice!==U&&(this.rebufferNotice=U,this.info(`${h?"rebuffering expected":"buffer is empty"}, optimal quality level ${U}`)),U>-1)return U;const Z=n.levels[o],ce=n.loadLevelObj;return ce&&(Z==null?void 0:Z.bitrate)=t;ai--){var Di;const Oi=Z[ai],yi=ai>y;if(!Oi)continue;if(Ze.useMediaCapabilities&&!Oi.supportedResult&&!Oi.supportedPromise){const xr=navigator.mediaCapabilities;typeof(xr==null?void 0:xr.decodingInfo)=="function"&&vt(Oi,on,xn,tn,e,An)?(Oi.supportedPromise=Y(Oi,on,xr,this.supportedCache),Oi.supportedPromise.then(Fr=>{if(!this.hls)return;Oi.supportedResult=Fr;const zs=this.hls.levels,Os=zs.indexOf(Oi);Fr.error?this.warn(`MediaCapabilities decodingInfo error: "${Fr.error}" for level ${Os} ${Ye(Fr)}`):Fr.supported?Fr.decodingInfoResults.some(aa=>aa.smooth===!1||aa.powerEfficient===!1)&&this.log(`MediaCapabilities decodingInfo for level ${Os} not smooth or powerEfficient: ${Ye(Fr)}`):(this.warn(`Unsupported MediaCapabilities decodingInfo result for level ${Os} ${Ye(Fr)}`),Os>-1&&zs.length>1&&(this.log(`Removing unsupported level ${Os}`),this.hls.removeLevel(Os),this.hls.loadLevel===-1&&(this.hls.nextLoadLevel=0)))}).catch(Fr=>{this.warn(`Error handling MediaCapabilities decodingInfo: ${Fr}`)})):Oi.supportedResult=ae}if((qt&&Oi.codecSet!==qt||xn&&Oi.videoRange!==xn||yi&&tn>Oi.frameRate||!yi&&tn>0&&tnxr.smooth===!1))&&(!Vt||ai!==zn)){ji.push(ai);continue}const Vi=Oi.details,ar=(U?Vi==null?void 0:Vi.partTarget:Vi==null?void 0:Vi.averagetargetduration)||gi;let ui;yi?ui=u*e:ui=o*e;const di=gi&&i>=gi*2&&s===0?Oi.averageBitrate:Oi.maxBitrate,br=this.getTimeToLoadFrag(Ni,ui,di*ar,Vi===void 0);if(ui>=di&&(ai===A||Oi.loadError===0&&Oi.fragmentError===0)&&(br<=Ni||!r(br)||_e&&!this.bitrateTestDelay||br${ai} adjustedbw(${Math.round(ui)})-bitrate=${Math.round(ui-di)} ttfb:${Ni.toFixed(1)} avgDuration:${ar.toFixed(1)} maxFetchDuration:${h.toFixed(1)} fetchDuration:${br.toFixed(1)} firstSelection:${Vt} codecSet:${Oi.codecSet} videoRange:${Oi.videoRange} hls.loadLevel:${le}`)),Vt&&(this.firstSelection=ai),ai}}return-1}set nextAutoLevel(e){const t=this.deriveNextAutoLevel(e);this._nextAutoLevel!==t&&(this.nextAutoLevelKey="",this._nextAutoLevel=t)}deriveNextAutoLevel(e){const{maxAutoLevel:t,minAutoLevel:n}=this.hls;return Math.min(Math.max(e,n),t)}}const vn={search:function(l,e){let t=0,n=l.length-1,i=null,s=null;for(;t<=n;){i=(t+n)/2|0,s=l[i];const o=e(s);if(o>0)t=i+1;else if(o<0)n=i-1;else return s}return null}};function bn(l,e,t){if(e===null||!Array.isArray(l)||!l.length||!r(e))return null;const n=l[0].programDateTime;if(e<(n||0))return null;const i=l[l.length-1].endProgramDateTime;if(e>=(i||0))return null;for(let s=0;s0&&u<15e-7&&(t+=15e-7),s&&l.level!==s.level&&s.end<=l.end&&(s=e[2+l.sn-e[0].sn]||null)}else t===0&&e[0].start===0&&(s=e[0]);if(s&&((!l||l.level===s.level)&&jn(t,n,s)===0||Pn(s,l,Math.min(i,n))))return s;const o=vn.search(e,jn.bind(null,t,n));return o&&(o!==l||!s)?o:s}function Pn(l,e,t){if(e&&e.start===0&&e.level0){const n=e.tagList.reduce((i,s)=>(s[0]==="INF"&&(i+=parseFloat(s[1])),i),t);return l.start<=n}return!1}function jn(l=0,e=0,t){if(t.start<=l&&t.start+t.duration>l)return 0;const n=Math.min(e,t.duration+(t.deltaPTS?t.deltaPTS:0));return t.start+t.duration-n<=l?1:t.start-n>l&&t.start?-1:0}function Hn(l,e,t){const n=Math.min(e,t.duration+(t.deltaPTS?t.deltaPTS:0))*1e3;return(t.endProgramDateTime||0)-n>l}function Ln(l,e,t){if(l&&l.startCC<=e&&l.endCC>=e){let n=l.fragments;const{fragmentHint:i}=l;i&&(n=n.concat(i));let s;return vn.search(n,o=>o.cce?-1:(s=o,o.end<=t?1:o.start>t?-1:0)),s||null}return null}function wn(l){switch(l.details){case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_TIMEOUT:case w.LEVEL_LOAD_TIMEOUT:case w.MANIFEST_LOAD_TIMEOUT:return!0}return!1}function ei(l){return l.details.startsWith("key")}function Jn(l){return ei(l)&&!!l.frag&&!l.frag.decryptdata}function Si(l,e){const t=wn(e);return l.default[`${t?"timeout":"error"}Retry`]}function ri(l,e){const t=l.backoff==="linear"?1:Math.pow(2,e);return Math.min(t*l.retryDelayMs,l.maxRetryDelayMs)}function pi(l){return ue(ue({},l),{errorRetry:null,timeoutRetry:null})}function fi(l,e,t,n){if(!l)return!1;const i=n==null?void 0:n.code,s=e499)}function Ti(l){return l===0&&navigator.onLine===!1}var Yn={DoNothing:0,SendEndCallback:1,SendAlternateToPenaltyBox:2,RemoveAlternatePermanently:3,InsertDiscontinuity:4,RetryRequest:5},gn={None:0,MoveAllAlternatesMatchingHost:1,MoveAllAlternatesMatchingHDCP:2,MoveAllAlternatesMatchingKey:4,SwitchToSDR:8};class Lt extends We{constructor(e){super("error-controller",e.logger),this.hls=void 0,this.playlistError=0,this.hls=e,this.registerListeners()}registerListeners(){const e=this.hls;e.on(v.ERROR,this.onError,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this)}unregisterListeners(){const e=this.hls;e&&(e.off(v.ERROR,this.onError,this),e.off(v.ERROR,this.onErrorOut,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this))}destroy(){this.unregisterListeners(),this.hls=null}startLoad(e){}stopLoad(){this.playlistError=0}getVariantLevelIndex(e){return(e==null?void 0:e.type)===z.MAIN?e.level:this.getVariantIndex()}getVariantIndex(){var e;const t=this.hls,n=t.currentLevel;return(e=t.loadLevelObj)!=null&&e.details||n===-1?t.loadLevel:n}variantHasKey(e,t){if(e){var n;if((n=e.details)!=null&&n.hasKey(t))return!0;const i=e.audioGroups;if(i)return this.hls.allAudioTracks.filter(o=>i.indexOf(o.groupId)>=0).some(o=>{var u;return(u=o.details)==null?void 0:u.hasKey(t)})}return!1}onManifestLoading(){this.playlistError=0}onLevelUpdated(){this.playlistError=0}onError(e,t){var n;if(t.fatal)return;const i=this.hls,s=t.context;switch(t.details){case w.FRAG_LOAD_ERROR:case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_ERROR:case w.KEY_LOAD_TIMEOUT:t.errorAction=this.getFragRetryOrSwitchAction(t);return;case w.FRAG_PARSING_ERROR:if((n=t.frag)!=null&&n.gap){t.errorAction=$t();return}case w.FRAG_GAP:case w.FRAG_DECRYPT_ERROR:{t.errorAction=this.getFragRetryOrSwitchAction(t),t.errorAction.action=Yn.SendAlternateToPenaltyBox;return}case w.LEVEL_EMPTY_ERROR:case w.LEVEL_PARSING_ERROR:{var o;const p=t.parent===z.MAIN?t.level:i.loadLevel;t.details===w.LEVEL_EMPTY_ERROR&&((o=t.context)!=null&&(o=o.levelDetails)!=null&&o.live)?t.errorAction=this.getPlaylistRetryOrSwitchAction(t,p):(t.levelRetry=!1,t.errorAction=this.getLevelSwitchAction(t,p))}return;case w.LEVEL_LOAD_ERROR:case w.LEVEL_LOAD_TIMEOUT:typeof(s==null?void 0:s.level)=="number"&&(t.errorAction=this.getPlaylistRetryOrSwitchAction(t,s.level));return;case w.AUDIO_TRACK_LOAD_ERROR:case w.AUDIO_TRACK_LOAD_TIMEOUT:case w.SUBTITLE_LOAD_ERROR:case w.SUBTITLE_TRACK_LOAD_TIMEOUT:if(s){const p=i.loadLevelObj;if(p&&(s.type===q.AUDIO_TRACK&&p.hasAudioGroup(s.groupId)||s.type===q.SUBTITLE_TRACK&&p.hasSubtitleGroup(s.groupId))){t.errorAction=this.getPlaylistRetryOrSwitchAction(t,i.loadLevel),t.errorAction.action=Yn.SendAlternateToPenaltyBox,t.errorAction.flags=gn.MoveAllAlternatesMatchingHost;return}}return;case w.KEY_SYSTEM_STATUS_OUTPUT_RESTRICTED:t.errorAction={action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingHDCP};return;case w.KEY_SYSTEM_SESSION_UPDATE_FAILED:case w.KEY_SYSTEM_STATUS_INTERNAL_ERROR:case w.KEY_SYSTEM_NO_SESSION:t.errorAction={action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingKey};return;case w.BUFFER_ADD_CODEC_ERROR:case w.REMUX_ALLOC_ERROR:case w.BUFFER_APPEND_ERROR:if(!t.errorAction){var u;t.errorAction=this.getLevelSwitchAction(t,(u=t.level)!=null?u:i.loadLevel)}return;case w.INTERNAL_EXCEPTION:case w.BUFFER_APPENDING_ERROR:case w.BUFFER_FULL_ERROR:case w.LEVEL_SWITCH_ERROR:case w.BUFFER_STALLED_ERROR:case w.BUFFER_SEEK_OVER_HOLE:case w.BUFFER_NUDGE_ON_STALL:t.errorAction=$t();return}t.type===te.KEY_SYSTEM_ERROR&&(t.levelRetry=!1,t.errorAction=$t())}getPlaylistRetryOrSwitchAction(e,t){const n=this.hls,i=Si(n.config.playlistLoadPolicy,e),s=this.playlistError++;if(fi(i,s,wn(e),e.response))return{action:Yn.RetryRequest,flags:gn.None,retryConfig:i,retryCount:s};const u=this.getLevelSwitchAction(e,t);return i&&(u.retryConfig=i,u.retryCount=s),u}getFragRetryOrSwitchAction(e){const t=this.hls,n=this.getVariantLevelIndex(e.frag),i=t.levels[n],{fragLoadPolicy:s,keyLoadPolicy:o}=t.config,u=Si(ei(e)?o:s,e),p=t.levels.reduce((A,y)=>A+y.fragmentError,0);if(i&&(e.details!==w.FRAG_GAP&&i.fragmentError++,!Jn(e)&&fi(u,p,wn(e),e.response)))return{action:Yn.RetryRequest,flags:gn.None,retryConfig:u,retryCount:p};const h=this.getLevelSwitchAction(e,n);return u&&(h.retryConfig=u,h.retryCount=p),h}getLevelSwitchAction(e,t){const n=this.hls;t==null&&(t=n.loadLevel);const i=this.hls.levels[t];if(i){var s,o;const h=e.details;i.loadError++,h===w.BUFFER_APPEND_ERROR&&i.fragmentError++;let A=-1;const{levels:y,loadLevel:C,minAutoLevel:U,maxAutoLevel:Z}=n;!n.autoLevelEnabled&&!n.config.preserveManualLevelOnError&&(n.loadLevel=-1);const ce=(s=e.frag)==null?void 0:s.type,Ze=(ce===z.AUDIO&&h===w.FRAG_PARSING_ERROR||e.sourceBufferName==="audio"&&(h===w.BUFFER_ADD_CODEC_ERROR||h===w.BUFFER_APPEND_ERROR))&&y.some(({audioCodec:xn})=>i.audioCodec!==xn),_e=e.sourceBufferName==="video"&&(h===w.BUFFER_ADD_CODEC_ERROR||h===w.BUFFER_APPEND_ERROR)&&y.some(({codecSet:xn,audioCodec:tn})=>i.codecSet!==xn&&i.audioCodec===tn),{type:Vt,groupId:qt}=(o=e.context)!=null?o:{};for(let xn=y.length;xn--;){const tn=(xn+C)%y.length;if(tn!==C&&tn>=U&&tn<=Z&&y[tn].loadError===0){var u,p;const An=y[tn];if(h===w.FRAG_GAP&&ce===z.MAIN&&e.frag){const pn=y[tn].details;if(pn){const on=Un(e.frag,pn.fragments,e.frag.start);if(on!=null&&on.gap)continue}}else{if(Vt===q.AUDIO_TRACK&&An.hasAudioGroup(qt)||Vt===q.SUBTITLE_TRACK&&An.hasSubtitleGroup(qt))continue;if(ce===z.AUDIO&&(u=i.audioGroups)!=null&&u.some(pn=>An.hasAudioGroup(pn))||ce===z.SUBTITLE&&(p=i.subtitleGroups)!=null&&p.some(pn=>An.hasSubtitleGroup(pn))||Ze&&i.audioCodec===An.audioCodec||_e&&i.codecSet===An.codecSet||!Ze&&i.codecSet!==An.codecSet)continue}A=tn;break}}if(A>-1&&n.loadLevel!==A)return e.levelRetry=!0,this.playlistError=0,{action:Yn.SendAlternateToPenaltyBox,flags:gn.None,nextAutoLevel:A}}return{action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingHost}}onErrorOut(e,t){var n;switch((n=t.errorAction)==null?void 0:n.action){case Yn.DoNothing:break;case Yn.SendAlternateToPenaltyBox:this.sendAlternateToPenaltyBox(t),!t.errorAction.resolved&&t.details!==w.FRAG_GAP?t.fatal=!0:/MediaSource readyState: ended/.test(t.error.message)&&(this.warn(`MediaSource ended after "${t.sourceBufferName}" sourceBuffer append error. Attempting to recover from media error.`),this.hls.recoverMediaError());break;case Yn.RetryRequest:break}if(t.fatal){this.hls.stopLoad();return}}sendAlternateToPenaltyBox(e){const t=this.hls,n=e.errorAction;if(!n)return;const{flags:i}=n,s=n.nextAutoLevel;switch(i){case gn.None:this.switchLevel(e,s);break;case gn.MoveAllAlternatesMatchingHDCP:{const p=this.getVariantLevelIndex(e.frag),h=t.levels[p],A=h==null?void 0:h.attrs["HDCP-LEVEL"];if(n.hdcpLevel=A,A==="NONE")this.warn("HDCP policy resticted output with HDCP-LEVEL=NONE");else if(A){t.maxHdcpLevel=P[P.indexOf(A)-1],n.resolved=!0,this.warn(`Restricting playback to HDCP-LEVEL of "${t.maxHdcpLevel}" or lower`);break}}case gn.MoveAllAlternatesMatchingKey:{const p=e.decryptdata;if(p){const h=this.hls.levels,A=h.length;for(let C=A;C--;)if(this.variantHasKey(h[C],p)){var o,u;this.log(`Banned key found in level ${C} (${h[C].bitrate}bps) or audio group "${(o=h[C].audioGroups)==null?void 0:o.join(",")}" (${(u=e.frag)==null?void 0:u.type} fragment) ${Te(p.keyId||[])}`),h[C].fragmentError++,h[C].loadError++,this.log(`Removing level ${C} with key error (${e.error})`),this.hls.removeLevel(C)}const y=e.frag;if(this.hls.levels.length{const p=this.fragments[u];if(!p||o>=p.body.sn)return;if(!p.buffered&&(!p.loaded||s)){p.body.type===n&&this.removeFragment(p.body);return}const h=p.range[e];if(h){if(h.time.length===0){this.removeFragment(p.body);return}h.time.some(A=>{const y=!this.isTimeBuffered(A.startPTS,A.endPTS,t);return y&&this.removeFragment(p.body),y})}})}detectPartialFragments(e){const t=this.timeRanges;if(!t||e.frag.sn==="initSegment")return;const n=e.frag,i=si(n),s=this.fragments[i];if(!s||s.buffered&&n.gap)return;const o=!n.relurl;Object.keys(t).forEach(u=>{const p=n.elementaryStreams[u];if(!p)return;const h=t[u],A=o||p.partial===!0;s.range[u]=this.getBufferedTimes(n,e.part,A,h)}),s.loaded=null,Object.keys(s.range).length?(this.bufferedEnd(s,n),Qn(s)||this.removeParts(n.sn-1,n.type)):this.removeFragment(s.body)}bufferedEnd(e,t){e.buffered=!0,(e.body.endList=t.endList||e.body.endList)&&(this.endListFragments[e.body.type]=e)}removeParts(e,t){const n=this.activePartLists[t];n&&(this.activePartLists[t]=ti(n,i=>i.fragment.sn>=e))}fragBuffered(e,t){const n=si(e);let i=this.fragments[n];!i&&t&&(i=this.fragments[n]={body:e,appendedPTS:null,loaded:null,buffered:!1,range:Object.create(null)},e.gap&&(this.hasGaps=!0)),i&&(i.loaded=null,this.bufferedEnd(i,e))}getBufferedTimes(e,t,n,i){const s={time:[],partial:n},o=e.start,u=e.end,p=e.minEndPTS||u,h=e.maxStartPTS||o;for(let A=0;A=y&&p<=C){s.time.push({startPTS:Math.max(o,i.start(A)),endPTS:Math.min(u,i.end(A))});break}else if(oy){const U=Math.max(o,i.start(A)),Z=Math.min(u,i.end(A));Z>U&&(s.partial=!0,s.time.push({startPTS:U,endPTS:Z}))}else if(u<=y)break}return s}getPartialFragment(e){let t=null,n,i,s,o=0;const{bufferPadding:u,fragments:p}=this;return Object.keys(p).forEach(h=>{const A=p[h];A&&Qn(A)&&(i=A.body.start-u,s=A.body.end+u,e>=i&&e<=s&&(n=Math.min(e-i,s-e),o<=n&&(t=A.body,o=n)))}),t}isEndListAppended(e){const t=this.endListFragments[e];return t!==void 0&&(t.buffered||Qn(t))}getState(e){const t=si(e),n=this.fragments[t];return n?n.buffered?Qn(n)?Cn.PARTIAL:Cn.OK:Cn.APPENDING:Cn.NOT_LOADED}isTimeBuffered(e,t,n){let i,s;for(let o=0;o=i&&t<=s)return!0;if(t<=i)return!1}return!1}onManifestLoading(){this.removeAllFragments()}onFragLoaded(e,t){if(t.frag.sn==="initSegment"||t.frag.bitrateTest)return;const n=t.frag,i=t.part?null:t,s=si(n);this.fragments[s]={body:n,appendedPTS:null,loaded:i,buffered:!1,range:Object.create(null)}}onBufferAppended(e,t){const{frag:n,part:i,timeRanges:s,type:o}=t;if(n.sn==="initSegment")return;const u=n.type;if(i){let h=this.activePartLists[u];h||(this.activePartLists[u]=h=[]),h.push(i)}this.timeRanges=s;const p=s[o];this.detectEvictedFragments(o,p,u,i)}onFragBuffered(e,t){this.detectPartialFragments(t)}hasFragment(e){const t=si(e);return!!this.fragments[t]}hasFragments(e){const{fragments:t}=this,n=Object.keys(t);if(!e)return n.length>0;for(let i=n.length;i--;){const s=t[n[i]];if((s==null?void 0:s.body.type)===e)return!0}return!1}hasParts(e){var t;return!!((t=this.activePartLists[e])!=null&&t.length)}removeFragmentsInRange(e,t,n,i,s){i&&!this.hasGaps||Object.keys(this.fragments).forEach(o=>{const u=this.fragments[o];if(!u)return;const p=u.body;p.type!==n||i&&!p.gap||p.starte&&(u.buffered||s)&&this.removeFragment(p)})}removeFragment(e){const t=si(e);e.clearElementaryStreamInfo();const n=this.activePartLists[e.type];if(n){const i=e.sn;this.activePartLists[e.type]=ti(n,s=>s.fragment.sn!==i)}delete this.fragments[t],e.endList&&delete this.endListFragments[e.type]}removeAllFragments(){var e;this.fragments=Object.create(null),this.endListFragments=Object.create(null),this.activePartLists=Object.create(null),this.hasGaps=!1;const t=(e=this.hls)==null||(e=e.latestLevelDetails)==null?void 0:e.partList;t&&t.forEach(n=>n.clearElementaryStreamInfo())}}function Qn(l){var e,t,n;return l.buffered&&!!(l.body.gap||(e=l.range.video)!=null&&e.partial||(t=l.range.audio)!=null&&t.partial||(n=l.range.audiovideo)!=null&&n.partial)}function si(l){return`${l.type}_${l.level}_${l.sn}`}function ti(l,e){return l.filter(t=>{const n=e(t);return n||t.clearElementaryStreamInfo(),n})}var Xn={cbc:0,ctr:1};class oi{constructor(e,t,n){this.subtle=void 0,this.aesIV=void 0,this.aesMode=void 0,this.subtle=e,this.aesIV=t,this.aesMode=n}decrypt(e,t){switch(this.aesMode){case Xn.cbc:return this.subtle.decrypt({name:"AES-CBC",iv:this.aesIV},t,e);case Xn.ctr:return this.subtle.decrypt({name:"AES-CTR",counter:this.aesIV,length:64},t,e);default:throw new Error(`[AESCrypto] invalid aes mode ${this.aesMode}`)}}}function Bi(l){const e=l.byteLength,t=e&&new DataView(l.buffer).getUint8(e-1);return t?l.slice(0,e-t):l}class hr{constructor(){this.rcon=[0,1,2,4,8,16,32,64,128,27,54],this.subMix=[new Uint32Array(256),new Uint32Array(256),new Uint32Array(256),new Uint32Array(256)],this.invSubMix=[new Uint32Array(256),new Uint32Array(256),new Uint32Array(256),new Uint32Array(256)],this.sBox=new Uint32Array(256),this.invSBox=new Uint32Array(256),this.key=new Uint32Array(0),this.ksRows=0,this.keySize=0,this.keySchedule=void 0,this.invKeySchedule=void 0,this.initTable()}uint8ArrayToUint32Array_(e){const t=new DataView(e),n=new Uint32Array(4);for(let i=0;i<4;i++)n[i]=t.getUint32(i*4);return n}initTable(){const e=this.sBox,t=this.invSBox,n=this.subMix,i=n[0],s=n[1],o=n[2],u=n[3],p=this.invSubMix,h=p[0],A=p[1],y=p[2],C=p[3],U=new Uint32Array(256);let Z=0,ce=0,le=0;for(le=0;le<256;le++)le<128?U[le]=le<<1:U[le]=le<<1^283;for(le=0;le<256;le++){let Ze=ce^ce<<1^ce<<2^ce<<3^ce<<4;Ze=Ze>>>8^Ze&255^99,e[Z]=Ze,t[Ze]=Z;const Xe=U[Z],_e=U[Xe],Vt=U[_e];let qt=U[Ze]*257^Ze*16843008;i[Z]=qt<<24|qt>>>8,s[Z]=qt<<16|qt>>>16,o[Z]=qt<<8|qt>>>24,u[Z]=qt,qt=Vt*16843009^_e*65537^Xe*257^Z*16843008,h[Ze]=qt<<24|qt>>>8,A[Ze]=qt<<16|qt>>>16,y[Ze]=qt<<8|qt>>>24,C[Ze]=qt,Z?(Z=Xe^U[U[U[Vt^Xe]]],ce^=U[U[ce]]):Z=ce=1}}expandKey(e){const t=this.uint8ArrayToUint32Array_(e);let n=!0,i=0;for(;i{const u=ArrayBuffer.isView(e)?e:new Uint8Array(e);this.softwareDecrypt(u,t,n,i);const p=this.flush();p?s(p.buffer):o(new Error("[softwareDecrypt] Failed to decrypt data"))}):this.webCryptoDecrypt(new Uint8Array(e),t,n,i)}softwareDecrypt(e,t,n,i){const{currentIV:s,currentResult:o,remainderData:u}=this;if(i!==Xn.cbc||t.byteLength!==16)return Me.warn("SoftwareDecrypt: can only handle AES-128-CBC"),null;this.logOnce("JS AES decrypt"),u&&(e=nt(u,e),this.remainderData=null);const p=this.getValidChunk(e);if(!p.length)return null;s&&(n=s);let h=this.softwareDecrypter;h||(h=this.softwareDecrypter=new hr),h.expandKey(t);const A=o;return this.currentResult=h.decrypt(p.buffer,0,n),this.currentIV=p.slice(-16).buffer,A||null}webCryptoDecrypt(e,t,n,i){if(this.key!==t||!this.fastAesKey){if(!this.subtle)return Promise.resolve(this.onWebCryptoError(e,t,n,i));this.key=t,this.fastAesKey=new or(this.subtle,t,i)}return this.fastAesKey.expandKey().then(s=>this.subtle?(this.logOnce("WebCrypto AES decrypt"),new oi(this.subtle,new Uint8Array(n),i).decrypt(e.buffer,s)):Promise.reject(new Error("web crypto not initialized"))).catch(s=>(Me.warn(`[decrypter]: WebCrypto Error, disable WebCrypto API, ${s.name}: ${s.message}`),this.onWebCryptoError(e,t,n,i)))}onWebCryptoError(e,t,n,i){const s=this.enableSoftwareAES;if(s){this.useSoftware=!0,this.logEnabled=!0,this.softwareDecrypt(e,t,n,i);const o=this.flush();if(o)return o.buffer}throw new Error("WebCrypto"+(s?" and softwareDecrypt":"")+": failed to decrypt data")}getValidChunk(e){let t=e;const n=e.length-e.length%lr;return n!==e.length&&(t=e.slice(0,n),this.remainderData=e.slice(n)),t}logOnce(e){this.logEnabled&&(Me.log(`[decrypter]: ${e}`),this.logEnabled=!1)}}const gr=Math.pow(2,17);class Ji{constructor(e){this.config=void 0,this.loader=null,this.partLoadTimeout=-1,this.config=e}destroy(){this.loader&&(this.loader.destroy(),this.loader=null)}abort(){this.loader&&this.loader.abort()}load(e,t){const n=e.url;if(!n)return Promise.reject(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,error:new Error(`Fragment does not have a ${n?"part list":"url"}`),networkDetails:null}));this.abort();const i=this.config,s=i.fLoader,o=i.loader;return new Promise((u,p)=>{if(this.loader&&this.loader.destroy(),e.gap)if(e.tagList.some(Z=>Z[0]==="GAP")){p(cr(e));return}else e.gap=!1;const h=this.loader=s?new s(i):new o(i),A=Zi(e);e.loader=h;const y=pi(i.fragLoadPolicy.default),C={loadPolicy:y,timeout:y.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0,highWaterMark:e.sn==="initSegment"?1/0:gr};e.stats=h.stats;const U={onSuccess:(Z,ce,le,Ze)=>{this.resetLoader(e,h);let Xe=Z.data;le.resetIV&&e.decryptdata&&(e.decryptdata.iv=new Uint8Array(Xe.slice(0,16)),Xe=Xe.slice(16)),u({frag:e,part:null,payload:Xe,networkDetails:Ze})},onError:(Z,ce,le,Ze)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,response:ue({url:n,data:void 0},Z),error:new Error(`HTTP Error ${Z.code} ${Z.text}`),networkDetails:le,stats:Ze}))},onAbort:(Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.INTERNAL_ABORTED,fatal:!1,frag:e,error:new Error("Aborted"),networkDetails:le,stats:Z}))},onTimeout:(Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_TIMEOUT,fatal:!1,frag:e,error:new Error(`Timeout after ${C.timeout}ms`),networkDetails:le,stats:Z}))}};t&&(U.onProgress=(Z,ce,le,Ze)=>t({frag:e,part:null,payload:le,networkDetails:Ze})),h.load(A,C,U)})}loadPart(e,t,n){this.abort();const i=this.config,s=i.fLoader,o=i.loader;return new Promise((u,p)=>{if(this.loader&&this.loader.destroy(),e.gap||t.gap){p(cr(e,t));return}const h=this.loader=s?new s(i):new o(i),A=Zi(e,t);e.loader=h;const y=pi(i.fragLoadPolicy.default),C={loadPolicy:y,timeout:y.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0,highWaterMark:gr};t.stats=h.stats,h.load(A,C,{onSuccess:(U,Z,ce,le)=>{this.resetLoader(e,h),this.updateStatsFromPart(e,t);const Ze={frag:e,part:t,payload:U.data,networkDetails:le};n(Ze),u(Ze)},onError:(U,Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,part:t,response:ue({url:A.url,data:void 0},U),error:new Error(`HTTP Error ${U.code} ${U.text}`),networkDetails:ce,stats:le}))},onAbort:(U,Z,ce)=>{e.stats.aborted=t.stats.aborted,this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.INTERNAL_ABORTED,fatal:!1,frag:e,part:t,error:new Error("Aborted"),networkDetails:ce,stats:U}))},onTimeout:(U,Z,ce)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_TIMEOUT,fatal:!1,frag:e,part:t,error:new Error(`Timeout after ${C.timeout}ms`),networkDetails:ce,stats:U}))}})})}updateStatsFromPart(e,t){const n=e.stats,i=t.stats,s=i.total;if(n.loaded+=i.loaded,s){const p=Math.round(e.duration/t.duration),h=Math.min(Math.round(n.loaded/s),p),y=(p-h)*Math.round(n.loaded/h);n.total=n.loaded+y}else n.total=Math.max(n.loaded,n.total);const o=n.loading,u=i.loading;o.start?o.first+=u.first-u.start:(o.start=u.start,o.first=u.first),o.end=u.end}resetLoader(e,t){e.loader=null,this.loader===t&&(self.clearTimeout(this.partLoadTimeout),this.loader=null),t.destroy()}}function Zi(l,e=null){const t=e||l,n={frag:l,part:e,responseType:"arraybuffer",url:t.url,headers:{},rangeStart:0,rangeEnd:0},i=t.byteRangeStartOffset,s=t.byteRangeEndOffset;if(r(i)&&r(s)){var o;let u=i,p=s;if(l.sn==="initSegment"&&Nr((o=l.decryptdata)==null?void 0:o.method)){const h=s-i;h%16&&(p=s+(16-h%16)),i!==0&&(n.resetIV=!0,u=i-16)}n.rangeStart=u,n.rangeEnd=p}return n}function cr(l,e){const t=new Error(`GAP ${l.gap?"tag":"attribute"} found`),n={type:te.MEDIA_ERROR,details:w.FRAG_GAP,fatal:!1,frag:l,error:t,networkDetails:null};return e&&(n.part=e),(e||l).stats.aborted=!0,new vi(n)}function Nr(l){return l==="AES-128"||l==="AES-256"}class vi extends Error{constructor(e){super(e.error.message),this.data=void 0,this.data=e}}class Br extends We{constructor(e,t){super(e,t),this._boundTick=void 0,this._tickTimer=null,this._tickInterval=null,this._tickCallCount=0,this._boundTick=this.tick.bind(this)}destroy(){this.onHandlerDestroying(),this.onHandlerDestroyed()}onHandlerDestroying(){this.clearNextTick(),this.clearInterval()}onHandlerDestroyed(){}hasInterval(){return!!this._tickInterval}hasNextTick(){return!!this._tickTimer}setInterval(e){return this._tickInterval?!1:(this._tickCallCount=0,this._tickInterval=self.setInterval(this._boundTick,e),!0)}clearInterval(){return this._tickInterval?(self.clearInterval(this._tickInterval),this._tickInterval=null,!0):!1}clearNextTick(){return this._tickTimer?(self.clearTimeout(this._tickTimer),this._tickTimer=null,!0):!1}tick(){this._tickCallCount++,this._tickCallCount===1&&(this.doTick(),this._tickCallCount>1&&this.tickImmediate(),this._tickCallCount=0)}tickImmediate(){this.clearNextTick(),this._tickTimer=self.setTimeout(this._boundTick,0)}doTick(){}}class Mr{constructor(e,t,n,i=0,s=-1,o=!1){this.level=void 0,this.sn=void 0,this.part=void 0,this.id=void 0,this.size=void 0,this.partial=void 0,this.transmuxing=Tr(),this.buffering={audio:Tr(),video:Tr(),audiovideo:Tr()},this.level=e,this.sn=t,this.id=n,this.size=i,this.part=s,this.partial=o}}function Tr(){return{start:0,executeStart:0,executeEnd:0,end:0}}const bi={length:0,start:()=>0,end:()=>0};class Wn{static isBuffered(e,t){if(e){const n=Wn.getBuffered(e);for(let i=n.length;i--;)if(t>=n.start(i)&&t<=n.end(i))return!0}return!1}static bufferedRanges(e){if(e){const t=Wn.getBuffered(e);return Wn.timeRangesToArray(t)}return[]}static timeRangesToArray(e){const t=[];for(let n=0;n1&&e.sort((A,y)=>A.start-y.start||y.end-A.end);let i=-1,s=[];if(n)for(let A=0;A=e[A].start&&t<=e[A].end&&(i=A);const y=s.length;if(y){const C=s[y-1].end;e[A].start-CC&&(s[y-1].end=e[A].end):s.push(e[A])}else s.push(e[A])}else s=e;let o=0,u,p=t,h=t;for(let A=0;A=y&&t<=C&&(i=A),t+n>=y&&t{const i=n.substring(2,n.length-1),s=t==null?void 0:t[i];return s===void 0?(l.playlistParsingError||(l.playlistParsingError=new Error(`Missing preceding EXT-X-DEFINE tag for Variable Reference: "${i}"`)),n):s})}return e}function vs(l,e,t){let n=l.variableList;n||(l.variableList=n={});let i,s;if("QUERYPARAM"in e){i=e.QUERYPARAM;try{const o=new self.URL(t).searchParams;if(o.has(i))s=o.get(i);else throw new Error(`"${i}" does not match any query parameter in URI: "${t}"`)}catch(o){l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE QUERYPARAM: ${o.message}`))}}else i=e.NAME,s=e.VALUE;i in n?l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE duplicate Variable Name declarations: "${i}"`)):n[i]=s||""}function Lr(l,e,t){const n=e.IMPORT;if(t&&n in t){let i=l.variableList;i||(l.variableList=i={}),i[n]=t[n]}else l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE IMPORT attribute not found in Multivariant Playlist: "${n}"`))}const rs=/^(\d+)x(\d+)$/,Qr=/(.+?)=(".*?"|.*?)(?:,|$)/g;class dr{constructor(e,t){typeof e=="string"&&(e=dr.parseAttrList(e,t)),ee(this,e)}get clientAttrs(){return Object.keys(this).filter(e=>e.substring(0,2)==="X-")}decimalInteger(e){const t=parseInt(this[e],10);return t>Number.MAX_SAFE_INTEGER?1/0:t}hexadecimalInteger(e){if(this[e]){let t=(this[e]||"0x").slice(2);t=(t.length&1?"0":"")+t;const n=new Uint8Array(t.length/2);for(let i=0;iNumber.MAX_SAFE_INTEGER?1/0:t}decimalFloatingPoint(e){return parseFloat(this[e])}optionalFloat(e,t){const n=this[e];return n?parseFloat(n):t}enumeratedString(e){return this[e]}enumeratedStringList(e,t){const n=this[e];return(n?n.split(/[ ,]+/):[]).reduce((i,s)=>(i[s.toLowerCase()]=!0,i),t)}bool(e){return this[e]==="YES"}decimalResolution(e){const t=rs.exec(this[e]);if(t!==null)return{width:parseInt(t[1],10),height:parseInt(t[2],10)}}static parseAttrList(e,t){let n;const i={},s='"';for(Qr.lastIndex=0;(n=Qr.exec(e))!==null;){const o=n[1].trim();let u=n[2];const p=u.indexOf(s)===0&&u.lastIndexOf(s)===u.length-1;let h=!1;if(p)u=u.slice(1,-1);else switch(o){case"IV":case"SCTE35-CMD":case"SCTE35-IN":case"SCTE35-OUT":h=!0}if(t&&(p||h))u=Kr(t,u);else if(!h&&!p)switch(o){case"CLOSED-CAPTIONS":if(u==="NONE")break;case"ALLOWED-CPC":case"CLASS":case"ASSOC-LANGUAGE":case"AUDIO":case"BYTERANGE":case"CHANNELS":case"CHARACTERISTICS":case"CODECS":case"DATA-ID":case"END-DATE":case"GROUP-ID":case"ID":case"IMPORT":case"INSTREAM-ID":case"KEYFORMAT":case"KEYFORMATVERSIONS":case"LANGUAGE":case"NAME":case"PATHWAY-ID":case"QUERYPARAM":case"RECENTLY-REMOVED-DATERANGES":case"SERVER-URI":case"STABLE-RENDITION-ID":case"STABLE-VARIANT-ID":case"START-DATE":case"SUBTITLES":case"SUPPLEMENTAL-CODECS":case"URI":case"VALUE":case"VIDEO":case"X-ASSET-LIST":case"X-ASSET-URI":Me.warn(`${e}: attribute ${o} is missing quotes`)}i[o]=u}return i}}const Rr="com.apple.hls.interstitial";function Jr(l){return l!=="ID"&&l!=="CLASS"&&l!=="CUE"&&l!=="START-DATE"&&l!=="DURATION"&&l!=="END-DATE"&&l!=="END-ON-NEXT"}function Er(l){return l==="SCTE35-OUT"||l==="SCTE35-IN"||l==="SCTE35-CMD"}class Xi{constructor(e,t,n=0){var i;if(this.attr=void 0,this.tagAnchor=void 0,this.tagOrder=void 0,this._startDate=void 0,this._endDate=void 0,this._dateAtEnd=void 0,this._cue=void 0,this._badValueForSameId=void 0,this.tagAnchor=(t==null?void 0:t.tagAnchor)||null,this.tagOrder=(i=t==null?void 0:t.tagOrder)!=null?i:n,t){const s=t.attr;for(const o in s)if(Object.prototype.hasOwnProperty.call(e,o)&&e[o]!==s[o]){Me.warn(`DATERANGE tag attribute: "${o}" does not match for tags with ID: "${e.ID}"`),this._badValueForSameId=o;break}e=ee(new dr({}),s,e)}if(this.attr=e,t?(this._startDate=t._startDate,this._cue=t._cue,this._endDate=t._endDate,this._dateAtEnd=t._dateAtEnd):this._startDate=new Date(e["START-DATE"]),"END-DATE"in this.attr){const s=(t==null?void 0:t.endDate)||new Date(this.attr["END-DATE"]);r(s.getTime())&&(this._endDate=s)}}get id(){return this.attr.ID}get class(){return this.attr.CLASS}get cue(){const e=this._cue;return e===void 0?this._cue=this.attr.enumeratedStringList(this.attr.CUE?"CUE":"X-CUE",{pre:!1,post:!1,once:!1}):e}get startTime(){const{tagAnchor:e}=this;return e===null||e.programDateTime===null?(Me.warn(`Expected tagAnchor Fragment with PDT set for DateRange "${this.id}": ${e}`),NaN):e.start+(this.startDate.getTime()-e.programDateTime)/1e3}get startDate(){return this._startDate}get endDate(){const e=this._endDate||this._dateAtEnd;if(e)return e;const t=this.duration;return t!==null?this._dateAtEnd=new Date(this._startDate.getTime()+t*1e3):null}get duration(){if("DURATION"in this.attr){const e=this.attr.decimalFloatingPoint("DURATION");if(r(e))return e}else if(this._endDate)return(this._endDate.getTime()-this._startDate.getTime())/1e3;return null}get plannedDuration(){return"PLANNED-DURATION"in this.attr?this.attr.decimalFloatingPoint("PLANNED-DURATION"):null}get endOnNext(){return this.attr.bool("END-ON-NEXT")}get isInterstitial(){return this.class===Rr}get isValid(){return!!this.id&&!this._badValueForSameId&&r(this.startDate.getTime())&&(this.duration===null||this.duration>=0)&&(!this.endOnNext||!!this.class)&&(!this.attr.CUE||!this.cue.pre&&!this.cue.post||this.cue.pre!==this.cue.post)&&(!this.isInterstitial||"X-ASSET-URI"in this.attr||"X-ASSET-LIST"in this.attr)}}const Cr=10;class vr{constructor(e){this.PTSKnown=!1,this.alignedSliding=!1,this.averagetargetduration=void 0,this.endCC=0,this.endSN=0,this.fragments=void 0,this.fragmentHint=void 0,this.partList=null,this.dateRanges=void 0,this.dateRangeTagCount=0,this.live=!0,this.requestScheduled=-1,this.ageHeader=0,this.advancedDateTime=void 0,this.updated=!0,this.advanced=!0,this.misses=0,this.startCC=0,this.startSN=0,this.startTimeOffset=null,this.targetduration=0,this.totalduration=0,this.type=null,this.url=void 0,this.m3u8="",this.version=null,this.canBlockReload=!1,this.canSkipUntil=0,this.canSkipDateRanges=!1,this.skippedSegments=0,this.recentlyRemovedDateranges=void 0,this.partHoldBack=0,this.holdBack=0,this.partTarget=0,this.preloadHint=void 0,this.renditionReports=void 0,this.tuneInGoal=0,this.deltaUpdateFailed=void 0,this.driftStartTime=0,this.driftEndTime=0,this.driftStart=0,this.driftEnd=0,this.encryptedFragments=void 0,this.playlistParsingError=null,this.variableList=null,this.hasVariableRefs=!1,this.appliedTimelineOffset=void 0,this.fragments=[],this.encryptedFragments=[],this.dateRanges={},this.url=e}reloaded(e){if(!e){this.advanced=!0,this.updated=!0;return}const t=this.lastPartSn-e.lastPartSn,n=this.lastPartIndex-e.lastPartIndex;this.updated=this.endSN!==e.endSN||!!n||!!t||!this.live,this.advanced=this.endSN>e.endSN||t>0||t===0&&n>0,this.updated||this.advanced?this.misses=Math.floor(e.misses*.6):this.misses=e.misses+1}hasKey(e){return this.encryptedFragments.some(t=>{let n=t.decryptdata;return n||(t.setKeyFormat(e.keyFormat),n=t.decryptdata),!!n&&e.matches(n)})}get hasProgramDateTime(){return this.fragments.length?r(this.fragments[this.fragments.length-1].programDateTime):!1}get levelTargetDuration(){return this.averagetargetduration||this.targetduration||Cr}get drift(){const e=this.driftEndTime-this.driftStartTime;return e>0?(this.driftEnd-this.driftStart)*1e3/e:1}get edge(){return this.partEnd||this.fragmentEnd}get partEnd(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].end:this.fragmentEnd}get fragmentEnd(){return this.fragments.length?this.fragments[this.fragments.length-1].end:0}get fragmentStart(){return this.fragments.length?this.fragments[0].start:0}get age(){return this.advancedDateTime?Math.max(Date.now()-this.advancedDateTime,0)/1e3:0}get lastPartIndex(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].index:-1}get maxPartIndex(){const e=this.partList;if(e){const t=this.lastPartIndex;if(t!==-1){for(let n=e.length;n--;)if(e[n].index>t)return e[n].index;return t}}return 0}get lastPartSn(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].fragment.sn:this.endSN}get expired(){if(this.live&&this.age&&this.misses<3){const e=this.partEnd-this.fragmentStart;return this.age>Math.max(e,this.totalduration)+this.levelTargetDuration}return!1}}function li(l,e){return l.length===e.length?!l.some((t,n)=>t!==e[n]):!1}function Li(l,e){return!l&&!e?!0:!l||!e?!1:li(l,e)}function hi(l){return l==="AES-128"||l==="AES-256"||l==="AES-256-CTR"}function Fi(l){switch(l){case"AES-128":case"AES-256":return Xn.cbc;case"AES-256-CTR":return Xn.ctr;default:throw new Error(`invalid full segment method ${l}`)}}function er(l){return Uint8Array.from(atob(l),e=>e.charCodeAt(0))}function pr(l){return Uint8Array.from(unescape(encodeURIComponent(l)),e=>e.charCodeAt(0))}function ss(l){const e=pr(l).subarray(0,16),t=new Uint8Array(16);return t.set(e,16-e.length),t}function ii(l){const e=function(n,i,s){const o=n[i];n[i]=n[s],n[s]=o};e(l,0,3),e(l,1,2),e(l,4,5),e(l,6,7)}function mi(l){const e=l.split(":");let t=null;if(e[0]==="data"&&e.length===2){const n=e[1].split(";"),i=n[n.length-1].split(",");if(i.length===2){const s=i[0]==="base64",o=i[1];s?(n.splice(-1,1),t=er(o)):t=ss(o)}}return t}const Qi=typeof self!="undefined"?self:void 0;var Ii={CLEARKEY:"org.w3.clearkey",FAIRPLAY:"com.apple.fps",PLAYREADY:"com.microsoft.playready",WIDEVINE:"com.widevine.alpha"},Yi={CLEARKEY:"org.w3.clearkey",FAIRPLAY:"com.apple.streamingkeydelivery",PLAYREADY:"com.microsoft.playready",WIDEVINE:"urn:uuid:edef8ba9-79d6-4ace-a3c8-27dcd51d21ed"};function Xr(l){switch(l){case Yi.FAIRPLAY:return Ii.FAIRPLAY;case Yi.PLAYREADY:return Ii.PLAYREADY;case Yi.WIDEVINE:return Ii.WIDEVINE;case Yi.CLEARKEY:return Ii.CLEARKEY}}function $r(l){switch(l){case Ii.FAIRPLAY:return Yi.FAIRPLAY;case Ii.PLAYREADY:return Yi.PLAYREADY;case Ii.WIDEVINE:return Yi.WIDEVINE;case Ii.CLEARKEY:return Yi.CLEARKEY}}function us(l){const{drmSystems:e,widevineLicenseUrl:t}=l,n=e?[Ii.FAIRPLAY,Ii.WIDEVINE,Ii.PLAYREADY,Ii.CLEARKEY].filter(i=>!!e[i]):[];return!n[Ii.WIDEVINE]&&t&&n.push(Ii.WIDEVINE),n}const qi=function(l){return Qi!=null&&(l=Qi.navigator)!=null&&l.requestMediaKeySystemAccess?self.navigator.requestMediaKeySystemAccess.bind(self.navigator):null}();function zi(l,e,t,n){let i;switch(l){case Ii.FAIRPLAY:i=["cenc","sinf"];break;case Ii.WIDEVINE:case Ii.PLAYREADY:i=["cenc"];break;case Ii.CLEARKEY:i=["cenc","keyids"];break;default:throw new Error(`Unknown key-system: ${l}`)}return Or(i,e,t,n)}function Or(l,e,t,n){return[{initDataTypes:l,persistentState:n.persistentState||"optional",distinctiveIdentifier:n.distinctiveIdentifier||"optional",sessionTypes:n.sessionTypes||[n.sessionType||"temporary"],audioCapabilities:e.map(s=>({contentType:`audio/mp4; codecs=${s}`,robustness:n.audioRobustness||"",encryptionScheme:n.audioEncryptionScheme||null})),videoCapabilities:t.map(s=>({contentType:`video/mp4; codecs=${s}`,robustness:n.videoRobustness||"",encryptionScheme:n.videoEncryptionScheme||null}))}]}function Ur(l){var e;return!!l&&(l.sessionType==="persistent-license"||!!((e=l.sessionTypes)!=null&&e.some(t=>t==="persistent-license")))}function qr(l){const e=new Uint16Array(l.buffer,l.byteOffset,l.byteLength/2),t=String.fromCharCode.apply(null,Array.from(e)),n=t.substring(t.indexOf("<"),t.length),o=new DOMParser().parseFromString(n,"text/xml").getElementsByTagName("KID")[0];if(o){const u=o.childNodes[0]?o.childNodes[0].nodeValue:o.getAttribute("VALUE");if(u){const p=er(u).subarray(0,16);return ii(p),p}}return null}let jr={};class es{static clearKeyUriToKeyIdMap(){jr={}}static setKeyIdForUri(e,t){jr[e]=t}static addKeyIdForUri(e){const t=Object.keys(jr).length%Number.MAX_SAFE_INTEGER,n=new Uint8Array(16);return new DataView(n.buffer,12,4).setUint32(0,t),jr[e]=n,n}constructor(e,t,n,i=[1],s=null,o){this.uri=void 0,this.method=void 0,this.keyFormat=void 0,this.keyFormatVersions=void 0,this.encrypted=void 0,this.isCommonEncryption=void 0,this.iv=null,this.key=null,this.keyId=null,this.pssh=null,this.method=e,this.uri=t,this.keyFormat=n,this.keyFormatVersions=i,this.iv=s,this.encrypted=e?e!=="NONE":!1,this.isCommonEncryption=this.encrypted&&!hi(e),o!=null&&o.startsWith("0x")&&(this.keyId=new Uint8Array(fe(o)))}matches(e){return e.uri===this.uri&&e.method===this.method&&e.encrypted===this.encrypted&&e.keyFormat===this.keyFormat&&li(e.keyFormatVersions,this.keyFormatVersions)&&Li(e.iv,this.iv)&&Li(e.keyId,this.keyId)}isSupported(){if(this.method){if(hi(this.method)||this.method==="NONE")return!0;if(this.keyFormat==="identity")return this.method==="SAMPLE-AES";switch(this.keyFormat){case Yi.FAIRPLAY:case Yi.WIDEVINE:case Yi.PLAYREADY:case Yi.CLEARKEY:return["SAMPLE-AES","SAMPLE-AES-CENC","SAMPLE-AES-CTR"].indexOf(this.method)!==-1}}return!1}getDecryptData(e,t){if(!this.encrypted||!this.uri)return null;if(hi(this.method)){let s=this.iv;return s||(typeof e!="number"&&(Me.warn(`missing IV for initialization segment with method="${this.method}" - compliance issue`),e=0),s=As(e)),new es(this.method,this.uri,"identity",this.keyFormatVersions,s)}if(this.keyId){const s=jr[this.uri];if(s&&!li(this.keyId,s)&&es.setKeyIdForUri(this.uri,this.keyId),this.pssh)return this}const n=mi(this.uri);if(n)switch(this.keyFormat){case Yi.WIDEVINE:if(this.pssh=n,!this.keyId){const s=Wt(n.buffer);if(s.length){var i;const o=s[0];this.keyId=(i=o.kids)!=null&&i.length?o.kids[0]:null}}this.keyId||(this.keyId=Ls(t));break;case Yi.PLAYREADY:{const s=new Uint8Array([154,4,240,121,152,64,66,134,171,146,230,91,224,136,95,149]);this.pssh=Zt(s,null,n),this.keyId=qr(n);break}default:{let s=n.subarray(0,16);if(s.length!==16){const o=new Uint8Array(16);o.set(s,16-s.length),s=o}this.keyId=s;break}}if(!this.keyId||this.keyId.byteLength!==16){let s;s=ds(t),s||(s=Ls(t),s||(s=jr[this.uri])),s&&(this.keyId=s,es.setKeyIdForUri(this.uri,s))}return this}}function ds(l){const e=l==null?void 0:l[Yi.WIDEVINE];return e?e.keyId:null}function Ls(l){const e=l==null?void 0:l[Yi.PLAYREADY];if(e){const t=mi(e.uri);if(t)return qr(t)}return null}function As(l){const e=new Uint8Array(16);for(let t=12;t<16;t++)e[t]=l>>8*(15-t)&255;return e}const Js=/#EXT-X-STREAM-INF:([^\r\n]*)(?:[\r\n](?:#[^\r\n]*)?)*([^\r\n]+)|#EXT-X-(SESSION-DATA|SESSION-KEY|DEFINE|CONTENT-STEERING|START):([^\r\n]*)[\r\n]+/g,a=/#EXT-X-MEDIA:(.*)/g,c=/^#EXT(?:INF|-X-TARGETDURATION):/m,g=new RegExp([/#EXTINF:\s*(\d*(?:\.\d+)?)(?:,(.*)\s+)?/.source,/(?!#) *(\S[^\r\n]*)/.source,/#.*/.source].join("|"),"g"),E=new RegExp([/#EXT-X-(PROGRAM-DATE-TIME|BYTERANGE|DATERANGE|DEFINE|KEY|MAP|PART|PART-INF|PLAYLIST-TYPE|PRELOAD-HINT|RENDITION-REPORT|SERVER-CONTROL|SKIP|START):(.+)/.source,/#EXT-X-(BITRATE|DISCONTINUITY-SEQUENCE|MEDIA-SEQUENCE|TARGETDURATION|VERSION): *(\d+)/.source,/#EXT-X-(DISCONTINUITY|ENDLIST|GAP|INDEPENDENT-SEGMENTS)/.source,/(#)([^:]*):(.*)/.source,/(#)(.*)(?:.*)\r?\n?/.source].join("|"));class b{static findGroup(e,t){for(let n=0;n0&&s.length({id:h.attrs.AUDIO,audioCodec:h.audioCodec})),SUBTITLES:o.map(h=>({id:h.attrs.SUBTITLES,textCodec:h.textCodec})),"CLOSED-CAPTIONS":[]};let p=0;for(a.lastIndex=0;(i=a.exec(e))!==null;){const h=new dr(i[1],n),A=h.TYPE;if(A){const y=u[A],C=s[A]||[];s[A]=C;const U=h.LANGUAGE,Z=h["ASSOC-LANGUAGE"],ce=h.CHANNELS,le=h.CHARACTERISTICS,Ze=h["INSTREAM-ID"],Xe={attrs:h,bitrate:0,id:p++,groupId:h["GROUP-ID"]||"",name:h.NAME||U||"",type:A,default:h.bool("DEFAULT"),autoselect:h.bool("AUTOSELECT"),forced:h.bool("FORCED"),lang:U,url:h.URI?b.resolve(h.URI,t):""};if(Z&&(Xe.assocLang=Z),ce&&(Xe.channels=ce),le&&(Xe.characteristics=le),Ze&&(Xe.instreamId=Ze),y!=null&&y.length){const _e=b.findGroup(y,Xe.groupId)||y[0];Et(Xe,_e,"audioCodec"),Et(Xe,_e,"textCodec")}C.push(Xe)}}return s}static parseLevelPlaylist(e,t,n,i,s,o){var u;const p={url:t},h=new vr(t),A=h.fragments,y=[];let C=null,U=0,Z=0,ce=0,le=0,Ze=0,Xe=null,_e=new bt(i,p),Vt,qt,xn,tn=-1,An=!1,pn=null,on;if(g.lastIndex=0,h.m3u8=e,h.hasVariableRefs=sr(e),((u=g.exec(e))==null?void 0:u[0])!=="#EXTM3U")return h.playlistParsingError=new Error("Missing format identifier #EXTM3U"),h;for(;(Vt=g.exec(e))!==null;){An&&(An=!1,_e=new bt(i,p),_e.playlistOffset=ce,_e.setStart(ce),_e.sn=U,_e.cc=le,Ze&&(_e.bitrate=Ze),_e.level=n,C&&(_e.initSegment=C,C.rawProgramDateTime&&(_e.rawProgramDateTime=C.rawProgramDateTime,C.rawProgramDateTime=null),pn&&(_e.setByteRange(pn),pn=null)));const ji=Vt[1];if(ji){_e.duration=parseFloat(ji);const Di=(" "+Vt[2]).slice(1);_e.title=Di||null,_e.tagList.push(Di?["INF",ji,Di]:["INF",ji])}else if(Vt[3]){if(r(_e.duration)){_e.playlistOffset=ce,_e.setStart(ce),xn&&Vn(_e,xn,h),_e.sn=U,_e.level=n,_e.cc=le,A.push(_e);const Di=(" "+Vt[3]).slice(1);_e.relurl=Kr(h,Di),Jt(_e,Xe,y),Xe=_e,ce+=_e.duration,U++,Z=0,An=!0}}else{if(Vt=Vt[0].match(E),!Vt){Me.warn("No matches on slow regex match for level playlist!");continue}for(qt=1;qt0&&Kn(h,Di,Vt),U=h.startSN=parseInt(ai);break;case"SKIP":{h.skippedSegments&&Dn(h,Di,Vt);const yi=new dr(ai,h),Vi=yi.decimalInteger("SKIPPED-SEGMENTS");if(r(Vi)){h.skippedSegments+=Vi;for(let ui=Vi;ui--;)A.push(null);U+=Vi}const ar=yi.enumeratedString("RECENTLY-REMOVED-DATERANGES");ar&&(h.recentlyRemovedDateranges=(h.recentlyRemovedDateranges||[]).concat(ar.split(" ")));break}case"TARGETDURATION":h.targetduration!==0&&Dn(h,Di,Vt),h.targetduration=Math.max(parseInt(ai),1);break;case"VERSION":h.version!==null&&Dn(h,Di,Vt),h.version=parseInt(ai);break;case"INDEPENDENT-SEGMENTS":break;case"ENDLIST":h.live||Dn(h,Di,Vt),h.live=!1;break;case"#":(ai||Oi)&&_e.tagList.push(Oi?[ai,Oi]:[ai]);break;case"DISCONTINUITY":le++,_e.tagList.push(["DIS"]);break;case"GAP":_e.gap=!0,_e.tagList.push([Di]);break;case"BITRATE":_e.tagList.push([Di,ai]),Ze=parseInt(ai)*1e3,r(Ze)?_e.bitrate=Ze:Ze=0;break;case"DATERANGE":{const yi=new dr(ai,h),Vi=new Xi(yi,h.dateRanges[yi.ID],h.dateRangeTagCount);h.dateRangeTagCount++,Vi.isValid||h.skippedSegments?h.dateRanges[Vi.id]=Vi:Me.warn(`Ignoring invalid DATERANGE tag: "${ai}"`),_e.tagList.push(["EXT-X-DATERANGE",ai]);break}case"DEFINE":{{const yi=new dr(ai,h);"IMPORT"in yi?Lr(h,yi,o):vs(h,yi,t)}break}case"DISCONTINUITY-SEQUENCE":h.startCC!==0?Dn(h,Di,Vt):A.length>0&&Kn(h,Di,Vt),h.startCC=le=parseInt(ai);break;case"KEY":{const yi=Ce(ai,t,h);if(yi.isSupported()){if(yi.method==="NONE"){xn=void 0;break}xn||(xn={});const Vi=xn[yi.keyFormat];Vi!=null&&Vi.matches(yi)||(Vi&&(xn=ee({},xn)),xn[yi.keyFormat]=yi)}else Me.warn(`[Keys] Ignoring unsupported EXT-X-KEY tag: "${ai}"`);break}case"START":h.startTimeOffset=Je(ai);break;case"MAP":{const yi=new dr(ai,h);if(_e.duration){const Vi=new bt(i,p);kn(Vi,yi,n,xn),C=Vi,_e.initSegment=C,C.rawProgramDateTime&&!_e.rawProgramDateTime&&(_e.rawProgramDateTime=C.rawProgramDateTime)}else{const Vi=_e.byteRangeEndOffset;if(Vi){const ar=_e.byteRangeStartOffset;pn=`${Vi-ar}@${ar}`}else pn=null;kn(_e,yi,n,xn),C=_e,An=!0}C.cc=le;break}case"SERVER-CONTROL":{on&&Dn(h,Di,Vt),on=new dr(ai),h.canBlockReload=on.bool("CAN-BLOCK-RELOAD"),h.canSkipUntil=on.optionalFloat("CAN-SKIP-UNTIL",0),h.canSkipDateRanges=h.canSkipUntil>0&&on.bool("CAN-SKIP-DATERANGES"),h.partHoldBack=on.optionalFloat("PART-HOLD-BACK",0),h.holdBack=on.optionalFloat("HOLD-BACK",0);break}case"PART-INF":{h.partTarget&&Dn(h,Di,Vt);const yi=new dr(ai);h.partTarget=yi.decimalFloatingPoint("PART-TARGET");break}case"PART":{let yi=h.partList;yi||(yi=h.partList=[]);const Vi=Z>0?yi[yi.length-1]:void 0,ar=Z++,ui=new dr(ai,h),di=new he(ui,_e,p,ar,Vi);yi.push(di),_e.duration+=di.duration;break}case"PRELOAD-HINT":{const yi=new dr(ai,h);h.preloadHint=yi;break}case"RENDITION-REPORT":{const yi=new dr(ai,h);h.renditionReports=h.renditionReports||[],h.renditionReports.push(yi);break}default:Me.warn(`line parsed but not handled: ${Vt}`);break}}}Xe&&!Xe.relurl?(A.pop(),ce-=Xe.duration,h.partList&&(h.fragmentHint=Xe)):h.partList&&(Jt(_e,Xe,y),_e.cc=le,h.fragmentHint=_e,xn&&Vn(_e,xn,h)),h.targetduration||(h.playlistParsingError=new Error("Missing Target Duration"));const zn=A.length,gi=A[0],Ni=A[zn-1];if(ce+=h.skippedSegments*h.targetduration,ce>0&&zn&&Ni){h.averagetargetduration=ce/zn;const ji=Ni.sn;h.endSN=ji!=="initSegment"?ji:0,h.live||(Ni.endList=!0),tn>0&&(nn(A,tn),gi&&y.unshift(gi))}return h.fragmentHint&&(ce+=h.fragmentHint.duration),h.totalduration=ce,y.length&&h.dateRangeTagCount&&gi&&$(y,h),h.endCC=le,h}}function $(l,e){let t=l.length;if(!t)if(e.hasProgramDateTime){const u=e.fragments[e.fragments.length-1];l.push(u),t++}else return;const n=l[t-1],i=e.live?1/0:e.totalduration,s=Object.keys(e.dateRanges);for(let u=s.length;u--;){const p=e.dateRanges[s[u]],h=p.startDate.getTime();p.tagAnchor=n.ref;for(let A=t;A--;){var o;if(((o=l[A])==null?void 0:o.sn)=u||n===0){var o;const p=(((o=t[n+1])==null?void 0:o.start)||i)-s.start;if(e<=u+p*1e3){const h=t[n].sn-l.startSN;if(h<0)return-1;const A=l.fragments;if(A.length>t.length){const C=(t[n+1]||A[A.length-1]).sn-l.startSN;for(let U=C;U>h;U--){const Z=A[U].programDateTime;if(e>=Z&&en);["video","audio","text"].forEach(n=>{const i=t.filter(s=>un(s,n));i.length&&(e[`${n}Codec`]=i.map(s=>s.split("/")[0]).join(","),t=t.filter(s=>i.indexOf(s)===-1))}),e.unknownCodecs=t}function Et(l,e,t){const n=e[t];n&&(l[t]=n)}function nn(l,e){let t=l[e];for(let n=e;n--;){const i=l[n];if(!i)return;i.programDateTime=t.programDateTime-i.duration*1e3,t=i}}function Jt(l,e,t){l.rawProgramDateTime?t.push(l):e!=null&&e.programDateTime&&(l.programDateTime=e.endProgramDateTime)}function kn(l,e,t,n){l.relurl=e.URI,e.BYTERANGE&&l.setByteRange(e.BYTERANGE),l.level=t,l.sn="initSegment",n&&(l.levelkeys=n),l.initSegment=null}function Vn(l,e,t){l.levelkeys=e;const{encryptedFragments:n}=t;(!n.length||n[n.length-1].levelkeys!==e)&&Object.keys(e).some(i=>e[i].isCommonEncryption)&&n.push(l)}function Dn(l,e,t){l.playlistParsingError=new Error(`#EXT-X-${e} must not appear more than once (${t[0]})`)}function Kn(l,e,t){l.playlistParsingError=new Error(`#EXT-X-${e} must appear before the first Media Segment (${t[0]})`)}function Fn(l,e){const t=e.startPTS;if(r(t)){let n=0,i;e.sn>l.sn?(n=t-l.start,i=l):(n=l.start-t,i=e),i.duration!==n&&i.setDuration(n)}else e.sn>l.sn?l.cc===e.cc&&l.minEndPTS?e.setStart(l.start+(l.minEndPTS-l.start)):e.setStart(l.start+l.duration):e.setStart(Math.max(l.start-e.duration,0))}function qn(l,e,t,n,i,s,o){n-t<=0&&(o.warn("Fragment should have a positive duration",e),n=t+e.duration,s=i+e.duration);let p=t,h=n;const A=e.startPTS,y=e.endPTS;if(r(A)){const Ze=Math.abs(A-t);l&&Ze>l.totalduration?o.warn(`media timestamps and playlist times differ by ${Ze}s for level ${e.level} ${l.url}`):r(e.deltaPTS)?e.deltaPTS=Math.max(Ze,e.deltaPTS):e.deltaPTS=Ze,p=Math.max(t,A),t=Math.min(t,A),i=e.startDTS!==void 0?Math.min(i,e.startDTS):i,h=Math.min(n,y),n=Math.max(n,y),s=e.endDTS!==void 0?Math.max(s,e.endDTS):s}const C=t-e.start;e.start!==0&&e.setStart(t),e.setDuration(n-e.start),e.startPTS=t,e.maxStartPTS=p,e.startDTS=i,e.endPTS=n,e.minEndPTS=h,e.endDTS=s;const U=e.sn;if(!l||Ul.endSN)return 0;let Z;const ce=U-l.startSN,le=l.fragments;for(le[ce]=e,Z=ce;Z>0;Z--)Fn(le[Z],le[Z-1]);for(Z=ce;Z=0;A--){const y=i[A].initSegment;if(y){n=y;break}}l.fragmentHint&&delete l.fragmentHint.endPTS;let s;tr(l,e,(A,y,C,U)=>{if((!e.startCC||e.skippedSegments)&&y.cc!==A.cc){const Z=A.cc-y.cc;for(let ce=C;ce{var y;A&&(!A.initSegment||A.initSegment.relurl===((y=n)==null?void 0:y.relurl))&&(A.initSegment=n)}),e.skippedSegments){if(e.deltaUpdateFailed=o.some(A=>!A),e.deltaUpdateFailed){t.warn("[level-helper] Previous playlist missing segments skipped in delta playlist");for(let A=e.skippedSegments;A--;)o.shift();e.startSN=o[0].sn}else{e.canSkipDateRanges&&(e.dateRanges=_i(l.dateRanges,e,t));const A=l.fragments.filter(y=>y.rawProgramDateTime);if(l.hasProgramDateTime&&!e.hasProgramDateTime)for(let y=1;y{y.elementaryStreams=A.elementaryStreams,y.stats=A.stats}),s?qn(e,s,s.startPTS,s.endPTS,s.startDTS,s.endDTS,t):Ar(l,e),o.length&&(e.totalduration=e.edge-o[0].start),e.driftStartTime=l.driftStartTime,e.driftStart=l.driftStart;const h=e.advancedDateTime;if(e.advanced&&h){const A=e.edge;e.driftStart||(e.driftStartTime=h,e.driftStart=A),e.driftEndTime=h,e.driftEnd=A}else e.driftEndTime=l.driftEndTime,e.driftEnd=l.driftEnd,e.advancedDateTime=l.advancedDateTime;e.requestScheduled===-1&&(e.requestScheduled=l.requestScheduled)}function _i(l,e,t){const{dateRanges:n,recentlyRemovedDateranges:i}=e,s=ee({},l);i&&i.forEach(p=>{delete s[p]});const u=Object.keys(s).length;return u?(Object.keys(n).forEach(p=>{const h=s[p],A=new Xi(n[p].attr,h);A.isValid?(s[p]=A,h||(A.tagOrder+=u)):t.warn(`Ignoring invalid Playlist Delta Update DATERANGE tag: "${Ye(n[p].attr)}"`)}),s):n}function $i(l,e,t){if(l&&e){let n=0;for(let i=0,s=l.length;i<=s;i++){const o=l[i],u=e[i+n];o&&u&&o.index===u.index&&o.fragment.sn===u.fragment.sn?t(o,u):n--}}}function tr(l,e,t){const n=e.skippedSegments,i=Math.max(l.startSN,e.startSN)-e.startSN,s=(l.fragmentHint?1:0)+(n?e.endSN:Math.min(l.endSN,e.endSN))-e.startSN,o=e.startSN-l.startSN,u=e.fragmentHint?e.fragments.concat(e.fragmentHint):e.fragments,p=l.fragmentHint?l.fragments.concat(l.fragmentHint):l.fragments;for(let h=i;h<=s;h++){const A=p[o+h];let y=u[h];if(n&&!y&&A&&(y=e.fragments[h]=A),A&&y){t(A,y,h,u);const C=A.relurl,U=y.relurl;if(C&&ts(C,U)){e.playlistParsingError=ci(`media sequence mismatch ${y.sn}:`,l,e,A,y);return}else if(A.cc!==y.cc){e.playlistParsingError=ci(`discontinuity sequence mismatch (${A.cc}!=${y.cc})`,l,e,A,y);return}}}}function ci(l,e,t,n,i){return new Error(`${l} ${i.url} + Time to underbuffer: ${Wr.toFixed(3)} s`),i.abortRequests(),this.fragCurrent=this.partCurrent=null,ar>U){let xr=this.findBestLevel(this.hls.levels[U].bitrate,U,ar,0,Wr,1,1);xr===-1&&(xr=U),this.hls.nextLoadLevel=this.hls.nextAutoLevel=xr,this.resetEstimator(this.hls.levels[xr].bitrate)}}};le||Di>Vi*2?br():this.timer=self.setInterval(br,Vi*1e3),o.trigger(v.FRAG_LOAD_EMERGENCY_ABORTED,{frag:i,part:s,stats:A})},this.hls=e,this.bwEstimator=this.initEstimator(),this.registerListeners()}resetEstimator(e){e&&(this.log(`setting initial bwe to ${e}`),this.hls.config.abrEwmaDefaultEstimate=e),this.firstSelection=-1,this.bwEstimator=this.initEstimator()}initEstimator(){const e=this.hls.config;return new x(e.abrEwmaSlowVoD,e.abrEwmaFastVoD,e.abrEwmaDefaultEstimate)}registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.FRAG_LOADING,this.onFragLoading,this),e.on(v.FRAG_LOADED,this.onFragLoaded,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this),e.on(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.MAX_AUTO_LEVEL_UPDATED,this.onMaxAutoLevelUpdated,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.FRAG_LOADING,this.onFragLoading,this),e.off(v.FRAG_LOADED,this.onFragLoaded,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this),e.off(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.MAX_AUTO_LEVEL_UPDATED,this.onMaxAutoLevelUpdated,this),e.off(v.ERROR,this.onError,this))}destroy(){this.unregisterListeners(),this.clearTimer(),this.hls=this._abandonRulesCheck=this.supportedCache=null,this.fragCurrent=this.partCurrent=null}onManifestLoading(e,t){this.lastLoadedFragLevel=-1,this.firstSelection=-1,this.lastLevelLoadSec=0,this.supportedCache={},this.fragCurrent=this.partCurrent=null,this.onLevelsUpdated(),this.clearTimer()}onLevelsUpdated(){this.lastLoadedFragLevel>-1&&this.fragCurrent&&(this.lastLoadedFragLevel=this.fragCurrent.level),this._nextAutoLevel=-1,this.onMaxAutoLevelUpdated(),this.codecTiers=null,this.audioTracksByGroup=null}onMaxAutoLevelUpdated(){this.firstSelection=-1,this.nextAutoLevelKey=""}onFragLoading(e,t){const n=t.frag;if(!this.ignoreFragment(n)){if(!n.bitrateTest){var i;this.fragCurrent=n,this.partCurrent=(i=t.part)!=null?i:null}this.clearTimer(),this.timer=self.setInterval(this._abandonRulesCheck,100)}}onLevelSwitching(e,t){this.clearTimer()}onError(e,t){if(!t.fatal)switch(t.details){case w.BUFFER_ADD_CODEC_ERROR:case w.BUFFER_APPEND_ERROR:this.lastLoadedFragLevel=-1,this.firstSelection=-1;break;case w.FRAG_LOAD_TIMEOUT:{const n=t.frag,{fragCurrent:i,partCurrent:s}=this;if(n&&i&&n.sn===i.sn&&n.level===i.level){const o=performance.now(),u=s?s.stats:n.stats,p=o-u.loading.start,h=u.loading.first?u.loading.first-u.loading.start:-1;if(u.loaded&&h>-1){const y=this.bwEstimator.getEstimateTTFB();this.bwEstimator.sample(p-Math.min(y,h),u.loaded)}else this.bwEstimator.sampleTTFB(p)}break}}}getTimeToLoadFrag(e,t,n,i){const s=e+n/t,o=i?e+this.lastLevelLoadSec:0;return s+o}onLevelLoaded(e,t){const n=this.hls.config,{loading:i}=t.stats,s=i.end-i.first;r(s)&&(this.lastLevelLoadSec=s/1e3),t.details.live?this.bwEstimator.update(n.abrEwmaSlowLive,n.abrEwmaFastLive):this.bwEstimator.update(n.abrEwmaSlowVoD,n.abrEwmaFastVoD),this.timer>-1&&this._abandonRulesCheck(t.levelInfo)}onFragLoaded(e,{frag:t,part:n}){const i=n?n.stats:t.stats;if(t.type===z.MAIN&&this.bwEstimator.sampleTTFB(i.loading.first-i.loading.start),!this.ignoreFragment(t)){if(this.clearTimer(),t.level===this._nextAutoLevel&&(this._nextAutoLevel=-1),this.firstSelection=-1,this.hls.config.abrMaxWithRealBitrate){const s=n?n.duration:t.duration,o=this.hls.levels[t.level],u=(o.loaded?o.loaded.bytes:0)+i.loaded,p=(o.loaded?o.loaded.duration:0)+s;o.loaded={bytes:u,duration:p},o.realBitrate=Math.round(8*u/p)}if(t.bitrateTest){const s={stats:i,frag:t,part:n,id:t.type};this.onFragBuffered(v.FRAG_BUFFERED,s),t.bitrateTest=!1}else this.lastLoadedFragLevel=t.level}}onFragBuffered(e,t){const{frag:n,part:i}=t,s=i!=null&&i.stats.loaded?i.stats:n.stats;if(s.aborted||this.ignoreFragment(n))return;const o=s.parsing.end-s.loading.start-Math.min(s.loading.first-s.loading.start,this.bwEstimator.getEstimateTTFB());this.bwEstimator.sample(o,s.loaded),s.bwEstimate=this.getBwEstimate(),n.bitrateTest?this.bitrateTestDelay=o/1e3:this.bitrateTestDelay=0}ignoreFragment(e){return e.type!==z.MAIN||e.sn==="initSegment"}clearTimer(){this.timer>-1&&(self.clearInterval(this.timer),this.timer=-1)}get firstAutoLevel(){const{maxAutoLevel:e,minAutoLevel:t}=this.hls,n=this.getBwEstimate(),i=this.hls.config.maxStarvationDelay,s=this.findBestLevel(n,t,e,0,i,1,1);if(s>-1)return s;const o=this.hls.firstLevel,u=Math.min(Math.max(o,t),e);return this.warn(`Could not find best starting auto level. Defaulting to first in playlist ${o} clamped to ${u}`),u}get forcedAutoLevel(){return this.nextAutoLevelKey?-1:this._nextAutoLevel}get nextAutoLevel(){const e=this.forcedAutoLevel,n=this.bwEstimator.canEstimate(),i=this.lastLoadedFragLevel>-1;if(e!==-1&&(!n||!i||this.nextAutoLevelKey===this.getAutoLevelKey()))return e;const s=n&&i?this.getNextABRAutoLevel():this.firstAutoLevel;if(e!==-1){const o=this.hls.levels;if(o.length>Math.max(e,s)&&o[e].loadError<=o[s].loadError)return e}return this._nextAutoLevel=s,this.nextAutoLevelKey=this.getAutoLevelKey(),s}getAutoLevelKey(){return`${this.getBwEstimate()}_${this.getStarvationDelay().toFixed(2)}`}getNextABRAutoLevel(){const{fragCurrent:e,partCurrent:t,hls:n}=this;if(n.levels.length<=1)return n.loadLevel;const{maxAutoLevel:i,config:s,minAutoLevel:o}=n,u=t?t.duration:e?e.duration:0,p=this.getBwEstimate(),h=this.getStarvationDelay();let A=s.abrBandWidthFactor,y=s.abrBandWidthUpFactor;if(h){const le=this.findBestLevel(p,o,i,h,0,A,y);if(le>=0)return this.rebufferNotice=-1,le}let C=u?Math.min(u,s.maxStarvationDelay):s.maxStarvationDelay;if(!h){const le=this.bitrateTestDelay;le&&(C=(u?Math.min(u,s.maxLoadingDelay):s.maxLoadingDelay)-le,this.info(`bitrate test took ${Math.round(1e3*le)}ms, set first fragment max fetchDuration to ${Math.round(1e3*C)} ms`),A=y=1)}const U=this.findBestLevel(p,o,i,h,C,A,y);if(this.rebufferNotice!==U&&(this.rebufferNotice=U,this.info(`${h?"rebuffering expected":"buffer is empty"}, optimal quality level ${U}`)),U>-1)return U;const Z=n.levels[o],ce=n.loadLevelObj;return ce&&(Z==null?void 0:Z.bitrate)=t;ai--){var Di;const Oi=Z[ai],yi=ai>y;if(!Oi)continue;if(Ze.useMediaCapabilities&&!Oi.supportedResult&&!Oi.supportedPromise){const xr=navigator.mediaCapabilities;typeof(xr==null?void 0:xr.decodingInfo)=="function"&&vt(Oi,on,xn,tn,e,An)?(Oi.supportedPromise=Y(Oi,on,xr,this.supportedCache),Oi.supportedPromise.then(Fr=>{if(!this.hls)return;Oi.supportedResult=Fr;const zs=this.hls.levels,Os=zs.indexOf(Oi);Fr.error?this.warn(`MediaCapabilities decodingInfo error: "${Fr.error}" for level ${Os} ${Ye(Fr)}`):Fr.supported?Fr.decodingInfoResults.some(aa=>aa.smooth===!1||aa.powerEfficient===!1)&&this.log(`MediaCapabilities decodingInfo for level ${Os} not smooth or powerEfficient: ${Ye(Fr)}`):(this.warn(`Unsupported MediaCapabilities decodingInfo result for level ${Os} ${Ye(Fr)}`),Os>-1&&zs.length>1&&(this.log(`Removing unsupported level ${Os}`),this.hls.removeLevel(Os),this.hls.loadLevel===-1&&(this.hls.nextLoadLevel=0)))}).catch(Fr=>{this.warn(`Error handling MediaCapabilities decodingInfo: ${Fr}`)})):Oi.supportedResult=ae}if((qt&&Oi.codecSet!==qt||xn&&Oi.videoRange!==xn||yi&&tn>Oi.frameRate||!yi&&tn>0&&tnxr.smooth===!1))&&(!Vt||ai!==zn)){ji.push(ai);continue}const Vi=Oi.details,ar=(U?Vi==null?void 0:Vi.partTarget:Vi==null?void 0:Vi.averagetargetduration)||gi;let ui;yi?ui=u*e:ui=o*e;const di=gi&&i>=gi*2&&s===0?Oi.averageBitrate:Oi.maxBitrate,br=this.getTimeToLoadFrag(Ni,ui,di*ar,Vi===void 0);if(ui>=di&&(ai===A||Oi.loadError===0&&Oi.fragmentError===0)&&(br<=Ni||!r(br)||_e&&!this.bitrateTestDelay||br${ai} adjustedbw(${Math.round(ui)})-bitrate=${Math.round(ui-di)} ttfb:${Ni.toFixed(1)} avgDuration:${ar.toFixed(1)} maxFetchDuration:${h.toFixed(1)} fetchDuration:${br.toFixed(1)} firstSelection:${Vt} codecSet:${Oi.codecSet} videoRange:${Oi.videoRange} hls.loadLevel:${le}`)),Vt&&(this.firstSelection=ai),ai}}return-1}set nextAutoLevel(e){const t=this.deriveNextAutoLevel(e);this._nextAutoLevel!==t&&(this.nextAutoLevelKey="",this._nextAutoLevel=t)}deriveNextAutoLevel(e){const{maxAutoLevel:t,minAutoLevel:n}=this.hls;return Math.min(Math.max(e,n),t)}}const vn={search:function(l,e){let t=0,n=l.length-1,i=null,s=null;for(;t<=n;){i=(t+n)/2|0,s=l[i];const o=e(s);if(o>0)t=i+1;else if(o<0)n=i-1;else return s}return null}};function bn(l,e,t){if(e===null||!Array.isArray(l)||!l.length||!r(e))return null;const n=l[0].programDateTime;if(e<(n||0))return null;const i=l[l.length-1].endProgramDateTime;if(e>=(i||0))return null;for(let s=0;s0&&u<15e-7&&(t+=15e-7),s&&l.level!==s.level&&s.end<=l.end&&(s=e[2+l.sn-e[0].sn]||null)}else t===0&&e[0].start===0&&(s=e[0]);if(s&&((!l||l.level===s.level)&&jn(t,n,s)===0||Pn(s,l,Math.min(i,n))))return s;const o=vn.search(e,jn.bind(null,t,n));return o&&(o!==l||!s)?o:s}function Pn(l,e,t){if(e&&e.start===0&&e.level0){const n=e.tagList.reduce((i,s)=>(s[0]==="INF"&&(i+=parseFloat(s[1])),i),t);return l.start<=n}return!1}function jn(l=0,e=0,t){if(t.start<=l&&t.start+t.duration>l)return 0;const n=Math.min(e,t.duration+(t.deltaPTS?t.deltaPTS:0));return t.start+t.duration-n<=l?1:t.start-n>l&&t.start?-1:0}function Hn(l,e,t){const n=Math.min(e,t.duration+(t.deltaPTS?t.deltaPTS:0))*1e3;return(t.endProgramDateTime||0)-n>l}function Ln(l,e,t){if(l&&l.startCC<=e&&l.endCC>=e){let n=l.fragments;const{fragmentHint:i}=l;i&&(n=n.concat(i));let s;return vn.search(n,o=>o.cce?-1:(s=o,o.end<=t?1:o.start>t?-1:0)),s||null}return null}function wn(l){switch(l.details){case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_TIMEOUT:case w.LEVEL_LOAD_TIMEOUT:case w.MANIFEST_LOAD_TIMEOUT:return!0}return!1}function ei(l){return l.details.startsWith("key")}function Jn(l){return ei(l)&&!!l.frag&&!l.frag.decryptdata}function Si(l,e){const t=wn(e);return l.default[`${t?"timeout":"error"}Retry`]}function ri(l,e){const t=l.backoff==="linear"?1:Math.pow(2,e);return Math.min(t*l.retryDelayMs,l.maxRetryDelayMs)}function pi(l){return ue(ue({},l),{errorRetry:null,timeoutRetry:null})}function fi(l,e,t,n){if(!l)return!1;const i=n==null?void 0:n.code,s=e499)}function Ti(l){return l===0&&navigator.onLine===!1}var Yn={DoNothing:0,SendEndCallback:1,SendAlternateToPenaltyBox:2,RemoveAlternatePermanently:3,InsertDiscontinuity:4,RetryRequest:5},gn={None:0,MoveAllAlternatesMatchingHost:1,MoveAllAlternatesMatchingHDCP:2,MoveAllAlternatesMatchingKey:4,SwitchToSDR:8};class Lt extends We{constructor(e){super("error-controller",e.logger),this.hls=void 0,this.playlistError=0,this.hls=e,this.registerListeners()}registerListeners(){const e=this.hls;e.on(v.ERROR,this.onError,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this)}unregisterListeners(){const e=this.hls;e&&(e.off(v.ERROR,this.onError,this),e.off(v.ERROR,this.onErrorOut,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this))}destroy(){this.unregisterListeners(),this.hls=null}startLoad(e){}stopLoad(){this.playlistError=0}getVariantLevelIndex(e){return(e==null?void 0:e.type)===z.MAIN?e.level:this.getVariantIndex()}getVariantIndex(){var e;const t=this.hls,n=t.currentLevel;return(e=t.loadLevelObj)!=null&&e.details||n===-1?t.loadLevel:n}variantHasKey(e,t){if(e){var n;if((n=e.details)!=null&&n.hasKey(t))return!0;const i=e.audioGroups;if(i)return this.hls.allAudioTracks.filter(o=>i.indexOf(o.groupId)>=0).some(o=>{var u;return(u=o.details)==null?void 0:u.hasKey(t)})}return!1}onManifestLoading(){this.playlistError=0}onLevelUpdated(){this.playlistError=0}onError(e,t){var n;if(t.fatal)return;const i=this.hls,s=t.context;switch(t.details){case w.FRAG_LOAD_ERROR:case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_ERROR:case w.KEY_LOAD_TIMEOUT:t.errorAction=this.getFragRetryOrSwitchAction(t);return;case w.FRAG_PARSING_ERROR:if((n=t.frag)!=null&&n.gap){t.errorAction=$t();return}case w.FRAG_GAP:case w.FRAG_DECRYPT_ERROR:{t.errorAction=this.getFragRetryOrSwitchAction(t),t.errorAction.action=Yn.SendAlternateToPenaltyBox;return}case w.LEVEL_EMPTY_ERROR:case w.LEVEL_PARSING_ERROR:{var o;const p=t.parent===z.MAIN?t.level:i.loadLevel;t.details===w.LEVEL_EMPTY_ERROR&&((o=t.context)!=null&&(o=o.levelDetails)!=null&&o.live)?t.errorAction=this.getPlaylistRetryOrSwitchAction(t,p):(t.levelRetry=!1,t.errorAction=this.getLevelSwitchAction(t,p))}return;case w.LEVEL_LOAD_ERROR:case w.LEVEL_LOAD_TIMEOUT:typeof(s==null?void 0:s.level)=="number"&&(t.errorAction=this.getPlaylistRetryOrSwitchAction(t,s.level));return;case w.AUDIO_TRACK_LOAD_ERROR:case w.AUDIO_TRACK_LOAD_TIMEOUT:case w.SUBTITLE_LOAD_ERROR:case w.SUBTITLE_TRACK_LOAD_TIMEOUT:if(s){const p=i.loadLevelObj;if(p&&(s.type===q.AUDIO_TRACK&&p.hasAudioGroup(s.groupId)||s.type===q.SUBTITLE_TRACK&&p.hasSubtitleGroup(s.groupId))){t.errorAction=this.getPlaylistRetryOrSwitchAction(t,i.loadLevel),t.errorAction.action=Yn.SendAlternateToPenaltyBox,t.errorAction.flags=gn.MoveAllAlternatesMatchingHost;return}}return;case w.KEY_SYSTEM_STATUS_OUTPUT_RESTRICTED:t.errorAction={action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingHDCP};return;case w.KEY_SYSTEM_SESSION_UPDATE_FAILED:case w.KEY_SYSTEM_STATUS_INTERNAL_ERROR:case w.KEY_SYSTEM_NO_SESSION:t.errorAction={action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingKey};return;case w.BUFFER_ADD_CODEC_ERROR:case w.REMUX_ALLOC_ERROR:case w.BUFFER_APPEND_ERROR:if(!t.errorAction){var u;t.errorAction=this.getLevelSwitchAction(t,(u=t.level)!=null?u:i.loadLevel)}return;case w.INTERNAL_EXCEPTION:case w.BUFFER_APPENDING_ERROR:case w.BUFFER_FULL_ERROR:case w.LEVEL_SWITCH_ERROR:case w.BUFFER_STALLED_ERROR:case w.BUFFER_SEEK_OVER_HOLE:case w.BUFFER_NUDGE_ON_STALL:t.errorAction=$t();return}t.type===te.KEY_SYSTEM_ERROR&&(t.levelRetry=!1,t.errorAction=$t())}getPlaylistRetryOrSwitchAction(e,t){const n=this.hls,i=Si(n.config.playlistLoadPolicy,e),s=this.playlistError++;if(fi(i,s,wn(e),e.response))return{action:Yn.RetryRequest,flags:gn.None,retryConfig:i,retryCount:s};const u=this.getLevelSwitchAction(e,t);return i&&(u.retryConfig=i,u.retryCount=s),u}getFragRetryOrSwitchAction(e){const t=this.hls,n=this.getVariantLevelIndex(e.frag),i=t.levels[n],{fragLoadPolicy:s,keyLoadPolicy:o}=t.config,u=Si(ei(e)?o:s,e),p=t.levels.reduce((A,y)=>A+y.fragmentError,0);if(i&&(e.details!==w.FRAG_GAP&&i.fragmentError++,!Jn(e)&&fi(u,p,wn(e),e.response)))return{action:Yn.RetryRequest,flags:gn.None,retryConfig:u,retryCount:p};const h=this.getLevelSwitchAction(e,n);return u&&(h.retryConfig=u,h.retryCount=p),h}getLevelSwitchAction(e,t){const n=this.hls;t==null&&(t=n.loadLevel);const i=this.hls.levels[t];if(i){var s,o;const h=e.details;i.loadError++,h===w.BUFFER_APPEND_ERROR&&i.fragmentError++;let A=-1;const{levels:y,loadLevel:C,minAutoLevel:U,maxAutoLevel:Z}=n;!n.autoLevelEnabled&&!n.config.preserveManualLevelOnError&&(n.loadLevel=-1);const ce=(s=e.frag)==null?void 0:s.type,Ze=(ce===z.AUDIO&&h===w.FRAG_PARSING_ERROR||e.sourceBufferName==="audio"&&(h===w.BUFFER_ADD_CODEC_ERROR||h===w.BUFFER_APPEND_ERROR))&&y.some(({audioCodec:xn})=>i.audioCodec!==xn),_e=e.sourceBufferName==="video"&&(h===w.BUFFER_ADD_CODEC_ERROR||h===w.BUFFER_APPEND_ERROR)&&y.some(({codecSet:xn,audioCodec:tn})=>i.codecSet!==xn&&i.audioCodec===tn),{type:Vt,groupId:qt}=(o=e.context)!=null?o:{};for(let xn=y.length;xn--;){const tn=(xn+C)%y.length;if(tn!==C&&tn>=U&&tn<=Z&&y[tn].loadError===0){var u,p;const An=y[tn];if(h===w.FRAG_GAP&&ce===z.MAIN&&e.frag){const pn=y[tn].details;if(pn){const on=Un(e.frag,pn.fragments,e.frag.start);if(on!=null&&on.gap)continue}}else{if(Vt===q.AUDIO_TRACK&&An.hasAudioGroup(qt)||Vt===q.SUBTITLE_TRACK&&An.hasSubtitleGroup(qt))continue;if(ce===z.AUDIO&&(u=i.audioGroups)!=null&&u.some(pn=>An.hasAudioGroup(pn))||ce===z.SUBTITLE&&(p=i.subtitleGroups)!=null&&p.some(pn=>An.hasSubtitleGroup(pn))||Ze&&i.audioCodec===An.audioCodec||_e&&i.codecSet===An.codecSet||!Ze&&i.codecSet!==An.codecSet)continue}A=tn;break}}if(A>-1&&n.loadLevel!==A)return e.levelRetry=!0,this.playlistError=0,{action:Yn.SendAlternateToPenaltyBox,flags:gn.None,nextAutoLevel:A}}return{action:Yn.SendAlternateToPenaltyBox,flags:gn.MoveAllAlternatesMatchingHost}}onErrorOut(e,t){var n;switch((n=t.errorAction)==null?void 0:n.action){case Yn.DoNothing:break;case Yn.SendAlternateToPenaltyBox:this.sendAlternateToPenaltyBox(t),!t.errorAction.resolved&&t.details!==w.FRAG_GAP?t.fatal=!0:/MediaSource readyState: ended/.test(t.error.message)&&(this.warn(`MediaSource ended after "${t.sourceBufferName}" sourceBuffer append error. Attempting to recover from media error.`),this.hls.recoverMediaError());break;case Yn.RetryRequest:break}if(t.fatal){this.hls.stopLoad();return}}sendAlternateToPenaltyBox(e){const t=this.hls,n=e.errorAction;if(!n)return;const{flags:i}=n,s=n.nextAutoLevel;switch(i){case gn.None:this.switchLevel(e,s);break;case gn.MoveAllAlternatesMatchingHDCP:{const p=this.getVariantLevelIndex(e.frag),h=t.levels[p],A=h==null?void 0:h.attrs["HDCP-LEVEL"];if(n.hdcpLevel=A,A==="NONE")this.warn("HDCP policy resticted output with HDCP-LEVEL=NONE");else if(A){t.maxHdcpLevel=P[P.indexOf(A)-1],n.resolved=!0,this.warn(`Restricting playback to HDCP-LEVEL of "${t.maxHdcpLevel}" or lower`);break}}case gn.MoveAllAlternatesMatchingKey:{const p=e.decryptdata;if(p){const h=this.hls.levels,A=h.length;for(let C=A;C--;)if(this.variantHasKey(h[C],p)){var o,u;this.log(`Banned key found in level ${C} (${h[C].bitrate}bps) or audio group "${(o=h[C].audioGroups)==null?void 0:o.join(",")}" (${(u=e.frag)==null?void 0:u.type} fragment) ${Te(p.keyId||[])}`),h[C].fragmentError++,h[C].loadError++,this.log(`Removing level ${C} with key error (${e.error})`),this.hls.removeLevel(C)}const y=e.frag;if(this.hls.levels.length{const p=this.fragments[u];if(!p||o>=p.body.sn)return;if(!p.buffered&&(!p.loaded||s)){p.body.type===n&&this.removeFragment(p.body);return}const h=p.range[e];if(h){if(h.time.length===0){this.removeFragment(p.body);return}h.time.some(A=>{const y=!this.isTimeBuffered(A.startPTS,A.endPTS,t);return y&&this.removeFragment(p.body),y})}})}detectPartialFragments(e){const t=this.timeRanges;if(!t||e.frag.sn==="initSegment")return;const n=e.frag,i=si(n),s=this.fragments[i];if(!s||s.buffered&&n.gap)return;const o=!n.relurl;Object.keys(t).forEach(u=>{const p=n.elementaryStreams[u];if(!p)return;const h=t[u],A=o||p.partial===!0;s.range[u]=this.getBufferedTimes(n,e.part,A,h)}),s.loaded=null,Object.keys(s.range).length?(this.bufferedEnd(s,n),Qn(s)||this.removeParts(n.sn-1,n.type)):this.removeFragment(s.body)}bufferedEnd(e,t){e.buffered=!0,(e.body.endList=t.endList||e.body.endList)&&(this.endListFragments[e.body.type]=e)}removeParts(e,t){const n=this.activePartLists[t];n&&(this.activePartLists[t]=ti(n,i=>i.fragment.sn>=e))}fragBuffered(e,t){const n=si(e);let i=this.fragments[n];!i&&t&&(i=this.fragments[n]={body:e,appendedPTS:null,loaded:null,buffered:!1,range:Object.create(null)},e.gap&&(this.hasGaps=!0)),i&&(i.loaded=null,this.bufferedEnd(i,e))}getBufferedTimes(e,t,n,i){const s={time:[],partial:n},o=e.start,u=e.end,p=e.minEndPTS||u,h=e.maxStartPTS||o;for(let A=0;A=y&&p<=C){s.time.push({startPTS:Math.max(o,i.start(A)),endPTS:Math.min(u,i.end(A))});break}else if(oy){const U=Math.max(o,i.start(A)),Z=Math.min(u,i.end(A));Z>U&&(s.partial=!0,s.time.push({startPTS:U,endPTS:Z}))}else if(u<=y)break}return s}getPartialFragment(e){let t=null,n,i,s,o=0;const{bufferPadding:u,fragments:p}=this;return Object.keys(p).forEach(h=>{const A=p[h];A&&Qn(A)&&(i=A.body.start-u,s=A.body.end+u,e>=i&&e<=s&&(n=Math.min(e-i,s-e),o<=n&&(t=A.body,o=n)))}),t}isEndListAppended(e){const t=this.endListFragments[e];return t!==void 0&&(t.buffered||Qn(t))}getState(e){const t=si(e),n=this.fragments[t];return n?n.buffered?Qn(n)?Cn.PARTIAL:Cn.OK:Cn.APPENDING:Cn.NOT_LOADED}isTimeBuffered(e,t,n){let i,s;for(let o=0;o=i&&t<=s)return!0;if(t<=i)return!1}return!1}onManifestLoading(){this.removeAllFragments()}onFragLoaded(e,t){if(t.frag.sn==="initSegment"||t.frag.bitrateTest)return;const n=t.frag,i=t.part?null:t,s=si(n);this.fragments[s]={body:n,appendedPTS:null,loaded:i,buffered:!1,range:Object.create(null)}}onBufferAppended(e,t){const{frag:n,part:i,timeRanges:s,type:o}=t;if(n.sn==="initSegment")return;const u=n.type;if(i){let h=this.activePartLists[u];h||(this.activePartLists[u]=h=[]),h.push(i)}this.timeRanges=s;const p=s[o];this.detectEvictedFragments(o,p,u,i)}onFragBuffered(e,t){this.detectPartialFragments(t)}hasFragment(e){const t=si(e);return!!this.fragments[t]}hasFragments(e){const{fragments:t}=this,n=Object.keys(t);if(!e)return n.length>0;for(let i=n.length;i--;){const s=t[n[i]];if((s==null?void 0:s.body.type)===e)return!0}return!1}hasParts(e){var t;return!!((t=this.activePartLists[e])!=null&&t.length)}removeFragmentsInRange(e,t,n,i,s){i&&!this.hasGaps||Object.keys(this.fragments).forEach(o=>{const u=this.fragments[o];if(!u)return;const p=u.body;p.type!==n||i&&!p.gap||p.starte&&(u.buffered||s)&&this.removeFragment(p)})}removeFragment(e){const t=si(e);e.clearElementaryStreamInfo();const n=this.activePartLists[e.type];if(n){const i=e.sn;this.activePartLists[e.type]=ti(n,s=>s.fragment.sn!==i)}delete this.fragments[t],e.endList&&delete this.endListFragments[e.type]}removeAllFragments(){var e;this.fragments=Object.create(null),this.endListFragments=Object.create(null),this.activePartLists=Object.create(null),this.hasGaps=!1;const t=(e=this.hls)==null||(e=e.latestLevelDetails)==null?void 0:e.partList;t&&t.forEach(n=>n.clearElementaryStreamInfo())}}function Qn(l){var e,t,n;return l.buffered&&!!(l.body.gap||(e=l.range.video)!=null&&e.partial||(t=l.range.audio)!=null&&t.partial||(n=l.range.audiovideo)!=null&&n.partial)}function si(l){return`${l.type}_${l.level}_${l.sn}`}function ti(l,e){return l.filter(t=>{const n=e(t);return n||t.clearElementaryStreamInfo(),n})}var Xn={cbc:0,ctr:1};class oi{constructor(e,t,n){this.subtle=void 0,this.aesIV=void 0,this.aesMode=void 0,this.subtle=e,this.aesIV=t,this.aesMode=n}decrypt(e,t){switch(this.aesMode){case Xn.cbc:return this.subtle.decrypt({name:"AES-CBC",iv:this.aesIV},t,e);case Xn.ctr:return this.subtle.decrypt({name:"AES-CTR",counter:this.aesIV,length:64},t,e);default:throw new Error(`[AESCrypto] invalid aes mode ${this.aesMode}`)}}}function Bi(l){const e=l.byteLength,t=e&&new DataView(l.buffer).getUint8(e-1);return t?l.slice(0,e-t):l}class hr{constructor(){this.rcon=[0,1,2,4,8,16,32,64,128,27,54],this.subMix=[new Uint32Array(256),new Uint32Array(256),new Uint32Array(256),new Uint32Array(256)],this.invSubMix=[new Uint32Array(256),new Uint32Array(256),new Uint32Array(256),new Uint32Array(256)],this.sBox=new Uint32Array(256),this.invSBox=new Uint32Array(256),this.key=new Uint32Array(0),this.ksRows=0,this.keySize=0,this.keySchedule=void 0,this.invKeySchedule=void 0,this.initTable()}uint8ArrayToUint32Array_(e){const t=new DataView(e),n=new Uint32Array(4);for(let i=0;i<4;i++)n[i]=t.getUint32(i*4);return n}initTable(){const e=this.sBox,t=this.invSBox,n=this.subMix,i=n[0],s=n[1],o=n[2],u=n[3],p=this.invSubMix,h=p[0],A=p[1],y=p[2],C=p[3],U=new Uint32Array(256);let Z=0,ce=0,le=0;for(le=0;le<256;le++)le<128?U[le]=le<<1:U[le]=le<<1^283;for(le=0;le<256;le++){let Ze=ce^ce<<1^ce<<2^ce<<3^ce<<4;Ze=Ze>>>8^Ze&255^99,e[Z]=Ze,t[Ze]=Z;const Xe=U[Z],_e=U[Xe],Vt=U[_e];let qt=U[Ze]*257^Ze*16843008;i[Z]=qt<<24|qt>>>8,s[Z]=qt<<16|qt>>>16,o[Z]=qt<<8|qt>>>24,u[Z]=qt,qt=Vt*16843009^_e*65537^Xe*257^Z*16843008,h[Ze]=qt<<24|qt>>>8,A[Ze]=qt<<16|qt>>>16,y[Ze]=qt<<8|qt>>>24,C[Ze]=qt,Z?(Z=Xe^U[U[U[Vt^Xe]]],ce^=U[U[ce]]):Z=ce=1}}expandKey(e){const t=this.uint8ArrayToUint32Array_(e);let n=!0,i=0;for(;i{const u=ArrayBuffer.isView(e)?e:new Uint8Array(e);this.softwareDecrypt(u,t,n,i);const p=this.flush();p?s(p.buffer):o(new Error("[softwareDecrypt] Failed to decrypt data"))}):this.webCryptoDecrypt(new Uint8Array(e),t,n,i)}softwareDecrypt(e,t,n,i){const{currentIV:s,currentResult:o,remainderData:u}=this;if(i!==Xn.cbc||t.byteLength!==16)return Me.warn("SoftwareDecrypt: can only handle AES-128-CBC"),null;this.logOnce("JS AES decrypt"),u&&(e=nt(u,e),this.remainderData=null);const p=this.getValidChunk(e);if(!p.length)return null;s&&(n=s);let h=this.softwareDecrypter;h||(h=this.softwareDecrypter=new hr),h.expandKey(t);const A=o;return this.currentResult=h.decrypt(p.buffer,0,n),this.currentIV=p.slice(-16).buffer,A||null}webCryptoDecrypt(e,t,n,i){if(this.key!==t||!this.fastAesKey){if(!this.subtle)return Promise.resolve(this.onWebCryptoError(e,t,n,i));this.key=t,this.fastAesKey=new or(this.subtle,t,i)}return this.fastAesKey.expandKey().then(s=>this.subtle?(this.logOnce("WebCrypto AES decrypt"),new oi(this.subtle,new Uint8Array(n),i).decrypt(e.buffer,s)):Promise.reject(new Error("web crypto not initialized"))).catch(s=>(Me.warn(`[decrypter]: WebCrypto Error, disable WebCrypto API, ${s.name}: ${s.message}`),this.onWebCryptoError(e,t,n,i)))}onWebCryptoError(e,t,n,i){const s=this.enableSoftwareAES;if(s){this.useSoftware=!0,this.logEnabled=!0,this.softwareDecrypt(e,t,n,i);const o=this.flush();if(o)return o.buffer}throw new Error("WebCrypto"+(s?" and softwareDecrypt":"")+": failed to decrypt data")}getValidChunk(e){let t=e;const n=e.length-e.length%lr;return n!==e.length&&(t=e.slice(0,n),this.remainderData=e.slice(n)),t}logOnce(e){this.logEnabled&&(Me.log(`[decrypter]: ${e}`),this.logEnabled=!1)}}const gr=Math.pow(2,17);class Ji{constructor(e){this.config=void 0,this.loader=null,this.partLoadTimeout=-1,this.config=e}destroy(){this.loader&&(this.loader.destroy(),this.loader=null)}abort(){this.loader&&this.loader.abort()}load(e,t){const n=e.url;if(!n)return Promise.reject(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,error:new Error(`Fragment does not have a ${n?"part list":"url"}`),networkDetails:null}));this.abort();const i=this.config,s=i.fLoader,o=i.loader;return new Promise((u,p)=>{if(this.loader&&this.loader.destroy(),e.gap)if(e.tagList.some(Z=>Z[0]==="GAP")){p(cr(e));return}else e.gap=!1;const h=this.loader=s?new s(i):new o(i),A=Zi(e);e.loader=h;const y=pi(i.fragLoadPolicy.default),C={loadPolicy:y,timeout:y.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0,highWaterMark:e.sn==="initSegment"?1/0:gr};e.stats=h.stats;const U={onSuccess:(Z,ce,le,Ze)=>{this.resetLoader(e,h);let Xe=Z.data;le.resetIV&&e.decryptdata&&(e.decryptdata.iv=new Uint8Array(Xe.slice(0,16)),Xe=Xe.slice(16)),u({frag:e,part:null,payload:Xe,networkDetails:Ze})},onError:(Z,ce,le,Ze)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,response:ue({url:n,data:void 0},Z),error:new Error(`HTTP Error ${Z.code} ${Z.text}`),networkDetails:le,stats:Ze}))},onAbort:(Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.INTERNAL_ABORTED,fatal:!1,frag:e,error:new Error("Aborted"),networkDetails:le,stats:Z}))},onTimeout:(Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_TIMEOUT,fatal:!1,frag:e,error:new Error(`Timeout after ${C.timeout}ms`),networkDetails:le,stats:Z}))}};t&&(U.onProgress=(Z,ce,le,Ze)=>t({frag:e,part:null,payload:le,networkDetails:Ze})),h.load(A,C,U)})}loadPart(e,t,n){this.abort();const i=this.config,s=i.fLoader,o=i.loader;return new Promise((u,p)=>{if(this.loader&&this.loader.destroy(),e.gap||t.gap){p(cr(e,t));return}const h=this.loader=s?new s(i):new o(i),A=Zi(e,t);e.loader=h;const y=pi(i.fragLoadPolicy.default),C={loadPolicy:y,timeout:y.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0,highWaterMark:gr};t.stats=h.stats,h.load(A,C,{onSuccess:(U,Z,ce,le)=>{this.resetLoader(e,h),this.updateStatsFromPart(e,t);const Ze={frag:e,part:t,payload:U.data,networkDetails:le};n(Ze),u(Ze)},onError:(U,Z,ce,le)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_ERROR,fatal:!1,frag:e,part:t,response:ue({url:A.url,data:void 0},U),error:new Error(`HTTP Error ${U.code} ${U.text}`),networkDetails:ce,stats:le}))},onAbort:(U,Z,ce)=>{e.stats.aborted=t.stats.aborted,this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.INTERNAL_ABORTED,fatal:!1,frag:e,part:t,error:new Error("Aborted"),networkDetails:ce,stats:U}))},onTimeout:(U,Z,ce)=>{this.resetLoader(e,h),p(new vi({type:te.NETWORK_ERROR,details:w.FRAG_LOAD_TIMEOUT,fatal:!1,frag:e,part:t,error:new Error(`Timeout after ${C.timeout}ms`),networkDetails:ce,stats:U}))}})})}updateStatsFromPart(e,t){const n=e.stats,i=t.stats,s=i.total;if(n.loaded+=i.loaded,s){const p=Math.round(e.duration/t.duration),h=Math.min(Math.round(n.loaded/s),p),y=(p-h)*Math.round(n.loaded/h);n.total=n.loaded+y}else n.total=Math.max(n.loaded,n.total);const o=n.loading,u=i.loading;o.start?o.first+=u.first-u.start:(o.start=u.start,o.first=u.first),o.end=u.end}resetLoader(e,t){e.loader=null,this.loader===t&&(self.clearTimeout(this.partLoadTimeout),this.loader=null),t.destroy()}}function Zi(l,e=null){const t=e||l,n={frag:l,part:e,responseType:"arraybuffer",url:t.url,headers:{},rangeStart:0,rangeEnd:0},i=t.byteRangeStartOffset,s=t.byteRangeEndOffset;if(r(i)&&r(s)){var o;let u=i,p=s;if(l.sn==="initSegment"&&Nr((o=l.decryptdata)==null?void 0:o.method)){const h=s-i;h%16&&(p=s+(16-h%16)),i!==0&&(n.resetIV=!0,u=i-16)}n.rangeStart=u,n.rangeEnd=p}return n}function cr(l,e){const t=new Error(`GAP ${l.gap?"tag":"attribute"} found`),n={type:te.MEDIA_ERROR,details:w.FRAG_GAP,fatal:!1,frag:l,error:t,networkDetails:null};return e&&(n.part=e),(e||l).stats.aborted=!0,new vi(n)}function Nr(l){return l==="AES-128"||l==="AES-256"}class vi extends Error{constructor(e){super(e.error.message),this.data=void 0,this.data=e}}class Br extends We{constructor(e,t){super(e,t),this._boundTick=void 0,this._tickTimer=null,this._tickInterval=null,this._tickCallCount=0,this._boundTick=this.tick.bind(this)}destroy(){this.onHandlerDestroying(),this.onHandlerDestroyed()}onHandlerDestroying(){this.clearNextTick(),this.clearInterval()}onHandlerDestroyed(){}hasInterval(){return!!this._tickInterval}hasNextTick(){return!!this._tickTimer}setInterval(e){return this._tickInterval?!1:(this._tickCallCount=0,this._tickInterval=self.setInterval(this._boundTick,e),!0)}clearInterval(){return this._tickInterval?(self.clearInterval(this._tickInterval),this._tickInterval=null,!0):!1}clearNextTick(){return this._tickTimer?(self.clearTimeout(this._tickTimer),this._tickTimer=null,!0):!1}tick(){this._tickCallCount++,this._tickCallCount===1&&(this.doTick(),this._tickCallCount>1&&this.tickImmediate(),this._tickCallCount=0)}tickImmediate(){this.clearNextTick(),this._tickTimer=self.setTimeout(this._boundTick,0)}doTick(){}}class Mr{constructor(e,t,n,i=0,s=-1,o=!1){this.level=void 0,this.sn=void 0,this.part=void 0,this.id=void 0,this.size=void 0,this.partial=void 0,this.transmuxing=Tr(),this.buffering={audio:Tr(),video:Tr(),audiovideo:Tr()},this.level=e,this.sn=t,this.id=n,this.size=i,this.part=s,this.partial=o}}function Tr(){return{start:0,executeStart:0,executeEnd:0,end:0}}const bi={length:0,start:()=>0,end:()=>0};class Wn{static isBuffered(e,t){if(e){const n=Wn.getBuffered(e);for(let i=n.length;i--;)if(t>=n.start(i)&&t<=n.end(i))return!0}return!1}static bufferedRanges(e){if(e){const t=Wn.getBuffered(e);return Wn.timeRangesToArray(t)}return[]}static timeRangesToArray(e){const t=[];for(let n=0;n1&&e.sort((A,y)=>A.start-y.start||y.end-A.end);let i=-1,s=[];if(n)for(let A=0;A=e[A].start&&t<=e[A].end&&(i=A);const y=s.length;if(y){const C=s[y-1].end;e[A].start-CC&&(s[y-1].end=e[A].end):s.push(e[A])}else s.push(e[A])}else s=e;let o=0,u,p=t,h=t;for(let A=0;A=y&&t<=C&&(i=A),t+n>=y&&t{const i=n.substring(2,n.length-1),s=t==null?void 0:t[i];return s===void 0?(l.playlistParsingError||(l.playlistParsingError=new Error(`Missing preceding EXT-X-DEFINE tag for Variable Reference: "${i}"`)),n):s})}return e}function vs(l,e,t){let n=l.variableList;n||(l.variableList=n={});let i,s;if("QUERYPARAM"in e){i=e.QUERYPARAM;try{const o=new self.URL(t).searchParams;if(o.has(i))s=o.get(i);else throw new Error(`"${i}" does not match any query parameter in URI: "${t}"`)}catch(o){l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE QUERYPARAM: ${o.message}`))}}else i=e.NAME,s=e.VALUE;i in n?l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE duplicate Variable Name declarations: "${i}"`)):n[i]=s||""}function Lr(l,e,t){const n=e.IMPORT;if(t&&n in t){let i=l.variableList;i||(l.variableList=i={}),i[n]=t[n]}else l.playlistParsingError||(l.playlistParsingError=new Error(`EXT-X-DEFINE IMPORT attribute not found in Multivariant Playlist: "${n}"`))}const rs=/^(\d+)x(\d+)$/,Qr=/(.+?)=(".*?"|.*?)(?:,|$)/g;class dr{constructor(e,t){typeof e=="string"&&(e=dr.parseAttrList(e,t)),ee(this,e)}get clientAttrs(){return Object.keys(this).filter(e=>e.substring(0,2)==="X-")}decimalInteger(e){const t=parseInt(this[e],10);return t>Number.MAX_SAFE_INTEGER?1/0:t}hexadecimalInteger(e){if(this[e]){let t=(this[e]||"0x").slice(2);t=(t.length&1?"0":"")+t;const n=new Uint8Array(t.length/2);for(let i=0;iNumber.MAX_SAFE_INTEGER?1/0:t}decimalFloatingPoint(e){return parseFloat(this[e])}optionalFloat(e,t){const n=this[e];return n?parseFloat(n):t}enumeratedString(e){return this[e]}enumeratedStringList(e,t){const n=this[e];return(n?n.split(/[ ,]+/):[]).reduce((i,s)=>(i[s.toLowerCase()]=!0,i),t)}bool(e){return this[e]==="YES"}decimalResolution(e){const t=rs.exec(this[e]);if(t!==null)return{width:parseInt(t[1],10),height:parseInt(t[2],10)}}static parseAttrList(e,t){let n;const i={},s='"';for(Qr.lastIndex=0;(n=Qr.exec(e))!==null;){const o=n[1].trim();let u=n[2];const p=u.indexOf(s)===0&&u.lastIndexOf(s)===u.length-1;let h=!1;if(p)u=u.slice(1,-1);else switch(o){case"IV":case"SCTE35-CMD":case"SCTE35-IN":case"SCTE35-OUT":h=!0}if(t&&(p||h))u=Kr(t,u);else if(!h&&!p)switch(o){case"CLOSED-CAPTIONS":if(u==="NONE")break;case"ALLOWED-CPC":case"CLASS":case"ASSOC-LANGUAGE":case"AUDIO":case"BYTERANGE":case"CHANNELS":case"CHARACTERISTICS":case"CODECS":case"DATA-ID":case"END-DATE":case"GROUP-ID":case"ID":case"IMPORT":case"INSTREAM-ID":case"KEYFORMAT":case"KEYFORMATVERSIONS":case"LANGUAGE":case"NAME":case"PATHWAY-ID":case"QUERYPARAM":case"RECENTLY-REMOVED-DATERANGES":case"SERVER-URI":case"STABLE-RENDITION-ID":case"STABLE-VARIANT-ID":case"START-DATE":case"SUBTITLES":case"SUPPLEMENTAL-CODECS":case"URI":case"VALUE":case"VIDEO":case"X-ASSET-LIST":case"X-ASSET-URI":Me.warn(`${e}: attribute ${o} is missing quotes`)}i[o]=u}return i}}const Rr="com.apple.hls.interstitial";function Jr(l){return l!=="ID"&&l!=="CLASS"&&l!=="CUE"&&l!=="START-DATE"&&l!=="DURATION"&&l!=="END-DATE"&&l!=="END-ON-NEXT"}function yr(l){return l==="SCTE35-OUT"||l==="SCTE35-IN"||l==="SCTE35-CMD"}class Xi{constructor(e,t,n=0){var i;if(this.attr=void 0,this.tagAnchor=void 0,this.tagOrder=void 0,this._startDate=void 0,this._endDate=void 0,this._dateAtEnd=void 0,this._cue=void 0,this._badValueForSameId=void 0,this.tagAnchor=(t==null?void 0:t.tagAnchor)||null,this.tagOrder=(i=t==null?void 0:t.tagOrder)!=null?i:n,t){const s=t.attr;for(const o in s)if(Object.prototype.hasOwnProperty.call(e,o)&&e[o]!==s[o]){Me.warn(`DATERANGE tag attribute: "${o}" does not match for tags with ID: "${e.ID}"`),this._badValueForSameId=o;break}e=ee(new dr({}),s,e)}if(this.attr=e,t?(this._startDate=t._startDate,this._cue=t._cue,this._endDate=t._endDate,this._dateAtEnd=t._dateAtEnd):this._startDate=new Date(e["START-DATE"]),"END-DATE"in this.attr){const s=(t==null?void 0:t.endDate)||new Date(this.attr["END-DATE"]);r(s.getTime())&&(this._endDate=s)}}get id(){return this.attr.ID}get class(){return this.attr.CLASS}get cue(){const e=this._cue;return e===void 0?this._cue=this.attr.enumeratedStringList(this.attr.CUE?"CUE":"X-CUE",{pre:!1,post:!1,once:!1}):e}get startTime(){const{tagAnchor:e}=this;return e===null||e.programDateTime===null?(Me.warn(`Expected tagAnchor Fragment with PDT set for DateRange "${this.id}": ${e}`),NaN):e.start+(this.startDate.getTime()-e.programDateTime)/1e3}get startDate(){return this._startDate}get endDate(){const e=this._endDate||this._dateAtEnd;if(e)return e;const t=this.duration;return t!==null?this._dateAtEnd=new Date(this._startDate.getTime()+t*1e3):null}get duration(){if("DURATION"in this.attr){const e=this.attr.decimalFloatingPoint("DURATION");if(r(e))return e}else if(this._endDate)return(this._endDate.getTime()-this._startDate.getTime())/1e3;return null}get plannedDuration(){return"PLANNED-DURATION"in this.attr?this.attr.decimalFloatingPoint("PLANNED-DURATION"):null}get endOnNext(){return this.attr.bool("END-ON-NEXT")}get isInterstitial(){return this.class===Rr}get isValid(){return!!this.id&&!this._badValueForSameId&&r(this.startDate.getTime())&&(this.duration===null||this.duration>=0)&&(!this.endOnNext||!!this.class)&&(!this.attr.CUE||!this.cue.pre&&!this.cue.post||this.cue.pre!==this.cue.post)&&(!this.isInterstitial||"X-ASSET-URI"in this.attr||"X-ASSET-LIST"in this.attr)}}const Cr=10;class vr{constructor(e){this.PTSKnown=!1,this.alignedSliding=!1,this.averagetargetduration=void 0,this.endCC=0,this.endSN=0,this.fragments=void 0,this.fragmentHint=void 0,this.partList=null,this.dateRanges=void 0,this.dateRangeTagCount=0,this.live=!0,this.requestScheduled=-1,this.ageHeader=0,this.advancedDateTime=void 0,this.updated=!0,this.advanced=!0,this.misses=0,this.startCC=0,this.startSN=0,this.startTimeOffset=null,this.targetduration=0,this.totalduration=0,this.type=null,this.url=void 0,this.m3u8="",this.version=null,this.canBlockReload=!1,this.canSkipUntil=0,this.canSkipDateRanges=!1,this.skippedSegments=0,this.recentlyRemovedDateranges=void 0,this.partHoldBack=0,this.holdBack=0,this.partTarget=0,this.preloadHint=void 0,this.renditionReports=void 0,this.tuneInGoal=0,this.deltaUpdateFailed=void 0,this.driftStartTime=0,this.driftEndTime=0,this.driftStart=0,this.driftEnd=0,this.encryptedFragments=void 0,this.playlistParsingError=null,this.variableList=null,this.hasVariableRefs=!1,this.appliedTimelineOffset=void 0,this.fragments=[],this.encryptedFragments=[],this.dateRanges={},this.url=e}reloaded(e){if(!e){this.advanced=!0,this.updated=!0;return}const t=this.lastPartSn-e.lastPartSn,n=this.lastPartIndex-e.lastPartIndex;this.updated=this.endSN!==e.endSN||!!n||!!t||!this.live,this.advanced=this.endSN>e.endSN||t>0||t===0&&n>0,this.updated||this.advanced?this.misses=Math.floor(e.misses*.6):this.misses=e.misses+1}hasKey(e){return this.encryptedFragments.some(t=>{let n=t.decryptdata;return n||(t.setKeyFormat(e.keyFormat),n=t.decryptdata),!!n&&e.matches(n)})}get hasProgramDateTime(){return this.fragments.length?r(this.fragments[this.fragments.length-1].programDateTime):!1}get levelTargetDuration(){return this.averagetargetduration||this.targetduration||Cr}get drift(){const e=this.driftEndTime-this.driftStartTime;return e>0?(this.driftEnd-this.driftStart)*1e3/e:1}get edge(){return this.partEnd||this.fragmentEnd}get partEnd(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].end:this.fragmentEnd}get fragmentEnd(){return this.fragments.length?this.fragments[this.fragments.length-1].end:0}get fragmentStart(){return this.fragments.length?this.fragments[0].start:0}get age(){return this.advancedDateTime?Math.max(Date.now()-this.advancedDateTime,0)/1e3:0}get lastPartIndex(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].index:-1}get maxPartIndex(){const e=this.partList;if(e){const t=this.lastPartIndex;if(t!==-1){for(let n=e.length;n--;)if(e[n].index>t)return e[n].index;return t}}return 0}get lastPartSn(){var e;return(e=this.partList)!=null&&e.length?this.partList[this.partList.length-1].fragment.sn:this.endSN}get expired(){if(this.live&&this.age&&this.misses<3){const e=this.partEnd-this.fragmentStart;return this.age>Math.max(e,this.totalduration)+this.levelTargetDuration}return!1}}function li(l,e){return l.length===e.length?!l.some((t,n)=>t!==e[n]):!1}function Li(l,e){return!l&&!e?!0:!l||!e?!1:li(l,e)}function hi(l){return l==="AES-128"||l==="AES-256"||l==="AES-256-CTR"}function Fi(l){switch(l){case"AES-128":case"AES-256":return Xn.cbc;case"AES-256-CTR":return Xn.ctr;default:throw new Error(`invalid full segment method ${l}`)}}function er(l){return Uint8Array.from(atob(l),e=>e.charCodeAt(0))}function pr(l){return Uint8Array.from(unescape(encodeURIComponent(l)),e=>e.charCodeAt(0))}function ss(l){const e=pr(l).subarray(0,16),t=new Uint8Array(16);return t.set(e,16-e.length),t}function ii(l){const e=function(n,i,s){const o=n[i];n[i]=n[s],n[s]=o};e(l,0,3),e(l,1,2),e(l,4,5),e(l,6,7)}function mi(l){const e=l.split(":");let t=null;if(e[0]==="data"&&e.length===2){const n=e[1].split(";"),i=n[n.length-1].split(",");if(i.length===2){const s=i[0]==="base64",o=i[1];s?(n.splice(-1,1),t=er(o)):t=ss(o)}}return t}const Qi=typeof self!="undefined"?self:void 0;var Ii={CLEARKEY:"org.w3.clearkey",FAIRPLAY:"com.apple.fps",PLAYREADY:"com.microsoft.playready",WIDEVINE:"com.widevine.alpha"},Yi={CLEARKEY:"org.w3.clearkey",FAIRPLAY:"com.apple.streamingkeydelivery",PLAYREADY:"com.microsoft.playready",WIDEVINE:"urn:uuid:edef8ba9-79d6-4ace-a3c8-27dcd51d21ed"};function Xr(l){switch(l){case Yi.FAIRPLAY:return Ii.FAIRPLAY;case Yi.PLAYREADY:return Ii.PLAYREADY;case Yi.WIDEVINE:return Ii.WIDEVINE;case Yi.CLEARKEY:return Ii.CLEARKEY}}function $r(l){switch(l){case Ii.FAIRPLAY:return Yi.FAIRPLAY;case Ii.PLAYREADY:return Yi.PLAYREADY;case Ii.WIDEVINE:return Yi.WIDEVINE;case Ii.CLEARKEY:return Yi.CLEARKEY}}function us(l){const{drmSystems:e,widevineLicenseUrl:t}=l,n=e?[Ii.FAIRPLAY,Ii.WIDEVINE,Ii.PLAYREADY,Ii.CLEARKEY].filter(i=>!!e[i]):[];return!n[Ii.WIDEVINE]&&t&&n.push(Ii.WIDEVINE),n}const qi=function(l){return Qi!=null&&(l=Qi.navigator)!=null&&l.requestMediaKeySystemAccess?self.navigator.requestMediaKeySystemAccess.bind(self.navigator):null}();function zi(l,e,t,n){let i;switch(l){case Ii.FAIRPLAY:i=["cenc","sinf"];break;case Ii.WIDEVINE:case Ii.PLAYREADY:i=["cenc"];break;case Ii.CLEARKEY:i=["cenc","keyids"];break;default:throw new Error(`Unknown key-system: ${l}`)}return Or(i,e,t,n)}function Or(l,e,t,n){return[{initDataTypes:l,persistentState:n.persistentState||"optional",distinctiveIdentifier:n.distinctiveIdentifier||"optional",sessionTypes:n.sessionTypes||[n.sessionType||"temporary"],audioCapabilities:e.map(s=>({contentType:`audio/mp4; codecs=${s}`,robustness:n.audioRobustness||"",encryptionScheme:n.audioEncryptionScheme||null})),videoCapabilities:t.map(s=>({contentType:`video/mp4; codecs=${s}`,robustness:n.videoRobustness||"",encryptionScheme:n.videoEncryptionScheme||null}))}]}function Ur(l){var e;return!!l&&(l.sessionType==="persistent-license"||!!((e=l.sessionTypes)!=null&&e.some(t=>t==="persistent-license")))}function qr(l){const e=new Uint16Array(l.buffer,l.byteOffset,l.byteLength/2),t=String.fromCharCode.apply(null,Array.from(e)),n=t.substring(t.indexOf("<"),t.length),o=new DOMParser().parseFromString(n,"text/xml").getElementsByTagName("KID")[0];if(o){const u=o.childNodes[0]?o.childNodes[0].nodeValue:o.getAttribute("VALUE");if(u){const p=er(u).subarray(0,16);return ii(p),p}}return null}let jr={};class es{static clearKeyUriToKeyIdMap(){jr={}}static setKeyIdForUri(e,t){jr[e]=t}static addKeyIdForUri(e){const t=Object.keys(jr).length%Number.MAX_SAFE_INTEGER,n=new Uint8Array(16);return new DataView(n.buffer,12,4).setUint32(0,t),jr[e]=n,n}constructor(e,t,n,i=[1],s=null,o){this.uri=void 0,this.method=void 0,this.keyFormat=void 0,this.keyFormatVersions=void 0,this.encrypted=void 0,this.isCommonEncryption=void 0,this.iv=null,this.key=null,this.keyId=null,this.pssh=null,this.method=e,this.uri=t,this.keyFormat=n,this.keyFormatVersions=i,this.iv=s,this.encrypted=e?e!=="NONE":!1,this.isCommonEncryption=this.encrypted&&!hi(e),o!=null&&o.startsWith("0x")&&(this.keyId=new Uint8Array(fe(o)))}matches(e){return e.uri===this.uri&&e.method===this.method&&e.encrypted===this.encrypted&&e.keyFormat===this.keyFormat&&li(e.keyFormatVersions,this.keyFormatVersions)&&Li(e.iv,this.iv)&&Li(e.keyId,this.keyId)}isSupported(){if(this.method){if(hi(this.method)||this.method==="NONE")return!0;if(this.keyFormat==="identity")return this.method==="SAMPLE-AES";switch(this.keyFormat){case Yi.FAIRPLAY:case Yi.WIDEVINE:case Yi.PLAYREADY:case Yi.CLEARKEY:return["SAMPLE-AES","SAMPLE-AES-CENC","SAMPLE-AES-CTR"].indexOf(this.method)!==-1}}return!1}getDecryptData(e,t){if(!this.encrypted||!this.uri)return null;if(hi(this.method)){let s=this.iv;return s||(typeof e!="number"&&(Me.warn(`missing IV for initialization segment with method="${this.method}" - compliance issue`),e=0),s=As(e)),new es(this.method,this.uri,"identity",this.keyFormatVersions,s)}if(this.keyId){const s=jr[this.uri];if(s&&!li(this.keyId,s)&&es.setKeyIdForUri(this.uri,this.keyId),this.pssh)return this}const n=mi(this.uri);if(n)switch(this.keyFormat){case Yi.WIDEVINE:if(this.pssh=n,!this.keyId){const s=Wt(n.buffer);if(s.length){var i;const o=s[0];this.keyId=(i=o.kids)!=null&&i.length?o.kids[0]:null}}this.keyId||(this.keyId=Ls(t));break;case Yi.PLAYREADY:{const s=new Uint8Array([154,4,240,121,152,64,66,134,171,146,230,91,224,136,95,149]);this.pssh=Zt(s,null,n),this.keyId=qr(n);break}default:{let s=n.subarray(0,16);if(s.length!==16){const o=new Uint8Array(16);o.set(s,16-s.length),s=o}this.keyId=s;break}}if(!this.keyId||this.keyId.byteLength!==16){let s;s=ds(t),s||(s=Ls(t),s||(s=jr[this.uri])),s&&(this.keyId=s,es.setKeyIdForUri(this.uri,s))}return this}}function ds(l){const e=l==null?void 0:l[Yi.WIDEVINE];return e?e.keyId:null}function Ls(l){const e=l==null?void 0:l[Yi.PLAYREADY];if(e){const t=mi(e.uri);if(t)return qr(t)}return null}function As(l){const e=new Uint8Array(16);for(let t=12;t<16;t++)e[t]=l>>8*(15-t)&255;return e}const Js=/#EXT-X-STREAM-INF:([^\r\n]*)(?:[\r\n](?:#[^\r\n]*)?)*([^\r\n]+)|#EXT-X-(SESSION-DATA|SESSION-KEY|DEFINE|CONTENT-STEERING|START):([^\r\n]*)[\r\n]+/g,a=/#EXT-X-MEDIA:(.*)/g,c=/^#EXT(?:INF|-X-TARGETDURATION):/m,g=new RegExp([/#EXTINF:\s*(\d*(?:\.\d+)?)(?:,(.*)\s+)?/.source,/(?!#) *(\S[^\r\n]*)/.source,/#.*/.source].join("|"),"g"),E=new RegExp([/#EXT-X-(PROGRAM-DATE-TIME|BYTERANGE|DATERANGE|DEFINE|KEY|MAP|PART|PART-INF|PLAYLIST-TYPE|PRELOAD-HINT|RENDITION-REPORT|SERVER-CONTROL|SKIP|START):(.+)/.source,/#EXT-X-(BITRATE|DISCONTINUITY-SEQUENCE|MEDIA-SEQUENCE|TARGETDURATION|VERSION): *(\d+)/.source,/#EXT-X-(DISCONTINUITY|ENDLIST|GAP|INDEPENDENT-SEGMENTS)/.source,/(#)([^:]*):(.*)/.source,/(#)(.*)(?:.*)\r?\n?/.source].join("|"));class b{static findGroup(e,t){for(let n=0;n0&&s.length({id:h.attrs.AUDIO,audioCodec:h.audioCodec})),SUBTITLES:o.map(h=>({id:h.attrs.SUBTITLES,textCodec:h.textCodec})),"CLOSED-CAPTIONS":[]};let p=0;for(a.lastIndex=0;(i=a.exec(e))!==null;){const h=new dr(i[1],n),A=h.TYPE;if(A){const y=u[A],C=s[A]||[];s[A]=C;const U=h.LANGUAGE,Z=h["ASSOC-LANGUAGE"],ce=h.CHANNELS,le=h.CHARACTERISTICS,Ze=h["INSTREAM-ID"],Xe={attrs:h,bitrate:0,id:p++,groupId:h["GROUP-ID"]||"",name:h.NAME||U||"",type:A,default:h.bool("DEFAULT"),autoselect:h.bool("AUTOSELECT"),forced:h.bool("FORCED"),lang:U,url:h.URI?b.resolve(h.URI,t):""};if(Z&&(Xe.assocLang=Z),ce&&(Xe.channels=ce),le&&(Xe.characteristics=le),Ze&&(Xe.instreamId=Ze),y!=null&&y.length){const _e=b.findGroup(y,Xe.groupId)||y[0];Et(Xe,_e,"audioCodec"),Et(Xe,_e,"textCodec")}C.push(Xe)}}return s}static parseLevelPlaylist(e,t,n,i,s,o){var u;const p={url:t},h=new vr(t),A=h.fragments,y=[];let C=null,U=0,Z=0,ce=0,le=0,Ze=0,Xe=null,_e=new bt(i,p),Vt,qt,xn,tn=-1,An=!1,pn=null,on;if(g.lastIndex=0,h.m3u8=e,h.hasVariableRefs=sr(e),((u=g.exec(e))==null?void 0:u[0])!=="#EXTM3U")return h.playlistParsingError=new Error("Missing format identifier #EXTM3U"),h;for(;(Vt=g.exec(e))!==null;){An&&(An=!1,_e=new bt(i,p),_e.playlistOffset=ce,_e.setStart(ce),_e.sn=U,_e.cc=le,Ze&&(_e.bitrate=Ze),_e.level=n,C&&(_e.initSegment=C,C.rawProgramDateTime&&(_e.rawProgramDateTime=C.rawProgramDateTime,C.rawProgramDateTime=null),pn&&(_e.setByteRange(pn),pn=null)));const ji=Vt[1];if(ji){_e.duration=parseFloat(ji);const Di=(" "+Vt[2]).slice(1);_e.title=Di||null,_e.tagList.push(Di?["INF",ji,Di]:["INF",ji])}else if(Vt[3]){if(r(_e.duration)){_e.playlistOffset=ce,_e.setStart(ce),xn&&Vn(_e,xn,h),_e.sn=U,_e.level=n,_e.cc=le,A.push(_e);const Di=(" "+Vt[3]).slice(1);_e.relurl=Kr(h,Di),Jt(_e,Xe,y),Xe=_e,ce+=_e.duration,U++,Z=0,An=!0}}else{if(Vt=Vt[0].match(E),!Vt){Me.warn("No matches on slow regex match for level playlist!");continue}for(qt=1;qt0&&Kn(h,Di,Vt),U=h.startSN=parseInt(ai);break;case"SKIP":{h.skippedSegments&&Dn(h,Di,Vt);const yi=new dr(ai,h),Vi=yi.decimalInteger("SKIPPED-SEGMENTS");if(r(Vi)){h.skippedSegments+=Vi;for(let ui=Vi;ui--;)A.push(null);U+=Vi}const ar=yi.enumeratedString("RECENTLY-REMOVED-DATERANGES");ar&&(h.recentlyRemovedDateranges=(h.recentlyRemovedDateranges||[]).concat(ar.split(" ")));break}case"TARGETDURATION":h.targetduration!==0&&Dn(h,Di,Vt),h.targetduration=Math.max(parseInt(ai),1);break;case"VERSION":h.version!==null&&Dn(h,Di,Vt),h.version=parseInt(ai);break;case"INDEPENDENT-SEGMENTS":break;case"ENDLIST":h.live||Dn(h,Di,Vt),h.live=!1;break;case"#":(ai||Oi)&&_e.tagList.push(Oi?[ai,Oi]:[ai]);break;case"DISCONTINUITY":le++,_e.tagList.push(["DIS"]);break;case"GAP":_e.gap=!0,_e.tagList.push([Di]);break;case"BITRATE":_e.tagList.push([Di,ai]),Ze=parseInt(ai)*1e3,r(Ze)?_e.bitrate=Ze:Ze=0;break;case"DATERANGE":{const yi=new dr(ai,h),Vi=new Xi(yi,h.dateRanges[yi.ID],h.dateRangeTagCount);h.dateRangeTagCount++,Vi.isValid||h.skippedSegments?h.dateRanges[Vi.id]=Vi:Me.warn(`Ignoring invalid DATERANGE tag: "${ai}"`),_e.tagList.push(["EXT-X-DATERANGE",ai]);break}case"DEFINE":{{const yi=new dr(ai,h);"IMPORT"in yi?Lr(h,yi,o):vs(h,yi,t)}break}case"DISCONTINUITY-SEQUENCE":h.startCC!==0?Dn(h,Di,Vt):A.length>0&&Kn(h,Di,Vt),h.startCC=le=parseInt(ai);break;case"KEY":{const yi=Ce(ai,t,h);if(yi.isSupported()){if(yi.method==="NONE"){xn=void 0;break}xn||(xn={});const Vi=xn[yi.keyFormat];Vi!=null&&Vi.matches(yi)||(Vi&&(xn=ee({},xn)),xn[yi.keyFormat]=yi)}else Me.warn(`[Keys] Ignoring unsupported EXT-X-KEY tag: "${ai}"`);break}case"START":h.startTimeOffset=Je(ai);break;case"MAP":{const yi=new dr(ai,h);if(_e.duration){const Vi=new bt(i,p);kn(Vi,yi,n,xn),C=Vi,_e.initSegment=C,C.rawProgramDateTime&&!_e.rawProgramDateTime&&(_e.rawProgramDateTime=C.rawProgramDateTime)}else{const Vi=_e.byteRangeEndOffset;if(Vi){const ar=_e.byteRangeStartOffset;pn=`${Vi-ar}@${ar}`}else pn=null;kn(_e,yi,n,xn),C=_e,An=!0}C.cc=le;break}case"SERVER-CONTROL":{on&&Dn(h,Di,Vt),on=new dr(ai),h.canBlockReload=on.bool("CAN-BLOCK-RELOAD"),h.canSkipUntil=on.optionalFloat("CAN-SKIP-UNTIL",0),h.canSkipDateRanges=h.canSkipUntil>0&&on.bool("CAN-SKIP-DATERANGES"),h.partHoldBack=on.optionalFloat("PART-HOLD-BACK",0),h.holdBack=on.optionalFloat("HOLD-BACK",0);break}case"PART-INF":{h.partTarget&&Dn(h,Di,Vt);const yi=new dr(ai);h.partTarget=yi.decimalFloatingPoint("PART-TARGET");break}case"PART":{let yi=h.partList;yi||(yi=h.partList=[]);const Vi=Z>0?yi[yi.length-1]:void 0,ar=Z++,ui=new dr(ai,h),di=new he(ui,_e,p,ar,Vi);yi.push(di),_e.duration+=di.duration;break}case"PRELOAD-HINT":{const yi=new dr(ai,h);h.preloadHint=yi;break}case"RENDITION-REPORT":{const yi=new dr(ai,h);h.renditionReports=h.renditionReports||[],h.renditionReports.push(yi);break}default:Me.warn(`line parsed but not handled: ${Vt}`);break}}}Xe&&!Xe.relurl?(A.pop(),ce-=Xe.duration,h.partList&&(h.fragmentHint=Xe)):h.partList&&(Jt(_e,Xe,y),_e.cc=le,h.fragmentHint=_e,xn&&Vn(_e,xn,h)),h.targetduration||(h.playlistParsingError=new Error("Missing Target Duration"));const zn=A.length,gi=A[0],Ni=A[zn-1];if(ce+=h.skippedSegments*h.targetduration,ce>0&&zn&&Ni){h.averagetargetduration=ce/zn;const ji=Ni.sn;h.endSN=ji!=="initSegment"?ji:0,h.live||(Ni.endList=!0),tn>0&&(nn(A,tn),gi&&y.unshift(gi))}return h.fragmentHint&&(ce+=h.fragmentHint.duration),h.totalduration=ce,y.length&&h.dateRangeTagCount&&gi&&$(y,h),h.endCC=le,h}}function $(l,e){let t=l.length;if(!t)if(e.hasProgramDateTime){const u=e.fragments[e.fragments.length-1];l.push(u),t++}else return;const n=l[t-1],i=e.live?1/0:e.totalduration,s=Object.keys(e.dateRanges);for(let u=s.length;u--;){const p=e.dateRanges[s[u]],h=p.startDate.getTime();p.tagAnchor=n.ref;for(let A=t;A--;){var o;if(((o=l[A])==null?void 0:o.sn)=u||n===0){var o;const p=(((o=t[n+1])==null?void 0:o.start)||i)-s.start;if(e<=u+p*1e3){const h=t[n].sn-l.startSN;if(h<0)return-1;const A=l.fragments;if(A.length>t.length){const C=(t[n+1]||A[A.length-1]).sn-l.startSN;for(let U=C;U>h;U--){const Z=A[U].programDateTime;if(e>=Z&&en);["video","audio","text"].forEach(n=>{const i=t.filter(s=>un(s,n));i.length&&(e[`${n}Codec`]=i.map(s=>s.split("/")[0]).join(","),t=t.filter(s=>i.indexOf(s)===-1))}),e.unknownCodecs=t}function Et(l,e,t){const n=e[t];n&&(l[t]=n)}function nn(l,e){let t=l[e];for(let n=e;n--;){const i=l[n];if(!i)return;i.programDateTime=t.programDateTime-i.duration*1e3,t=i}}function Jt(l,e,t){l.rawProgramDateTime?t.push(l):e!=null&&e.programDateTime&&(l.programDateTime=e.endProgramDateTime)}function kn(l,e,t,n){l.relurl=e.URI,e.BYTERANGE&&l.setByteRange(e.BYTERANGE),l.level=t,l.sn="initSegment",n&&(l.levelkeys=n),l.initSegment=null}function Vn(l,e,t){l.levelkeys=e;const{encryptedFragments:n}=t;(!n.length||n[n.length-1].levelkeys!==e)&&Object.keys(e).some(i=>e[i].isCommonEncryption)&&n.push(l)}function Dn(l,e,t){l.playlistParsingError=new Error(`#EXT-X-${e} must not appear more than once (${t[0]})`)}function Kn(l,e,t){l.playlistParsingError=new Error(`#EXT-X-${e} must appear before the first Media Segment (${t[0]})`)}function Fn(l,e){const t=e.startPTS;if(r(t)){let n=0,i;e.sn>l.sn?(n=t-l.start,i=l):(n=l.start-t,i=e),i.duration!==n&&i.setDuration(n)}else e.sn>l.sn?l.cc===e.cc&&l.minEndPTS?e.setStart(l.start+(l.minEndPTS-l.start)):e.setStart(l.start+l.duration):e.setStart(Math.max(l.start-e.duration,0))}function qn(l,e,t,n,i,s,o){n-t<=0&&(o.warn("Fragment should have a positive duration",e),n=t+e.duration,s=i+e.duration);let p=t,h=n;const A=e.startPTS,y=e.endPTS;if(r(A)){const Ze=Math.abs(A-t);l&&Ze>l.totalduration?o.warn(`media timestamps and playlist times differ by ${Ze}s for level ${e.level} ${l.url}`):r(e.deltaPTS)?e.deltaPTS=Math.max(Ze,e.deltaPTS):e.deltaPTS=Ze,p=Math.max(t,A),t=Math.min(t,A),i=e.startDTS!==void 0?Math.min(i,e.startDTS):i,h=Math.min(n,y),n=Math.max(n,y),s=e.endDTS!==void 0?Math.max(s,e.endDTS):s}const C=t-e.start;e.start!==0&&e.setStart(t),e.setDuration(n-e.start),e.startPTS=t,e.maxStartPTS=p,e.startDTS=i,e.endPTS=n,e.minEndPTS=h,e.endDTS=s;const U=e.sn;if(!l||Ul.endSN)return 0;let Z;const ce=U-l.startSN,le=l.fragments;for(le[ce]=e,Z=ce;Z>0;Z--)Fn(le[Z],le[Z-1]);for(Z=ce;Z=0;A--){const y=i[A].initSegment;if(y){n=y;break}}l.fragmentHint&&delete l.fragmentHint.endPTS;let s;tr(l,e,(A,y,C,U)=>{if((!e.startCC||e.skippedSegments)&&y.cc!==A.cc){const Z=A.cc-y.cc;for(let ce=C;ce{var y;A&&(!A.initSegment||A.initSegment.relurl===((y=n)==null?void 0:y.relurl))&&(A.initSegment=n)}),e.skippedSegments){if(e.deltaUpdateFailed=o.some(A=>!A),e.deltaUpdateFailed){t.warn("[level-helper] Previous playlist missing segments skipped in delta playlist");for(let A=e.skippedSegments;A--;)o.shift();e.startSN=o[0].sn}else{e.canSkipDateRanges&&(e.dateRanges=_i(l.dateRanges,e,t));const A=l.fragments.filter(y=>y.rawProgramDateTime);if(l.hasProgramDateTime&&!e.hasProgramDateTime)for(let y=1;y{y.elementaryStreams=A.elementaryStreams,y.stats=A.stats}),s?qn(e,s,s.startPTS,s.endPTS,s.startDTS,s.endDTS,t):Ar(l,e),o.length&&(e.totalduration=e.edge-o[0].start),e.driftStartTime=l.driftStartTime,e.driftStart=l.driftStart;const h=e.advancedDateTime;if(e.advanced&&h){const A=e.edge;e.driftStart||(e.driftStartTime=h,e.driftStart=A),e.driftEndTime=h,e.driftEnd=A}else e.driftEndTime=l.driftEndTime,e.driftEnd=l.driftEnd,e.advancedDateTime=l.advancedDateTime;e.requestScheduled===-1&&(e.requestScheduled=l.requestScheduled)}function _i(l,e,t){const{dateRanges:n,recentlyRemovedDateranges:i}=e,s=ee({},l);i&&i.forEach(p=>{delete s[p]});const u=Object.keys(s).length;return u?(Object.keys(n).forEach(p=>{const h=s[p],A=new Xi(n[p].attr,h);A.isValid?(s[p]=A,h||(A.tagOrder+=u)):t.warn(`Ignoring invalid Playlist Delta Update DATERANGE tag: "${Ye(n[p].attr)}"`)}),s):n}function $i(l,e,t){if(l&&e){let n=0;for(let i=0,s=l.length;i<=s;i++){const o=l[i],u=e[i+n];o&&u&&o.index===u.index&&o.fragment.sn===u.fragment.sn?t(o,u):n--}}}function tr(l,e,t){const n=e.skippedSegments,i=Math.max(l.startSN,e.startSN)-e.startSN,s=(l.fragmentHint?1:0)+(n?e.endSN:Math.min(l.endSN,e.endSN))-e.startSN,o=e.startSN-l.startSN,u=e.fragmentHint?e.fragments.concat(e.fragmentHint):e.fragments,p=l.fragmentHint?l.fragments.concat(l.fragmentHint):l.fragments;for(let h=i;h<=s;h++){const A=p[o+h];let y=u[h];if(n&&!y&&A&&(y=e.fragments[h]=A),A&&y){t(A,y,h,u);const C=A.relurl,U=y.relurl;if(C&&ts(C,U)){e.playlistParsingError=ci(`media sequence mismatch ${y.sn}:`,l,e,A,y);return}else if(A.cc!==y.cc){e.playlistParsingError=ci(`discontinuity sequence mismatch (${A.cc}!=${y.cc})`,l,e,A,y);return}}}}function ci(l,e,t,n,i){return new Error(`${l} ${i.url} Playlist starting @${e.startSN} ${e.m3u8} @@ -156,9 +156,9 @@ ${this.list("video")} ${this.list("audio")} ${this.list("audiovideo")}}`}list(e){var t,n;return(t=this.queues)!=null&&t[e]||(n=this.tracks)!=null&&n[e]?`${e}: (${this.listSbInfo(e)}) ${this.listOps(e)}`:""}listSbInfo(e){var t;const n=(t=this.tracks)==null?void 0:t[e],i=n==null?void 0:n.buffer;return i?`SourceBuffer${i.updating?" updating":""}${n.ended?" ended":""}${n.ending?" ending":""}`:"none"}listOps(e){var t;return((t=this.queues)==null?void 0:t[e].map(n=>n.label).join(", "))||""}}const ll=/(avc[1234]|hvc1|hev1|dvh[1e]|vp09|av01)(?:\.[^.,]+)+/,Es="HlsJsTrackRemovedError";class pc extends Error{constructor(e){super(e),this.name=Es}}class vc extends We{constructor(e,t){super("buffer-controller",e.logger),this.hls=void 0,this.fragmentTracker=void 0,this.details=null,this._objectUrl=null,this.operationQueue=null,this.bufferCodecEventsTotal=0,this.media=null,this.mediaSource=null,this.lastMpegAudioChunk=null,this.blockedAudioAppend=null,this.lastVideoAppendEnd=0,this.appendSource=void 0,this.transferData=void 0,this.overrides=void 0,this.appendErrors={audio:0,video:0,audiovideo:0},this.tracks={},this.sourceBuffers=[[null,null],[null,null]],this._onEndStreaming=n=>{var i;this.hls&&((i=this.mediaSource)==null?void 0:i.readyState)==="open"&&this.hls.pauseBuffering()},this._onStartStreaming=n=>{this.hls&&this.hls.resumeBuffering()},this._onMediaSourceOpen=n=>{const{media:i,mediaSource:s}=this;n&&this.log("Media source opened"),!(!i||!s)&&(s.removeEventListener("sourceopen",this._onMediaSourceOpen),i.removeEventListener("emptied",this._onMediaEmptied),this.updateDuration(),this.hls.trigger(v.MEDIA_ATTACHED,{media:i,mediaSource:s}),this.mediaSource!==null&&this.checkPendingTracks())},this._onMediaSourceClose=()=>{this.log("Media source closed")},this._onMediaSourceEnded=()=>{this.log("Media source ended")},this._onMediaEmptied=()=>{const{mediaSrc:n,_objectUrl:i}=this;n!==i&&this.error(`Media element src was set while attaching MediaSource (${i} > ${n})`)},this.hls=e,this.fragmentTracker=t,this.appendSource=mt(wt(e.config.preferManagedMediaSource)),this.initTracks(),this.registerListeners()}hasSourceTypes(){return Object.keys(this.tracks).length>0}destroy(){this.unregisterListeners(),this.details=null,this.lastMpegAudioChunk=this.blockedAudioAppend=null,this.transferData=this.overrides=void 0,this.operationQueue&&(this.operationQueue.destroy(),this.operationQueue=null),this.hls=this.fragmentTracker=null,this._onMediaSourceOpen=this._onMediaSourceClose=null,this._onMediaSourceEnded=null,this._onStartStreaming=this._onEndStreaming=null}registerListeners(){const{hls:e}=this;e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.BUFFER_RESET,this.onBufferReset,this),e.on(v.BUFFER_APPENDING,this.onBufferAppending,this),e.on(v.BUFFER_CODECS,this.onBufferCodecs,this),e.on(v.BUFFER_EOS,this.onBufferEos,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.FRAG_PARSED,this.onFragParsed,this),e.on(v.FRAG_CHANGED,this.onFragChanged,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const{hls:e}=this;e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.BUFFER_RESET,this.onBufferReset,this),e.off(v.BUFFER_APPENDING,this.onBufferAppending,this),e.off(v.BUFFER_CODECS,this.onBufferCodecs,this),e.off(v.BUFFER_EOS,this.onBufferEos,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.FRAG_PARSED,this.onFragParsed,this),e.off(v.FRAG_CHANGED,this.onFragChanged,this),e.off(v.ERROR,this.onError,this)}transferMedia(){const{media:e,mediaSource:t}=this;if(!e)return null;const n={};if(this.operationQueue){const s=this.isUpdating();s||this.operationQueue.removeBlockers();const o=this.isQueued();(s||o)&&this.warn(`Transfering MediaSource with${o?" operations in queue":""}${s?" updating SourceBuffer(s)":""} ${this.operationQueue}`),this.operationQueue.destroy()}const i=this.transferData;return!this.sourceBufferCount&&i&&i.mediaSource===t?ee(n,i.tracks):this.sourceBuffers.forEach(s=>{const[o]=s;o&&(n[o]=ee({},this.tracks[o]),this.removeBuffer(o)),s[0]=s[1]=null}),{media:e,mediaSource:t,tracks:n}}initTracks(){const e={};this.sourceBuffers=[[null,null],[null,null]],this.tracks=e,this.resetQueue(),this.resetAppendErrors(),this.lastMpegAudioChunk=this.blockedAudioAppend=null,this.lastVideoAppendEnd=0}onManifestLoading(){this.bufferCodecEventsTotal=0,this.details=null}onManifestParsed(e,t){var n;let i=2;(t.audio&&!t.video||!t.altAudio)&&(i=1),this.bufferCodecEventsTotal=i,this.log(`${i} bufferCodec event(s) expected.`),(n=this.transferData)!=null&&n.mediaSource&&this.sourceBufferCount&&i&&this.bufferCreated()}onMediaAttaching(e,t){const n=this.media=t.media;this.transferData=this.overrides=void 0;const i=wt(this.appendSource);if(i){const s=!!t.mediaSource;(s||t.overrides)&&(this.transferData=t,this.overrides=t.overrides);const o=this.mediaSource=t.mediaSource||new i;if(this.assignMediaSource(o),s)this._objectUrl=n.src,this.attachTransferred();else{const u=this._objectUrl=self.URL.createObjectURL(o);if(this.appendSource)try{n.removeAttribute("src");const p=self.ManagedMediaSource;n.disableRemotePlayback=n.disableRemotePlayback||p&&o instanceof p,cl(n),Ac(n,u),n.load()}catch(p){n.src=u}else n.src=u}n.addEventListener("emptied",this._onMediaEmptied)}}assignMediaSource(e){var t,n;this.log(`${((t=this.transferData)==null?void 0:t.mediaSource)===e?"transferred":"created"} media source: ${(n=e.constructor)==null?void 0:n.name}`),e.addEventListener("sourceopen",this._onMediaSourceOpen),e.addEventListener("sourceended",this._onMediaSourceEnded),e.addEventListener("sourceclose",this._onMediaSourceClose),this.appendSource&&(e.addEventListener("startstreaming",this._onStartStreaming),e.addEventListener("endstreaming",this._onEndStreaming))}attachTransferred(){const e=this.media,t=this.transferData;if(!t||!e)return;const n=this.tracks,i=t.tracks,s=i?Object.keys(i):null,o=s?s.length:0,u=()=>{Promise.resolve().then(()=>{this.media&&this.mediaSourceOpenOrEnded&&this._onMediaSourceOpen()})};if(i&&s&&o){if(!this.tracksReady){this.hls.config.startFragPrefetch=!0,this.log("attachTransferred: waiting for SourceBuffer track info");return}if(this.log(`attachTransferred: (bufferCodecEventsTotal ${this.bufferCodecEventsTotal}) required tracks: ${Ye(n,(p,h)=>p==="initSegment"?void 0:h)}; -transfer tracks: ${Ye(i,(p,h)=>p==="initSegment"?void 0:h)}}`),!Nt(i,n)){t.mediaSource=null,t.tracks=void 0;const p=e.currentTime,h=this.details,A=Math.max(p,(h==null?void 0:h.fragments[0].start)||0);if(A-p>1){this.log(`attachTransferred: waiting for playback to reach new tracks start time ${p} -> ${A}`);return}this.warn(`attachTransferred: resetting MediaSource for incompatible tracks ("${Object.keys(i)}"->"${Object.keys(n)}") start time: ${A} currentTime: ${p}`),this.onMediaDetaching(v.MEDIA_DETACHING,{}),this.onMediaAttaching(v.MEDIA_ATTACHING,t),e.currentTime=A;return}this.transferData=void 0,s.forEach(p=>{const h=p,A=i[h];if(A){const y=A.buffer;if(y){const C=this.fragmentTracker,U=A.id;if(C.hasFragments(U)||C.hasParts(U)){const le=Wn.getBuffered(y);C.detectEvictedFragments(h,le,U,null,!0)}const Z=Ya(h),ce=[h,y];this.sourceBuffers[Z]=ce,y.updating&&this.operationQueue&&this.operationQueue.prependBlocker(h),this.trackSourceBuffer(h,A)}}}),u(),this.bufferCreated()}else this.log("attachTransferred: MediaSource w/o SourceBuffers"),u()}get mediaSourceOpenOrEnded(){var e;const t=(e=this.mediaSource)==null?void 0:e.readyState;return t==="open"||t==="ended"}onMediaDetaching(e,t){const n=!!t.transferMedia;this.transferData=this.overrides=void 0;const{media:i,mediaSource:s,_objectUrl:o}=this;if(s){if(this.log(`media source ${n?"transferring":"detaching"}`),n)this.sourceBuffers.forEach(([u])=>{u&&this.removeBuffer(u)}),this.resetQueue();else{if(this.mediaSourceOpenOrEnded){const u=s.readyState==="open";try{const p=s.sourceBuffers;for(let h=p.length;h--;)u&&p[h].abort(),s.removeSourceBuffer(p[h]);u&&s.endOfStream()}catch(p){this.warn(`onMediaDetaching: ${p.message} while calling endOfStream`)}}this.sourceBufferCount&&this.onBufferReset()}s.removeEventListener("sourceopen",this._onMediaSourceOpen),s.removeEventListener("sourceended",this._onMediaSourceEnded),s.removeEventListener("sourceclose",this._onMediaSourceClose),this.appendSource&&(s.removeEventListener("startstreaming",this._onStartStreaming),s.removeEventListener("endstreaming",this._onEndStreaming)),this.mediaSource=null,this._objectUrl=null}i&&(i.removeEventListener("emptied",this._onMediaEmptied),n||(o&&self.URL.revokeObjectURL(o),this.mediaSrc===o?(i.removeAttribute("src"),this.appendSource&&cl(i),i.load()):this.warn("media|source.src was changed by a third party - skip cleanup")),this.media=null),this.hls.trigger(v.MEDIA_DETACHED,t)}onBufferReset(){this.sourceBuffers.forEach(([e])=>{e&&this.resetBuffer(e)}),this.initTracks()}resetBuffer(e){var t;const n=(t=this.tracks[e])==null?void 0:t.buffer;if(this.removeBuffer(e),n)try{var i;(i=this.mediaSource)!=null&&i.sourceBuffers.length&&this.mediaSource.removeSourceBuffer(n)}catch(s){this.warn(`onBufferReset ${e}`,s)}delete this.tracks[e]}removeBuffer(e){this.removeBufferListeners(e),this.sourceBuffers[Ya(e)]=[null,null];const t=this.tracks[e];t&&(t.buffer=void 0)}resetQueue(){this.operationQueue&&this.operationQueue.destroy(),this.operationQueue=new gc(this.tracks)}onBufferCodecs(e,t){var n;const i=this.tracks,s=Object.keys(t);this.log(`BUFFER_CODECS: "${s}" (current SB count ${this.sourceBufferCount})`);const o="audiovideo"in t&&(i.audio||i.video)||i.audiovideo&&("audio"in t||"video"in t),u=!o&&this.sourceBufferCount&&this.media&&s.some(p=>!i[p]);if(o||u){this.warn(`Unsupported transition between "${Object.keys(i)}" and "${s}" SourceBuffers`);return}s.forEach(p=>{var h,A;const y=t[p],{id:C,codec:U,levelCodec:Z,container:ce,metadata:le,supplemental:Ze}=y;let Xe=i[p];const _e=(h=this.transferData)==null||(h=h.tracks)==null?void 0:h[p],Vt=_e!=null&&_e.buffer?_e:Xe,qt=(Vt==null?void 0:Vt.pendingCodec)||(Vt==null?void 0:Vt.codec),xn=Vt==null?void 0:Vt.levelCodec;Xe||(Xe=i[p]={buffer:void 0,listeners:[],codec:U,supplemental:Ze,container:ce,levelCodec:Z,metadata:le,id:C});const tn=Dt(qt,xn),An=tn==null?void 0:tn.replace(ll,"$1");let pn=Dt(U,Z);const on=(A=pn)==null?void 0:A.replace(ll,"$1");pn&&tn&&An!==on&&(p.slice(0,5)==="audio"&&(pn=Pt(pn,this.appendSource)),this.log(`switching codec ${qt} to ${pn}`),pn!==(Xe.pendingCodec||Xe.codec)&&(Xe.pendingCodec=pn),Xe.container=ce,this.appendChangeType(p,ce,pn))}),(this.tracksReady||this.sourceBufferCount)&&(t.tracks=this.sourceBufferTracks),!this.sourceBufferCount&&(this.bufferCodecEventsTotal>1&&!this.tracks.video&&!t.video&&((n=t.audio)==null?void 0:n.id)==="main"&&(this.log("Main audio-only"),this.bufferCodecEventsTotal=1),this.mediaSourceOpenOrEnded&&this.checkPendingTracks())}get sourceBufferTracks(){return Object.keys(this.tracks).reduce((e,t)=>{const n=this.tracks[t];return e[t]={id:n.id,container:n.container,codec:n.codec,levelCodec:n.levelCodec},e},{})}appendChangeType(e,t,n){const i=`${t};codecs=${n}`,s={label:`change-type=${i}`,execute:()=>{const o=this.tracks[e];if(o){const u=o.buffer;u!=null&&u.changeType&&(this.log(`changing ${e} sourceBuffer type to ${i}`),u.changeType(i),o.codec=n,o.container=t)}this.shiftAndExecuteNext(e)},onStart:()=>{},onComplete:()=>{},onError:o=>{this.warn(`Failed to change ${e} SourceBuffer type`,o)}};this.append(s,e,this.isPending(this.tracks[e]))}blockAudio(e){var t;const n=e.start,i=n+e.duration*.05;if(((t=this.fragmentTracker.getAppendedFrag(n,z.MAIN))==null?void 0:t.gap)===!0)return;const o={label:"block-audio",execute:()=>{var u;const p=this.tracks.video;(this.lastVideoAppendEnd>i||p!=null&&p.buffer&&Wn.isBuffered(p.buffer,i)||((u=this.fragmentTracker.getAppendedFrag(i,z.MAIN))==null?void 0:u.gap)===!0)&&(this.blockedAudioAppend=null,this.shiftAndExecuteNext("audio"))},onStart:()=>{},onComplete:()=>{},onError:u=>{this.warn("Error executing block-audio operation",u)}};this.blockedAudioAppend={op:o,frag:e},this.append(o,"audio",!0)}unblockAudio(){const{blockedAudioAppend:e,operationQueue:t}=this;e&&t&&(this.blockedAudioAppend=null,t.unblockAudio(e.op))}onBufferAppending(e,t){const{tracks:n}=this,{data:i,type:s,parent:o,frag:u,part:p,chunkMeta:h,offset:A}=t,y=h.buffering[s],{sn:C,cc:U}=u,Z=self.performance.now();y.start=Z;const ce=u.stats.buffering,le=p?p.stats.buffering:null;ce.start===0&&(ce.start=Z),le&&le.start===0&&(le.start=Z);const Ze=n.audio;let Xe=!1;s==="audio"&&(Ze==null?void 0:Ze.container)==="audio/mpeg"&&(Xe=!this.lastMpegAudioChunk||h.id===1||this.lastMpegAudioChunk.sn!==h.sn,this.lastMpegAudioChunk=h);const _e=n.video,Vt=_e==null?void 0:_e.buffer;if(Vt&&C!=="initSegment"){const tn=p||u,An=this.blockedAudioAppend;if(s==="audio"&&o!=="main"&&!this.blockedAudioAppend&&!(_e.ending||_e.ended)){const on=tn.start+tn.duration*.05,zn=Vt.buffered,gi=this.currentOp("video");!zn.length&&!gi?this.blockAudio(tn):!gi&&!Wn.isBuffered(Vt,on)&&this.lastVideoAppendEndon||pn{var tn;y.executeStart=self.performance.now();const An=(tn=this.tracks[s])==null?void 0:tn.buffer;An&&(Xe?this.updateTimestampOffset(An,qt,.1,s,C,U):A!==void 0&&r(A)&&this.updateTimestampOffset(An,A,1e-6,s,C,U)),this.appendExecutor(i,s)},onStart:()=>{},onComplete:()=>{const tn=self.performance.now();y.executeEnd=y.end=tn,ce.first===0&&(ce.first=tn),le&&le.first===0&&(le.first=tn);const An={};this.sourceBuffers.forEach(([pn,on])=>{pn&&(An[pn]=Wn.getBuffered(on))}),this.appendErrors[s]=0,s==="audio"||s==="video"?this.appendErrors.audiovideo=0:(this.appendErrors.audio=0,this.appendErrors.video=0),this.hls.trigger(v.BUFFER_APPENDED,{type:s,frag:u,part:p,chunkMeta:h,parent:u.type,timeRanges:An})},onError:tn=>{var An;const pn={type:te.MEDIA_ERROR,parent:u.type,details:w.BUFFER_APPEND_ERROR,sourceBufferName:s,frag:u,part:p,chunkMeta:h,error:tn,err:tn,fatal:!1},on=(An=this.media)==null?void 0:An.error;if(tn.code===DOMException.QUOTA_EXCEEDED_ERR||tn.name=="QuotaExceededError"||"quota"in tn)pn.details=w.BUFFER_FULL_ERROR;else if(tn.code===DOMException.INVALID_STATE_ERR&&this.mediaSourceOpenOrEnded&&!on)pn.errorAction=$t(!0);else if(tn.name===Es&&this.sourceBufferCount===0)pn.errorAction=$t(!0);else{const zn=++this.appendErrors[s];this.warn(`Failed ${zn}/${this.hls.config.appendErrorMaxRetry} times to append segment in "${s}" sourceBuffer (${on||"no media error"})`),(zn>=this.hls.config.appendErrorMaxRetry||on)&&(pn.fatal=!0)}this.hls.trigger(v.ERROR,pn)}};this.log(`queuing "${s}" append sn: ${C}${p?" p: "+p.index:""} of ${u.type===z.MAIN?"level":"track"} ${u.level} cc: ${U}`),this.append(xn,s,this.isPending(this.tracks[s]))}getFlushOp(e,t,n){return this.log(`queuing "${e}" remove ${t}-${n}`),{label:"remove",execute:()=>{this.removeExecutor(e,t,n)},onStart:()=>{},onComplete:()=>{this.hls.trigger(v.BUFFER_FLUSHED,{type:e})},onError:i=>{this.warn(`Failed to remove ${t}-${n} from "${e}" SourceBuffer`,i)}}}onBufferFlushing(e,t){const{type:n,startOffset:i,endOffset:s}=t;n?this.append(this.getFlushOp(n,i,s),n):this.sourceBuffers.forEach(([o])=>{o&&this.append(this.getFlushOp(o,i,s),o)})}onFragParsed(e,t){const{frag:n,part:i}=t,s=[],o=i?i.elementaryStreams:n.elementaryStreams;o[ze.AUDIOVIDEO]?s.push("audiovideo"):(o[ze.AUDIO]&&s.push("audio"),o[ze.VIDEO]&&s.push("video"));const u=()=>{const p=self.performance.now();n.stats.buffering.end=p,i&&(i.stats.buffering.end=p);const h=i?i.stats:n.stats;this.hls.trigger(v.FRAG_BUFFERED,{frag:n,part:i,stats:h,id:n.type})};s.length===0&&this.warn(`Fragments must have at least one ElementaryStreamType set. type: ${n.type} level: ${n.level} sn: ${n.sn}`),this.blockBuffers(u,s).catch(p=>{this.warn(`Fragment buffered callback ${p}`),this.stepOperationQueue(this.sourceBufferTypes)})}onFragChanged(e,t){this.trimBuffers()}get bufferedToEnd(){return this.sourceBufferCount>0&&!this.sourceBuffers.some(([e])=>{if(e){const t=this.tracks[e];if(t)return!t.ended||t.ending}return!1})}onBufferEos(e,t){var n;this.sourceBuffers.forEach(([o])=>{if(o){const u=this.tracks[o];(!t.type||t.type===o)&&(u.ending=!0,u.ended||(u.ended=!0,this.log(`${o} buffer reached EOS`)))}});const i=((n=this.overrides)==null?void 0:n.endOfStream)!==!1;this.sourceBufferCount>0&&!this.sourceBuffers.some(([o])=>{var u;return o&&!((u=this.tracks[o])!=null&&u.ended)})?i?(this.log("Queueing EOS"),this.blockUntilOpen(()=>{this.tracksEnded();const{mediaSource:o}=this;if(!o||o.readyState!=="open"){o&&this.log(`Could not call mediaSource.endOfStream(). mediaSource.readyState: ${o.readyState}`);return}this.log("Calling mediaSource.endOfStream()"),o.endOfStream(),this.hls.trigger(v.BUFFERED_TO_END,void 0)})):(this.tracksEnded(),this.hls.trigger(v.BUFFERED_TO_END,void 0)):t.type==="video"&&this.unblockAudio()}tracksEnded(){this.sourceBuffers.forEach(([e])=>{if(e!==null){const t=this.tracks[e];t&&(t.ending=!1)}})}onLevelUpdated(e,{details:t}){t.fragments.length&&(this.details=t,this.updateDuration())}updateDuration(){this.blockUntilOpen(()=>{const e=this.getDurationAndRange();e&&this.updateMediaSource(e)})}onError(e,t){if(t.details===w.BUFFER_APPEND_ERROR&&t.frag){var n;const i=(n=t.errorAction)==null?void 0:n.nextAutoLevel;r(i)&&i!==t.frag.level&&this.resetAppendErrors()}}resetAppendErrors(){this.appendErrors={audio:0,video:0,audiovideo:0}}trimBuffers(){const{hls:e,details:t,media:n}=this;if(!n||t===null||!this.sourceBufferCount)return;const i=e.config,s=n.currentTime,o=t.levelTargetDuration,u=t.live&&i.liveBackBufferLength!==null?i.liveBackBufferLength:i.backBufferLength;if(r(u)&&u>=0){const h=Math.max(u,o),A=Math.floor(s/o)*o-h;this.flushBackBuffer(s,o,A)}const p=i.frontBufferFlushThreshold;if(r(p)&&p>0){const h=Math.max(i.maxBufferLength,p),A=Math.max(h,o),y=Math.floor(s/o)*o+A;this.flushFrontBuffer(s,o,y)}}flushBackBuffer(e,t,n){this.sourceBuffers.forEach(([i,s])=>{if(s){const u=Wn.getBuffered(s);if(u.length>0&&n>u.start(0)){var o;this.hls.trigger(v.BACK_BUFFER_REACHED,{bufferEnd:n});const p=this.tracks[i];if((o=this.details)!=null&&o.live)this.hls.trigger(v.LIVE_BACK_BUFFER_REACHED,{bufferEnd:n});else if(p!=null&&p.ended){this.log(`Cannot flush ${i} back buffer while SourceBuffer is in ended state`);return}this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:0,endOffset:n,type:i})}}})}flushFrontBuffer(e,t,n){this.sourceBuffers.forEach(([i,s])=>{if(s){const o=Wn.getBuffered(s),u=o.length;if(u<2)return;const p=o.start(u-1),h=o.end(u-1);if(n>p||e>=p&&e<=h)return;this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:p,endOffset:1/0,type:i})}})}getDurationAndRange(){var e;const{details:t,mediaSource:n}=this;if(!t||!this.media||(n==null?void 0:n.readyState)!=="open")return null;const i=t.edge;if(t.live&&this.hls.config.liveDurationInfinity){if(t.fragments.length&&n.setLiveSeekableRange){const h=Math.max(0,t.fragmentStart),A=Math.max(h,i);return{duration:1/0,start:h,end:A}}return{duration:1/0}}const s=(e=this.overrides)==null?void 0:e.duration;if(s)return r(s)?{duration:s}:null;const o=this.media.duration,u=r(n.duration)?n.duration:0;return i>u&&i>o||!r(o)?{duration:i}:null}updateMediaSource({duration:e,start:t,end:n}){const i=this.mediaSource;!this.media||!i||i.readyState!=="open"||(i.duration!==e&&(r(e)&&this.log(`Updating MediaSource duration to ${e.toFixed(3)}`),i.duration=e),t!==void 0&&n!==void 0&&(this.log(`MediaSource duration is set to ${i.duration}. Setting seekable range to ${t}-${n}.`),i.setLiveSeekableRange(t,n)))}get tracksReady(){const e=this.pendingTrackCount;return e>0&&(e>=this.bufferCodecEventsTotal||this.isPending(this.tracks.audiovideo))}checkPendingTracks(){const{bufferCodecEventsTotal:e,pendingTrackCount:t,tracks:n}=this;if(this.log(`checkPendingTracks (pending: ${t} codec events expected: ${e}) ${Ye(n)}`),this.tracksReady){var i;const s=(i=this.transferData)==null?void 0:i.tracks;s&&Object.keys(s).length?this.attachTransferred():this.createSourceBuffers()}}bufferCreated(){if(this.sourceBufferCount){const e={};this.sourceBuffers.forEach(([t,n])=>{if(t){const i=this.tracks[t];e[t]={buffer:n,container:i.container,codec:i.codec,supplemental:i.supplemental,levelCodec:i.levelCodec,id:i.id,metadata:i.metadata}}}),this.hls.trigger(v.BUFFER_CREATED,{tracks:e}),this.log(`SourceBuffers created. Running queue: ${this.operationQueue}`),this.sourceBuffers.forEach(([t])=>{this.executeNext(t)})}else{const e=new Error("could not create source buffer for media codec(s)");this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_INCOMPATIBLE_CODECS_ERROR,fatal:!0,error:e,reason:e.message})}}createSourceBuffers(){const{tracks:e,sourceBuffers:t,mediaSource:n}=this;if(!n)throw new Error("createSourceBuffers called when mediaSource was null");for(const s in e){const o=s,u=e[o];if(this.isPending(u)){const p=this.getTrackCodec(u,o),h=`${u.container};codecs=${p}`;u.codec=p,this.log(`creating sourceBuffer(${h})${this.currentOp(o)?" Queued":""} ${Ye(u)}`);try{const A=n.addSourceBuffer(h),y=Ya(o),C=[o,A];t[y]=C,u.buffer=A}catch(A){var i;this.error(`error while trying to add sourceBuffer: ${A.message}`),this.shiftAndExecuteNext(o),(i=this.operationQueue)==null||i.removeBlockers(),delete this.tracks[o],this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_ADD_CODEC_ERROR,fatal:!1,error:A,sourceBufferName:o,mimeType:h,parent:u.id});return}this.trackSourceBuffer(o,u)}}this.bufferCreated()}getTrackCodec(e,t){const n=e.supplemental;let i=e.codec;n&&(t==="video"||t==="audiovideo")&&sn(n,"video")&&(i=It(i,n));const s=Dt(i,e.levelCodec);return s?t.slice(0,5)==="audio"?Pt(s,this.appendSource):s:""}trackSourceBuffer(e,t){const n=t.buffer;if(!n)return;const i=this.getTrackCodec(t,e);this.tracks[e]={buffer:n,codec:i,container:t.container,levelCodec:t.levelCodec,supplemental:t.supplemental,metadata:t.metadata,id:t.id,listeners:[]},this.removeBufferListeners(e),this.addBufferListener(e,"updatestart",this.onSBUpdateStart),this.addBufferListener(e,"updateend",this.onSBUpdateEnd),this.addBufferListener(e,"error",this.onSBUpdateError),this.appendSource&&this.addBufferListener(e,"bufferedchange",(s,o)=>{const u=o.removedRanges;u!=null&&u.length&&this.hls.trigger(v.BUFFER_FLUSHED,{type:s})})}get mediaSrc(){var e,t;const n=((e=this.media)==null||(t=e.querySelector)==null?void 0:t.call(e,"source"))||this.media;return n==null?void 0:n.src}onSBUpdateStart(e){const t=this.currentOp(e);t&&t.onStart()}onSBUpdateEnd(e){var t;if(((t=this.mediaSource)==null?void 0:t.readyState)==="closed"){this.resetBuffer(e);return}const n=this.currentOp(e);n&&(n.onComplete(),this.shiftAndExecuteNext(e))}onSBUpdateError(e,t){var n;const i=new Error(`${e} SourceBuffer error. MediaSource readyState: ${(n=this.mediaSource)==null?void 0:n.readyState}`);this.error(`${i}`,t),this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_APPENDING_ERROR,sourceBufferName:e,error:i,fatal:!1});const s=this.currentOp(e);s&&s.onError(i)}updateTimestampOffset(e,t,n,i,s,o){const u=t-e.timestampOffset;Math.abs(u)>=n&&(this.log(`Updating ${i} SourceBuffer timestampOffset to ${t} (sn: ${s} cc: ${o})`),e.timestampOffset=t)}removeExecutor(e,t,n){const{media:i,mediaSource:s}=this,o=this.tracks[e],u=o==null?void 0:o.buffer;if(!i||!s||!u){this.warn(`Attempting to remove from the ${e} SourceBuffer, but it does not exist`),this.shiftAndExecuteNext(e);return}const p=r(i.duration)?i.duration:1/0,h=r(s.duration)?s.duration:1/0,A=Math.max(0,t),y=Math.min(n,p,h);y>A&&(!o.ending||o.ended)?(o.ended=!1,this.log(`Removing [${A},${y}] from the ${e} SourceBuffer`),u.remove(A,y)):this.shiftAndExecuteNext(e)}appendExecutor(e,t){const n=this.tracks[t],i=n==null?void 0:n.buffer;if(!i)throw new pc(`Attempting to append to the ${t} SourceBuffer, but it does not exist`);n.ending=!1,n.ended=!1,i.appendBuffer(e)}blockUntilOpen(e){if(this.isUpdating()||this.isQueued())this.blockBuffers(e).catch(t=>{this.warn(`SourceBuffer blocked callback ${t}`),this.stepOperationQueue(this.sourceBufferTypes)});else try{e()}catch(t){this.warn(`Callback run without blocking ${this.operationQueue} ${t}`)}}isUpdating(){return this.sourceBuffers.some(([e,t])=>e&&t.updating)}isQueued(){return this.sourceBuffers.some(([e])=>e&&!!this.currentOp(e))}isPending(e){return!!e&&!e.buffer}blockBuffers(e,t=this.sourceBufferTypes){if(!t.length)return this.log("Blocking operation requested, but no SourceBuffers exist"),Promise.resolve().then(e);const{operationQueue:n}=this,i=t.map(o=>this.appendBlocker(o));return t.length>1&&!!this.blockedAudioAppend&&this.unblockAudio(),Promise.all(i).then(o=>{n===this.operationQueue&&(e(),this.stepOperationQueue(this.sourceBufferTypes))})}stepOperationQueue(e){e.forEach(t=>{var n;const i=(n=this.tracks[t])==null?void 0:n.buffer;!i||i.updating||this.shiftAndExecuteNext(t)})}append(e,t,n){this.operationQueue&&this.operationQueue.append(e,t,n)}appendBlocker(e){if(this.operationQueue)return this.operationQueue.appendBlocker(e)}currentOp(e){return this.operationQueue?this.operationQueue.current(e):null}executeNext(e){e&&this.operationQueue&&this.operationQueue.executeNext(e)}shiftAndExecuteNext(e){this.operationQueue&&this.operationQueue.shiftAndExecuteNext(e)}get pendingTrackCount(){return Object.keys(this.tracks).reduce((e,t)=>e+(this.isPending(this.tracks[t])?1:0),0)}get sourceBufferCount(){return this.sourceBuffers.reduce((e,[t])=>e+(t?1:0),0)}get sourceBufferTypes(){return this.sourceBuffers.map(([e])=>e).filter(e=>!!e)}addBufferListener(e,t,n){const i=this.tracks[e];if(!i)return;const s=i.buffer;if(!s)return;const o=n.bind(this,e);i.listeners.push({event:t,listener:o}),s.addEventListener(t,o)}removeBufferListeners(e){const t=this.tracks[e];if(!t)return;const n=t.buffer;n&&(t.listeners.forEach(i=>{n.removeEventListener(i.event,i.listener)}),t.listeners.length=0)}}function cl(l){const e=l.querySelectorAll("source");[].slice.call(e).forEach(t=>{l.removeChild(t)})}function Ac(l,e){const t=self.document.createElement("source");t.type="video/mp4",t.src=e,l.appendChild(t)}function Ya(l){return l==="audio"?1:0}class go{constructor(e){this.hls=void 0,this.autoLevelCapping=void 0,this.firstLevel=void 0,this.media=void 0,this.restrictedLevels=void 0,this.timer=void 0,this.clientRect=void 0,this.streamController=void 0,this.hls=e,this.autoLevelCapping=Number.POSITIVE_INFINITY,this.firstLevel=-1,this.media=null,this.restrictedLevels=[],this.timer=void 0,this.clientRect=null,this.registerListeners()}setStreamController(e){this.streamController=e}destroy(){this.hls&&this.unregisterListener(),this.timer&&this.stopCapping(),this.media=null,this.clientRect=null,this.hls=this.streamController=null}registerListeners(){const{hls:e}=this;e.on(v.FPS_DROP_LEVEL_CAPPING,this.onFpsDropLevelCapping,this),e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.BUFFER_CODECS,this.onBufferCodecs,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this)}unregisterListener(){const{hls:e}=this;e.off(v.FPS_DROP_LEVEL_CAPPING,this.onFpsDropLevelCapping,this),e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.BUFFER_CODECS,this.onBufferCodecs,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this)}onFpsDropLevelCapping(e,t){const n=this.hls.levels[t.droppedLevel];this.isLevelAllowed(n)&&this.restrictedLevels.push({bitrate:n.bitrate,height:n.height,width:n.width})}onMediaAttaching(e,t){this.media=t.media instanceof HTMLVideoElement?t.media:null,this.clientRect=null,this.timer&&this.hls.levels.length&&this.detectPlayerSize()}onManifestParsed(e,t){const n=this.hls;this.restrictedLevels=[],this.firstLevel=t.firstLevel,n.config.capLevelToPlayerSize&&t.video&&this.startCapping()}onLevelsUpdated(e,t){this.timer&&r(this.autoLevelCapping)&&this.detectPlayerSize()}onBufferCodecs(e,t){this.hls.config.capLevelToPlayerSize&&t.video&&this.startCapping()}onMediaDetaching(){this.stopCapping(),this.media=null}detectPlayerSize(){if(this.media){if(this.mediaHeight<=0||this.mediaWidth<=0){this.clientRect=null;return}const e=this.hls.levels;if(e.length){const t=this.hls,n=this.getMaxLevel(e.length-1);n!==this.autoLevelCapping&&t.logger.log(`Setting autoLevelCapping to ${n}: ${e[n].height}p@${e[n].bitrate} for media ${this.mediaWidth}x${this.mediaHeight}`),t.autoLevelCapping=n,t.autoLevelEnabled&&t.autoLevelCapping>this.autoLevelCapping&&this.streamController&&this.streamController.nextLevelSwitch(),this.autoLevelCapping=t.autoLevelCapping}}}getMaxLevel(e){const t=this.hls.levels;if(!t.length)return-1;const n=t.filter((i,s)=>this.isLevelAllowed(i)&&s<=e);return this.clientRect=null,go.getMaxLevelByMediaSize(n,this.mediaWidth,this.mediaHeight)}startCapping(){this.timer||(this.autoLevelCapping=Number.POSITIVE_INFINITY,self.clearInterval(this.timer),this.timer=self.setInterval(this.detectPlayerSize.bind(this),1e3),this.detectPlayerSize())}stopCapping(){this.restrictedLevels=[],this.firstLevel=-1,this.autoLevelCapping=Number.POSITIVE_INFINITY,this.timer&&(self.clearInterval(this.timer),this.timer=void 0)}getDimensions(){if(this.clientRect)return this.clientRect;const e=this.media,t={width:0,height:0};if(e){const n=e.getBoundingClientRect();t.width=n.width,t.height=n.height,!t.width&&!t.height&&(t.width=n.right-n.left||e.width||0,t.height=n.bottom-n.top||e.height||0)}return this.clientRect=t,t}get mediaWidth(){return this.getDimensions().width*this.contentScaleFactor}get mediaHeight(){return this.getDimensions().height*this.contentScaleFactor}get contentScaleFactor(){let e=1;if(!this.hls.config.ignoreDevicePixelRatio)try{e=self.devicePixelRatio}catch(t){}return Math.min(e,this.hls.config.maxDevicePixelRatio)}isLevelAllowed(e){return!this.restrictedLevels.some(n=>e.bitrate===n.bitrate&&e.width===n.width&&e.height===n.height)}static getMaxLevelByMediaSize(e,t,n){if(!(e!=null&&e.length))return-1;const i=(u,p)=>p?u.width!==p.width||u.height!==p.height:!0;let s=e.length-1;const o=Math.max(t,n);for(let u=0;u=o||p.height>=o)&&i(p,e[u+1])){s=u;break}}return s}}const Fs={MANIFEST:"m",AUDIO:"a",VIDEO:"v",MUXED:"av",INIT:"i",CAPTION:"c",TIMED_TEXT:"tt",KEY:"k",OTHER:"o"},fu={HLS:"h"};class ia{constructor(e,t){Array.isArray(e)&&(e=e.map(n=>n instanceof ia?n:new ia(n))),this.value=e,this.params=t}}const Ec="Dict";function ul(l){return Array.isArray(l)?JSON.stringify(l):l instanceof Map?"Map{}":l instanceof Set?"Set{}":typeof l=="object"?JSON.stringify(l):String(l)}function yc(l,e,t,n){return new Error(`failed to ${l} "${ul(e)}" as ${t}`,{cause:n})}function ra(l,e,t){return yc("serialize",l,e,t)}class po{constructor(e){this.description=e}}const dl="Bare Item",hu="Boolean";function Sc(l){if(typeof l!="boolean")throw ra(l,hu);return l?"?1":"?0"}function bc(l){return btoa(String.fromCharCode(...l))}const fl="Byte Sequence";function Tc(l){if(ArrayBuffer.isView(l)===!1)throw ra(l,fl);return`:${bc(l)}:`}const Cc="Integer";function hl(l){return l<-999999999999999||99999999999999912)throw ra(l,xc);const t=e.toString();return t.includes(".")?t:`${t}.0`}const Ic="String",Mc=/[\x00-\x1f\x7f]+/;function vl(l){if(Mc.test(l))throw ra(l,Ic);return`"${l.replace(/\\/g,"\\\\").replace(/"/g,'\\"')}"`}function Rc(l){return l.description||l.toString().slice(7,-1)}const gu="Token";function Al(l){const e=Rc(l);if(/^([a-zA-Z*])([!#$%&'*+\-.^_`|~\w:/]*)$/.test(e)===!1)throw ra(e,gu);return e}function vo(l){switch(typeof l){case"number":if(!r(l))throw ra(l,dl);return Number.isInteger(l)?ml(l):pl(l);case"string":return vl(l);case"symbol":return Al(l);case"boolean":return Sc(l);case"object":if(l instanceof Date)return mu(l);if(l instanceof Uint8Array)return Tc(l);if(l instanceof po)return Al(l);default:throw ra(l,dl)}}const El="Key";function Ao(l){if(/^[a-z*][a-z0-9\-_.*]*$/.test(l)===!1)throw ra(l,El);return l}function Eo(l){return l==null?"":Object.entries(l).map(([e,t])=>t===!0?`;${Ao(e)}`:`;${Ao(e)}=${vo(t)}`).join("")}function yo(l){return l instanceof ia?`${vo(l.value)}${Eo(l.params)}`:vo(l)}function wc(l){return`(${l.value.map(yo).join(" ")})${Eo(l.params)}`}function pu(l,e={whitespace:!0}){if(typeof l!="object"||l==null)throw ra(l,Ec);const t=l instanceof Map?l.entries():Object.entries(l),n=e!=null&&e.whitespace?" ":"";return Array.from(t).map(([i,s])=>{s instanceof ia||(s=new ia(s));let o=Ao(i);return s.value===!0?o+=Eo(s.params):(o+="=",Array.isArray(s.value)?o+=wc(s):o+=yo(s)),o}).join(`,${n}`)}function yl(l,e){return pu(l,e)}const sa="CMCD-Object",os="CMCD-Request",pa="CMCD-Session",ha="CMCD-Status",Sl={br:sa,ab:sa,d:sa,ot:sa,tb:sa,tpb:sa,lb:sa,tab:sa,lab:sa,url:sa,pb:os,bl:os,tbl:os,dl:os,ltc:os,mtp:os,nor:os,nrr:os,rc:os,sn:os,sta:os,su:os,ttfb:os,ttfbb:os,ttlb:os,cmsdd:os,cmsds:os,smrt:os,df:os,cs:os,ts:os,cid:pa,pr:pa,sf:pa,sid:pa,st:pa,v:pa,msd:pa,bs:ha,bsd:ha,cdn:ha,rtp:ha,bg:ha,pt:ha,ec:ha,e:ha},Nc={REQUEST:os};function vu(l){return Object.keys(l).reduce((e,t)=>{var n;return(n=l[t])===null||n===void 0||n.forEach(i=>e[i]=t),e},{})}function Dc(l,e){const t={};if(!l)return t;const n=Object.keys(l),i=e?vu(e):{};return n.reduce((s,o)=>{var u;const p=Sl[o]||i[o]||Nc.REQUEST,h=(u=s[p])!==null&&u!==void 0?u:s[p]={};return h[o]=l[o],s},t)}function Bc(l){return["ot","sf","st","e","sta"].includes(l)}function Ga(l){return typeof l=="number"?r(l):l!=null&&l!==""&&l!==!1}const So="event";function bl(l,e){const t=new URL(l),n=new URL(e);if(t.origin!==n.origin)return l;const i=t.pathname.split("/").slice(1),s=n.pathname.split("/").slice(1,-1);for(;i[0]===s[0];)i.shift(),s.shift();for(;s.length;)s.shift(),i.unshift("..");return i.join("/")+t.search+t.hash}const Da=l=>Math.round(l),bo=(l,e)=>Array.isArray(l)?l.map(t=>bo(t,e)):l instanceof ia&&typeof l.value=="string"?new ia(bo(l.value,e),l.params):(e.baseUrl&&(l=bl(l,e.baseUrl)),e.version===1?encodeURIComponent(l):l),Qa=l=>Da(l/100)*100,Lc={br:Da,d:Da,bl:Qa,dl:Qa,mtp:Qa,nor:(l,e)=>{let t=l;return e.version>=2&&(l instanceof ia&&typeof l.value=="string"?t=new ia([l]):typeof l=="string"&&(t=[l])),bo(t,e)},rtp:Qa,tb:Da},Tl="request",To="response",Co=["ab","bg","bl","br","bs","bsd","cdn","cid","cs","df","ec","lab","lb","ltc","msd","mtp","pb","pr","pt","sf","sid","sn","st","sta","tab","tb","tbl","tpb","ts","v"],Fc=["e"],Oc=/^[a-zA-Z0-9-.]+-[a-zA-Z0-9-.]+$/;function Ja(l){return Oc.test(l)}function Pc(l){return Co.includes(l)||Fc.includes(l)||Ja(l)}const Q=["d","dl","nor","ot","rtp","su"];function W(l){return Co.includes(l)||Q.includes(l)||Ja(l)}const V=["cmsdd","cmsds","rc","smrt","ttfb","ttfbb","ttlb","url"];function Mn(l){return Co.includes(l)||Q.includes(l)||V.includes(l)||Ja(l)}const Rn=["bl","br","bs","cid","d","dl","mtp","nor","nrr","ot","pr","rtp","sf","sid","st","su","tb","v"];function Mi(l){return Rn.includes(l)||Ja(l)}const Gi={[To]:Mn,[So]:Pc,[Tl]:W};function Ri(l,e={}){const t={};if(l==null||typeof l!="object")return t;const n=e.version||l.v||1,i=e.reportingMode||Tl,s=n===1?Mi:Gi[i];let o=Object.keys(l).filter(s);const u=e.filter;typeof u=="function"&&(o=o.filter(u));const p=i===To||i===So;p&&!o.includes("ts")&&o.push("ts"),n>1&&!o.includes("v")&&o.push("v");const h=ee({},Lc,e.formatters),A={version:n,reportingMode:i,baseUrl:e.baseUrl};return o.sort().forEach(y=>{let C=l[y];const U=h[y];if(typeof U=="function"&&(C=U(C,A)),y==="v"){if(n===1)return;C=n}y=="pr"&&C===1||(p&&y==="ts"&&!r(C)&&(C=Date.now()),Ga(C)&&(Bc(y)&&typeof C=="string"&&(C=new po(C)),t[y]=C))}),t}function Gn(l,e={}){const t={};if(!l)return t;const n=Ri(l,e),i=Dc(n,e==null?void 0:e.customHeaderMap);return Object.entries(i).reduce((s,[o,u])=>{const p=yl(u,{whitespace:!1});return p&&(s[o]=p),s},t)}function Ei(l,e,t){return ee(l,Gn(e,t))}const Sr="CMCD";function _r(l,e={}){return l?yl(Ri(l,e),{whitespace:!1}):""}function hs(l,e={}){if(!l)return"";const t=_r(l,e);return encodeURIComponent(t)}function Hr(l,e={}){if(!l)return"";const t=hs(l,e);return`${Sr}=${t}`}const mr=/CMCD=[^&#]+/;function Ts(l,e,t){const n=Hr(e,t);if(!n)return l;if(mr.test(l))return l.replace(mr,n);const i=l.includes("?")?"&":"?";return`${l}${i}${n}`}class ys{constructor(e){this.hls=void 0,this.config=void 0,this.media=void 0,this.sid=void 0,this.cid=void 0,this.useHeaders=!1,this.includeKeys=void 0,this.initialized=!1,this.starved=!1,this.buffering=!0,this.audioBuffer=void 0,this.videoBuffer=void 0,this.onWaiting=()=>{this.initialized&&(this.starved=!0),this.buffering=!0},this.onPlaying=()=>{this.initialized||(this.initialized=!0),this.buffering=!1},this.applyPlaylistData=i=>{try{this.apply(i,{ot:Fs.MANIFEST,su:!this.initialized})}catch(s){this.hls.logger.warn("Could not generate manifest CMCD data.",s)}},this.applyFragmentData=i=>{try{const{frag:s,part:o}=i,u=this.hls.levels[s.level],p=this.getObjectType(s),h={d:(o||s).duration*1e3,ot:p};(p===Fs.VIDEO||p===Fs.AUDIO||p==Fs.MUXED)&&(h.br=u.bitrate/1e3,h.tb=this.getTopBandwidth(p)/1e3,h.bl=this.getBufferLength(p));const A=o?this.getNextPart(o):this.getNextFrag(s);A!=null&&A.url&&A.url!==s.url&&(h.nor=A.url),this.apply(i,h)}catch(s){this.hls.logger.warn("Could not generate segment CMCD data.",s)}},this.hls=e;const t=this.config=e.config,{cmcd:n}=t;n!=null&&(t.pLoader=this.createPlaylistLoader(),t.fLoader=this.createFragmentLoader(),this.sid=n.sessionId||e.sessionId,this.cid=n.contentId,this.useHeaders=n.useHeaders===!0,this.includeKeys=n.includeKeys,this.registerListeners())}registerListeners(){const e=this.hls;e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHED,this.onMediaDetached,this),e.on(v.BUFFER_CREATED,this.onBufferCreated,this)}unregisterListeners(){const e=this.hls;e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHED,this.onMediaDetached,this),e.off(v.BUFFER_CREATED,this.onBufferCreated,this)}destroy(){this.unregisterListeners(),this.onMediaDetached(),this.hls=this.config=this.audioBuffer=this.videoBuffer=null,this.onWaiting=this.onPlaying=this.media=null}onMediaAttached(e,t){this.media=t.media,this.media.addEventListener("waiting",this.onWaiting),this.media.addEventListener("playing",this.onPlaying)}onMediaDetached(){this.media&&(this.media.removeEventListener("waiting",this.onWaiting),this.media.removeEventListener("playing",this.onPlaying),this.media=null)}onBufferCreated(e,t){var n,i;this.audioBuffer=(n=t.tracks.audio)==null?void 0:n.buffer,this.videoBuffer=(i=t.tracks.video)==null?void 0:i.buffer}createData(){var e;return{v:1,sf:fu.HLS,sid:this.sid,cid:this.cid,pr:(e=this.media)==null?void 0:e.playbackRate,mtp:this.hls.bandwidthEstimate/1e3}}apply(e,t={}){ee(t,this.createData());const n=t.ot===Fs.INIT||t.ot===Fs.VIDEO||t.ot===Fs.MUXED;this.starved&&n&&(t.bs=!0,t.su=!0,this.starved=!1),t.su==null&&(t.su=this.buffering);const{includeKeys:i}=this;i&&(t=Object.keys(t).reduce((o,u)=>(i.includes(u)&&(o[u]=t[u]),o),{}));const s={baseUrl:e.url};this.useHeaders?(e.headers||(e.headers={}),Ei(e.headers,t,s)):e.url=Ts(e.url,t,s)}getNextFrag(e){var t;const n=(t=this.hls.levels[e.level])==null?void 0:t.details;if(n){const i=e.sn-n.startSN;return n.fragments[i+1]}}getNextPart(e){var t;const{index:n,fragment:i}=e,s=(t=this.hls.levels[i.level])==null||(t=t.details)==null?void 0:t.partList;if(s){const{sn:o}=i;for(let u=s.length-1;u>=0;u--){const p=s[u];if(p.index===n&&p.fragment.sn===o)return s[u+1]}}}getObjectType(e){const{type:t}=e;if(t==="subtitle")return Fs.TIMED_TEXT;if(e.sn==="initSegment")return Fs.INIT;if(t==="audio")return Fs.AUDIO;if(t==="main")return this.hls.audioTracks.length?Fs.VIDEO:Fs.MUXED}getTopBandwidth(e){let t=0,n;const i=this.hls;if(e===Fs.AUDIO)n=i.audioTracks;else{const s=i.maxAutoLevel,o=s>-1?s+1:i.levels.length;n=i.levels.slice(0,o)}return n.forEach(s=>{s.bitrate>t&&(t=s.bitrate)}),t>0?t:NaN}getBufferLength(e){const t=this.media,n=e===Fs.AUDIO?this.audioBuffer:this.videoBuffer;return!n||!t?NaN:Wn.bufferInfo(n,t.currentTime,this.config.maxBufferHole).len*1e3}createPlaylistLoader(){const{pLoader:e}=this.config,t=this.applyPlaylistData,n=e||this.config.loader;return class{constructor(s){this.loader=void 0,this.loader=new n(s)}get stats(){return this.loader.stats}get context(){return this.loader.context}destroy(){this.loader.destroy()}abort(){this.loader.abort()}load(s,o,u){t(s),this.loader.load(s,o,u)}}}createFragmentLoader(){const{fLoader:e}=this.config,t=this.applyFragmentData,n=e||this.config.loader;return class{constructor(s){this.loader=void 0,this.loader=new n(s)}get stats(){return this.loader.stats}get context(){return this.loader.context}destroy(){this.loader.destroy()}abort(){this.loader.abort()}load(s,o,u){t(s),this.loader.load(s,o,u)}}}}const Ci=3e5;class kr extends We{constructor(e){super("content-steering",e.logger),this.hls=void 0,this.loader=null,this.uri=null,this.pathwayId=".",this._pathwayPriority=null,this.timeToLoad=300,this.reloadTimer=-1,this.updated=0,this.started=!1,this.enabled=!0,this.levels=null,this.audioTracks=null,this.subtitleTracks=null,this.penalizedPathways={},this.hls=e,this.registerListeners()}registerListeners(){const e=this.hls;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const e=this.hls;e&&(e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.ERROR,this.onError,this))}pathways(){return(this.levels||[]).reduce((e,t)=>(e.indexOf(t.pathwayId)===-1&&e.push(t.pathwayId),e),[])}get pathwayPriority(){return this._pathwayPriority}set pathwayPriority(e){this.updatePathwayPriority(e)}startLoad(){if(this.started=!0,this.clearTimeout(),this.enabled&&this.uri){if(this.updated){const e=this.timeToLoad*1e3-(performance.now()-this.updated);if(e>0){this.scheduleRefresh(this.uri,e);return}}this.loadSteeringManifest(this.uri)}}stopLoad(){this.started=!1,this.loader&&(this.loader.destroy(),this.loader=null),this.clearTimeout()}clearTimeout(){this.reloadTimer!==-1&&(self.clearTimeout(this.reloadTimer),this.reloadTimer=-1)}destroy(){this.unregisterListeners(),this.stopLoad(),this.hls=null,this.levels=this.audioTracks=this.subtitleTracks=null}removeLevel(e){const t=this.levels;t&&(this.levels=t.filter(n=>n!==e))}onManifestLoading(){this.stopLoad(),this.enabled=!0,this.timeToLoad=300,this.updated=0,this.uri=null,this.pathwayId=".",this.levels=this.audioTracks=this.subtitleTracks=null}onManifestLoaded(e,t){const{contentSteering:n}=t;n!==null&&(this.pathwayId=n.pathwayId,this.uri=n.uri,this.started&&this.startLoad())}onManifestParsed(e,t){this.audioTracks=t.audioTracks,this.subtitleTracks=t.subtitleTracks}onError(e,t){const{errorAction:n}=t;if((n==null?void 0:n.action)===Yn.SendAlternateToPenaltyBox&&n.flags===gn.MoveAllAlternatesMatchingHost){const i=this.levels;let s=this._pathwayPriority,o=this.pathwayId;if(t.context){const{groupId:u,pathwayId:p,type:h}=t.context;u&&i?o=this.getPathwayForGroupId(u,h,o):p&&(o=p)}o in this.penalizedPathways||(this.penalizedPathways[o]=performance.now()),!s&&i&&(s=this.pathways()),s&&s.length>1&&(this.updatePathwayPriority(s),n.resolved=this.pathwayId!==o),t.details===w.BUFFER_APPEND_ERROR&&!t.fatal?n.resolved=!0:n.resolved||this.warn(`Could not resolve ${t.details} ("${t.error.message}") with content-steering for Pathway: ${o} levels: ${i&&i.length} priorities: ${Ye(s)} penalized: ${Ye(this.penalizedPathways)}`)}}filterParsedLevels(e){this.levels=e;let t=this.getLevelsForPathway(this.pathwayId);if(t.length===0){const n=e[0].pathwayId;this.log(`No levels found in Pathway ${this.pathwayId}. Setting initial Pathway to "${n}"`),t=this.getLevelsForPathway(n),this.pathwayId=n}return t.length!==e.length&&this.log(`Found ${t.length}/${e.length} levels in Pathway "${this.pathwayId}"`),t}getLevelsForPathway(e){return this.levels===null?[]:this.levels.filter(t=>e===t.pathwayId)}updatePathwayPriority(e){this._pathwayPriority=e;let t;const n=this.penalizedPathways,i=performance.now();Object.keys(n).forEach(s=>{i-n[s]>Ci&&delete n[s]});for(let s=0;s0){this.log(`Setting Pathway to "${o}"`),this.pathwayId=o,nr(t),this.hls.trigger(v.LEVELS_UPDATED,{levels:t});const h=this.hls.levels[u];p&&h&&this.levels&&(h.attrs["STABLE-VARIANT-ID"]!==p.attrs["STABLE-VARIANT-ID"]&&h.bitrate!==p.bitrate&&this.log(`Unstable Pathways change from bitrate ${p.bitrate} to ${h.bitrate}`),this.hls.nextLoadLevel=u);break}}}getPathwayForGroupId(e,t,n){const i=this.getLevelsForPathway(n).concat(this.levels||[]);for(let s=0;s{const{ID:o,"BASE-ID":u,"URI-REPLACEMENT":p}=s;if(t.some(A=>A.pathwayId===o))return;const h=this.getLevelsForPathway(u).map(A=>{const y=new dr(A.attrs);y["PATHWAY-ID"]=o;const C=y.AUDIO&&`${y.AUDIO}_clone_${o}`,U=y.SUBTITLES&&`${y.SUBTITLES}_clone_${o}`;C&&(n[y.AUDIO]=C,y.AUDIO=C),U&&(i[y.SUBTITLES]=U,y.SUBTITLES=U);const Z=Cs(A.uri,y["STABLE-VARIANT-ID"],"PER-VARIANT-URIS",p),ce=new pt({attrs:y,audioCodec:A.audioCodec,bitrate:A.bitrate,height:A.height,name:A.name,url:Z,videoCodec:A.videoCodec,width:A.width});if(A.audioGroups)for(let le=1;le{this.log(`Loaded steering manifest: "${i}"`);const Z=A.data;if((Z==null?void 0:Z.VERSION)!==1){this.log(`Steering VERSION ${Z.VERSION} not supported!`);return}this.updated=performance.now(),this.timeToLoad=Z.TTL;const{"RELOAD-URI":ce,"PATHWAY-CLONES":le,"PATHWAY-PRIORITY":Ze}=Z;if(ce)try{this.uri=new self.URL(ce,i).href}catch(_e){this.enabled=!1,this.log(`Failed to parse Steering Manifest RELOAD-URI: ${ce}`);return}this.scheduleRefresh(this.uri||C.url),le&&this.clonePathways(le);const Xe={steeringManifest:Z,url:i.toString()};this.hls.trigger(v.STEERING_MANIFEST_LOADED,Xe),Ze&&this.updatePathwayPriority(Ze)},onError:(A,y,C,U)=>{if(this.log(`Error loading steering manifest: ${A.code} ${A.text} (${y.url})`),this.stopLoad(),A.code===410){this.enabled=!1,this.log(`Steering manifest ${y.url} no longer available`);return}let Z=this.timeToLoad*1e3;if(A.code===429){const ce=this.loader;if(typeof(ce==null?void 0:ce.getResponseHeader)=="function"){const le=ce.getResponseHeader("Retry-After");le&&(Z=parseFloat(le)*1e3)}this.log(`Steering manifest ${y.url} rate limited`);return}this.scheduleRefresh(this.uri||y.url,Z)},onTimeout:(A,y,C)=>{this.log(`Timeout loading steering manifest (${y.url})`),this.scheduleRefresh(this.uri||y.url)}};this.log(`Requesting steering manifest: ${i}`),this.loader.load(s,p,h)}scheduleRefresh(e,t=this.timeToLoad*1e3){this.clearTimeout(),this.reloadTimer=self.setTimeout(()=>{var n;const i=(n=this.hls)==null?void 0:n.media;if(i&&!i.ended){this.loadSteeringManifest(e);return}this.scheduleRefresh(e,this.timeToLoad*1e3)},t)}}function Yr(l,e,t,n){l&&Object.keys(e).forEach(i=>{const s=l.filter(o=>o.groupId===i).map(o=>{const u=ee({},o);return u.details=void 0,u.attrs=new dr(u.attrs),u.url=u.attrs.URI=Cs(o.url,o.attrs["STABLE-RENDITION-ID"],"PER-RENDITION-URIS",t),u.groupId=u.attrs["GROUP-ID"]=e[i],u.attrs["PATHWAY-ID"]=n,u});l.push(...s)})}function Cs(l,e,t,n){const{HOST:i,PARAMS:s,[t]:o}=n;let u;e&&(u=o==null?void 0:o[e],u&&(l=u));const p=new self.URL(l);return i&&!u&&(p.host=i),s&&Object.keys(s).sort().forEach(h=>{h&&p.searchParams.set(h,s[h])}),p.href}class ls extends We{constructor(e){super("eme",e.logger),this.hls=void 0,this.config=void 0,this.media=null,this.mediaResolved=void 0,this.keyFormatPromise=null,this.keySystemAccessPromises={},this._requestLicenseFailureCount=0,this.mediaKeySessions=[],this.keyIdToKeySessionPromise={},this.mediaKeys=null,this.setMediaKeysQueue=ls.CDMCleanupPromise?[ls.CDMCleanupPromise]:[],this.bannedKeyIds={},this.onMediaEncrypted=t=>{const{initDataType:n,initData:i}=t,s=`"${t.type}" event: init data type: "${n}"`;if(this.debug(s),i!==null){if(!this.keyFormatPromise){let o=Object.keys(this.keySystemAccessPromises);o.length||(o=us(this.config));const u=o.map($r).filter(p=>!!p);this.keyFormatPromise=this.getKeyFormatPromise(u)}this.keyFormatPromise.then(o=>{const u=Xr(o);if(n!=="sinf"||u!==Ii.FAIRPLAY){this.log(`Ignoring "${t.type}" event with init data type: "${n}" for selected key-system ${u}`);return}let p;try{const U=At(new Uint8Array(i)),Z=er(JSON.parse(U).sinf),ce=J(Z);if(!ce)throw new Error("'schm' box missing or not cbcs/cenc with schi > tenc");p=new Uint8Array(ce.subarray(8,24))}catch(U){this.warn(`${s} Failed to parse sinf: ${U}`);return}const h=Te(p),{keyIdToKeySessionPromise:A,mediaKeySessions:y}=this;let C=A[h];for(let U=0;Uthis.generateRequestWithPreferredKeySession(Z,n,i,"encrypted-event-key-match")),C.catch(Ze=>this.handleError(Ze));break}}C||this.handleError(new Error(`Key ID ${h} not encountered in playlist. Key-system sessions ${y.length}.`))}).catch(o=>this.handleError(o))}},this.onWaitingForKey=t=>{this.log(`"${t.type}" event`)},this.hls=e,this.config=e.config,this.registerListeners()}destroy(){this.onDestroying(),this.onMediaDetached();const e=this.config;e.requestMediaKeySystemAccessFunc=null,e.licenseXhrSetup=e.licenseResponseCallback=void 0,e.drmSystems=e.drmSystemOptions={},this.hls=this.config=this.keyIdToKeySessionPromise=null,this.onMediaEncrypted=this.onWaitingForKey=null}registerListeners(){this.hls.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),this.hls.on(v.MEDIA_DETACHED,this.onMediaDetached,this),this.hls.on(v.MANIFEST_LOADING,this.onManifestLoading,this),this.hls.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),this.hls.on(v.DESTROYING,this.onDestroying,this)}unregisterListeners(){this.hls.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),this.hls.off(v.MEDIA_DETACHED,this.onMediaDetached,this),this.hls.off(v.MANIFEST_LOADING,this.onManifestLoading,this),this.hls.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),this.hls.off(v.DESTROYING,this.onDestroying,this)}getLicenseServerUrl(e){const{drmSystems:t,widevineLicenseUrl:n}=this.config,i=t==null?void 0:t[e];if(i)return i.licenseUrl;if(e===Ii.WIDEVINE&&n)return n}getLicenseServerUrlOrThrow(e){const t=this.getLicenseServerUrl(e);if(t===void 0)throw new Error(`no license server URL configured for key-system "${e}"`);return t}getServerCertificateUrl(e){const{drmSystems:t}=this.config,n=t==null?void 0:t[e];if(n)return n.serverCertificateUrl;this.log(`No Server Certificate in config.drmSystems["${e}"]`)}attemptKeySystemAccess(e){const t=this.hls.levels,n=(o,u,p)=>!!o&&p.indexOf(o)===u,i=t.map(o=>o.audioCodec).filter(n),s=t.map(o=>o.videoCodec).filter(n);return i.length+s.length===0&&s.push("avc1.42e01e"),new Promise((o,u)=>{const p=h=>{const A=h.shift();this.getMediaKeysPromise(A,i,s).then(y=>o({keySystem:A,mediaKeys:y})).catch(y=>{h.length?p(h):y instanceof ps?u(y):u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_ACCESS,error:y,fatal:!0},y.message))})};p(e)})}requestMediaKeySystemAccess(e,t){const{requestMediaKeySystemAccessFunc:n}=this.config;if(typeof n!="function"){let i=`Configured requestMediaKeySystemAccess is not a function ${n}`;return qi===null&&self.location.protocol==="http:"&&(i=`navigator.requestMediaKeySystemAccess is not available over insecure protocol ${location.protocol}`),Promise.reject(new Error(i))}return n(e,t)}getMediaKeysPromise(e,t,n){var i;const s=zi(e,t,n,this.config.drmSystemOptions||{});let o=this.keySystemAccessPromises[e],u=(i=o)==null?void 0:i.keySystemAccess;if(!u){this.log(`Requesting encrypted media "${e}" key-system access with config: ${Ye(s)}`),u=this.requestMediaKeySystemAccess(e,s);const p=o=this.keySystemAccessPromises[e]={keySystemAccess:u};return u.catch(h=>{this.log(`Failed to obtain access to key-system "${e}": ${h}`)}),u.then(h=>{this.log(`Access for key-system "${h.keySystem}" obtained`);const A=this.fetchServerCertificate(e);this.log(`Create media-keys for "${e}"`);const y=p.mediaKeys=h.createMediaKeys().then(C=>(this.log(`Media-keys created for "${e}"`),p.hasMediaKeys=!0,A.then(U=>U?this.setMediaKeysServerCertificate(C,e,U):C)));return y.catch(C=>{this.error(`Failed to create media-keys for "${e}"}: ${C}`)}),y})}return u.then(()=>o.mediaKeys)}createMediaKeySessionContext({decryptdata:e,keySystem:t,mediaKeys:n}){this.log(`Creating key-system session "${t}" keyId: ${Te(e.keyId||[])} keyUri: ${e.uri}`);const i=n.createSession(),s={decryptdata:e,keySystem:t,mediaKeys:n,mediaKeysSession:i,keyStatus:"status-pending"};return this.mediaKeySessions.push(s),s}renewKeySession(e){const t=e.decryptdata;if(t.pssh){const n=this.createMediaKeySessionContext(e),i=ws(t),s="cenc";this.keyIdToKeySessionPromise[i]=this.generateRequestWithPreferredKeySession(n,s,t.pssh.buffer,"expired")}else this.warn("Could not renew expired session. Missing pssh initData.");this.removeSession(e)}updateKeySession(e,t){const n=e.mediaKeysSession;return this.log(`Updating key-session "${n.sessionId}" for keyId ${Te(e.decryptdata.keyId||[])} - } (data length: ${t.byteLength})`),n.update(t)}getSelectedKeySystemFormats(){return Object.keys(this.keySystemAccessPromises).map(e=>({keySystem:e,hasMediaKeys:this.keySystemAccessPromises[e].hasMediaKeys})).filter(({hasMediaKeys:e})=>!!e).map(({keySystem:e})=>$r(e)).filter(e=>!!e)}getKeySystemAccess(e){return this.getKeySystemSelectionPromise(e).then(({keySystem:t,mediaKeys:n})=>this.attemptSetMediaKeys(t,n))}selectKeySystem(e){return new Promise((t,n)=>{this.getKeySystemSelectionPromise(e).then(({keySystem:i})=>{const s=$r(i);s?t(s):n(new Error(`Unable to find format for key-system "${i}"`))}).catch(n)})}selectKeySystemFormat(e){const t=Object.keys(e.levelkeys||{});return this.keyFormatPromise||(this.log(`Selecting key-system from fragment (sn: ${e.sn} ${e.type}: ${e.level}) key formats ${t.join(", ")}`),this.keyFormatPromise=this.getKeyFormatPromise(t)),this.keyFormatPromise}getKeyFormatPromise(e){const t=us(this.config),n=e.map(Xr).filter(i=>!!i&&t.indexOf(i)!==-1);return this.selectKeySystem(n)}getKeyStatus(e){const{mediaKeySessions:t}=this;for(let n=0;n(this.throwIfDestroyed(),this.log(`Handle encrypted media sn: ${e.frag.sn} ${e.frag.type}: ${e.frag.level} using key ${s}`),this.attemptSetMediaKeys(p,h).then(()=>(this.throwIfDestroyed(),this.createMediaKeySessionContext({keySystem:p,mediaKeys:h,decryptdata:t}))))).then(p=>{const h="cenc",A=t.pssh?t.pssh.buffer:null;return this.generateRequestWithPreferredKeySession(p,h,A,"playlist-key")});return u.catch(p=>this.handleError(p,e.frag)),this.keyIdToKeySessionPromise[n]=u,u}return o.catch(u=>{if(u instanceof ps){const p=ue({},u.data);this.getKeyStatus(t)==="internal-error"&&(p.decryptdata=t);const h=new ps(p,u.message);this.handleError(h,e.frag)}}),o}throwIfDestroyed(e="Invalid state"){if(!this.hls)throw new Error("invalid state")}handleError(e,t){if(this.hls)if(e instanceof ps){t&&(e.data.frag=t);const n=e.data.decryptdata;this.error(`${e.message}${n?` (${Te(n.keyId||[])})`:""}`),this.hls.trigger(v.ERROR,e.data)}else this.error(e.message),this.hls.trigger(v.ERROR,{type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_KEYS,error:e,fatal:!0})}getKeySystemForKeyPromise(e){const t=ws(e),n=this.keyIdToKeySessionPromise[t];if(!n){const i=Xr(e.keyFormat),s=i?[i]:us(this.config);return this.attemptKeySystemAccess(s)}return n}getKeySystemSelectionPromise(e){if(e.length||(e=us(this.config)),e.length===0)throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_CONFIGURED_LICENSE,fatal:!0},`Missing key-system license configuration options ${Ye({drmSystems:this.config.drmSystems})}`);return this.attemptKeySystemAccess(e)}attemptSetMediaKeys(e,t){if(this.mediaResolved=void 0,this.mediaKeys===t)return Promise.resolve();const n=this.setMediaKeysQueue.slice();this.log(`Setting media-keys for "${e}"`);const i=Promise.all(n).then(()=>this.media?this.media.setMediaKeys(t):new Promise((s,o)=>{this.mediaResolved=()=>{if(this.mediaResolved=void 0,!this.media)return o(new Error("Attempted to set mediaKeys without media element attached"));this.mediaKeys=t,this.media.setMediaKeys(t).then(s).catch(o)}}));return this.mediaKeys=t,this.setMediaKeysQueue.push(i),i.then(()=>{this.log(`Media-keys set for "${e}"`),n.push(i),this.setMediaKeysQueue=this.setMediaKeysQueue.filter(s=>n.indexOf(s)===-1)})}generateRequestWithPreferredKeySession(e,t,n,i){var s;const o=(s=this.config.drmSystems)==null||(s=s[e.keySystem])==null?void 0:s.generateRequest;if(o)try{const Z=o.call(this.hls,t,n,e);if(!Z)throw new Error("Invalid response from configured generateRequest filter");t=Z.initDataType,n=Z.initData?Z.initData:null,e.decryptdata.pssh=n?new Uint8Array(n):null}catch(Z){if(this.warn(Z.message),this.hls&&this.hls.config.debug)throw Z}if(n===null)return this.log(`Skipping key-session request for "${i}" (no initData)`),Promise.resolve(e);const u=ws(e.decryptdata),p=e.decryptdata.uri;this.log(`Generating key-session request for "${i}" keyId: ${u} URI: ${p} (init data type: ${t} length: ${n.byteLength})`);const h=new _a,A=e._onmessage=Z=>{const ce=e.mediaKeysSession;if(!ce){h.emit("error",new Error("invalid state"));return}const{messageType:le,message:Ze}=Z;this.log(`"${le}" message event for session "${ce.sessionId}" message size: ${Ze.byteLength}`),le==="license-request"||le==="license-renewal"?this.renewLicense(e,Ze).catch(Xe=>{h.eventNames().length?h.emit("error",Xe):this.handleError(Xe)}):le==="license-release"?e.keySystem===Ii.FAIRPLAY&&this.updateKeySession(e,pr("acknowledged")).then(()=>this.removeSession(e)).catch(Xe=>this.handleError(Xe)):this.warn(`unhandled media key message type "${le}"`)},y=(Z,ce)=>{ce.keyStatus=Z;let le;Z.startsWith("usable")?h.emit("resolved"):Z==="internal-error"||Z==="output-restricted"||Z==="output-downscaled"?le=xs(Z,ce.decryptdata):Z==="expired"?le=new Error(`key expired (keyId: ${u})`):Z==="released"?le=new Error("key released"):Z==="status-pending"||this.warn(`unhandled key status change "${Z}" (keyId: ${u})`),le&&(h.eventNames().length?h.emit("error",le):this.handleError(le))},C=e._onkeystatuseschange=Z=>{if(!e.mediaKeysSession){h.emit("error",new Error("invalid state"));return}const le=this.getKeyStatuses(e);if(!Object.keys(le).some(Vt=>le[Vt]!=="status-pending"))return;if(le[u]==="expired"){this.log(`Expired key ${Ye(le)} in key-session "${e.mediaKeysSession.sessionId}"`),this.renewKeySession(e);return}let Xe=le[u];if(Xe)y(Xe,e);else{var _e;e.keyStatusTimeouts||(e.keyStatusTimeouts={}),(_e=e.keyStatusTimeouts)[u]||(_e[u]=self.setTimeout(()=>{if(!e.mediaKeysSession||!this.mediaKeys)return;const qt=this.getKeyStatus(e.decryptdata);if(qt&&qt!=="status-pending")return this.log(`No status for keyId ${u} in key-session "${e.mediaKeysSession.sessionId}". Using session key-status ${qt} from other session.`),y(qt,e);this.log(`key status for ${u} in key-session "${e.mediaKeysSession.sessionId}" timed out after 1000ms`),Xe="internal-error",y(Xe,e)},1e3)),this.log(`No status for keyId ${u} (${Ye(le)}).`)}};Ms(e.mediaKeysSession,"message",A),Ms(e.mediaKeysSession,"keystatuseschange",C);const U=new Promise((Z,ce)=>{h.on("error",ce),h.on("resolved",Z)});return e.mediaKeysSession.generateRequest(t,n).then(()=>{this.log(`Request generated for key-session "${e.mediaKeysSession.sessionId}" keyId: ${u} URI: ${p}`)}).catch(Z=>{throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_SESSION,error:Z,decryptdata:e.decryptdata,fatal:!1},`Error generating key-session request: ${Z}`)}).then(()=>U).catch(Z=>(h.removeAllListeners(),this.removeSession(e).then(()=>{throw Z}))).then(()=>(h.removeAllListeners(),e))}getKeyStatuses(e){const t={};return e.mediaKeysSession.keyStatuses.forEach((n,i)=>{if(typeof i=="string"&&typeof n=="object"){const u=i;i=n,n=u}const s="buffer"in i?new Uint8Array(i.buffer,i.byteOffset,i.byteLength):new Uint8Array(i);if(e.keySystem===Ii.PLAYREADY&&s.length===16){const u=Te(s);t[u]=n,ii(s)}const o=Te(s);n==="internal-error"&&(this.bannedKeyIds[o]=n),this.log(`key status change "${n}" for keyStatuses keyId: ${o} key-session "${e.mediaKeysSession.sessionId}"`),t[o]=n}),t}fetchServerCertificate(e){const t=this.config,n=t.loader,i=new n(t),s=this.getServerCertificateUrl(e);return s?(this.log(`Fetching server certificate for "${e}"`),new Promise((o,u)=>{const p={responseType:"arraybuffer",url:s},h=t.certLoadPolicy.default,A={loadPolicy:h,timeout:h.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},y={onSuccess:(C,U,Z,ce)=>{o(C.data)},onError:(C,U,Z,ce)=>{u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_REQUEST_FAILED,fatal:!0,networkDetails:Z,response:ue({url:p.url,data:void 0},C)},`"${e}" certificate request failed (${s}). Status: ${C.code} (${C.text})`))},onTimeout:(C,U,Z)=>{u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_REQUEST_FAILED,fatal:!0,networkDetails:Z,response:{url:p.url,data:void 0}},`"${e}" certificate request timed out (${s})`))},onAbort:(C,U,Z)=>{u(new Error("aborted"))}};i.load(p,A,y)})):Promise.resolve()}setMediaKeysServerCertificate(e,t,n){return new Promise((i,s)=>{e.setServerCertificate(n).then(o=>{this.log(`setServerCertificate ${o?"success":"not supported by CDM"} (${n.byteLength}) on "${t}"`),i(e)}).catch(o=>{s(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_UPDATE_FAILED,error:o,fatal:!0},o.message))})})}renewLicense(e,t){return this.requestLicense(e,new Uint8Array(t)).then(n=>this.updateKeySession(e,new Uint8Array(n)).catch(i=>{throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SESSION_UPDATE_FAILED,decryptdata:e.decryptdata,error:i,fatal:!1},i.message)}))}unpackPlayReadyKeyMessage(e,t){const n=String.fromCharCode.apply(null,new Uint16Array(t.buffer));if(!n.includes("PlayReadyKeyMessage"))return e.setRequestHeader("Content-Type","text/xml; charset=utf-8"),t;const i=new DOMParser().parseFromString(n,"application/xml"),s=i.querySelectorAll("HttpHeader");if(s.length>0){let A;for(let y=0,C=s.length;y in key message");return pr(atob(h))}setupLicenseXHR(e,t,n,i){const s=this.config.licenseXhrSetup;return s?Promise.resolve().then(()=>{if(!n.decryptdata)throw new Error("Key removed");return s.call(this.hls,e,t,n,i)}).catch(o=>{if(!n.decryptdata)throw o;return e.open("POST",t,!0),s.call(this.hls,e,t,n,i)}).then(o=>(e.readyState||e.open("POST",t,!0),{xhr:e,licenseChallenge:o||i})):(e.open("POST",t,!0),Promise.resolve({xhr:e,licenseChallenge:i}))}requestLicense(e,t){const n=this.config.keyLoadPolicy.default;return new Promise((i,s)=>{const o=this.getLicenseServerUrlOrThrow(e.keySystem);this.log(`Sending license request to URL: ${o}`);const u=new XMLHttpRequest;u.responseType="arraybuffer",u.onreadystatechange=()=>{if(!this.hls||!e.mediaKeysSession)return s(new Error("invalid state"));if(u.readyState===4)if(u.status===200){this._requestLicenseFailureCount=0;let p=u.response;this.log(`License received ${p instanceof ArrayBuffer?p.byteLength:p}`);const h=this.config.licenseResponseCallback;if(h)try{p=h.call(this.hls,u,o,e)}catch(A){this.error(A)}i(p)}else{const p=n.errorRetry,h=p?p.maxNumRetry:0;if(this._requestLicenseFailureCount++,this._requestLicenseFailureCount>h||u.status>=400&&u.status<500)s(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_LICENSE_REQUEST_FAILED,decryptdata:e.decryptdata,fatal:!0,networkDetails:u,response:{url:o,data:void 0,code:u.status,text:u.statusText}},`License Request XHR failed (${o}). Status: ${u.status} (${u.statusText})`));else{const A=h-this._requestLicenseFailureCount+1;this.warn(`Retrying license request, ${A} attempts left`),this.requestLicense(e,t).then(i,s)}}},e.licenseXhr&&e.licenseXhr.readyState!==XMLHttpRequest.DONE&&e.licenseXhr.abort(),e.licenseXhr=u,this.setupLicenseXHR(u,o,e,t).then(({xhr:p,licenseChallenge:h})=>{e.keySystem==Ii.PLAYREADY&&(h=this.unpackPlayReadyKeyMessage(p,h)),p.send(h)}).catch(s)})}onDestroying(){this.unregisterListeners(),this._clear()}onMediaAttached(e,t){if(!this.config.emeEnabled)return;const n=t.media;this.media=n,Ms(n,"encrypted",this.onMediaEncrypted),Ms(n,"waitingforkey",this.onWaitingForKey);const i=this.mediaResolved;i?i():this.mediaKeys=n.mediaKeys}onMediaDetached(){const e=this.media;e&&(Us(e,"encrypted",this.onMediaEncrypted),Us(e,"waitingforkey",this.onWaitingForKey),this.media=null,this.mediaKeys=null)}_clear(){var e;this._requestLicenseFailureCount=0,this.keyIdToKeySessionPromise={},this.bannedKeyIds={};const t=this.mediaResolved;if(t&&t(),!this.mediaKeys&&!this.mediaKeySessions.length)return;const n=this.media,i=this.mediaKeySessions.slice();this.mediaKeySessions=[],this.mediaKeys=null,es.clearKeyUriToKeyIdMap();const s=i.length;ls.CDMCleanupPromise=Promise.all(i.map(o=>this.removeSession(o)).concat((n==null||(e=n.setMediaKeys(null))==null?void 0:e.catch(o=>{this.log(`Could not clear media keys: ${o}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_MEDIA_KEYS_ERROR,fatal:!1,error:new Error(`Could not clear media keys: ${o}`)})}))||Promise.resolve())).catch(o=>{this.log(`Could not close sessions and clear media keys: ${o}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_CLOSE_SESSION_ERROR,fatal:!1,error:new Error(`Could not close sessions and clear media keys: ${o}`)})}).then(()=>{s&&this.log("finished closing key sessions and clearing media keys")})}onManifestLoading(){this._clear()}onManifestLoaded(e,{sessionKeys:t}){if(!(!t||!this.config.emeEnabled)&&!this.keyFormatPromise){const n=t.reduce((i,s)=>(i.indexOf(s.keyFormat)===-1&&i.push(s.keyFormat),i),[]);this.log(`Selecting key-system from session-keys ${n.join(", ")}`),this.keyFormatPromise=this.getKeyFormatPromise(n)}}removeSession(e){const{mediaKeysSession:t,licenseXhr:n,decryptdata:i}=e;if(t){this.log(`Remove licenses and keys and close session "${t.sessionId}" keyId: ${Te((i==null?void 0:i.keyId)||[])}`),e._onmessage&&(t.removeEventListener("message",e._onmessage),e._onmessage=void 0),e._onkeystatuseschange&&(t.removeEventListener("keystatuseschange",e._onkeystatuseschange),e._onkeystatuseschange=void 0),n&&n.readyState!==XMLHttpRequest.DONE&&n.abort(),e.mediaKeysSession=e.decryptdata=e.licenseXhr=void 0;const s=this.mediaKeySessions.indexOf(e);s>-1&&this.mediaKeySessions.splice(s,1);const{keyStatusTimeouts:o}=e;o&&Object.keys(o).forEach(h=>self.clearTimeout(o[h]));const{drmSystemOptions:u}=this.config;return(Ur(u)?new Promise((h,A)=>{self.setTimeout(()=>A(new Error("MediaKeySession.remove() timeout")),8e3),t.remove().then(h).catch(A)}):Promise.resolve()).catch(h=>{this.log(`Could not remove session: ${h}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_REMOVE_SESSION_ERROR,fatal:!1,error:new Error(`Could not remove session: ${h}`)})}).then(()=>t.close()).catch(h=>{this.log(`Could not close session: ${h}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_CLOSE_SESSION_ERROR,fatal:!1,error:new Error(`Could not close session: ${h}`)})})}return Promise.resolve()}}ls.CDMCleanupPromise=void 0;function ws(l){if(!l)throw new Error("Could not read keyId of undefined decryptdata");if(l.keyId===null)throw new Error("keyId is null");return Te(l.keyId)}function Ks(l,e){if(l.keyId&&e.mediaKeysSession.keyStatuses.has(l.keyId))return e.mediaKeysSession.keyStatuses.get(l.keyId);if(l.matches(e.decryptdata))return e.keyStatus}class ps extends Error{constructor(e,t){super(t),this.data=void 0,e.error||(e.error=new Error(t)),this.data=e,e.err=e.error}}function xs(l,e){const t=l==="output-restricted",n=t?w.KEY_SYSTEM_STATUS_OUTPUT_RESTRICTED:w.KEY_SYSTEM_STATUS_INTERNAL_ERROR;return new ps({type:te.KEY_SYSTEM_ERROR,details:n,fatal:!1,decryptdata:e},t?"HDCP level output restricted":`key status changed to "${l}"`)}class qs{constructor(e){this.hls=void 0,this.isVideoPlaybackQualityAvailable=!1,this.timer=void 0,this.media=null,this.lastTime=void 0,this.lastDroppedFrames=0,this.lastDecodedFrames=0,this.streamController=void 0,this.hls=e,this.registerListeners()}setStreamController(e){this.streamController=e}registerListeners(){this.hls.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),this.hls.on(v.MEDIA_DETACHING,this.onMediaDetaching,this)}unregisterListeners(){this.hls.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),this.hls.off(v.MEDIA_DETACHING,this.onMediaDetaching,this)}destroy(){this.timer&&clearInterval(this.timer),this.unregisterListeners(),this.isVideoPlaybackQualityAvailable=!1,this.media=null}onMediaAttaching(e,t){const n=this.hls.config;if(n.capLevelOnFPSDrop){const i=t.media instanceof self.HTMLVideoElement?t.media:null;this.media=i,i&&typeof i.getVideoPlaybackQuality=="function"&&(this.isVideoPlaybackQualityAvailable=!0),self.clearInterval(this.timer),this.timer=self.setInterval(this.checkFPSInterval.bind(this),n.fpsDroppedMonitoringPeriod)}}onMediaDetaching(){this.media=null}checkFPS(e,t,n){const i=performance.now();if(t){if(this.lastTime){const s=i-this.lastTime,o=n-this.lastDroppedFrames,u=t-this.lastDecodedFrames,p=1e3*o/s,h=this.hls;if(h.trigger(v.FPS_DROP,{currentDropped:o,currentDecoded:u,totalDroppedFrames:n}),p>0&&o>h.config.fpsDroppedMonitoringThreshold*u){let A=h.currentLevel;h.logger.warn("drop FPS ratio greater than max allowed value for currentLevel: "+A),A>0&&(h.autoLevelCapping===-1||h.autoLevelCapping>=A)&&(A=A-1,h.trigger(v.FPS_DROP_LEVEL_CAPPING,{level:A,droppedLevel:h.currentLevel}),h.autoLevelCapping=A,this.streamController.nextLevelSwitch())}}this.lastTime=i,this.lastDroppedFrames=n,this.lastDecodedFrames=t}}checkFPSInterval(){const e=this.media;if(e)if(this.isVideoPlaybackQualityAvailable){const t=e.getVideoPlaybackQuality();this.checkFPS(e,t.totalVideoFrames,t.droppedVideoFrames)}else this.checkFPS(e,e.webkitDecodedFrameCount,e.webkitDroppedFrameCount)}}function Ws(l,e){let t;try{t=new Event("addtrack")}catch(n){t=document.createEvent("Event"),t.initEvent("addtrack",!1,!1)}t.track=l,e.dispatchEvent(t)}function Zs(l,e){const t=l.mode;if(t==="disabled"&&(l.mode="hidden"),l.cues&&!l.cues.getCueById(e.id))try{if(l.addCue(e),!l.cues.getCueById(e.id))throw new Error(`addCue is failed for: ${e}`)}catch(n){Me.debug(`[texttrack-utils]: ${n}`);try{const i=new self.TextTrackCue(e.startTime,e.endTime,e.text);i.id=e.id,l.addCue(i)}catch(i){Me.debug(`[texttrack-utils]: Legacy TextTrackCue fallback failed: ${i}`)}}t==="disabled"&&(l.mode=t)}function Ns(l,e){const t=l.mode;if(t==="disabled"&&(l.mode="hidden"),l.cues)for(let n=l.cues.length;n--;)e&&l.cues[n].removeEventListener("enter",e),l.removeCue(l.cues[n]);t==="disabled"&&(l.mode=t)}function bs(l,e,t,n){const i=l.mode;if(i==="disabled"&&(l.mode="hidden"),l.cues&&l.cues.length>0){const s=ki(l.cues,e,t);for(let o=0;ol[t].endTime)return-1;let n=0,i=t,s;for(;n<=i;)if(s=Math.floor((i+n)/2),el[s].startTime&&n-1)for(let s=i,o=l.length;s=e&&u.endTime<=t)n.push(u);else if(u.startTime>t)return n}return n}function Pr(l){const e=[];for(let t=0;tthis.pollTrackChange(0),this.onTextTracksChanged=()=>{if(this.useTextTrackPolling||self.clearInterval(this.subtitlePollingInterval),!this.media||!this.hls.config.renderTextTracksNatively)return;let t=null;const n=Pr(this.media.textTracks);for(let s=0;s-1&&this.toggleTrackModes()}registerListeners(){const{hls:e}=this;e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.on(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const{hls:e}=this;e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVEL_LOADING,this.onLevelLoading,this),e.off(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.off(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.off(v.ERROR,this.onError,this)}onMediaAttached(e,t){this.media=t.media,this.media&&(this.queuedDefaultTrack>-1&&(this.subtitleTrack=this.queuedDefaultTrack,this.queuedDefaultTrack=-1),this.useTextTrackPolling=!(this.media.textTracks&&"onchange"in this.media.textTracks),this.useTextTrackPolling?this.pollTrackChange(500):this.media.textTracks.addEventListener("change",this.asyncPollTrackChange))}pollTrackChange(e){self.clearInterval(this.subtitlePollingInterval),this.subtitlePollingInterval=self.setInterval(this.onTextTracksChanged,e)}onMediaDetaching(e,t){const n=this.media;if(!n)return;const i=!!t.transferMedia;if(self.clearInterval(this.subtitlePollingInterval),this.useTextTrackPolling||n.textTracks.removeEventListener("change",this.asyncPollTrackChange),this.trackId>-1&&(this.queuedDefaultTrack=this.trackId),this.subtitleTrack=-1,this.media=null,i)return;Pr(n.textTracks).forEach(o=>{Ns(o)})}onManifestLoading(){this.tracks=[],this.groupIds=null,this.tracksInGroup=[],this.trackId=-1,this.currentTrack=null,this.selectDefaultTrack=!0}onManifestParsed(e,t){this.tracks=t.subtitleTracks}onSubtitleTrackLoaded(e,t){const{id:n,groupId:i,details:s}=t,o=this.tracksInGroup[n];if(!o||o.groupId!==i){this.warn(`Subtitle track with id:${n} and group:${i} not found in active group ${o==null?void 0:o.groupId}`);return}const u=o.details;o.details=t.details,this.log(`Subtitle track ${n} "${o.name}" lang:${o.lang} group:${i} loaded [${s.startSN}-${s.endSN}]`),n===this.trackId&&this.playlistLoaded(n,t,u)}onLevelLoading(e,t){this.switchLevel(t.level)}onLevelSwitching(e,t){this.switchLevel(t.level)}switchLevel(e){const t=this.hls.levels[e];if(!t)return;const n=t.subtitleGroups||null,i=this.groupIds;let s=this.currentTrack;if(!n||(i==null?void 0:i.length)!==(n==null?void 0:n.length)||n!=null&&n.some(o=>(i==null?void 0:i.indexOf(o))===-1)){this.groupIds=n,this.trackId=-1,this.currentTrack=null;const o=this.tracks.filter(A=>!n||n.indexOf(A.groupId)!==-1);if(o.length)this.selectDefaultTrack&&!o.some(A=>A.default)&&(this.selectDefaultTrack=!1),o.forEach((A,y)=>{A.id=y});else if(!s&&!this.tracksInGroup.length)return;this.tracksInGroup=o;const u=this.hls.config.subtitlePreference;if(!s&&u){this.selectDefaultTrack=!1;const A=jt(u,o);if(A>-1)s=o[A];else{const y=jt(u,this.tracks);s=this.tracks[y]}}let p=this.findTrackId(s);p===-1&&s&&(p=this.findTrackId(null));const h={subtitleTracks:o};this.log(`Updating subtitle tracks, ${o.length} track(s) found in "${n==null?void 0:n.join(",")}" group-id`),this.hls.trigger(v.SUBTITLE_TRACKS_UPDATED,h),p!==-1&&this.trackId===-1&&this.setSubtitleTrack(p)}}findTrackId(e){const t=this.tracksInGroup,n=this.selectDefaultTrack;for(let i=0;i-1){const s=this.tracksInGroup[i];return this.setSubtitleTrack(i),s}else{if(n)return null;{const s=jt(e,t);if(s>-1)return t[s]}}}}return null}loadPlaylist(e){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentTrack)&&this.scheduleLoading(this.currentTrack,e)}loadingPlaylist(e,t){super.loadingPlaylist(e,t);const n=e.id,i=e.groupId,s=this.getUrlWithDirectives(e.url,t),o=e.details,u=o==null?void 0:o.age;this.log(`Loading subtitle ${n} "${e.name}" lang:${e.lang} group:${i}${(t==null?void 0:t.msn)!==void 0?" at sn "+t.msn+" part "+t.part:""}${u&&o.live?" age "+u.toFixed(1)+(o.type?" "+o.type||0:""):""} ${s}`),this.hls.trigger(v.SUBTITLE_TRACK_LOADING,{url:s,id:n,groupId:i,deliveryDirectives:t||null,track:e})}toggleTrackModes(){const{media:e}=this;if(!e)return;const t=Pr(e.textTracks),n=this.currentTrack;let i;if(n&&(i=t.filter(s=>ol(n,s))[0],i||this.warn(`Unable to find subtitle TextTrack with name "${n.name}" and language "${n.lang}"`)),[].slice.call(t).forEach(s=>{s.mode!=="disabled"&&s!==i&&(s.mode="disabled")}),i){const s=this.subtitleDisplay?"showing":"hidden";i.mode!==s&&(i.mode=s)}}setSubtitleTrack(e){const t=this.tracksInGroup;if(!this.media){this.queuedDefaultTrack=e;return}if(e<-1||e>=t.length||!r(e)){this.warn(`Invalid subtitle track id: ${e}`);return}this.selectDefaultTrack=!1;const n=this.currentTrack,i=t[e]||null;if(this.trackId=e,this.currentTrack=i,this.toggleTrackModes(),!i){this.hls.trigger(v.SUBTITLE_TRACK_SWITCH,{id:e});return}const s=!!i.details&&!i.details.live;if(e===this.trackId&&i===n&&s)return;this.log(`Switching to subtitle-track ${e}`+(i?` "${i.name}" lang:${i.lang} group:${i.groupId}`:""));const{id:o,groupId:u="",name:p,type:h,url:A}=i;this.hls.trigger(v.SUBTITLE_TRACK_SWITCH,{id:o,groupId:u,name:p,type:h,url:A});const y=this.switchParams(i.url,n==null?void 0:n.details,i.details);this.loadPlaylist(y)}}function Zr(){try{return crypto.randomUUID()}catch(l){try{const e=URL.createObjectURL(new Blob),t=e.toString();return URL.revokeObjectURL(e),t.slice(t.lastIndexOf("/")+1)}catch(e){let t=new Date().getTime();return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,i=>{const s=(t+Math.random()*16)%16|0;return t=Math.floor(t/16),(i=="x"?s:s&3|8).toString(16)})}}}function cs(l){let e=5381,t=l.length;for(;t;)e=e*33^l.charCodeAt(--t);return(e>>>0).toString()}const Ui=.025;let wr=function(l){return l[l.Point=0]="Point",l[l.Range=1]="Range",l}({});function Gr(l,e,t){return`${l.identifier}-${t+1}-${cs(e)}`}class ms{constructor(e,t){this.base=void 0,this._duration=null,this._timelineStart=null,this.appendInPlaceDisabled=void 0,this.appendInPlaceStarted=void 0,this.dateRange=void 0,this.hasPlayed=!1,this.cumulativeDuration=0,this.resumeOffset=NaN,this.playoutLimit=NaN,this.restrictions={skip:!1,jump:!1},this.snapOptions={out:!1,in:!1},this.assetList=[],this.assetListLoader=void 0,this.assetListResponse=null,this.resumeAnchor=void 0,this.error=void 0,this.resetOnResume=void 0,this.base=t,this.dateRange=e,this.setDateRange(e)}setDateRange(e){this.dateRange=e,this.resumeOffset=e.attr.optionalFloat("X-RESUME-OFFSET",this.resumeOffset),this.playoutLimit=e.attr.optionalFloat("X-PLAYOUT-LIMIT",this.playoutLimit),this.restrictions=e.attr.enumeratedStringList("X-RESTRICT",this.restrictions),this.snapOptions=e.attr.enumeratedStringList("X-SNAP",this.snapOptions)}reset(){var e;this.appendInPlaceStarted=!1,(e=this.assetListLoader)==null||e.destroy(),this.assetListLoader=void 0,this.supplementsPrimary||(this.assetListResponse=null,this.assetList=[],this._duration=null)}isAssetPastPlayoutLimit(e){var t;if(e>0&&e>=this.assetList.length)return!0;const n=this.playoutLimit;return e<=0||isNaN(n)?!1:n===0?!0:(((t=this.assetList[e])==null?void 0:t.startOffset)||0)>n}findAssetIndex(e){return this.assetList.indexOf(e)}get identifier(){return this.dateRange.id}get startDate(){return this.dateRange.startDate}get startTime(){const e=this.dateRange.startTime;if(this.snapOptions.out){const t=this.dateRange.tagAnchor;if(t)return Ds(e,t)}return e}get startOffset(){return this.cue.pre?0:this.startTime}get startIsAligned(){if(this.startTime===0||this.snapOptions.out)return!0;const e=this.dateRange.tagAnchor;if(e){const t=this.dateRange.startTime,n=Ds(t,e);return t-n<.1}return!1}get resumptionOffset(){const e=this.resumeOffset,t=r(e)?e:this.duration;return this.cumulativeDuration+t}get resumeTime(){const e=this.startOffset+this.resumptionOffset;if(this.snapOptions.in){const t=this.resumeAnchor;if(t)return Ds(e,t)}return e}get appendInPlace(){return this.appendInPlaceStarted?!0:this.appendInPlaceDisabled?!1:!!(!this.cue.once&&!this.cue.pre&&this.startIsAligned&&(isNaN(this.playoutLimit)&&isNaN(this.resumeOffset)||this.resumeOffset&&this.duration&&Math.abs(this.resumeOffset-this.duration)0||this.assetListResponse!==null}toString(){return ba(this)}}function Ds(l,e){return l-e.start":l.cue.post?"":""}${l.timelineStart.toFixed(2)}-${l.resumeTime.toFixed(2)}]`}function _s(l){const e=l.timelineStart,t=l.duration||0;return`["${l.identifier}" ${e.toFixed(2)}-${(e+t).toFixed(2)}]`}class ir{constructor(e,t,n,i){this.hls=void 0,this.interstitial=void 0,this.assetItem=void 0,this.tracks=null,this.hasDetails=!1,this.mediaAttached=null,this._currentTime=void 0,this._bufferedEosTime=void 0,this.checkPlayout=()=>{this.reachedPlayout(this.currentTime)&&this.hls&&this.hls.trigger(v.PLAYOUT_LIMIT_REACHED,{})};const s=this.hls=new e(t);this.interstitial=n,this.assetItem=i;const o=()=>{this.hasDetails=!0};s.once(v.LEVEL_LOADED,o),s.once(v.AUDIO_TRACK_LOADED,o),s.once(v.SUBTITLE_TRACK_LOADED,o),s.on(v.MEDIA_ATTACHING,(u,{media:p})=>{this.removeMediaListeners(),this.mediaAttached=p,this.interstitial.playoutLimit&&(p.addEventListener("timeupdate",this.checkPlayout),this.appendInPlace&&s.on(v.BUFFER_APPENDED,()=>{const A=this.bufferedEnd;this.reachedPlayout(A)&&(this._bufferedEosTime=A,s.trigger(v.BUFFERED_TO_END,void 0))}))})}get appendInPlace(){return this.interstitial.appendInPlace}loadSource(){const e=this.hls;if(e)if(e.url)e.levels.length&&!e.started&&e.startLoad(-1,!0);else{let t=this.assetItem.uri;try{t=gs(t,e.config.primarySessionId||"").href}catch(n){}e.loadSource(t)}}bufferedInPlaceToEnd(e){var t;if(!this.appendInPlace)return!1;if((t=this.hls)!=null&&t.bufferedToEnd)return!0;if(!e)return!1;const n=Math.min(this._bufferedEosTime||1/0,this.duration),i=this.timelineOffset,s=Wn.bufferInfo(e,i,0);return this.getAssetTime(s.end)>=n-.02}reachedPlayout(e){const n=this.interstitial.playoutLimit;return this.startOffset+e>=n}get destroyed(){var e;return!((e=this.hls)!=null&&e.userConfig)}get assetId(){return this.assetItem.identifier}get interstitialId(){return this.assetItem.parentIdentifier}get media(){var e;return((e=this.hls)==null?void 0:e.media)||null}get bufferedEnd(){const e=this.media||this.mediaAttached;if(!e)return this._bufferedEosTime?this._bufferedEosTime:this.currentTime;const t=Wn.bufferInfo(e,e.currentTime,.001);return this.getAssetTime(t.end)}get currentTime(){const e=this.media||this.mediaAttached;return e?this.getAssetTime(e.currentTime):this._currentTime||0}get duration(){const e=this.assetItem.duration;if(!e)return 0;const t=this.interstitial.playoutLimit;if(t){const n=t-this.startOffset;if(n>0&&n1/9e4&&this.hls){if(this.hasDetails)throw new Error("Cannot set timelineOffset after playlists are loaded");this.hls.config.timelineOffset=e}}}getAssetTime(e){const t=this.timelineOffset,n=this.duration;return Math.min(Math.max(0,e-t),n)}removeMediaListeners(){const e=this.mediaAttached;e&&(this._currentTime=e.currentTime,this.bufferSnapShot(),e.removeEventListener("timeupdate",this.checkPlayout))}bufferSnapShot(){if(this.mediaAttached){var e;(e=this.hls)!=null&&e.bufferedToEnd&&(this._bufferedEosTime=this.bufferedEnd)}}destroy(){this.removeMediaListeners(),this.hls&&this.hls.destroy(),this.hls=null,this.tracks=this.mediaAttached=this.checkPlayout=null}attachMedia(e){var t;this.loadSource(),(t=this.hls)==null||t.attachMedia(e)}detachMedia(){var e;this.removeMediaListeners(),this.mediaAttached=null,(e=this.hls)==null||e.detachMedia()}resumeBuffering(){var e;(e=this.hls)==null||e.resumeBuffering()}pauseBuffering(){var e;(e=this.hls)==null||e.pauseBuffering()}transferMedia(){var e;return this.bufferSnapShot(),((e=this.hls)==null?void 0:e.transferMedia())||null}resetDetails(){const e=this.hls;if(e&&this.hasDetails){e.stopLoad();const t=n=>delete n.details;e.levels.forEach(t),e.allAudioTracks.forEach(t),e.allSubtitleTracks.forEach(t),this.hasDetails=!1}}on(e,t,n){var i;(i=this.hls)==null||i.on(e,t)}once(e,t,n){var i;(i=this.hls)==null||i.once(e,t)}off(e,t,n){var i;(i=this.hls)==null||i.off(e,t)}toString(){var e;return`HlsAssetPlayer: ${_s(this.assetItem)} ${(e=this.hls)==null?void 0:e.sessionId} ${this.appendInPlace?"append-in-place":""}`}}const _n=.033;class Pi extends We{constructor(e,t){super("interstitials-sched",t),this.onScheduleUpdate=void 0,this.eventMap={},this.events=null,this.items=null,this.durations={primary:0,playout:0,integrated:0},this.onScheduleUpdate=e}destroy(){this.reset(),this.onScheduleUpdate=null}reset(){this.eventMap={},this.setDurations(0,0,0),this.events&&this.events.forEach(e=>e.reset()),this.events=this.items=null}resetErrorsInRange(e,t){return this.events?this.events.reduce((n,i)=>e<=i.startOffset&&t>i.startOffset?(delete i.error,n+1):n,0):0}get duration(){const e=this.items;return e?e[e.length-1].end:0}get length(){return this.items?this.items.length:0}getEvent(e){return e&&this.eventMap[e]||null}hasEvent(e){return e in this.eventMap}findItemIndex(e,t){if(e.event)return this.findEventIndex(e.event.identifier);let n=-1;e.nextEvent?n=this.findEventIndex(e.nextEvent.identifier)-1:e.previousEvent&&(n=this.findEventIndex(e.previousEvent.identifier)+1);const i=this.items;if(i)for(i[n]||(t===void 0&&(t=e.start),n=this.findItemIndexAtTime(t));n>=0&&(s=i[n])!=null&&s.event;){var s;n--}return n}findItemIndexAtTime(e,t){const n=this.items;if(n)for(let i=0;is.start&&e1)for(let s=0;su&&(t!u.includes(h.identifier)):[];o.length&&o.sort((h,A)=>{const y=h.cue.pre,C=h.cue.post,U=A.cue.pre,Z=A.cue.post;if(y&&!U)return-1;if(U&&!y||C&&!Z)return 1;if(Z&&!C)return-1;if(!y&&!U&&!C&&!Z){const ce=h.startTime,le=A.startTime;if(ce!==le)return ce-le}return h.dateRange.tagOrder-A.dateRange.tagOrder}),this.events=o,p.forEach(h=>{this.removeEvent(h)}),this.updateSchedule(e,p)}updateSchedule(e,t=[],n=!1){const i=this.events||[];if(i.length||t.length||this.length<2){const s=this.items,o=this.parseSchedule(i,e);(n||t.length||(s==null?void 0:s.length)!==o.length||o.some((p,h)=>Math.abs(p.playout.start-s[h].playout.start)>.005||Math.abs(p.playout.end-s[h].playout.end)>.005))&&(this.items=o,this.onScheduleUpdate(t,s))}}parseDateRanges(e,t,n){const i=[],s=Object.keys(e);for(let o=0;o!p.error&&!(p.cue.once&&p.hasPlayed)),e.length){this.resolveOffsets(e,t);let p=0,h=0;if(e.forEach((A,y)=>{const C=A.cue.pre,U=A.cue.post,Z=e[y-1]||null,ce=A.appendInPlace,le=U?s:A.startOffset,Ze=A.duration,Xe=A.timelineOccupancy===wr.Range?Ze:0,_e=A.resumptionOffset,Vt=(Z==null?void 0:Z.startTime)===le,qt=le+A.cumulativeDuration;let xn=ce?qt+Ze:le+_e;if(C||!U&&le<=0){const An=h;h+=Xe,A.timelineStart=qt;const pn=o;o+=Ze,n.push({event:A,start:qt,end:xn,playout:{start:pn,end:o},integrated:{start:An,end:h}})}else if(le<=s){if(!Vt){const on=le-p;if(on>_n){const zn=p,gi=h;h+=on;const Ni=o;o+=on;const ji={previousEvent:e[y-1]||null,nextEvent:A,start:zn,end:zn+on,playout:{start:Ni,end:o},integrated:{start:gi,end:h}};n.push(ji)}else on>0&&Z&&(Z.cumulativeDuration+=on,n[n.length-1].end=le)}U&&(xn=qt),A.timelineStart=qt;const An=h;h+=Xe;const pn=o;o+=Ze,n.push({event:A,start:qt,end:xn,playout:{start:pn,end:o},integrated:{start:An,end:h}})}else return;const tn=A.resumeTime;U||tn>s?p=s:p=tn}),p{const h=u.cue.pre,A=u.cue.post,y=h?0:A?i:u.startTime;this.updateAssetDurations(u),o===y?u.cumulativeDuration=s:(s=0,o=y),!A&&u.snapOptions.in&&(u.resumeAnchor=Un(null,n.fragments,u.startOffset+u.resumptionOffset,0,0)||void 0),u.appendInPlace&&!u.appendInPlaceStarted&&(this.primaryCanResumeInPlaceAt(u,t)||(u.appendInPlace=!1)),!u.appendInPlace&&p+1Ui?(this.log(`"${e.identifier}" resumption ${n} not aligned with estimated timeline end ${i}`),!1):!Object.keys(t).some(o=>{const u=t[o].details,p=u.edge;if(n>=p)return this.log(`"${e.identifier}" resumption ${n} past ${o} playlist end ${p}`),!1;const h=Un(null,u.fragments,n);if(!h)return this.log(`"${e.identifier}" resumption ${n} does not align with any fragments in ${o} playlist (${u.fragStart}-${u.fragmentEnd})`),!0;const A=o==="audio"?.175:0;return Math.abs(h.start-n){const le=C.data,Ze=le==null?void 0:le.ASSETS;if(!Array.isArray(Ze)){const Xe=this.assignAssetListError(e,w.ASSET_LIST_PARSING_ERROR,new Error("Invalid interstitial asset list"),Z.url,U,ce);this.hls.trigger(v.ERROR,Xe);return}e.assetListResponse=le,this.hls.trigger(v.ASSET_LIST_LOADED,{event:e,assetListResponse:le,networkDetails:ce})},onError:(C,U,Z,ce)=>{const le=this.assignAssetListError(e,w.ASSET_LIST_LOAD_ERROR,new Error(`Error loading X-ASSET-LIST: HTTP status ${C.code} ${C.text} (${U.url})`),U.url,ce,Z);this.hls.trigger(v.ERROR,le)},onTimeout:(C,U,Z)=>{const ce=this.assignAssetListError(e,w.ASSET_LIST_LOAD_TIMEOUT,new Error(`Timeout loading X-ASSET-LIST (${U.url})`),U.url,C,Z);this.hls.trigger(v.ERROR,ce)}};return u.load(p,A,y),this.hls.trigger(v.ASSET_LIST_LOADING,{event:e}),u}assignAssetListError(e,t,n,i,s,o){return e.error=n,{type:te.NETWORK_ERROR,details:t,fatal:!1,interstitial:e,url:i,error:n,networkDetails:o,stats:s}}}function Ki(l){var e;l==null||(e=l.play())==null||e.catch(()=>{})}function yr(l,e){return`[${l}] Advancing timeline position to ${e}`}class Is extends We{constructor(e,t){super("interstitials",e.logger),this.HlsPlayerClass=void 0,this.hls=void 0,this.assetListLoader=void 0,this.mediaSelection=null,this.altSelection=null,this.media=null,this.detachedData=null,this.requiredTracks=null,this.manager=null,this.playerQueue=[],this.bufferedPos=-1,this.timelinePos=-1,this.schedule=void 0,this.playingItem=null,this.bufferingItem=null,this.waitingItem=null,this.endedItem=null,this.playingAsset=null,this.endedAsset=null,this.bufferingAsset=null,this.shouldPlay=!1,this.onPlay=()=>{this.shouldPlay=!0},this.onPause=()=>{this.shouldPlay=!1},this.onSeeking=()=>{const n=this.currentTime;if(n===void 0||this.playbackDisabled||!this.schedule)return;const i=n-this.timelinePos;if(Math.abs(i)<1/7056e5)return;const o=i<=-.01;this.timelinePos=n,this.bufferedPos=n;const u=this.playingItem;if(!u){this.checkBuffer();return}if(o&&this.schedule.resetErrorsInRange(n,n-i)&&this.updateSchedule(!0),this.checkBuffer(),o&&n=u.end){var p;const U=this.findItemIndex(u);let Z=this.schedule.findItemIndexAtTime(n);if(Z===-1&&(Z=U+(o?-1:1),this.log(`seeked ${o?"back ":""}to position not covered by schedule ${n} (resolving from ${U} to ${Z})`)),!this.isInterstitial(u)&&(p=this.media)!=null&&p.paused&&(this.shouldPlay=!1),!o&&Z>U){const ce=this.schedule.findJumpRestrictedIndex(U+1,Z);if(ce>U){this.setSchedulePosition(ce);return}}this.setSchedulePosition(Z);return}const h=this.playingAsset;if(!h){if(this.playingLastItem&&this.isInterstitial(u)){const U=u.event.assetList[0];U&&(this.endedItem=this.playingItem,this.playingItem=null,this.setScheduleToAssetAtTime(n,U))}return}const A=h.timelineStart,y=h.duration||0;if(o&&n=A+y){var C;(C=u.event)!=null&&C.appendInPlace&&(this.clearAssetPlayers(u.event,u),this.flushFrontBuffer(n)),this.setScheduleToAssetAtTime(n,h)}},this.onTimeupdate=()=>{const n=this.currentTime;if(n===void 0||this.playbackDisabled)return;if(n>this.timelinePos)this.timelinePos=n,n>this.bufferedPos&&this.checkBuffer();else return;const i=this.playingItem;if(!i||this.playingLastItem)return;if(n>=i.end){this.timelinePos=i.end;const u=this.findItemIndex(i);this.setSchedulePosition(u+1)}const s=this.playingAsset;if(!s)return;const o=s.timelineStart+(s.duration||0);n>=o&&this.setScheduleToAssetAtTime(n,s)},this.onScheduleUpdate=(n,i)=>{const s=this.schedule;if(!s)return;const o=this.playingItem,u=s.events||[],p=s.items||[],h=s.durations,A=n.map(ce=>ce.identifier),y=!!(u.length||A.length);(y||i)&&this.log(`INTERSTITIALS_UPDATED (${u.length}): ${u} -Schedule: ${p.map(ce=>Hi(ce))} pos: ${this.timelinePos}`),A.length&&this.log(`Removed events ${A}`);let C=null,U=null;o&&(C=this.updateItem(o,this.timelinePos),this.itemsMatch(o,C)?this.playingItem=C:this.waitingItem=this.endedItem=null),this.waitingItem=this.updateItem(this.waitingItem),this.endedItem=this.updateItem(this.endedItem);const Z=this.bufferingItem;if(Z&&(U=this.updateItem(Z,this.bufferedPos),this.itemsMatch(Z,U)?this.bufferingItem=U:Z.event&&(this.bufferingItem=this.playingItem,this.clearInterstitial(Z.event,null))),n.forEach(ce=>{ce.assetList.forEach(le=>{this.clearAssetPlayer(le.identifier,null)})}),this.playerQueue.forEach(ce=>{if(ce.interstitial.appendInPlace){const le=ce.assetItem.timelineStart,Ze=ce.timelineOffset-le;if(Ze)try{ce.timelineOffset=le}catch(Xe){Math.abs(Ze)>Ui&&this.warn(`${Xe} ("${ce.assetId}" ${ce.timelineOffset}->${le})`)}}}),y||i){if(this.hls.trigger(v.INTERSTITIALS_UPDATED,{events:u.slice(0),schedule:p.slice(0),durations:h,removedIds:A}),this.isInterstitial(o)&&A.includes(o.event.identifier)){this.warn(`Interstitial "${o.event.identifier}" removed while playing`),this.primaryFallback(o.event);return}o&&this.trimInPlace(C,o),Z&&U!==C&&this.trimInPlace(U,Z),this.checkBuffer()}},this.hls=e,this.HlsPlayerClass=t,this.assetListLoader=new xi(e),this.schedule=new Pi(this.onScheduleUpdate,e.logger),this.registerListeners()}registerListeners(){const e=this.hls;e&&(e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.on(v.AUDIO_TRACK_UPDATED,this.onAudioTrackUpdated,this),e.on(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.on(v.SUBTITLE_TRACK_UPDATED,this.onSubtitleTrackUpdated,this),e.on(v.EVENT_CUE_ENTER,this.onInterstitialCueEnter,this),e.on(v.ASSET_LIST_LOADED,this.onAssetListLoaded,this),e.on(v.BUFFER_APPENDED,this.onBufferAppended,this),e.on(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.on(v.BUFFERED_TO_END,this.onBufferedToEnd,this),e.on(v.MEDIA_ENDED,this.onMediaEnded,this),e.on(v.ERROR,this.onError,this),e.on(v.DESTROYING,this.onDestroying,this))}unregisterListeners(){const e=this.hls;e&&(e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.off(v.AUDIO_TRACK_UPDATED,this.onAudioTrackUpdated,this),e.off(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.off(v.SUBTITLE_TRACK_UPDATED,this.onSubtitleTrackUpdated,this),e.off(v.EVENT_CUE_ENTER,this.onInterstitialCueEnter,this),e.off(v.ASSET_LIST_LOADED,this.onAssetListLoaded,this),e.off(v.BUFFER_CODECS,this.onBufferCodecs,this),e.off(v.BUFFER_APPENDED,this.onBufferAppended,this),e.off(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.off(v.BUFFERED_TO_END,this.onBufferedToEnd,this),e.off(v.MEDIA_ENDED,this.onMediaEnded,this),e.off(v.ERROR,this.onError,this),e.off(v.DESTROYING,this.onDestroying,this))}startLoad(){this.resumeBuffering()}stopLoad(){this.pauseBuffering()}resumeBuffering(){var e;(e=this.getBufferingPlayer())==null||e.resumeBuffering()}pauseBuffering(){var e;(e=this.getBufferingPlayer())==null||e.pauseBuffering()}destroy(){this.unregisterListeners(),this.stopLoad(),this.assetListLoader&&this.assetListLoader.destroy(),this.emptyPlayerQueue(),this.clearScheduleState(),this.schedule&&this.schedule.destroy(),this.media=this.detachedData=this.mediaSelection=this.requiredTracks=this.altSelection=this.schedule=this.manager=null,this.hls=this.HlsPlayerClass=this.log=null,this.assetListLoader=null,this.onPlay=this.onPause=this.onSeeking=this.onTimeupdate=null,this.onScheduleUpdate=null}onDestroying(){const e=this.primaryMedia||this.media;e&&this.removeMediaListeners(e)}removeMediaListeners(e){Us(e,"play",this.onPlay),Us(e,"pause",this.onPause),Us(e,"seeking",this.onSeeking),Us(e,"timeupdate",this.onTimeupdate)}onMediaAttaching(e,t){const n=this.media=t.media;Ms(n,"seeking",this.onSeeking),Ms(n,"timeupdate",this.onTimeupdate),Ms(n,"play",this.onPlay),Ms(n,"pause",this.onPause)}onMediaAttached(e,t){const n=this.effectivePlayingItem,i=this.detachedData;if(this.detachedData=null,n===null)this.checkStart();else if(!i){this.clearScheduleState();const s=this.findItemIndex(n);this.setSchedulePosition(s)}}clearScheduleState(){this.log("clear schedule state"),this.playingItem=this.bufferingItem=this.waitingItem=this.endedItem=this.playingAsset=this.endedAsset=this.bufferingAsset=null}onMediaDetaching(e,t){const n=!!t.transferMedia,i=this.media;if(this.media=null,!n&&(i&&this.removeMediaListeners(i),this.detachedData)){const s=this.getBufferingPlayer();s&&(this.log(`Removing schedule state for detachedData and ${s}`),this.playingAsset=this.endedAsset=this.bufferingAsset=this.bufferingItem=this.waitingItem=this.detachedData=null,s.detachMedia()),this.shouldPlay=!1}}get interstitialsManager(){if(!this.hls)return null;if(this.manager)return this.manager;const e=this,t=()=>e.bufferingItem||e.waitingItem,n=y=>y&&e.getAssetPlayer(y.identifier),i=(y,C,U,Z,ce)=>{if(y){let le=y[C].start;const Ze=y.event;if(Ze){if(C==="playout"||Ze.timelineOccupancy!==wr.Point){const Xe=n(U);(Xe==null?void 0:Xe.interstitial)===Ze&&(le+=Xe.assetItem.startOffset+Xe[ce])}}else{const Xe=Z==="bufferedPos"?o():e[Z];le+=Xe-y.start}return le}return 0},s=(y,C)=>{var U;if(y!==0&&C!=="primary"&&(U=e.schedule)!=null&&U.length){var Z;const ce=e.schedule.findItemIndexAtTime(y),le=(Z=e.schedule.items)==null?void 0:Z[ce];if(le){const Ze=le[C].start-le.start;return y+Ze}}return y},o=()=>{const y=e.bufferedPos;return y===Number.MAX_VALUE?u("primary"):Math.max(y,0)},u=y=>{var C,U;return(C=e.primaryDetails)!=null&&C.live?e.primaryDetails.edge:((U=e.schedule)==null?void 0:U.durations[y])||0},p=(y,C)=>{var U,Z;const ce=e.effectivePlayingItem;if(ce!=null&&(U=ce.event)!=null&&U.restrictions.skip||!e.schedule)return;e.log(`seek to ${y} "${C}"`);const le=e.effectivePlayingItem,Ze=e.schedule.findItemIndexAtTime(y,C),Xe=(Z=e.schedule.items)==null?void 0:Z[Ze],_e=e.getBufferingPlayer(),Vt=_e==null?void 0:_e.interstitial,qt=Vt==null?void 0:Vt.appendInPlace,xn=le&&e.itemsMatch(le,Xe);if(le&&(qt||xn)){const tn=n(e.playingAsset),An=(tn==null?void 0:tn.media)||e.primaryMedia;if(An){const pn=C==="primary"?An.currentTime:i(le,C,e.playingAsset,"timelinePos","currentTime"),on=y-pn,zn=(qt?pn:An.currentTime)+on;if(zn>=0&&(!tn||qt||zn<=tn.duration)){An.currentTime=zn;return}}}if(Xe){let tn=y;if(C!=="primary"){const pn=Xe[C].start,on=y-pn;tn=Xe.start+on}const An=!e.isInterstitial(Xe);if((!e.isInterstitial(le)||le.event.appendInPlace)&&(An||Xe.event.appendInPlace)){const pn=e.media||(qt?_e==null?void 0:_e.media:null);pn&&(pn.currentTime=tn)}else if(le){const pn=e.findItemIndex(le);if(Ze>pn){const zn=e.schedule.findJumpRestrictedIndex(pn+1,Ze);if(zn>pn){e.setSchedulePosition(zn);return}}let on=0;if(An)e.timelinePos=tn,e.checkBuffer();else{const zn=Xe.event.assetList,gi=y-(Xe[C]||Xe).start;for(let Ni=zn.length;Ni--;){const ji=zn[Ni];if(ji.duration&&gi>=ji.startOffset&&gi{const y=e.effectivePlayingItem;if(e.isInterstitial(y))return y;const C=t();return e.isInterstitial(C)?C:null},A={get bufferedEnd(){const y=t(),C=e.bufferingItem;if(C&&C===y){var U;return i(C,"playout",e.bufferingAsset,"bufferedPos","bufferedEnd")-C.playout.start||((U=e.bufferingAsset)==null?void 0:U.startOffset)||0}return 0},get currentTime(){const y=h(),C=e.effectivePlayingItem;return C&&C===y?i(C,"playout",e.effectivePlayingAsset,"timelinePos","currentTime")-C.playout.start:0},set currentTime(y){const C=h(),U=e.effectivePlayingItem;U&&U===C&&p(y+U.playout.start,"playout")},get duration(){const y=h();return y?y.playout.end-y.playout.start:0},get assetPlayers(){var y;const C=(y=h())==null?void 0:y.event.assetList;return C?C.map(U=>e.getAssetPlayer(U.identifier)):[]},get playingIndex(){var y;const C=(y=h())==null?void 0:y.event;return C&&e.effectivePlayingAsset?C.findAssetIndex(e.effectivePlayingAsset):-1},get scheduleItem(){return h()}};return this.manager={get events(){var y;return((y=e.schedule)==null||(y=y.events)==null?void 0:y.slice(0))||[]},get schedule(){var y;return((y=e.schedule)==null||(y=y.items)==null?void 0:y.slice(0))||[]},get interstitialPlayer(){return h()?A:null},get playerQueue(){return e.playerQueue.slice(0)},get bufferingAsset(){return e.bufferingAsset},get bufferingItem(){return t()},get bufferingIndex(){const y=t();return e.findItemIndex(y)},get playingAsset(){return e.effectivePlayingAsset},get playingItem(){return e.effectivePlayingItem},get playingIndex(){const y=e.effectivePlayingItem;return e.findItemIndex(y)},primary:{get bufferedEnd(){return o()},get currentTime(){const y=e.timelinePos;return y>0?y:0},set currentTime(y){p(y,"primary")},get duration(){return u("primary")},get seekableStart(){var y;return((y=e.primaryDetails)==null?void 0:y.fragmentStart)||0}},integrated:{get bufferedEnd(){return i(t(),"integrated",e.bufferingAsset,"bufferedPos","bufferedEnd")},get currentTime(){return i(e.effectivePlayingItem,"integrated",e.effectivePlayingAsset,"timelinePos","currentTime")},set currentTime(y){p(y,"integrated")},get duration(){return u("integrated")},get seekableStart(){var y;return s(((y=e.primaryDetails)==null?void 0:y.fragmentStart)||0,"integrated")}},skip:()=>{const y=e.effectivePlayingItem,C=y==null?void 0:y.event;if(C&&!C.restrictions.skip){const U=e.findItemIndex(y);if(C.appendInPlace){const Z=y.playout.start+y.event.duration;p(Z+.001,"playout")}else e.advanceAfterAssetEnded(C,U,1/0)}}}}get effectivePlayingItem(){return this.waitingItem||this.playingItem||this.endedItem}get effectivePlayingAsset(){return this.playingAsset||this.endedAsset}get playingLastItem(){var e;const t=this.playingItem,n=(e=this.schedule)==null?void 0:e.items;return!this.playbackStarted||!t||!n?!1:this.findItemIndex(t)===n.length-1}get playbackStarted(){return this.effectivePlayingItem!==null}get currentTime(){var e,t;if(this.mediaSelection===null)return;const n=this.waitingItem||this.playingItem;if(this.isInterstitial(n)&&!n.event.appendInPlace)return;let i=this.media;!i&&(e=this.bufferingItem)!=null&&(e=e.event)!=null&&e.appendInPlace&&(i=this.primaryMedia);const s=(t=i)==null?void 0:t.currentTime;if(!(s===void 0||!r(s)))return s}get primaryMedia(){var e;return this.media||((e=this.detachedData)==null?void 0:e.media)||null}isInterstitial(e){return!!(e!=null&&e.event)}retreiveMediaSource(e,t){const n=this.getAssetPlayer(e);n&&this.transferMediaFromPlayer(n,t)}transferMediaFromPlayer(e,t){const n=e.interstitial.appendInPlace,i=e.media;if(n&&i===this.primaryMedia){if(this.bufferingAsset=null,(!t||this.isInterstitial(t)&&!t.event.appendInPlace)&&t&&i){this.detachedData={media:i};return}const s=e.transferMedia();this.log(`transfer MediaSource from ${e} ${Ye(s)}`),this.detachedData=s}else t&&i&&(this.shouldPlay||(this.shouldPlay=!i.paused))}transferMediaTo(e,t){var n,i;if(e.media===t)return;let s=null;const o=this.hls,u=e!==o,p=u&&e.interstitial.appendInPlace,h=(n=this.detachedData)==null?void 0:n.mediaSource;let A;if(o.media)p&&(s=o.transferMedia(),this.detachedData=s),A="Primary";else if(h){const Z=this.getBufferingPlayer();Z?(s=Z.transferMedia(),A=`${Z}`):A="detached MediaSource"}else A="detached media";if(!s){if(h)s=this.detachedData,this.log(`using detachedData: MediaSource ${Ye(s)}`);else if(!this.detachedData||o.media===t){const Z=this.playerQueue;Z.length>1&&Z.forEach(ce=>{if(u&&ce.interstitial.appendInPlace!==p){const le=ce.interstitial;this.clearInterstitial(ce.interstitial,null),le.appendInPlace=!1,le.appendInPlace&&this.warn(`Could not change append strategy for queued assets ${le}`)}}),this.hls.detachMedia(),this.detachedData={media:t}}}const y=s&&"mediaSource"in s&&((i=s.mediaSource)==null?void 0:i.readyState)!=="closed",C=y&&s?s:t;this.log(`${y?"transfering MediaSource":"attaching media"} to ${u?e:"Primary"} from ${A} (media.currentTime: ${t.currentTime})`);const U=this.schedule;if(C===s&&U){const Z=u&&e.assetId===U.assetIdAtEnd;C.overrides={duration:U.duration,endOfStream:!u||Z,cueRemoval:!u}}e.attachMedia(C)}onInterstitialCueEnter(){this.onTimeupdate()}checkStart(){const e=this.schedule,t=e==null?void 0:e.events;if(!t||this.playbackDisabled||!this.media)return;this.bufferedPos===-1&&(this.bufferedPos=0);const n=this.timelinePos,i=this.effectivePlayingItem;if(n===-1){const s=this.hls.startPosition;if(this.log(yr("checkStart",s)),this.timelinePos=s,t.length&&t[0].cue.pre){const o=e.findEventIndex(t[0].identifier);this.setSchedulePosition(o)}else if(s>=0||!this.primaryLive){const o=this.timelinePos=s>0?s:0,u=e.findItemIndexAtTime(o);this.setSchedulePosition(u)}}else if(i&&!this.playingItem){const s=e.findItemIndex(i);this.setSchedulePosition(s)}}advanceAssetBuffering(e,t){const n=e.event,i=n.findAssetIndex(t),s=Bs(n,i);if(!n.isAssetPastPlayoutLimit(s))this.bufferedToEvent(e,s);else if(this.schedule){var o;const u=(o=this.schedule.items)==null?void 0:o[this.findItemIndex(e)+1];u&&this.bufferedToItem(u)}}advanceAfterAssetEnded(e,t,n){const i=Bs(e,n);if(e.isAssetPastPlayoutLimit(i)){if(this.schedule){const s=this.schedule.items;if(s){const o=t+1,u=s.length;if(o>=u){this.setSchedulePosition(-1);return}const p=e.resumeTime;this.timelinePos=0?i[e]:null;this.log(`setSchedulePosition ${e}, ${t} (${s&&Hi(s)}) pos: ${this.timelinePos}`);const o=this.waitingItem||this.playingItem,u=this.playingLastItem;if(this.isInterstitial(o)){const A=o.event,y=this.playingAsset,C=y==null?void 0:y.identifier,U=C?this.getAssetPlayer(C):null;if(U&&C&&(!this.eventItemsMatch(o,s)||t!==void 0&&C!==A.assetList[t].identifier)){var p;const Z=A.findAssetIndex(y);if(this.log(`INTERSTITIAL_ASSET_ENDED ${Z+1}/${A.assetList.length} ${_s(y)}`),this.endedAsset=y,this.playingAsset=null,this.hls.trigger(v.INTERSTITIAL_ASSET_ENDED,{asset:y,assetListIndex:Z,event:A,schedule:i.slice(0),scheduleIndex:e,player:U}),o!==this.playingItem){this.itemsMatch(o,this.playingItem)&&!this.playingAsset&&this.advanceAfterAssetEnded(A,this.findItemIndex(this.playingItem),Z);return}this.retreiveMediaSource(C,s),U.media&&!((p=this.detachedData)!=null&&p.mediaSource)&&U.detachMedia()}if(!this.eventItemsMatch(o,s)&&(this.endedItem=o,this.playingItem=null,this.log(`INTERSTITIAL_ENDED ${A} ${Hi(o)}`),A.hasPlayed=!0,this.hls.trigger(v.INTERSTITIAL_ENDED,{event:A,schedule:i.slice(0),scheduleIndex:e}),A.cue.once)){var h;this.updateSchedule();const Z=(h=this.schedule)==null?void 0:h.items;if(s&&Z){const ce=this.findItemIndex(s);this.advanceSchedule(ce,Z,t,o,u)}return}}this.advanceSchedule(e,i,t,o,u)}advanceSchedule(e,t,n,i,s){const o=this.schedule;if(!o)return;const u=t[e]||null,p=this.primaryMedia,h=this.playerQueue;if(h.length&&h.forEach(A=>{const y=A.interstitial,C=o.findEventIndex(y.identifier);(Ce+1)&&this.clearInterstitial(y,u)}),this.isInterstitial(u)){this.timelinePos=Math.min(Math.max(this.timelinePos,u.start),u.end);const A=u.event;if(n===void 0){n=o.findAssetIndex(A,this.timelinePos);const Z=Bs(A,n-1);if(A.isAssetPastPlayoutLimit(Z)||A.appendInPlace&&this.timelinePos===u.end){this.advanceAfterAssetEnded(A,e,n);return}n=Z}const y=this.waitingItem;this.assetsBuffered(u,p)||this.setBufferingItem(u);let C=this.preloadAssets(A,n);if(this.eventItemsMatch(u,y||i)||(this.waitingItem=u,this.log(`INTERSTITIAL_STARTED ${Hi(u)} ${A.appendInPlace?"append in place":""}`),this.hls.trigger(v.INTERSTITIAL_STARTED,{event:A,schedule:t.slice(0),scheduleIndex:e})),!A.assetListLoaded){this.log(`Waiting for ASSET-LIST to complete loading ${A}`);return}if(A.assetListLoader&&(A.assetListLoader.destroy(),A.assetListLoader=void 0),!p){this.log(`Waiting for attachMedia to start Interstitial ${A}`);return}this.waitingItem=this.endedItem=null,this.playingItem=u;const U=A.assetList[n];if(!U){this.advanceAfterAssetEnded(A,e,n||0);return}if(C||(C=this.getAssetPlayer(U.identifier)),C===null||C.destroyed){const Z=A.assetList.length;this.warn(`asset ${n+1}/${Z} player destroyed ${A}`),C=this.createAssetPlayer(A,U,n),C.loadSource()}if(!this.eventItemsMatch(u,this.bufferingItem)&&A.appendInPlace&&this.isAssetBuffered(U))return;this.startAssetPlayer(C,n,t,e,p),this.shouldPlay&&Ki(C.media)}else u?(this.resumePrimary(u,e,i),this.shouldPlay&&Ki(this.hls.media)):s&&this.isInterstitial(i)&&(this.endedItem=null,this.playingItem=i,i.event.appendInPlace||this.attachPrimary(o.durations.primary,null))}get playbackDisabled(){return this.hls.config.enableInterstitialPlayback===!1}get primaryDetails(){var e;return(e=this.mediaSelection)==null?void 0:e.main.details}get primaryLive(){var e;return!!((e=this.primaryDetails)!=null&&e.live)}resumePrimary(e,t,n){var i,s;if(this.playingItem=e,this.playingAsset=this.endedAsset=null,this.waitingItem=this.endedItem=null,this.bufferedToItem(e),this.log(`resuming ${Hi(e)}`),!((i=this.detachedData)!=null&&i.mediaSource)){let u=this.timelinePos;(u=e.end)&&(u=this.getPrimaryResumption(e,t),this.log(yr("resumePrimary",u)),this.timelinePos=u),this.attachPrimary(u,e)}if(!n)return;const o=(s=this.schedule)==null?void 0:s.items;o&&(this.log(`INTERSTITIALS_PRIMARY_RESUMED ${Hi(e)}`),this.hls.trigger(v.INTERSTITIALS_PRIMARY_RESUMED,{schedule:o.slice(0),scheduleIndex:t}),this.checkBuffer())}getPrimaryResumption(e,t){const n=e.start;if(this.primaryLive){const i=this.primaryDetails;if(t===0)return this.hls.startPosition;if(i&&(ni.edge))return this.hls.liveSyncPosition||-1}return n}isAssetBuffered(e){const t=this.getAssetPlayer(e.identifier);return t!=null&&t.hls?t.hls.bufferedToEnd:Wn.bufferInfo(this.primaryMedia,this.timelinePos,0).end+1>=e.timelineStart+(e.duration||0)}attachPrimary(e,t,n){t?this.setBufferingItem(t):this.bufferingItem=this.playingItem,this.bufferingAsset=null;const i=this.primaryMedia;if(!i)return;const s=this.hls;s.media?this.checkBuffer():(this.transferMediaTo(s,i),n&&this.startLoadingPrimaryAt(e,n)),n||(this.log(yr("attachPrimary",e)),this.timelinePos=e,this.startLoadingPrimaryAt(e,n))}startLoadingPrimaryAt(e,t){var n;const i=this.hls;!i.loadingEnabled||!i.media||Math.abs((((n=i.mainForwardBufferInfo)==null?void 0:n.start)||i.media.currentTime)-e)>.5?i.startLoad(e,t):i.bufferingEnabled||i.resumeBuffering()}onManifestLoading(){var e;this.stopLoad(),(e=this.schedule)==null||e.reset(),this.emptyPlayerQueue(),this.clearScheduleState(),this.shouldPlay=!1,this.bufferedPos=this.timelinePos=-1,this.mediaSelection=this.altSelection=this.manager=this.requiredTracks=null,this.hls.off(v.BUFFER_CODECS,this.onBufferCodecs,this),this.hls.on(v.BUFFER_CODECS,this.onBufferCodecs,this)}onLevelUpdated(e,t){if(t.level===-1||!this.schedule)return;const n=this.hls.levels[t.level];if(!n.details)return;const i=ue(ue({},this.mediaSelection||this.altSelection),{},{main:n});this.mediaSelection=i,this.schedule.parseInterstitialDateRanges(i,this.hls.config.interstitialAppendInPlace),!this.effectivePlayingItem&&this.schedule.items&&this.checkStart()}onAudioTrackUpdated(e,t){const n=this.hls.audioTracks[t.id],i=this.mediaSelection;if(!i){this.altSelection=ue(ue({},this.altSelection),{},{audio:n});return}const s=ue(ue({},i),{},{audio:n});this.mediaSelection=s}onSubtitleTrackUpdated(e,t){const n=this.hls.subtitleTracks[t.id],i=this.mediaSelection;if(!i){this.altSelection=ue(ue({},this.altSelection),{},{subtitles:n});return}const s=ue(ue({},i),{},{subtitles:n});this.mediaSelection=s}onAudioTrackSwitching(e,t){const n=Gt(t);this.playerQueue.forEach(({hls:i})=>i&&(i.setAudioOption(t)||i.setAudioOption(n)))}onSubtitleTrackSwitch(e,t){const n=Gt(t);this.playerQueue.forEach(({hls:i})=>i&&(i.setSubtitleOption(t)||t.id!==-1&&i.setSubtitleOption(n)))}onBufferCodecs(e,t){const n=t.tracks;n&&(this.requiredTracks=n)}onBufferAppended(e,t){this.checkBuffer()}onBufferFlushed(e,t){const n=this.playingItem;if(n&&!this.itemsMatch(n,this.bufferingItem)&&!this.isInterstitial(n)){const i=this.timelinePos;this.bufferedPos=i,this.checkBuffer()}}onBufferedToEnd(e){if(!this.schedule)return;const t=this.schedule.events;if(this.bufferedPos.25){e.event.assetList.forEach((s,o)=>{e.event.isAssetPastPlayoutLimit(o)&&this.clearAssetPlayer(s.identifier,null)});const n=e.end+.25,i=Wn.bufferInfo(this.primaryMedia,n,0);(i.end>n||(i.nextStart||0)>n)&&(this.log(`trim buffered interstitial ${Hi(e)} (was ${Hi(t)})`),this.attachPrimary(n,null,!0),this.flushFrontBuffer(n))}}itemsMatch(e,t){return!!t&&(e===t||e.event&&t.event&&this.eventItemsMatch(e,t)||!e.event&&!t.event&&this.findItemIndex(e)===this.findItemIndex(t))}eventItemsMatch(e,t){var n;return!!t&&(e===t||e.event.identifier===((n=t.event)==null?void 0:n.identifier))}findItemIndex(e,t){return e&&this.schedule?this.schedule.findItemIndex(e,t):-1}updateSchedule(e=!1){var t;const n=this.mediaSelection;n&&((t=this.schedule)==null||t.updateSchedule(n,[],e))}checkBuffer(e){var t;const n=(t=this.schedule)==null?void 0:t.items;if(!n)return;const i=Wn.bufferInfo(this.primaryMedia,this.timelinePos,0);e&&(this.bufferedPos=this.timelinePos),e||(e=i.len<1),this.updateBufferedPos(i.end,n,e)}updateBufferedPos(e,t,n){const i=this.schedule,s=this.bufferingItem;if(this.bufferedPos>e||!i)return;if(t.length===1&&this.itemsMatch(t[0],s)){this.bufferedPos=e;return}const o=this.playingItem,u=this.findItemIndex(o);let p=i.findItemIndexAtTime(e);if(this.bufferedPos=s.end||(h=C.event)!=null&&h.appendInPlace&&e+.01>=C.start)&&(p=y),this.isInterstitial(s)){const U=s.event;if(y-u>1&&U.appendInPlace===!1||U.assetList.length===0&&U.assetListLoader)return}if(this.bufferedPos=e,p>A&&p>u)this.bufferedToItem(C);else{const U=this.primaryDetails;this.primaryLive&&U&&e>U.edge-U.targetduration&&C.start{const s=this.getAssetPlayer(i.identifier);return!(s!=null&&s.bufferedInPlaceToEnd(t))})}setBufferingItem(e){const t=this.bufferingItem,n=this.schedule;if(!this.itemsMatch(e,t)&&n){const{items:i,events:s}=n;if(!i||!s)return t;const o=this.isInterstitial(e),u=this.getBufferingPlayer();this.bufferingItem=e,this.bufferedPos=Math.max(e.start,Math.min(e.end,this.timelinePos));const p=u?u.remaining:t?t.end-this.timelinePos:0;if(this.log(`INTERSTITIALS_BUFFERED_TO_BOUNDARY ${Hi(e)}`+(t?` (${p.toFixed(2)} remaining)`:"")),!this.playbackDisabled)if(o){const h=n.findAssetIndex(e.event,this.bufferedPos);e.event.assetList.forEach((A,y)=>{const C=this.getAssetPlayer(A.identifier);C&&(y===h&&C.loadSource(),C.resumeBuffering())})}else this.hls.resumeBuffering(),this.playerQueue.forEach(h=>h.pauseBuffering());this.hls.trigger(v.INTERSTITIALS_BUFFERED_TO_BOUNDARY,{events:s.slice(0),schedule:i.slice(0),bufferingIndex:this.findItemIndex(e),playingIndex:this.findItemIndex(this.playingItem)})}else this.bufferingItem!==e&&(this.bufferingItem=e);return t}bufferedToItem(e,t=0){const n=this.setBufferingItem(e);if(!this.playbackDisabled){if(this.isInterstitial(e))this.bufferedToEvent(e,t);else if(n!==null){this.bufferingAsset=null;const i=this.detachedData;i?i.mediaSource?this.attachPrimary(e.start,e,!0):this.preloadPrimary(e):this.preloadPrimary(e)}}}preloadPrimary(e){const t=this.findItemIndex(e),n=this.getPrimaryResumption(e,t);this.startLoadingPrimaryAt(n)}bufferedToEvent(e,t){const n=e.event,i=n.assetList.length===0&&!n.assetListLoader,s=n.cue.once;if(i||!s){const o=this.preloadAssets(n,t);if(o!=null&&o.interstitial.appendInPlace){const u=this.primaryMedia;u&&this.bufferAssetPlayer(o,u)}}}preloadAssets(e,t){const n=e.assetUrl,i=e.assetList.length,s=i===0&&!e.assetListLoader,o=e.cue.once;if(s){const p=e.timelineStart;if(e.appendInPlace){var u;const C=this.playingItem;!this.isInterstitial(C)&&(C==null||(u=C.nextEvent)==null?void 0:u.identifier)===e.identifier&&this.flushFrontBuffer(p+.25)}let h,A=0;if(!this.playingItem&&this.primaryLive&&(A=this.hls.startPosition,A===-1&&(A=this.hls.liveSyncPosition||0)),A&&!(e.cue.pre||e.cue.post)){const C=A-p;C>0&&(h=Math.round(C*1e3)/1e3)}if(this.log(`Load interstitial asset ${t+1}/${n?1:i} ${e}${h?` live-start: ${A} start-offset: ${h}`:""}`),n)return this.createAsset(e,0,0,p,e.duration,n);const y=this.assetListLoader.loadAssetList(e,h);y&&(e.assetListLoader=y)}else if(!o&&i){for(let h=t;h{this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:e,endOffset:1/0,type:i})})}getAssetPlayerQueueIndex(e){const t=this.playerQueue;for(let n=0;n1){const qt=t.duration;qt&&Vt{if(Vt.live){var qt;const An=new Error(`Interstitials MUST be VOD assets ${e}`),pn={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:An},on=((qt=this.schedule)==null?void 0:qt.findEventIndex(e.identifier))||-1;this.handleAssetItemError(pn,e,on,n,An.message);return}const xn=Vt.edge-Vt.fragmentStart,tn=t.duration;(ce||tn===null||xn>tn)&&(ce=!1,this.log(`Interstitial asset "${y}" duration change ${tn} > ${xn}`),t.duration=xn,this.updateSchedule())};Z.on(v.LEVEL_UPDATED,(Vt,{details:qt})=>le(qt)),Z.on(v.LEVEL_PTS_UPDATED,(Vt,{details:qt})=>le(qt)),Z.on(v.EVENT_CUE_ENTER,()=>this.onInterstitialCueEnter());const Ze=(Vt,qt)=>{const xn=this.getAssetPlayer(y);if(xn&&qt.tracks){xn.off(v.BUFFER_CODECS,Ze),xn.tracks=qt.tracks;const tn=this.primaryMedia;this.bufferingAsset===xn.assetItem&&tn&&!xn.media&&this.bufferAssetPlayer(xn,tn)}};Z.on(v.BUFFER_CODECS,Ze);const Xe=()=>{var Vt;const qt=this.getAssetPlayer(y);if(this.log(`buffered to end of asset ${qt}`),!qt||!this.schedule)return;const xn=this.schedule.findEventIndex(e.identifier),tn=(Vt=this.schedule.items)==null?void 0:Vt[xn];this.isInterstitial(tn)&&this.advanceAssetBuffering(tn,t)};Z.on(v.BUFFERED_TO_END,Xe);const _e=Vt=>()=>{if(!this.getAssetPlayer(y)||!this.schedule)return;this.shouldPlay=!0;const xn=this.schedule.findEventIndex(e.identifier);this.advanceAfterAssetEnded(e,xn,Vt)};return Z.once(v.MEDIA_ENDED,_e(n)),Z.once(v.PLAYOUT_LIMIT_REACHED,_e(1/0)),Z.on(v.ERROR,(Vt,qt)=>{if(!this.schedule)return;const xn=this.getAssetPlayer(y);if(qt.details===w.BUFFER_STALLED_ERROR){if(xn!=null&&xn.appendInPlace){this.handleInPlaceStall(e);return}this.onTimeupdate(),this.checkBuffer(!0);return}this.handleAssetItemError(qt,e,this.schedule.findEventIndex(e.identifier),n,`Asset player error ${qt.error} ${e}`)}),Z.on(v.DESTROYING,()=>{if(!this.getAssetPlayer(y)||!this.schedule)return;const qt=new Error(`Asset player destroyed unexpectedly ${y}`),xn={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:qt};this.handleAssetItemError(xn,e,this.schedule.findEventIndex(e.identifier),n,qt.message)}),this.log(`INTERSTITIAL_ASSET_PLAYER_CREATED ${_s(t)}`),this.hls.trigger(v.INTERSTITIAL_ASSET_PLAYER_CREATED,{asset:t,assetListIndex:n,event:e,player:Z}),Z}clearInterstitial(e,t){this.clearAssetPlayers(e,t),e.reset()}clearAssetPlayers(e,t){e.assetList.forEach(n=>{this.clearAssetPlayer(n.identifier,t)})}resetAssetPlayer(e){const t=this.getAssetPlayerQueueIndex(e);if(t!==-1){this.log(`reset asset player "${e}" after error`);const n=this.playerQueue[t];this.transferMediaFromPlayer(n,null),n.resetDetails()}}clearAssetPlayer(e,t){const n=this.getAssetPlayerQueueIndex(e);if(n!==-1){const i=this.playerQueue[n];this.log(`clear ${i} toSegment: ${t&&Hi(t)}`),this.transferMediaFromPlayer(i,t),this.playerQueue.splice(n,1),i.destroy()}}emptyPlayerQueue(){let e;for(;e=this.playerQueue.pop();)e.destroy();this.playerQueue=[]}startAssetPlayer(e,t,n,i,s){const{interstitial:o,assetItem:u,assetId:p}=e,h=o.assetList.length,A=this.playingAsset;this.endedAsset=null,this.playingAsset=u,(!A||A.identifier!==p)&&(A&&(this.clearAssetPlayer(A.identifier,n[i]),delete A.error),this.log(`INTERSTITIAL_ASSET_STARTED ${t+1}/${h} ${_s(u)}`),this.hls.trigger(v.INTERSTITIAL_ASSET_STARTED,{asset:u,assetListIndex:t,event:o,schedule:n.slice(0),scheduleIndex:i,player:e})),this.bufferAssetPlayer(e,s)}bufferAssetPlayer(e,t){var n,i;if(!this.schedule)return;const{interstitial:s,assetItem:o}=e,u=this.schedule.findEventIndex(s.identifier),p=(n=this.schedule.items)==null?void 0:n[u];if(!p)return;e.loadSource(),this.setBufferingItem(p),this.bufferingAsset=o;const h=this.getBufferingPlayer();if(h===e)return;const A=s.appendInPlace;if(A&&(h==null?void 0:h.interstitial.appendInPlace)===!1)return;const y=(h==null?void 0:h.tracks)||((i=this.detachedData)==null?void 0:i.tracks)||this.requiredTracks;if(A&&o!==this.playingAsset){if(!e.tracks){this.log(`Waiting for track info before buffering ${e}`);return}if(y&&!Nt(y,e.tracks)){const C=new Error(`Asset ${_s(o)} SourceBuffer tracks ('${Object.keys(e.tracks)}') are not compatible with primary content tracks ('${Object.keys(y)}')`),U={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:C},Z=s.findAssetIndex(o);this.handleAssetItemError(U,s,u,Z,C.message);return}}this.transferMediaTo(e,t)}handleInPlaceStall(e){const t=this.schedule,n=this.primaryMedia;if(!t||!n)return;const i=n.currentTime,s=t.findAssetIndex(e,i),o=e.assetList[s];if(o){const u=this.getAssetPlayer(o.identifier);if(u){const p=u.currentTime||i-o.timelineStart,h=u.duration-p;if(this.warn(`Stalled at ${p} of ${p+h} in ${u} ${e} (media.currentTime: ${i})`),p&&(h/n.playbackRate<.5||u.bufferedInPlaceToEnd(n))&&u.hls){const A=t.findEventIndex(e.identifier);this.advanceAfterAssetEnded(e,A,s)}}}}advanceInPlace(e){const t=this.primaryMedia;t&&t.currentTime!ce.error))t.error=Z;else for(let ce=i;ce{const Ze=parseFloat(ce.DURATION);this.createAsset(s,le,A,p+A,Ze,ce.URI),A+=Ze}),s.duration=A,this.log(`Loaded asset-list with duration: ${A} (was: ${h}) ${s}`);const y=this.waitingItem,C=(y==null?void 0:y.event.identifier)===o;this.updateSchedule();const U=(i=this.bufferingItem)==null?void 0:i.event;if(C){var Z;const ce=this.schedule.findEventIndex(o),le=(Z=this.schedule.items)==null?void 0:Z[ce];if(le){if(!this.playingItem&&this.timelinePos>le.end&&this.schedule.findItemIndexAtTime(this.timelinePos)!==ce){s.error=new Error(`Interstitial ${u.length?"no longer within playback range":"asset-list is empty"} ${this.timelinePos} ${s}`),this.log(s.error.message),this.updateSchedule(!0),this.primaryFallback(s);return}this.setBufferingItem(le)}this.setSchedulePosition(ce)}else if((U==null?void 0:U.identifier)===o){const ce=s.assetList[0];if(ce){const le=this.getAssetPlayer(ce.identifier);if(U.appendInPlace){const Ze=this.primaryMedia;le&&Ze&&this.bufferAssetPlayer(le,Ze)}else le&&le.loadSource()}}}onError(e,t){if(this.schedule)switch(t.details){case w.ASSET_LIST_PARSING_ERROR:case w.ASSET_LIST_LOAD_ERROR:case w.ASSET_LIST_LOAD_TIMEOUT:{const n=t.interstitial;n&&(this.updateSchedule(!0),this.primaryFallback(n));break}case w.BUFFER_STALLED_ERROR:{const n=this.endedItem||this.waitingItem||this.playingItem;if(this.isInterstitial(n)&&n.event.appendInPlace){this.handleInPlaceStall(n.event);return}this.log(`Primary player stall @${this.timelinePos} bufferedPos: ${this.bufferedPos}`),this.onTimeupdate(),this.checkBuffer(!0);break}}}}const va=500;class Ta extends Ka{constructor(e,t,n){super(e,t,n,"subtitle-stream-controller",z.SUBTITLE),this.currentTrackId=-1,this.tracksBuffered=[],this.mainDetails=null,this.registerListeners()}onHandlerDestroying(){this.unregisterListeners(),super.onHandlerDestroying(),this.mainDetails=null}registerListeners(){super.registerListeners();const{hls:e}=this;e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.on(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.on(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.on(v.SUBTITLE_FRAG_PROCESSED,this.onSubtitleFragProcessed,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this)}unregisterListeners(){super.unregisterListeners();const{hls:e}=this;e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.off(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.off(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.off(v.SUBTITLE_FRAG_PROCESSED,this.onSubtitleFragProcessed,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this)}startLoad(e,t){this.stopLoad(),this.state=On.IDLE,this.setInterval(va),this.nextLoadPosition=this.lastCurrentTime=e+this.timelineOffset,this.startPosition=t?-1:e,this.tick()}onManifestLoading(){super.onManifestLoading(),this.mainDetails=null}onMediaDetaching(e,t){this.tracksBuffered=[],super.onMediaDetaching(e,t)}onLevelLoaded(e,t){this.mainDetails=t.details}onSubtitleFragProcessed(e,t){const{frag:n,success:i}=t;if(this.fragContextChanged(n)||(Qe(n)&&(this.fragPrevious=n),this.state=On.IDLE),!i)return;const s=this.tracksBuffered[this.currentTrackId];if(!s)return;let o;const u=n.start;for(let h=0;h=s[h].start&&u<=s[h].end){o=s[h];break}const p=n.start+n.duration;o?o.end=p:(o={start:u,end:p},s.push(o)),this.fragmentTracker.fragBuffered(n),this.fragBufferedComplete(n,null),this.media&&this.tick()}onBufferFlushing(e,t){const{startOffset:n,endOffset:i}=t;if(n===0&&i!==Number.POSITIVE_INFINITY){const s=i-1;if(s<=0)return;t.endOffsetSubtitles=Math.max(0,s),this.tracksBuffered.forEach(o=>{for(let u=0;unew pt(n));return}this.tracksBuffered=[],this.levels=t.map(n=>{const i=new pt(n);return this.tracksBuffered[i.id]=[],i}),this.fragmentTracker.removeFragmentsInRange(0,Number.POSITIVE_INFINITY,z.SUBTITLE),this.fragPrevious=null,this.mediaBuffer=null}onSubtitleTrackSwitch(e,t){var n;if(this.currentTrackId=t.id,!((n=this.levels)!=null&&n.length)||this.currentTrackId===-1){this.clearInterval();return}const i=this.levels[this.currentTrackId];i!=null&&i.details?this.mediaBuffer=this.mediaBufferTimeRanges:this.mediaBuffer=null,i&&this.state!==On.STOPPED&&this.setInterval(va)}onSubtitleTrackLoaded(e,t){var n;const{currentTrackId:i,levels:s}=this,{details:o,id:u}=t;if(!s){this.warn(`Subtitle tracks were reset while loading level ${u}`);return}const p=s[u];if(u>=s.length||!p)return;this.log(`Subtitle track ${u} loaded [${o.startSN},${o.endSN}]${o.lastPartSn?`[part-${o.lastPartSn}-${o.lastPartIndex}]`:""},duration:${o.totalduration}`),this.mediaBuffer=this.mediaBufferTimeRanges;let h=0;if(o.live||(n=p.details)!=null&&n.live){if(o.deltaUpdateFailed)return;const y=this.mainDetails;if(!y){this.startFragRequested=!1;return}const C=y.fragments[0];if(!p.details)o.hasProgramDateTime&&y.hasProgramDateTime?(Pa(o,y),h=o.fragmentStart):C&&(h=C.start,Vr(o,h));else{var A;h=this.alignPlaylists(o,p.details,(A=this.levelLastLoaded)==null?void 0:A.details),h===0&&C&&(h=C.start,Vr(o,h))}y&&!this.startFragRequested&&this.setStartPosition(y,h)}p.details=o,this.levelLastLoaded=p,u===i&&(this.hls.trigger(v.SUBTITLE_TRACK_UPDATED,{details:o,id:u,groupId:t.groupId}),this.tick(),o.live&&!this.fragCurrent&&this.media&&this.state===On.IDLE&&(Un(null,o.fragments,this.media.currentTime,0)||(this.warn("Subtitle playlist not aligned with playback"),p.details=void 0)))}_handleFragmentLoadComplete(e){const{frag:t,payload:n}=e,i=t.decryptdata,s=this.hls;if(!this.fragContextChanged(t)&&n&&n.byteLength>0&&i!=null&&i.key&&i.iv&&hi(i.method)){const o=performance.now();this.decrypter.decrypt(new Uint8Array(n),i.key.buffer,i.iv.buffer,Fi(i.method)).catch(u=>{throw s.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.FRAG_DECRYPT_ERROR,fatal:!1,error:u,reason:u.message,frag:t}),u}).then(u=>{const p=performance.now();s.trigger(v.FRAG_DECRYPTED,{frag:t,payload:u,stats:{tstart:o,tdecrypt:p}})}).catch(u=>{this.warn(`${u.name}: ${u.message}`),this.state=On.IDLE})}}doTick(){if(!this.media){this.state=On.IDLE;return}if(this.state===On.IDLE){const{currentTrackId:e,levels:t}=this,n=t==null?void 0:t[e];if(!n||!t.length||!n.details||this.waitForLive(n))return;const{config:i}=this,s=this.getLoadPosition(),o=Wn.bufferedInfo(this.tracksBuffered[this.currentTrackId]||[],s,i.maxBufferHole),{end:u,len:p}=o,h=n.details,A=this.hls.maxBufferLength+h.levelTargetDuration;if(p>A)return;const y=h.fragments,C=y.length,U=h.edge;let Z=null;const ce=this.fragPrevious;if(uU-Xe?0:Xe;Z=Un(ce,y,Math.max(y[0].start,u),_e),!Z&&ce&&ce.start{if(i=i>>>0,i>s-1)throw new DOMException(`Failed to execute '${n}' on 'TimeRanges': The index provided (${i}) is greater than the maximum bound (${s})`);return e[i][n]};this.buffered={get length(){return e.length},end(n){return t("end",n,e.length)},start(n){return t("start",n,e.length)}}}}const Uc={42:225,92:233,94:237,95:243,96:250,123:231,124:247,125:209,126:241,127:9608,128:174,129:176,130:189,131:191,132:8482,133:162,134:163,135:9834,136:224,137:32,138:232,139:226,140:234,141:238,142:244,143:251,144:193,145:201,146:211,147:218,148:220,149:252,150:8216,151:161,152:42,153:8217,154:9473,155:169,156:8480,157:8226,158:8220,159:8221,160:192,161:194,162:199,163:200,164:202,165:203,166:235,167:206,168:207,169:239,170:212,171:217,172:249,173:219,174:171,175:187,176:195,177:227,178:205,179:204,180:236,181:210,182:242,183:213,184:245,185:123,186:125,187:92,188:94,189:95,190:124,191:8764,192:196,193:228,194:214,195:246,196:223,197:165,198:164,199:9475,200:197,201:229,202:216,203:248,204:9487,205:9491,206:9495,207:9499},xo=l=>String.fromCharCode(Uc[l]||l),$s=15,is=100,Gs={17:1,18:3,21:5,22:7,23:9,16:11,19:12,20:14},Cl={17:2,18:4,21:6,22:8,23:10,19:13,20:15},Vc={25:1,26:3,29:5,30:7,31:9,24:11,27:12,28:14},Qu={25:2,26:4,29:6,30:8,31:10,27:13,28:15},Ju=["white","green","blue","cyan","red","yellow","magenta","black","transparent"];class Xu{constructor(){this.time=null,this.verboseLevel=0}log(e,t){if(this.verboseLevel>=e){const n=typeof t=="function"?t():t;Me.log(`${this.time} [${e}] ${n}`)}}}const Ba=function(e){const t=[];for(let n=0;nis&&(this.logger.log(3,"Too large cursor position "+this.pos),this.pos=is)}moveCursor(e){const t=this.pos+e;if(e>1)for(let n=this.pos+1;n=144&&this.backSpace();const t=xo(e);if(this.pos>=is){this.logger.log(0,()=>"Cannot insert "+e.toString(16)+" ("+t+") at position "+this.pos+". Skipping it!");return}this.chars[this.pos].setChar(t,this.currPenState),this.moveCursor(1)}clearFromPos(e){let t;for(t=e;t"pacData = "+Ye(e));let t=e.row-1;if(this.nrRollUpRows&&t"bkgData = "+Ye(e)),this.backSpace(),this.setPen(e),this.insertChar(32)}setRollUpRows(e){this.nrRollUpRows=e}rollUp(){if(this.nrRollUpRows===null){this.logger.log(3,"roll_up but nrRollUpRows not set yet");return}this.logger.log(1,()=>this.getDisplayText());const e=this.currRow+1-this.nrRollUpRows,t=this.rows.splice(e,1)[0];t.clear(),this.rows.splice(this.currRow,0,t),this.logger.log(2,"Rolling up")}getDisplayText(e){e=e||!1;const t=[];let n="",i=-1;for(let s=0;s<$s;s++){const o=this.rows[s].getTextString();o&&(i=s+1,e?t.push("Row "+i+": '"+o+"'"):t.push(o.trim()))}return t.length>0&&(e?n="["+t.join(" | ")+"]":n=t.join(` +transfer tracks: ${Ye(i,(p,h)=>p==="initSegment"?void 0:h)}}`),!Nt(i,n)){t.mediaSource=null,t.tracks=void 0;const p=e.currentTime,h=this.details,A=Math.max(p,(h==null?void 0:h.fragments[0].start)||0);if(A-p>1){this.log(`attachTransferred: waiting for playback to reach new tracks start time ${p} -> ${A}`);return}this.warn(`attachTransferred: resetting MediaSource for incompatible tracks ("${Object.keys(i)}"->"${Object.keys(n)}") start time: ${A} currentTime: ${p}`),this.onMediaDetaching(v.MEDIA_DETACHING,{}),this.onMediaAttaching(v.MEDIA_ATTACHING,t),e.currentTime=A;return}this.transferData=void 0,s.forEach(p=>{const h=p,A=i[h];if(A){const y=A.buffer;if(y){const C=this.fragmentTracker,U=A.id;if(C.hasFragments(U)||C.hasParts(U)){const le=Wn.getBuffered(y);C.detectEvictedFragments(h,le,U,null,!0)}const Z=Ya(h),ce=[h,y];this.sourceBuffers[Z]=ce,y.updating&&this.operationQueue&&this.operationQueue.prependBlocker(h),this.trackSourceBuffer(h,A)}}}),u(),this.bufferCreated()}else this.log("attachTransferred: MediaSource w/o SourceBuffers"),u()}get mediaSourceOpenOrEnded(){var e;const t=(e=this.mediaSource)==null?void 0:e.readyState;return t==="open"||t==="ended"}onMediaDetaching(e,t){const n=!!t.transferMedia;this.transferData=this.overrides=void 0;const{media:i,mediaSource:s,_objectUrl:o}=this;if(s){if(this.log(`media source ${n?"transferring":"detaching"}`),n)this.sourceBuffers.forEach(([u])=>{u&&this.removeBuffer(u)}),this.resetQueue();else{if(this.mediaSourceOpenOrEnded){const u=s.readyState==="open";try{const p=s.sourceBuffers;for(let h=p.length;h--;)u&&p[h].abort(),s.removeSourceBuffer(p[h]);u&&s.endOfStream()}catch(p){this.warn(`onMediaDetaching: ${p.message} while calling endOfStream`)}}this.sourceBufferCount&&this.onBufferReset()}s.removeEventListener("sourceopen",this._onMediaSourceOpen),s.removeEventListener("sourceended",this._onMediaSourceEnded),s.removeEventListener("sourceclose",this._onMediaSourceClose),this.appendSource&&(s.removeEventListener("startstreaming",this._onStartStreaming),s.removeEventListener("endstreaming",this._onEndStreaming)),this.mediaSource=null,this._objectUrl=null}i&&(i.removeEventListener("emptied",this._onMediaEmptied),n||(o&&self.URL.revokeObjectURL(o),this.mediaSrc===o?(i.removeAttribute("src"),this.appendSource&&cl(i),i.load()):this.warn("media|source.src was changed by a third party - skip cleanup")),this.media=null),this.hls.trigger(v.MEDIA_DETACHED,t)}onBufferReset(){this.sourceBuffers.forEach(([e])=>{e&&this.resetBuffer(e)}),this.initTracks()}resetBuffer(e){var t;const n=(t=this.tracks[e])==null?void 0:t.buffer;if(this.removeBuffer(e),n)try{var i;(i=this.mediaSource)!=null&&i.sourceBuffers.length&&this.mediaSource.removeSourceBuffer(n)}catch(s){this.warn(`onBufferReset ${e}`,s)}delete this.tracks[e]}removeBuffer(e){this.removeBufferListeners(e),this.sourceBuffers[Ya(e)]=[null,null];const t=this.tracks[e];t&&(t.buffer=void 0)}resetQueue(){this.operationQueue&&this.operationQueue.destroy(),this.operationQueue=new gc(this.tracks)}onBufferCodecs(e,t){var n;const i=this.tracks,s=Object.keys(t);this.log(`BUFFER_CODECS: "${s}" (current SB count ${this.sourceBufferCount})`);const o="audiovideo"in t&&(i.audio||i.video)||i.audiovideo&&("audio"in t||"video"in t),u=!o&&this.sourceBufferCount&&this.media&&s.some(p=>!i[p]);if(o||u){this.warn(`Unsupported transition between "${Object.keys(i)}" and "${s}" SourceBuffers`);return}s.forEach(p=>{var h,A;const y=t[p],{id:C,codec:U,levelCodec:Z,container:ce,metadata:le,supplemental:Ze}=y;let Xe=i[p];const _e=(h=this.transferData)==null||(h=h.tracks)==null?void 0:h[p],Vt=_e!=null&&_e.buffer?_e:Xe,qt=(Vt==null?void 0:Vt.pendingCodec)||(Vt==null?void 0:Vt.codec),xn=Vt==null?void 0:Vt.levelCodec;Xe||(Xe=i[p]={buffer:void 0,listeners:[],codec:U,supplemental:Ze,container:ce,levelCodec:Z,metadata:le,id:C});const tn=Dt(qt,xn),An=tn==null?void 0:tn.replace(ll,"$1");let pn=Dt(U,Z);const on=(A=pn)==null?void 0:A.replace(ll,"$1");pn&&tn&&An!==on&&(p.slice(0,5)==="audio"&&(pn=Pt(pn,this.appendSource)),this.log(`switching codec ${qt} to ${pn}`),pn!==(Xe.pendingCodec||Xe.codec)&&(Xe.pendingCodec=pn),Xe.container=ce,this.appendChangeType(p,ce,pn))}),(this.tracksReady||this.sourceBufferCount)&&(t.tracks=this.sourceBufferTracks),!this.sourceBufferCount&&(this.bufferCodecEventsTotal>1&&!this.tracks.video&&!t.video&&((n=t.audio)==null?void 0:n.id)==="main"&&(this.log("Main audio-only"),this.bufferCodecEventsTotal=1),this.mediaSourceOpenOrEnded&&this.checkPendingTracks())}get sourceBufferTracks(){return Object.keys(this.tracks).reduce((e,t)=>{const n=this.tracks[t];return e[t]={id:n.id,container:n.container,codec:n.codec,levelCodec:n.levelCodec},e},{})}appendChangeType(e,t,n){const i=`${t};codecs=${n}`,s={label:`change-type=${i}`,execute:()=>{const o=this.tracks[e];if(o){const u=o.buffer;u!=null&&u.changeType&&(this.log(`changing ${e} sourceBuffer type to ${i}`),u.changeType(i),o.codec=n,o.container=t)}this.shiftAndExecuteNext(e)},onStart:()=>{},onComplete:()=>{},onError:o=>{this.warn(`Failed to change ${e} SourceBuffer type`,o)}};this.append(s,e,this.isPending(this.tracks[e]))}blockAudio(e){var t;const n=e.start,i=n+e.duration*.05;if(((t=this.fragmentTracker.getAppendedFrag(n,z.MAIN))==null?void 0:t.gap)===!0)return;const o={label:"block-audio",execute:()=>{var u;const p=this.tracks.video;(this.lastVideoAppendEnd>i||p!=null&&p.buffer&&Wn.isBuffered(p.buffer,i)||((u=this.fragmentTracker.getAppendedFrag(i,z.MAIN))==null?void 0:u.gap)===!0)&&(this.blockedAudioAppend=null,this.shiftAndExecuteNext("audio"))},onStart:()=>{},onComplete:()=>{},onError:u=>{this.warn("Error executing block-audio operation",u)}};this.blockedAudioAppend={op:o,frag:e},this.append(o,"audio",!0)}unblockAudio(){const{blockedAudioAppend:e,operationQueue:t}=this;e&&t&&(this.blockedAudioAppend=null,t.unblockAudio(e.op))}onBufferAppending(e,t){const{tracks:n}=this,{data:i,type:s,parent:o,frag:u,part:p,chunkMeta:h,offset:A}=t,y=h.buffering[s],{sn:C,cc:U}=u,Z=self.performance.now();y.start=Z;const ce=u.stats.buffering,le=p?p.stats.buffering:null;ce.start===0&&(ce.start=Z),le&&le.start===0&&(le.start=Z);const Ze=n.audio;let Xe=!1;s==="audio"&&(Ze==null?void 0:Ze.container)==="audio/mpeg"&&(Xe=!this.lastMpegAudioChunk||h.id===1||this.lastMpegAudioChunk.sn!==h.sn,this.lastMpegAudioChunk=h);const _e=n.video,Vt=_e==null?void 0:_e.buffer;if(Vt&&C!=="initSegment"){const tn=p||u,An=this.blockedAudioAppend;if(s==="audio"&&o!=="main"&&!this.blockedAudioAppend&&!(_e.ending||_e.ended)){const on=tn.start+tn.duration*.05,zn=Vt.buffered,gi=this.currentOp("video");!zn.length&&!gi?this.blockAudio(tn):!gi&&!Wn.isBuffered(Vt,on)&&this.lastVideoAppendEndon||pn{var tn;y.executeStart=self.performance.now();const An=(tn=this.tracks[s])==null?void 0:tn.buffer;An&&(Xe?this.updateTimestampOffset(An,qt,.1,s,C,U):A!==void 0&&r(A)&&this.updateTimestampOffset(An,A,1e-6,s,C,U)),this.appendExecutor(i,s)},onStart:()=>{},onComplete:()=>{const tn=self.performance.now();y.executeEnd=y.end=tn,ce.first===0&&(ce.first=tn),le&&le.first===0&&(le.first=tn);const An={};this.sourceBuffers.forEach(([pn,on])=>{pn&&(An[pn]=Wn.getBuffered(on))}),this.appendErrors[s]=0,s==="audio"||s==="video"?this.appendErrors.audiovideo=0:(this.appendErrors.audio=0,this.appendErrors.video=0),this.hls.trigger(v.BUFFER_APPENDED,{type:s,frag:u,part:p,chunkMeta:h,parent:u.type,timeRanges:An})},onError:tn=>{var An;const pn={type:te.MEDIA_ERROR,parent:u.type,details:w.BUFFER_APPEND_ERROR,sourceBufferName:s,frag:u,part:p,chunkMeta:h,error:tn,err:tn,fatal:!1},on=(An=this.media)==null?void 0:An.error;if(tn.code===DOMException.QUOTA_EXCEEDED_ERR||tn.name=="QuotaExceededError"||"quota"in tn)pn.details=w.BUFFER_FULL_ERROR;else if(tn.code===DOMException.INVALID_STATE_ERR&&this.mediaSourceOpenOrEnded&&!on)pn.errorAction=$t(!0);else if(tn.name===Es&&this.sourceBufferCount===0)pn.errorAction=$t(!0);else{const zn=++this.appendErrors[s];this.warn(`Failed ${zn}/${this.hls.config.appendErrorMaxRetry} times to append segment in "${s}" sourceBuffer (${on||"no media error"})`),(zn>=this.hls.config.appendErrorMaxRetry||on)&&(pn.fatal=!0)}this.hls.trigger(v.ERROR,pn)}};this.log(`queuing "${s}" append sn: ${C}${p?" p: "+p.index:""} of ${u.type===z.MAIN?"level":"track"} ${u.level} cc: ${U}`),this.append(xn,s,this.isPending(this.tracks[s]))}getFlushOp(e,t,n){return this.log(`queuing "${e}" remove ${t}-${n}`),{label:"remove",execute:()=>{this.removeExecutor(e,t,n)},onStart:()=>{},onComplete:()=>{this.hls.trigger(v.BUFFER_FLUSHED,{type:e})},onError:i=>{this.warn(`Failed to remove ${t}-${n} from "${e}" SourceBuffer`,i)}}}onBufferFlushing(e,t){const{type:n,startOffset:i,endOffset:s}=t;n?this.append(this.getFlushOp(n,i,s),n):this.sourceBuffers.forEach(([o])=>{o&&this.append(this.getFlushOp(o,i,s),o)})}onFragParsed(e,t){const{frag:n,part:i}=t,s=[],o=i?i.elementaryStreams:n.elementaryStreams;o[ze.AUDIOVIDEO]?s.push("audiovideo"):(o[ze.AUDIO]&&s.push("audio"),o[ze.VIDEO]&&s.push("video"));const u=()=>{const p=self.performance.now();n.stats.buffering.end=p,i&&(i.stats.buffering.end=p);const h=i?i.stats:n.stats;this.hls.trigger(v.FRAG_BUFFERED,{frag:n,part:i,stats:h,id:n.type})};s.length===0&&this.warn(`Fragments must have at least one ElementaryStreamType set. type: ${n.type} level: ${n.level} sn: ${n.sn}`),this.blockBuffers(u,s).catch(p=>{this.warn(`Fragment buffered callback ${p}`),this.stepOperationQueue(this.sourceBufferTypes)})}onFragChanged(e,t){this.trimBuffers()}get bufferedToEnd(){return this.sourceBufferCount>0&&!this.sourceBuffers.some(([e])=>{if(e){const t=this.tracks[e];if(t)return!t.ended||t.ending}return!1})}onBufferEos(e,t){var n;this.sourceBuffers.forEach(([o])=>{if(o){const u=this.tracks[o];(!t.type||t.type===o)&&(u.ending=!0,u.ended||(u.ended=!0,this.log(`${o} buffer reached EOS`)))}});const i=((n=this.overrides)==null?void 0:n.endOfStream)!==!1;this.sourceBufferCount>0&&!this.sourceBuffers.some(([o])=>{var u;return o&&!((u=this.tracks[o])!=null&&u.ended)})?i?(this.log("Queueing EOS"),this.blockUntilOpen(()=>{this.tracksEnded();const{mediaSource:o}=this;if(!o||o.readyState!=="open"){o&&this.log(`Could not call mediaSource.endOfStream(). mediaSource.readyState: ${o.readyState}`);return}this.log("Calling mediaSource.endOfStream()"),o.endOfStream(),this.hls.trigger(v.BUFFERED_TO_END,void 0)})):(this.tracksEnded(),this.hls.trigger(v.BUFFERED_TO_END,void 0)):t.type==="video"&&this.unblockAudio()}tracksEnded(){this.sourceBuffers.forEach(([e])=>{if(e!==null){const t=this.tracks[e];t&&(t.ending=!1)}})}onLevelUpdated(e,{details:t}){t.fragments.length&&(this.details=t,this.updateDuration())}updateDuration(){this.blockUntilOpen(()=>{const e=this.getDurationAndRange();e&&this.updateMediaSource(e)})}onError(e,t){if(t.details===w.BUFFER_APPEND_ERROR&&t.frag){var n;const i=(n=t.errorAction)==null?void 0:n.nextAutoLevel;r(i)&&i!==t.frag.level&&this.resetAppendErrors()}}resetAppendErrors(){this.appendErrors={audio:0,video:0,audiovideo:0}}trimBuffers(){const{hls:e,details:t,media:n}=this;if(!n||t===null||!this.sourceBufferCount)return;const i=e.config,s=n.currentTime,o=t.levelTargetDuration,u=t.live&&i.liveBackBufferLength!==null?i.liveBackBufferLength:i.backBufferLength;if(r(u)&&u>=0){const h=Math.max(u,o),A=Math.floor(s/o)*o-h;this.flushBackBuffer(s,o,A)}const p=i.frontBufferFlushThreshold;if(r(p)&&p>0){const h=Math.max(i.maxBufferLength,p),A=Math.max(h,o),y=Math.floor(s/o)*o+A;this.flushFrontBuffer(s,o,y)}}flushBackBuffer(e,t,n){this.sourceBuffers.forEach(([i,s])=>{if(s){const u=Wn.getBuffered(s);if(u.length>0&&n>u.start(0)){var o;this.hls.trigger(v.BACK_BUFFER_REACHED,{bufferEnd:n});const p=this.tracks[i];if((o=this.details)!=null&&o.live)this.hls.trigger(v.LIVE_BACK_BUFFER_REACHED,{bufferEnd:n});else if(p!=null&&p.ended){this.log(`Cannot flush ${i} back buffer while SourceBuffer is in ended state`);return}this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:0,endOffset:n,type:i})}}})}flushFrontBuffer(e,t,n){this.sourceBuffers.forEach(([i,s])=>{if(s){const o=Wn.getBuffered(s),u=o.length;if(u<2)return;const p=o.start(u-1),h=o.end(u-1);if(n>p||e>=p&&e<=h)return;this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:p,endOffset:1/0,type:i})}})}getDurationAndRange(){var e;const{details:t,mediaSource:n}=this;if(!t||!this.media||(n==null?void 0:n.readyState)!=="open")return null;const i=t.edge;if(t.live&&this.hls.config.liveDurationInfinity){if(t.fragments.length&&n.setLiveSeekableRange){const h=Math.max(0,t.fragmentStart),A=Math.max(h,i);return{duration:1/0,start:h,end:A}}return{duration:1/0}}const s=(e=this.overrides)==null?void 0:e.duration;if(s)return r(s)?{duration:s}:null;const o=this.media.duration,u=r(n.duration)?n.duration:0;return i>u&&i>o||!r(o)?{duration:i}:null}updateMediaSource({duration:e,start:t,end:n}){const i=this.mediaSource;!this.media||!i||i.readyState!=="open"||(i.duration!==e&&(r(e)&&this.log(`Updating MediaSource duration to ${e.toFixed(3)}`),i.duration=e),t!==void 0&&n!==void 0&&(this.log(`MediaSource duration is set to ${i.duration}. Setting seekable range to ${t}-${n}.`),i.setLiveSeekableRange(t,n)))}get tracksReady(){const e=this.pendingTrackCount;return e>0&&(e>=this.bufferCodecEventsTotal||this.isPending(this.tracks.audiovideo))}checkPendingTracks(){const{bufferCodecEventsTotal:e,pendingTrackCount:t,tracks:n}=this;if(this.log(`checkPendingTracks (pending: ${t} codec events expected: ${e}) ${Ye(n)}`),this.tracksReady){var i;const s=(i=this.transferData)==null?void 0:i.tracks;s&&Object.keys(s).length?this.attachTransferred():this.createSourceBuffers()}}bufferCreated(){if(this.sourceBufferCount){const e={};this.sourceBuffers.forEach(([t,n])=>{if(t){const i=this.tracks[t];e[t]={buffer:n,container:i.container,codec:i.codec,supplemental:i.supplemental,levelCodec:i.levelCodec,id:i.id,metadata:i.metadata}}}),this.hls.trigger(v.BUFFER_CREATED,{tracks:e}),this.log(`SourceBuffers created. Running queue: ${this.operationQueue}`),this.sourceBuffers.forEach(([t])=>{this.executeNext(t)})}else{const e=new Error("could not create source buffer for media codec(s)");this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_INCOMPATIBLE_CODECS_ERROR,fatal:!0,error:e,reason:e.message})}}createSourceBuffers(){const{tracks:e,sourceBuffers:t,mediaSource:n}=this;if(!n)throw new Error("createSourceBuffers called when mediaSource was null");for(const s in e){const o=s,u=e[o];if(this.isPending(u)){const p=this.getTrackCodec(u,o),h=`${u.container};codecs=${p}`;u.codec=p,this.log(`creating sourceBuffer(${h})${this.currentOp(o)?" Queued":""} ${Ye(u)}`);try{const A=n.addSourceBuffer(h),y=Ya(o),C=[o,A];t[y]=C,u.buffer=A}catch(A){var i;this.error(`error while trying to add sourceBuffer: ${A.message}`),this.shiftAndExecuteNext(o),(i=this.operationQueue)==null||i.removeBlockers(),delete this.tracks[o],this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_ADD_CODEC_ERROR,fatal:!1,error:A,sourceBufferName:o,mimeType:h,parent:u.id});return}this.trackSourceBuffer(o,u)}}this.bufferCreated()}getTrackCodec(e,t){const n=e.supplemental;let i=e.codec;n&&(t==="video"||t==="audiovideo")&&sn(n,"video")&&(i=It(i,n));const s=Dt(i,e.levelCodec);return s?t.slice(0,5)==="audio"?Pt(s,this.appendSource):s:""}trackSourceBuffer(e,t){const n=t.buffer;if(!n)return;const i=this.getTrackCodec(t,e);this.tracks[e]={buffer:n,codec:i,container:t.container,levelCodec:t.levelCodec,supplemental:t.supplemental,metadata:t.metadata,id:t.id,listeners:[]},this.removeBufferListeners(e),this.addBufferListener(e,"updatestart",this.onSBUpdateStart),this.addBufferListener(e,"updateend",this.onSBUpdateEnd),this.addBufferListener(e,"error",this.onSBUpdateError),this.appendSource&&this.addBufferListener(e,"bufferedchange",(s,o)=>{const u=o.removedRanges;u!=null&&u.length&&this.hls.trigger(v.BUFFER_FLUSHED,{type:s})})}get mediaSrc(){var e,t;const n=((e=this.media)==null||(t=e.querySelector)==null?void 0:t.call(e,"source"))||this.media;return n==null?void 0:n.src}onSBUpdateStart(e){const t=this.currentOp(e);t&&t.onStart()}onSBUpdateEnd(e){var t;if(((t=this.mediaSource)==null?void 0:t.readyState)==="closed"){this.resetBuffer(e);return}const n=this.currentOp(e);n&&(n.onComplete(),this.shiftAndExecuteNext(e))}onSBUpdateError(e,t){var n;const i=new Error(`${e} SourceBuffer error. MediaSource readyState: ${(n=this.mediaSource)==null?void 0:n.readyState}`);this.error(`${i}`,t),this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_APPENDING_ERROR,sourceBufferName:e,error:i,fatal:!1});const s=this.currentOp(e);s&&s.onError(i)}updateTimestampOffset(e,t,n,i,s,o){const u=t-e.timestampOffset;Math.abs(u)>=n&&(this.log(`Updating ${i} SourceBuffer timestampOffset to ${t} (sn: ${s} cc: ${o})`),e.timestampOffset=t)}removeExecutor(e,t,n){const{media:i,mediaSource:s}=this,o=this.tracks[e],u=o==null?void 0:o.buffer;if(!i||!s||!u){this.warn(`Attempting to remove from the ${e} SourceBuffer, but it does not exist`),this.shiftAndExecuteNext(e);return}const p=r(i.duration)?i.duration:1/0,h=r(s.duration)?s.duration:1/0,A=Math.max(0,t),y=Math.min(n,p,h);y>A&&(!o.ending||o.ended)?(o.ended=!1,this.log(`Removing [${A},${y}] from the ${e} SourceBuffer`),u.remove(A,y)):this.shiftAndExecuteNext(e)}appendExecutor(e,t){const n=this.tracks[t],i=n==null?void 0:n.buffer;if(!i)throw new pc(`Attempting to append to the ${t} SourceBuffer, but it does not exist`);n.ending=!1,n.ended=!1,i.appendBuffer(e)}blockUntilOpen(e){if(this.isUpdating()||this.isQueued())this.blockBuffers(e).catch(t=>{this.warn(`SourceBuffer blocked callback ${t}`),this.stepOperationQueue(this.sourceBufferTypes)});else try{e()}catch(t){this.warn(`Callback run without blocking ${this.operationQueue} ${t}`)}}isUpdating(){return this.sourceBuffers.some(([e,t])=>e&&t.updating)}isQueued(){return this.sourceBuffers.some(([e])=>e&&!!this.currentOp(e))}isPending(e){return!!e&&!e.buffer}blockBuffers(e,t=this.sourceBufferTypes){if(!t.length)return this.log("Blocking operation requested, but no SourceBuffers exist"),Promise.resolve().then(e);const{operationQueue:n}=this,i=t.map(o=>this.appendBlocker(o));return t.length>1&&!!this.blockedAudioAppend&&this.unblockAudio(),Promise.all(i).then(o=>{n===this.operationQueue&&(e(),this.stepOperationQueue(this.sourceBufferTypes))})}stepOperationQueue(e){e.forEach(t=>{var n;const i=(n=this.tracks[t])==null?void 0:n.buffer;!i||i.updating||this.shiftAndExecuteNext(t)})}append(e,t,n){this.operationQueue&&this.operationQueue.append(e,t,n)}appendBlocker(e){if(this.operationQueue)return this.operationQueue.appendBlocker(e)}currentOp(e){return this.operationQueue?this.operationQueue.current(e):null}executeNext(e){e&&this.operationQueue&&this.operationQueue.executeNext(e)}shiftAndExecuteNext(e){this.operationQueue&&this.operationQueue.shiftAndExecuteNext(e)}get pendingTrackCount(){return Object.keys(this.tracks).reduce((e,t)=>e+(this.isPending(this.tracks[t])?1:0),0)}get sourceBufferCount(){return this.sourceBuffers.reduce((e,[t])=>e+(t?1:0),0)}get sourceBufferTypes(){return this.sourceBuffers.map(([e])=>e).filter(e=>!!e)}addBufferListener(e,t,n){const i=this.tracks[e];if(!i)return;const s=i.buffer;if(!s)return;const o=n.bind(this,e);i.listeners.push({event:t,listener:o}),s.addEventListener(t,o)}removeBufferListeners(e){const t=this.tracks[e];if(!t)return;const n=t.buffer;n&&(t.listeners.forEach(i=>{n.removeEventListener(i.event,i.listener)}),t.listeners.length=0)}}function cl(l){const e=l.querySelectorAll("source");[].slice.call(e).forEach(t=>{l.removeChild(t)})}function Ac(l,e){const t=self.document.createElement("source");t.type="video/mp4",t.src=e,l.appendChild(t)}function Ya(l){return l==="audio"?1:0}class go{constructor(e){this.hls=void 0,this.autoLevelCapping=void 0,this.firstLevel=void 0,this.media=void 0,this.restrictedLevels=void 0,this.timer=void 0,this.clientRect=void 0,this.streamController=void 0,this.hls=e,this.autoLevelCapping=Number.POSITIVE_INFINITY,this.firstLevel=-1,this.media=null,this.restrictedLevels=[],this.timer=void 0,this.clientRect=null,this.registerListeners()}setStreamController(e){this.streamController=e}destroy(){this.hls&&this.unregisterListener(),this.timer&&this.stopCapping(),this.media=null,this.clientRect=null,this.hls=this.streamController=null}registerListeners(){const{hls:e}=this;e.on(v.FPS_DROP_LEVEL_CAPPING,this.onFpsDropLevelCapping,this),e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.BUFFER_CODECS,this.onBufferCodecs,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this)}unregisterListener(){const{hls:e}=this;e.off(v.FPS_DROP_LEVEL_CAPPING,this.onFpsDropLevelCapping,this),e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.BUFFER_CODECS,this.onBufferCodecs,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this)}onFpsDropLevelCapping(e,t){const n=this.hls.levels[t.droppedLevel];this.isLevelAllowed(n)&&this.restrictedLevels.push({bitrate:n.bitrate,height:n.height,width:n.width})}onMediaAttaching(e,t){this.media=t.media instanceof HTMLVideoElement?t.media:null,this.clientRect=null,this.timer&&this.hls.levels.length&&this.detectPlayerSize()}onManifestParsed(e,t){const n=this.hls;this.restrictedLevels=[],this.firstLevel=t.firstLevel,n.config.capLevelToPlayerSize&&t.video&&this.startCapping()}onLevelsUpdated(e,t){this.timer&&r(this.autoLevelCapping)&&this.detectPlayerSize()}onBufferCodecs(e,t){this.hls.config.capLevelToPlayerSize&&t.video&&this.startCapping()}onMediaDetaching(){this.stopCapping(),this.media=null}detectPlayerSize(){if(this.media){if(this.mediaHeight<=0||this.mediaWidth<=0){this.clientRect=null;return}const e=this.hls.levels;if(e.length){const t=this.hls,n=this.getMaxLevel(e.length-1);n!==this.autoLevelCapping&&t.logger.log(`Setting autoLevelCapping to ${n}: ${e[n].height}p@${e[n].bitrate} for media ${this.mediaWidth}x${this.mediaHeight}`),t.autoLevelCapping=n,t.autoLevelEnabled&&t.autoLevelCapping>this.autoLevelCapping&&this.streamController&&this.streamController.nextLevelSwitch(),this.autoLevelCapping=t.autoLevelCapping}}}getMaxLevel(e){const t=this.hls.levels;if(!t.length)return-1;const n=t.filter((i,s)=>this.isLevelAllowed(i)&&s<=e);return this.clientRect=null,go.getMaxLevelByMediaSize(n,this.mediaWidth,this.mediaHeight)}startCapping(){this.timer||(this.autoLevelCapping=Number.POSITIVE_INFINITY,self.clearInterval(this.timer),this.timer=self.setInterval(this.detectPlayerSize.bind(this),1e3),this.detectPlayerSize())}stopCapping(){this.restrictedLevels=[],this.firstLevel=-1,this.autoLevelCapping=Number.POSITIVE_INFINITY,this.timer&&(self.clearInterval(this.timer),this.timer=void 0)}getDimensions(){if(this.clientRect)return this.clientRect;const e=this.media,t={width:0,height:0};if(e){const n=e.getBoundingClientRect();t.width=n.width,t.height=n.height,!t.width&&!t.height&&(t.width=n.right-n.left||e.width||0,t.height=n.bottom-n.top||e.height||0)}return this.clientRect=t,t}get mediaWidth(){return this.getDimensions().width*this.contentScaleFactor}get mediaHeight(){return this.getDimensions().height*this.contentScaleFactor}get contentScaleFactor(){let e=1;if(!this.hls.config.ignoreDevicePixelRatio)try{e=self.devicePixelRatio}catch(t){}return Math.min(e,this.hls.config.maxDevicePixelRatio)}isLevelAllowed(e){return!this.restrictedLevels.some(n=>e.bitrate===n.bitrate&&e.width===n.width&&e.height===n.height)}static getMaxLevelByMediaSize(e,t,n){if(!(e!=null&&e.length))return-1;const i=(u,p)=>p?u.width!==p.width||u.height!==p.height:!0;let s=e.length-1;const o=Math.max(t,n);for(let u=0;u=o||p.height>=o)&&i(p,e[u+1])){s=u;break}}return s}}const Fs={MANIFEST:"m",AUDIO:"a",VIDEO:"v",MUXED:"av",INIT:"i",CAPTION:"c",TIMED_TEXT:"tt",KEY:"k",OTHER:"o"},fu={HLS:"h"};class ia{constructor(e,t){Array.isArray(e)&&(e=e.map(n=>n instanceof ia?n:new ia(n))),this.value=e,this.params=t}}const Ec="Dict";function ul(l){return Array.isArray(l)?JSON.stringify(l):l instanceof Map?"Map{}":l instanceof Set?"Set{}":typeof l=="object"?JSON.stringify(l):String(l)}function yc(l,e,t,n){return new Error(`failed to ${l} "${ul(e)}" as ${t}`,{cause:n})}function ra(l,e,t){return yc("serialize",l,e,t)}class po{constructor(e){this.description=e}}const dl="Bare Item",hu="Boolean";function Sc(l){if(typeof l!="boolean")throw ra(l,hu);return l?"?1":"?0"}function bc(l){return btoa(String.fromCharCode(...l))}const fl="Byte Sequence";function Tc(l){if(ArrayBuffer.isView(l)===!1)throw ra(l,fl);return`:${bc(l)}:`}const Cc="Integer";function hl(l){return l<-999999999999999||99999999999999912)throw ra(l,xc);const t=e.toString();return t.includes(".")?t:`${t}.0`}const Ic="String",Mc=/[\x00-\x1f\x7f]+/;function vl(l){if(Mc.test(l))throw ra(l,Ic);return`"${l.replace(/\\/g,"\\\\").replace(/"/g,'\\"')}"`}function Rc(l){return l.description||l.toString().slice(7,-1)}const gu="Token";function Al(l){const e=Rc(l);if(/^([a-zA-Z*])([!#$%&'*+\-.^_`|~\w:/]*)$/.test(e)===!1)throw ra(e,gu);return e}function vo(l){switch(typeof l){case"number":if(!r(l))throw ra(l,dl);return Number.isInteger(l)?ml(l):pl(l);case"string":return vl(l);case"symbol":return Al(l);case"boolean":return Sc(l);case"object":if(l instanceof Date)return mu(l);if(l instanceof Uint8Array)return Tc(l);if(l instanceof po)return Al(l);default:throw ra(l,dl)}}const El="Key";function Ao(l){if(/^[a-z*][a-z0-9\-_.*]*$/.test(l)===!1)throw ra(l,El);return l}function Eo(l){return l==null?"":Object.entries(l).map(([e,t])=>t===!0?`;${Ao(e)}`:`;${Ao(e)}=${vo(t)}`).join("")}function yo(l){return l instanceof ia?`${vo(l.value)}${Eo(l.params)}`:vo(l)}function wc(l){return`(${l.value.map(yo).join(" ")})${Eo(l.params)}`}function pu(l,e={whitespace:!0}){if(typeof l!="object"||l==null)throw ra(l,Ec);const t=l instanceof Map?l.entries():Object.entries(l),n=e!=null&&e.whitespace?" ":"";return Array.from(t).map(([i,s])=>{s instanceof ia||(s=new ia(s));let o=Ao(i);return s.value===!0?o+=Eo(s.params):(o+="=",Array.isArray(s.value)?o+=wc(s):o+=yo(s)),o}).join(`,${n}`)}function yl(l,e){return pu(l,e)}const sa="CMCD-Object",os="CMCD-Request",pa="CMCD-Session",ha="CMCD-Status",Sl={br:sa,ab:sa,d:sa,ot:sa,tb:sa,tpb:sa,lb:sa,tab:sa,lab:sa,url:sa,pb:os,bl:os,tbl:os,dl:os,ltc:os,mtp:os,nor:os,nrr:os,rc:os,sn:os,sta:os,su:os,ttfb:os,ttfbb:os,ttlb:os,cmsdd:os,cmsds:os,smrt:os,df:os,cs:os,ts:os,cid:pa,pr:pa,sf:pa,sid:pa,st:pa,v:pa,msd:pa,bs:ha,bsd:ha,cdn:ha,rtp:ha,bg:ha,pt:ha,ec:ha,e:ha},Nc={REQUEST:os};function vu(l){return Object.keys(l).reduce((e,t)=>{var n;return(n=l[t])===null||n===void 0||n.forEach(i=>e[i]=t),e},{})}function Dc(l,e){const t={};if(!l)return t;const n=Object.keys(l),i=e?vu(e):{};return n.reduce((s,o)=>{var u;const p=Sl[o]||i[o]||Nc.REQUEST,h=(u=s[p])!==null&&u!==void 0?u:s[p]={};return h[o]=l[o],s},t)}function Bc(l){return["ot","sf","st","e","sta"].includes(l)}function Ga(l){return typeof l=="number"?r(l):l!=null&&l!==""&&l!==!1}const So="event";function bl(l,e){const t=new URL(l),n=new URL(e);if(t.origin!==n.origin)return l;const i=t.pathname.split("/").slice(1),s=n.pathname.split("/").slice(1,-1);for(;i[0]===s[0];)i.shift(),s.shift();for(;s.length;)s.shift(),i.unshift("..");return i.join("/")+t.search+t.hash}const Da=l=>Math.round(l),bo=(l,e)=>Array.isArray(l)?l.map(t=>bo(t,e)):l instanceof ia&&typeof l.value=="string"?new ia(bo(l.value,e),l.params):(e.baseUrl&&(l=bl(l,e.baseUrl)),e.version===1?encodeURIComponent(l):l),Qa=l=>Da(l/100)*100,Lc={br:Da,d:Da,bl:Qa,dl:Qa,mtp:Qa,nor:(l,e)=>{let t=l;return e.version>=2&&(l instanceof ia&&typeof l.value=="string"?t=new ia([l]):typeof l=="string"&&(t=[l])),bo(t,e)},rtp:Qa,tb:Da},Tl="request",To="response",Co=["ab","bg","bl","br","bs","bsd","cdn","cid","cs","df","ec","lab","lb","ltc","msd","mtp","pb","pr","pt","sf","sid","sn","st","sta","tab","tb","tbl","tpb","ts","v"],Fc=["e"],Oc=/^[a-zA-Z0-9-.]+-[a-zA-Z0-9-.]+$/;function Ja(l){return Oc.test(l)}function Pc(l){return Co.includes(l)||Fc.includes(l)||Ja(l)}const Q=["d","dl","nor","ot","rtp","su"];function W(l){return Co.includes(l)||Q.includes(l)||Ja(l)}const V=["cmsdd","cmsds","rc","smrt","ttfb","ttfbb","ttlb","url"];function Mn(l){return Co.includes(l)||Q.includes(l)||V.includes(l)||Ja(l)}const Rn=["bl","br","bs","cid","d","dl","mtp","nor","nrr","ot","pr","rtp","sf","sid","st","su","tb","v"];function Mi(l){return Rn.includes(l)||Ja(l)}const Gi={[To]:Mn,[So]:Pc,[Tl]:W};function Ri(l,e={}){const t={};if(l==null||typeof l!="object")return t;const n=e.version||l.v||1,i=e.reportingMode||Tl,s=n===1?Mi:Gi[i];let o=Object.keys(l).filter(s);const u=e.filter;typeof u=="function"&&(o=o.filter(u));const p=i===To||i===So;p&&!o.includes("ts")&&o.push("ts"),n>1&&!o.includes("v")&&o.push("v");const h=ee({},Lc,e.formatters),A={version:n,reportingMode:i,baseUrl:e.baseUrl};return o.sort().forEach(y=>{let C=l[y];const U=h[y];if(typeof U=="function"&&(C=U(C,A)),y==="v"){if(n===1)return;C=n}y=="pr"&&C===1||(p&&y==="ts"&&!r(C)&&(C=Date.now()),Ga(C)&&(Bc(y)&&typeof C=="string"&&(C=new po(C)),t[y]=C))}),t}function Gn(l,e={}){const t={};if(!l)return t;const n=Ri(l,e),i=Dc(n,e==null?void 0:e.customHeaderMap);return Object.entries(i).reduce((s,[o,u])=>{const p=yl(u,{whitespace:!1});return p&&(s[o]=p),s},t)}function Ei(l,e,t){return ee(l,Gn(e,t))}const Er="CMCD";function _r(l,e={}){return l?yl(Ri(l,e),{whitespace:!1}):""}function hs(l,e={}){if(!l)return"";const t=_r(l,e);return encodeURIComponent(t)}function Hr(l,e={}){if(!l)return"";const t=hs(l,e);return`${Er}=${t}`}const mr=/CMCD=[^&#]+/;function Ts(l,e,t){const n=Hr(e,t);if(!n)return l;if(mr.test(l))return l.replace(mr,n);const i=l.includes("?")?"&":"?";return`${l}${i}${n}`}class ys{constructor(e){this.hls=void 0,this.config=void 0,this.media=void 0,this.sid=void 0,this.cid=void 0,this.useHeaders=!1,this.includeKeys=void 0,this.initialized=!1,this.starved=!1,this.buffering=!0,this.audioBuffer=void 0,this.videoBuffer=void 0,this.onWaiting=()=>{this.initialized&&(this.starved=!0),this.buffering=!0},this.onPlaying=()=>{this.initialized||(this.initialized=!0),this.buffering=!1},this.applyPlaylistData=i=>{try{this.apply(i,{ot:Fs.MANIFEST,su:!this.initialized})}catch(s){this.hls.logger.warn("Could not generate manifest CMCD data.",s)}},this.applyFragmentData=i=>{try{const{frag:s,part:o}=i,u=this.hls.levels[s.level],p=this.getObjectType(s),h={d:(o||s).duration*1e3,ot:p};(p===Fs.VIDEO||p===Fs.AUDIO||p==Fs.MUXED)&&(h.br=u.bitrate/1e3,h.tb=this.getTopBandwidth(p)/1e3,h.bl=this.getBufferLength(p));const A=o?this.getNextPart(o):this.getNextFrag(s);A!=null&&A.url&&A.url!==s.url&&(h.nor=A.url),this.apply(i,h)}catch(s){this.hls.logger.warn("Could not generate segment CMCD data.",s)}},this.hls=e;const t=this.config=e.config,{cmcd:n}=t;n!=null&&(t.pLoader=this.createPlaylistLoader(),t.fLoader=this.createFragmentLoader(),this.sid=n.sessionId||e.sessionId,this.cid=n.contentId,this.useHeaders=n.useHeaders===!0,this.includeKeys=n.includeKeys,this.registerListeners())}registerListeners(){const e=this.hls;e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHED,this.onMediaDetached,this),e.on(v.BUFFER_CREATED,this.onBufferCreated,this)}unregisterListeners(){const e=this.hls;e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHED,this.onMediaDetached,this),e.off(v.BUFFER_CREATED,this.onBufferCreated,this)}destroy(){this.unregisterListeners(),this.onMediaDetached(),this.hls=this.config=this.audioBuffer=this.videoBuffer=null,this.onWaiting=this.onPlaying=this.media=null}onMediaAttached(e,t){this.media=t.media,this.media.addEventListener("waiting",this.onWaiting),this.media.addEventListener("playing",this.onPlaying)}onMediaDetached(){this.media&&(this.media.removeEventListener("waiting",this.onWaiting),this.media.removeEventListener("playing",this.onPlaying),this.media=null)}onBufferCreated(e,t){var n,i;this.audioBuffer=(n=t.tracks.audio)==null?void 0:n.buffer,this.videoBuffer=(i=t.tracks.video)==null?void 0:i.buffer}createData(){var e;return{v:1,sf:fu.HLS,sid:this.sid,cid:this.cid,pr:(e=this.media)==null?void 0:e.playbackRate,mtp:this.hls.bandwidthEstimate/1e3}}apply(e,t={}){ee(t,this.createData());const n=t.ot===Fs.INIT||t.ot===Fs.VIDEO||t.ot===Fs.MUXED;this.starved&&n&&(t.bs=!0,t.su=!0,this.starved=!1),t.su==null&&(t.su=this.buffering);const{includeKeys:i}=this;i&&(t=Object.keys(t).reduce((o,u)=>(i.includes(u)&&(o[u]=t[u]),o),{}));const s={baseUrl:e.url};this.useHeaders?(e.headers||(e.headers={}),Ei(e.headers,t,s)):e.url=Ts(e.url,t,s)}getNextFrag(e){var t;const n=(t=this.hls.levels[e.level])==null?void 0:t.details;if(n){const i=e.sn-n.startSN;return n.fragments[i+1]}}getNextPart(e){var t;const{index:n,fragment:i}=e,s=(t=this.hls.levels[i.level])==null||(t=t.details)==null?void 0:t.partList;if(s){const{sn:o}=i;for(let u=s.length-1;u>=0;u--){const p=s[u];if(p.index===n&&p.fragment.sn===o)return s[u+1]}}}getObjectType(e){const{type:t}=e;if(t==="subtitle")return Fs.TIMED_TEXT;if(e.sn==="initSegment")return Fs.INIT;if(t==="audio")return Fs.AUDIO;if(t==="main")return this.hls.audioTracks.length?Fs.VIDEO:Fs.MUXED}getTopBandwidth(e){let t=0,n;const i=this.hls;if(e===Fs.AUDIO)n=i.audioTracks;else{const s=i.maxAutoLevel,o=s>-1?s+1:i.levels.length;n=i.levels.slice(0,o)}return n.forEach(s=>{s.bitrate>t&&(t=s.bitrate)}),t>0?t:NaN}getBufferLength(e){const t=this.media,n=e===Fs.AUDIO?this.audioBuffer:this.videoBuffer;return!n||!t?NaN:Wn.bufferInfo(n,t.currentTime,this.config.maxBufferHole).len*1e3}createPlaylistLoader(){const{pLoader:e}=this.config,t=this.applyPlaylistData,n=e||this.config.loader;return class{constructor(s){this.loader=void 0,this.loader=new n(s)}get stats(){return this.loader.stats}get context(){return this.loader.context}destroy(){this.loader.destroy()}abort(){this.loader.abort()}load(s,o,u){t(s),this.loader.load(s,o,u)}}}createFragmentLoader(){const{fLoader:e}=this.config,t=this.applyFragmentData,n=e||this.config.loader;return class{constructor(s){this.loader=void 0,this.loader=new n(s)}get stats(){return this.loader.stats}get context(){return this.loader.context}destroy(){this.loader.destroy()}abort(){this.loader.abort()}load(s,o,u){t(s),this.loader.load(s,o,u)}}}}const Ci=3e5;class kr extends We{constructor(e){super("content-steering",e.logger),this.hls=void 0,this.loader=null,this.uri=null,this.pathwayId=".",this._pathwayPriority=null,this.timeToLoad=300,this.reloadTimer=-1,this.updated=0,this.started=!1,this.enabled=!0,this.levels=null,this.audioTracks=null,this.subtitleTracks=null,this.penalizedPathways={},this.hls=e,this.registerListeners()}registerListeners(){const e=this.hls;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const e=this.hls;e&&(e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.ERROR,this.onError,this))}pathways(){return(this.levels||[]).reduce((e,t)=>(e.indexOf(t.pathwayId)===-1&&e.push(t.pathwayId),e),[])}get pathwayPriority(){return this._pathwayPriority}set pathwayPriority(e){this.updatePathwayPriority(e)}startLoad(){if(this.started=!0,this.clearTimeout(),this.enabled&&this.uri){if(this.updated){const e=this.timeToLoad*1e3-(performance.now()-this.updated);if(e>0){this.scheduleRefresh(this.uri,e);return}}this.loadSteeringManifest(this.uri)}}stopLoad(){this.started=!1,this.loader&&(this.loader.destroy(),this.loader=null),this.clearTimeout()}clearTimeout(){this.reloadTimer!==-1&&(self.clearTimeout(this.reloadTimer),this.reloadTimer=-1)}destroy(){this.unregisterListeners(),this.stopLoad(),this.hls=null,this.levels=this.audioTracks=this.subtitleTracks=null}removeLevel(e){const t=this.levels;t&&(this.levels=t.filter(n=>n!==e))}onManifestLoading(){this.stopLoad(),this.enabled=!0,this.timeToLoad=300,this.updated=0,this.uri=null,this.pathwayId=".",this.levels=this.audioTracks=this.subtitleTracks=null}onManifestLoaded(e,t){const{contentSteering:n}=t;n!==null&&(this.pathwayId=n.pathwayId,this.uri=n.uri,this.started&&this.startLoad())}onManifestParsed(e,t){this.audioTracks=t.audioTracks,this.subtitleTracks=t.subtitleTracks}onError(e,t){const{errorAction:n}=t;if((n==null?void 0:n.action)===Yn.SendAlternateToPenaltyBox&&n.flags===gn.MoveAllAlternatesMatchingHost){const i=this.levels;let s=this._pathwayPriority,o=this.pathwayId;if(t.context){const{groupId:u,pathwayId:p,type:h}=t.context;u&&i?o=this.getPathwayForGroupId(u,h,o):p&&(o=p)}o in this.penalizedPathways||(this.penalizedPathways[o]=performance.now()),!s&&i&&(s=this.pathways()),s&&s.length>1&&(this.updatePathwayPriority(s),n.resolved=this.pathwayId!==o),t.details===w.BUFFER_APPEND_ERROR&&!t.fatal?n.resolved=!0:n.resolved||this.warn(`Could not resolve ${t.details} ("${t.error.message}") with content-steering for Pathway: ${o} levels: ${i&&i.length} priorities: ${Ye(s)} penalized: ${Ye(this.penalizedPathways)}`)}}filterParsedLevels(e){this.levels=e;let t=this.getLevelsForPathway(this.pathwayId);if(t.length===0){const n=e[0].pathwayId;this.log(`No levels found in Pathway ${this.pathwayId}. Setting initial Pathway to "${n}"`),t=this.getLevelsForPathway(n),this.pathwayId=n}return t.length!==e.length&&this.log(`Found ${t.length}/${e.length} levels in Pathway "${this.pathwayId}"`),t}getLevelsForPathway(e){return this.levels===null?[]:this.levels.filter(t=>e===t.pathwayId)}updatePathwayPriority(e){this._pathwayPriority=e;let t;const n=this.penalizedPathways,i=performance.now();Object.keys(n).forEach(s=>{i-n[s]>Ci&&delete n[s]});for(let s=0;s0){this.log(`Setting Pathway to "${o}"`),this.pathwayId=o,nr(t),this.hls.trigger(v.LEVELS_UPDATED,{levels:t});const h=this.hls.levels[u];p&&h&&this.levels&&(h.attrs["STABLE-VARIANT-ID"]!==p.attrs["STABLE-VARIANT-ID"]&&h.bitrate!==p.bitrate&&this.log(`Unstable Pathways change from bitrate ${p.bitrate} to ${h.bitrate}`),this.hls.nextLoadLevel=u);break}}}getPathwayForGroupId(e,t,n){const i=this.getLevelsForPathway(n).concat(this.levels||[]);for(let s=0;s{const{ID:o,"BASE-ID":u,"URI-REPLACEMENT":p}=s;if(t.some(A=>A.pathwayId===o))return;const h=this.getLevelsForPathway(u).map(A=>{const y=new dr(A.attrs);y["PATHWAY-ID"]=o;const C=y.AUDIO&&`${y.AUDIO}_clone_${o}`,U=y.SUBTITLES&&`${y.SUBTITLES}_clone_${o}`;C&&(n[y.AUDIO]=C,y.AUDIO=C),U&&(i[y.SUBTITLES]=U,y.SUBTITLES=U);const Z=Cs(A.uri,y["STABLE-VARIANT-ID"],"PER-VARIANT-URIS",p),ce=new pt({attrs:y,audioCodec:A.audioCodec,bitrate:A.bitrate,height:A.height,name:A.name,url:Z,videoCodec:A.videoCodec,width:A.width});if(A.audioGroups)for(let le=1;le{this.log(`Loaded steering manifest: "${i}"`);const Z=A.data;if((Z==null?void 0:Z.VERSION)!==1){this.log(`Steering VERSION ${Z.VERSION} not supported!`);return}this.updated=performance.now(),this.timeToLoad=Z.TTL;const{"RELOAD-URI":ce,"PATHWAY-CLONES":le,"PATHWAY-PRIORITY":Ze}=Z;if(ce)try{this.uri=new self.URL(ce,i).href}catch(_e){this.enabled=!1,this.log(`Failed to parse Steering Manifest RELOAD-URI: ${ce}`);return}this.scheduleRefresh(this.uri||C.url),le&&this.clonePathways(le);const Xe={steeringManifest:Z,url:i.toString()};this.hls.trigger(v.STEERING_MANIFEST_LOADED,Xe),Ze&&this.updatePathwayPriority(Ze)},onError:(A,y,C,U)=>{if(this.log(`Error loading steering manifest: ${A.code} ${A.text} (${y.url})`),this.stopLoad(),A.code===410){this.enabled=!1,this.log(`Steering manifest ${y.url} no longer available`);return}let Z=this.timeToLoad*1e3;if(A.code===429){const ce=this.loader;if(typeof(ce==null?void 0:ce.getResponseHeader)=="function"){const le=ce.getResponseHeader("Retry-After");le&&(Z=parseFloat(le)*1e3)}this.log(`Steering manifest ${y.url} rate limited`);return}this.scheduleRefresh(this.uri||y.url,Z)},onTimeout:(A,y,C)=>{this.log(`Timeout loading steering manifest (${y.url})`),this.scheduleRefresh(this.uri||y.url)}};this.log(`Requesting steering manifest: ${i}`),this.loader.load(s,p,h)}scheduleRefresh(e,t=this.timeToLoad*1e3){this.clearTimeout(),this.reloadTimer=self.setTimeout(()=>{var n;const i=(n=this.hls)==null?void 0:n.media;if(i&&!i.ended){this.loadSteeringManifest(e);return}this.scheduleRefresh(e,this.timeToLoad*1e3)},t)}}function Yr(l,e,t,n){l&&Object.keys(e).forEach(i=>{const s=l.filter(o=>o.groupId===i).map(o=>{const u=ee({},o);return u.details=void 0,u.attrs=new dr(u.attrs),u.url=u.attrs.URI=Cs(o.url,o.attrs["STABLE-RENDITION-ID"],"PER-RENDITION-URIS",t),u.groupId=u.attrs["GROUP-ID"]=e[i],u.attrs["PATHWAY-ID"]=n,u});l.push(...s)})}function Cs(l,e,t,n){const{HOST:i,PARAMS:s,[t]:o}=n;let u;e&&(u=o==null?void 0:o[e],u&&(l=u));const p=new self.URL(l);return i&&!u&&(p.host=i),s&&Object.keys(s).sort().forEach(h=>{h&&p.searchParams.set(h,s[h])}),p.href}class ls extends We{constructor(e){super("eme",e.logger),this.hls=void 0,this.config=void 0,this.media=null,this.mediaResolved=void 0,this.keyFormatPromise=null,this.keySystemAccessPromises={},this._requestLicenseFailureCount=0,this.mediaKeySessions=[],this.keyIdToKeySessionPromise={},this.mediaKeys=null,this.setMediaKeysQueue=ls.CDMCleanupPromise?[ls.CDMCleanupPromise]:[],this.bannedKeyIds={},this.onMediaEncrypted=t=>{const{initDataType:n,initData:i}=t,s=`"${t.type}" event: init data type: "${n}"`;if(this.debug(s),i!==null){if(!this.keyFormatPromise){let o=Object.keys(this.keySystemAccessPromises);o.length||(o=us(this.config));const u=o.map($r).filter(p=>!!p);this.keyFormatPromise=this.getKeyFormatPromise(u)}this.keyFormatPromise.then(o=>{const u=Xr(o);if(n!=="sinf"||u!==Ii.FAIRPLAY){this.log(`Ignoring "${t.type}" event with init data type: "${n}" for selected key-system ${u}`);return}let p;try{const U=At(new Uint8Array(i)),Z=er(JSON.parse(U).sinf),ce=J(Z);if(!ce)throw new Error("'schm' box missing or not cbcs/cenc with schi > tenc");p=new Uint8Array(ce.subarray(8,24))}catch(U){this.warn(`${s} Failed to parse sinf: ${U}`);return}const h=Te(p),{keyIdToKeySessionPromise:A,mediaKeySessions:y}=this;let C=A[h];for(let U=0;Uthis.generateRequestWithPreferredKeySession(Z,n,i,"encrypted-event-key-match")),C.catch(Ze=>this.handleError(Ze));break}}C||this.handleError(new Error(`Key ID ${h} not encountered in playlist. Key-system sessions ${y.length}.`))}).catch(o=>this.handleError(o))}},this.onWaitingForKey=t=>{this.log(`"${t.type}" event`)},this.hls=e,this.config=e.config,this.registerListeners()}destroy(){this.onDestroying(),this.onMediaDetached();const e=this.config;e.requestMediaKeySystemAccessFunc=null,e.licenseXhrSetup=e.licenseResponseCallback=void 0,e.drmSystems=e.drmSystemOptions={},this.hls=this.config=this.keyIdToKeySessionPromise=null,this.onMediaEncrypted=this.onWaitingForKey=null}registerListeners(){this.hls.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),this.hls.on(v.MEDIA_DETACHED,this.onMediaDetached,this),this.hls.on(v.MANIFEST_LOADING,this.onManifestLoading,this),this.hls.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),this.hls.on(v.DESTROYING,this.onDestroying,this)}unregisterListeners(){this.hls.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),this.hls.off(v.MEDIA_DETACHED,this.onMediaDetached,this),this.hls.off(v.MANIFEST_LOADING,this.onManifestLoading,this),this.hls.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),this.hls.off(v.DESTROYING,this.onDestroying,this)}getLicenseServerUrl(e){const{drmSystems:t,widevineLicenseUrl:n}=this.config,i=t==null?void 0:t[e];if(i)return i.licenseUrl;if(e===Ii.WIDEVINE&&n)return n}getLicenseServerUrlOrThrow(e){const t=this.getLicenseServerUrl(e);if(t===void 0)throw new Error(`no license server URL configured for key-system "${e}"`);return t}getServerCertificateUrl(e){const{drmSystems:t}=this.config,n=t==null?void 0:t[e];if(n)return n.serverCertificateUrl;this.log(`No Server Certificate in config.drmSystems["${e}"]`)}attemptKeySystemAccess(e){const t=this.hls.levels,n=(o,u,p)=>!!o&&p.indexOf(o)===u,i=t.map(o=>o.audioCodec).filter(n),s=t.map(o=>o.videoCodec).filter(n);return i.length+s.length===0&&s.push("avc1.42e01e"),new Promise((o,u)=>{const p=h=>{const A=h.shift();this.getMediaKeysPromise(A,i,s).then(y=>o({keySystem:A,mediaKeys:y})).catch(y=>{h.length?p(h):y instanceof ps?u(y):u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_ACCESS,error:y,fatal:!0},y.message))})};p(e)})}requestMediaKeySystemAccess(e,t){const{requestMediaKeySystemAccessFunc:n}=this.config;if(typeof n!="function"){let i=`Configured requestMediaKeySystemAccess is not a function ${n}`;return qi===null&&self.location.protocol==="http:"&&(i=`navigator.requestMediaKeySystemAccess is not available over insecure protocol ${location.protocol}`),Promise.reject(new Error(i))}return n(e,t)}getMediaKeysPromise(e,t,n){var i;const s=zi(e,t,n,this.config.drmSystemOptions||{});let o=this.keySystemAccessPromises[e],u=(i=o)==null?void 0:i.keySystemAccess;if(!u){this.log(`Requesting encrypted media "${e}" key-system access with config: ${Ye(s)}`),u=this.requestMediaKeySystemAccess(e,s);const p=o=this.keySystemAccessPromises[e]={keySystemAccess:u};return u.catch(h=>{this.log(`Failed to obtain access to key-system "${e}": ${h}`)}),u.then(h=>{this.log(`Access for key-system "${h.keySystem}" obtained`);const A=this.fetchServerCertificate(e);this.log(`Create media-keys for "${e}"`);const y=p.mediaKeys=h.createMediaKeys().then(C=>(this.log(`Media-keys created for "${e}"`),p.hasMediaKeys=!0,A.then(U=>U?this.setMediaKeysServerCertificate(C,e,U):C)));return y.catch(C=>{this.error(`Failed to create media-keys for "${e}"}: ${C}`)}),y})}return u.then(()=>o.mediaKeys)}createMediaKeySessionContext({decryptdata:e,keySystem:t,mediaKeys:n}){this.log(`Creating key-system session "${t}" keyId: ${Te(e.keyId||[])} keyUri: ${e.uri}`);const i=n.createSession(),s={decryptdata:e,keySystem:t,mediaKeys:n,mediaKeysSession:i,keyStatus:"status-pending"};return this.mediaKeySessions.push(s),s}renewKeySession(e){const t=e.decryptdata;if(t.pssh){const n=this.createMediaKeySessionContext(e),i=ws(t),s="cenc";this.keyIdToKeySessionPromise[i]=this.generateRequestWithPreferredKeySession(n,s,t.pssh.buffer,"expired")}else this.warn("Could not renew expired session. Missing pssh initData.");this.removeSession(e)}updateKeySession(e,t){const n=e.mediaKeysSession;return this.log(`Updating key-session "${n.sessionId}" for keyId ${Te(e.decryptdata.keyId||[])} + } (data length: ${t.byteLength})`),n.update(t)}getSelectedKeySystemFormats(){return Object.keys(this.keySystemAccessPromises).map(e=>({keySystem:e,hasMediaKeys:this.keySystemAccessPromises[e].hasMediaKeys})).filter(({hasMediaKeys:e})=>!!e).map(({keySystem:e})=>$r(e)).filter(e=>!!e)}getKeySystemAccess(e){return this.getKeySystemSelectionPromise(e).then(({keySystem:t,mediaKeys:n})=>this.attemptSetMediaKeys(t,n))}selectKeySystem(e){return new Promise((t,n)=>{this.getKeySystemSelectionPromise(e).then(({keySystem:i})=>{const s=$r(i);s?t(s):n(new Error(`Unable to find format for key-system "${i}"`))}).catch(n)})}selectKeySystemFormat(e){const t=Object.keys(e.levelkeys||{});return this.keyFormatPromise||(this.log(`Selecting key-system from fragment (sn: ${e.sn} ${e.type}: ${e.level}) key formats ${t.join(", ")}`),this.keyFormatPromise=this.getKeyFormatPromise(t)),this.keyFormatPromise}getKeyFormatPromise(e){const t=us(this.config),n=e.map(Xr).filter(i=>!!i&&t.indexOf(i)!==-1);return this.selectKeySystem(n)}getKeyStatus(e){const{mediaKeySessions:t}=this;for(let n=0;n(this.throwIfDestroyed(),this.log(`Handle encrypted media sn: ${e.frag.sn} ${e.frag.type}: ${e.frag.level} using key ${s}`),this.attemptSetMediaKeys(p,h).then(()=>(this.throwIfDestroyed(),this.createMediaKeySessionContext({keySystem:p,mediaKeys:h,decryptdata:t}))))).then(p=>{const h="cenc",A=t.pssh?t.pssh.buffer:null;return this.generateRequestWithPreferredKeySession(p,h,A,"playlist-key")});return u.catch(p=>this.handleError(p,e.frag)),this.keyIdToKeySessionPromise[n]=u,u}return o.catch(u=>{if(u instanceof ps){const p=ue({},u.data);this.getKeyStatus(t)==="internal-error"&&(p.decryptdata=t);const h=new ps(p,u.message);this.handleError(h,e.frag)}}),o}throwIfDestroyed(e="Invalid state"){if(!this.hls)throw new Error("invalid state")}handleError(e,t){if(this.hls)if(e instanceof ps){t&&(e.data.frag=t);const n=e.data.decryptdata;this.error(`${e.message}${n?` (${Te(n.keyId||[])})`:""}`),this.hls.trigger(v.ERROR,e.data)}else this.error(e.message),this.hls.trigger(v.ERROR,{type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_KEYS,error:e,fatal:!0})}getKeySystemForKeyPromise(e){const t=ws(e),n=this.keyIdToKeySessionPromise[t];if(!n){const i=Xr(e.keyFormat),s=i?[i]:us(this.config);return this.attemptKeySystemAccess(s)}return n}getKeySystemSelectionPromise(e){if(e.length||(e=us(this.config)),e.length===0)throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_CONFIGURED_LICENSE,fatal:!0},`Missing key-system license configuration options ${Ye({drmSystems:this.config.drmSystems})}`);return this.attemptKeySystemAccess(e)}attemptSetMediaKeys(e,t){if(this.mediaResolved=void 0,this.mediaKeys===t)return Promise.resolve();const n=this.setMediaKeysQueue.slice();this.log(`Setting media-keys for "${e}"`);const i=Promise.all(n).then(()=>this.media?this.media.setMediaKeys(t):new Promise((s,o)=>{this.mediaResolved=()=>{if(this.mediaResolved=void 0,!this.media)return o(new Error("Attempted to set mediaKeys without media element attached"));this.mediaKeys=t,this.media.setMediaKeys(t).then(s).catch(o)}}));return this.mediaKeys=t,this.setMediaKeysQueue.push(i),i.then(()=>{this.log(`Media-keys set for "${e}"`),n.push(i),this.setMediaKeysQueue=this.setMediaKeysQueue.filter(s=>n.indexOf(s)===-1)})}generateRequestWithPreferredKeySession(e,t,n,i){var s;const o=(s=this.config.drmSystems)==null||(s=s[e.keySystem])==null?void 0:s.generateRequest;if(o)try{const Z=o.call(this.hls,t,n,e);if(!Z)throw new Error("Invalid response from configured generateRequest filter");t=Z.initDataType,n=Z.initData?Z.initData:null,e.decryptdata.pssh=n?new Uint8Array(n):null}catch(Z){if(this.warn(Z.message),this.hls&&this.hls.config.debug)throw Z}if(n===null)return this.log(`Skipping key-session request for "${i}" (no initData)`),Promise.resolve(e);const u=ws(e.decryptdata),p=e.decryptdata.uri;this.log(`Generating key-session request for "${i}" keyId: ${u} URI: ${p} (init data type: ${t} length: ${n.byteLength})`);const h=new _a,A=e._onmessage=Z=>{const ce=e.mediaKeysSession;if(!ce){h.emit("error",new Error("invalid state"));return}const{messageType:le,message:Ze}=Z;this.log(`"${le}" message event for session "${ce.sessionId}" message size: ${Ze.byteLength}`),le==="license-request"||le==="license-renewal"?this.renewLicense(e,Ze).catch(Xe=>{h.eventNames().length?h.emit("error",Xe):this.handleError(Xe)}):le==="license-release"?e.keySystem===Ii.FAIRPLAY&&this.updateKeySession(e,pr("acknowledged")).then(()=>this.removeSession(e)).catch(Xe=>this.handleError(Xe)):this.warn(`unhandled media key message type "${le}"`)},y=(Z,ce)=>{ce.keyStatus=Z;let le;Z.startsWith("usable")?h.emit("resolved"):Z==="internal-error"||Z==="output-restricted"||Z==="output-downscaled"?le=xs(Z,ce.decryptdata):Z==="expired"?le=new Error(`key expired (keyId: ${u})`):Z==="released"?le=new Error("key released"):Z==="status-pending"||this.warn(`unhandled key status change "${Z}" (keyId: ${u})`),le&&(h.eventNames().length?h.emit("error",le):this.handleError(le))},C=e._onkeystatuseschange=Z=>{if(!e.mediaKeysSession){h.emit("error",new Error("invalid state"));return}const le=this.getKeyStatuses(e);if(!Object.keys(le).some(Vt=>le[Vt]!=="status-pending"))return;if(le[u]==="expired"){this.log(`Expired key ${Ye(le)} in key-session "${e.mediaKeysSession.sessionId}"`),this.renewKeySession(e);return}let Xe=le[u];if(Xe)y(Xe,e);else{var _e;e.keyStatusTimeouts||(e.keyStatusTimeouts={}),(_e=e.keyStatusTimeouts)[u]||(_e[u]=self.setTimeout(()=>{if(!e.mediaKeysSession||!this.mediaKeys)return;const qt=this.getKeyStatus(e.decryptdata);if(qt&&qt!=="status-pending")return this.log(`No status for keyId ${u} in key-session "${e.mediaKeysSession.sessionId}". Using session key-status ${qt} from other session.`),y(qt,e);this.log(`key status for ${u} in key-session "${e.mediaKeysSession.sessionId}" timed out after 1000ms`),Xe="internal-error",y(Xe,e)},1e3)),this.log(`No status for keyId ${u} (${Ye(le)}).`)}};Ms(e.mediaKeysSession,"message",A),Ms(e.mediaKeysSession,"keystatuseschange",C);const U=new Promise((Z,ce)=>{h.on("error",ce),h.on("resolved",Z)});return e.mediaKeysSession.generateRequest(t,n).then(()=>{this.log(`Request generated for key-session "${e.mediaKeysSession.sessionId}" keyId: ${u} URI: ${p}`)}).catch(Z=>{throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_NO_SESSION,error:Z,decryptdata:e.decryptdata,fatal:!1},`Error generating key-session request: ${Z}`)}).then(()=>U).catch(Z=>(h.removeAllListeners(),this.removeSession(e).then(()=>{throw Z}))).then(()=>(h.removeAllListeners(),e))}getKeyStatuses(e){const t={};return e.mediaKeysSession.keyStatuses.forEach((n,i)=>{if(typeof i=="string"&&typeof n=="object"){const u=i;i=n,n=u}const s="buffer"in i?new Uint8Array(i.buffer,i.byteOffset,i.byteLength):new Uint8Array(i);if(e.keySystem===Ii.PLAYREADY&&s.length===16){const u=Te(s);t[u]=n,ii(s)}const o=Te(s);n==="internal-error"&&(this.bannedKeyIds[o]=n),this.log(`key status change "${n}" for keyStatuses keyId: ${o} key-session "${e.mediaKeysSession.sessionId}"`),t[o]=n}),t}fetchServerCertificate(e){const t=this.config,n=t.loader,i=new n(t),s=this.getServerCertificateUrl(e);return s?(this.log(`Fetching server certificate for "${e}"`),new Promise((o,u)=>{const p={responseType:"arraybuffer",url:s},h=t.certLoadPolicy.default,A={loadPolicy:h,timeout:h.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},y={onSuccess:(C,U,Z,ce)=>{o(C.data)},onError:(C,U,Z,ce)=>{u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_REQUEST_FAILED,fatal:!0,networkDetails:Z,response:ue({url:p.url,data:void 0},C)},`"${e}" certificate request failed (${s}). Status: ${C.code} (${C.text})`))},onTimeout:(C,U,Z)=>{u(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_REQUEST_FAILED,fatal:!0,networkDetails:Z,response:{url:p.url,data:void 0}},`"${e}" certificate request timed out (${s})`))},onAbort:(C,U,Z)=>{u(new Error("aborted"))}};i.load(p,A,y)})):Promise.resolve()}setMediaKeysServerCertificate(e,t,n){return new Promise((i,s)=>{e.setServerCertificate(n).then(o=>{this.log(`setServerCertificate ${o?"success":"not supported by CDM"} (${n.byteLength}) on "${t}"`),i(e)}).catch(o=>{s(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SERVER_CERTIFICATE_UPDATE_FAILED,error:o,fatal:!0},o.message))})})}renewLicense(e,t){return this.requestLicense(e,new Uint8Array(t)).then(n=>this.updateKeySession(e,new Uint8Array(n)).catch(i=>{throw new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_SESSION_UPDATE_FAILED,decryptdata:e.decryptdata,error:i,fatal:!1},i.message)}))}unpackPlayReadyKeyMessage(e,t){const n=String.fromCharCode.apply(null,new Uint16Array(t.buffer));if(!n.includes("PlayReadyKeyMessage"))return e.setRequestHeader("Content-Type","text/xml; charset=utf-8"),t;const i=new DOMParser().parseFromString(n,"application/xml"),s=i.querySelectorAll("HttpHeader");if(s.length>0){let A;for(let y=0,C=s.length;y in key message");return pr(atob(h))}setupLicenseXHR(e,t,n,i){const s=this.config.licenseXhrSetup;return s?Promise.resolve().then(()=>{if(!n.decryptdata)throw new Error("Key removed");return s.call(this.hls,e,t,n,i)}).catch(o=>{if(!n.decryptdata)throw o;return e.open("POST",t,!0),s.call(this.hls,e,t,n,i)}).then(o=>(e.readyState||e.open("POST",t,!0),{xhr:e,licenseChallenge:o||i})):(e.open("POST",t,!0),Promise.resolve({xhr:e,licenseChallenge:i}))}requestLicense(e,t){const n=this.config.keyLoadPolicy.default;return new Promise((i,s)=>{const o=this.getLicenseServerUrlOrThrow(e.keySystem);this.log(`Sending license request to URL: ${o}`);const u=new XMLHttpRequest;u.responseType="arraybuffer",u.onreadystatechange=()=>{if(!this.hls||!e.mediaKeysSession)return s(new Error("invalid state"));if(u.readyState===4)if(u.status===200){this._requestLicenseFailureCount=0;let p=u.response;this.log(`License received ${p instanceof ArrayBuffer?p.byteLength:p}`);const h=this.config.licenseResponseCallback;if(h)try{p=h.call(this.hls,u,o,e)}catch(A){this.error(A)}i(p)}else{const p=n.errorRetry,h=p?p.maxNumRetry:0;if(this._requestLicenseFailureCount++,this._requestLicenseFailureCount>h||u.status>=400&&u.status<500)s(new ps({type:te.KEY_SYSTEM_ERROR,details:w.KEY_SYSTEM_LICENSE_REQUEST_FAILED,decryptdata:e.decryptdata,fatal:!0,networkDetails:u,response:{url:o,data:void 0,code:u.status,text:u.statusText}},`License Request XHR failed (${o}). Status: ${u.status} (${u.statusText})`));else{const A=h-this._requestLicenseFailureCount+1;this.warn(`Retrying license request, ${A} attempts left`),this.requestLicense(e,t).then(i,s)}}},e.licenseXhr&&e.licenseXhr.readyState!==XMLHttpRequest.DONE&&e.licenseXhr.abort(),e.licenseXhr=u,this.setupLicenseXHR(u,o,e,t).then(({xhr:p,licenseChallenge:h})=>{e.keySystem==Ii.PLAYREADY&&(h=this.unpackPlayReadyKeyMessage(p,h)),p.send(h)}).catch(s)})}onDestroying(){this.unregisterListeners(),this._clear()}onMediaAttached(e,t){if(!this.config.emeEnabled)return;const n=t.media;this.media=n,Ms(n,"encrypted",this.onMediaEncrypted),Ms(n,"waitingforkey",this.onWaitingForKey);const i=this.mediaResolved;i?i():this.mediaKeys=n.mediaKeys}onMediaDetached(){const e=this.media;e&&(Us(e,"encrypted",this.onMediaEncrypted),Us(e,"waitingforkey",this.onWaitingForKey),this.media=null,this.mediaKeys=null)}_clear(){var e;this._requestLicenseFailureCount=0,this.keyIdToKeySessionPromise={},this.bannedKeyIds={};const t=this.mediaResolved;if(t&&t(),!this.mediaKeys&&!this.mediaKeySessions.length)return;const n=this.media,i=this.mediaKeySessions.slice();this.mediaKeySessions=[],this.mediaKeys=null,es.clearKeyUriToKeyIdMap();const s=i.length;ls.CDMCleanupPromise=Promise.all(i.map(o=>this.removeSession(o)).concat((n==null||(e=n.setMediaKeys(null))==null?void 0:e.catch(o=>{this.log(`Could not clear media keys: ${o}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_MEDIA_KEYS_ERROR,fatal:!1,error:new Error(`Could not clear media keys: ${o}`)})}))||Promise.resolve())).catch(o=>{this.log(`Could not close sessions and clear media keys: ${o}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_CLOSE_SESSION_ERROR,fatal:!1,error:new Error(`Could not close sessions and clear media keys: ${o}`)})}).then(()=>{s&&this.log("finished closing key sessions and clearing media keys")})}onManifestLoading(){this._clear()}onManifestLoaded(e,{sessionKeys:t}){if(!(!t||!this.config.emeEnabled)&&!this.keyFormatPromise){const n=t.reduce((i,s)=>(i.indexOf(s.keyFormat)===-1&&i.push(s.keyFormat),i),[]);this.log(`Selecting key-system from session-keys ${n.join(", ")}`),this.keyFormatPromise=this.getKeyFormatPromise(n)}}removeSession(e){const{mediaKeysSession:t,licenseXhr:n,decryptdata:i}=e;if(t){this.log(`Remove licenses and keys and close session "${t.sessionId}" keyId: ${Te((i==null?void 0:i.keyId)||[])}`),e._onmessage&&(t.removeEventListener("message",e._onmessage),e._onmessage=void 0),e._onkeystatuseschange&&(t.removeEventListener("keystatuseschange",e._onkeystatuseschange),e._onkeystatuseschange=void 0),n&&n.readyState!==XMLHttpRequest.DONE&&n.abort(),e.mediaKeysSession=e.decryptdata=e.licenseXhr=void 0;const s=this.mediaKeySessions.indexOf(e);s>-1&&this.mediaKeySessions.splice(s,1);const{keyStatusTimeouts:o}=e;o&&Object.keys(o).forEach(h=>self.clearTimeout(o[h]));const{drmSystemOptions:u}=this.config;return(Ur(u)?new Promise((h,A)=>{self.setTimeout(()=>A(new Error("MediaKeySession.remove() timeout")),8e3),t.remove().then(h).catch(A)}):Promise.resolve()).catch(h=>{this.log(`Could not remove session: ${h}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_REMOVE_SESSION_ERROR,fatal:!1,error:new Error(`Could not remove session: ${h}`)})}).then(()=>t.close()).catch(h=>{this.log(`Could not close session: ${h}`),this.hls&&this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.KEY_SYSTEM_DESTROY_CLOSE_SESSION_ERROR,fatal:!1,error:new Error(`Could not close session: ${h}`)})})}return Promise.resolve()}}ls.CDMCleanupPromise=void 0;function ws(l){if(!l)throw new Error("Could not read keyId of undefined decryptdata");if(l.keyId===null)throw new Error("keyId is null");return Te(l.keyId)}function Ks(l,e){if(l.keyId&&e.mediaKeysSession.keyStatuses.has(l.keyId))return e.mediaKeysSession.keyStatuses.get(l.keyId);if(l.matches(e.decryptdata))return e.keyStatus}class ps extends Error{constructor(e,t){super(t),this.data=void 0,e.error||(e.error=new Error(t)),this.data=e,e.err=e.error}}function xs(l,e){const t=l==="output-restricted",n=t?w.KEY_SYSTEM_STATUS_OUTPUT_RESTRICTED:w.KEY_SYSTEM_STATUS_INTERNAL_ERROR;return new ps({type:te.KEY_SYSTEM_ERROR,details:n,fatal:!1,decryptdata:e},t?"HDCP level output restricted":`key status changed to "${l}"`)}class qs{constructor(e){this.hls=void 0,this.isVideoPlaybackQualityAvailable=!1,this.timer=void 0,this.media=null,this.lastTime=void 0,this.lastDroppedFrames=0,this.lastDecodedFrames=0,this.streamController=void 0,this.hls=e,this.registerListeners()}setStreamController(e){this.streamController=e}registerListeners(){this.hls.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),this.hls.on(v.MEDIA_DETACHING,this.onMediaDetaching,this)}unregisterListeners(){this.hls.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),this.hls.off(v.MEDIA_DETACHING,this.onMediaDetaching,this)}destroy(){this.timer&&clearInterval(this.timer),this.unregisterListeners(),this.isVideoPlaybackQualityAvailable=!1,this.media=null}onMediaAttaching(e,t){const n=this.hls.config;if(n.capLevelOnFPSDrop){const i=t.media instanceof self.HTMLVideoElement?t.media:null;this.media=i,i&&typeof i.getVideoPlaybackQuality=="function"&&(this.isVideoPlaybackQualityAvailable=!0),self.clearInterval(this.timer),this.timer=self.setInterval(this.checkFPSInterval.bind(this),n.fpsDroppedMonitoringPeriod)}}onMediaDetaching(){this.media=null}checkFPS(e,t,n){const i=performance.now();if(t){if(this.lastTime){const s=i-this.lastTime,o=n-this.lastDroppedFrames,u=t-this.lastDecodedFrames,p=1e3*o/s,h=this.hls;if(h.trigger(v.FPS_DROP,{currentDropped:o,currentDecoded:u,totalDroppedFrames:n}),p>0&&o>h.config.fpsDroppedMonitoringThreshold*u){let A=h.currentLevel;h.logger.warn("drop FPS ratio greater than max allowed value for currentLevel: "+A),A>0&&(h.autoLevelCapping===-1||h.autoLevelCapping>=A)&&(A=A-1,h.trigger(v.FPS_DROP_LEVEL_CAPPING,{level:A,droppedLevel:h.currentLevel}),h.autoLevelCapping=A,this.streamController.nextLevelSwitch())}}this.lastTime=i,this.lastDroppedFrames=n,this.lastDecodedFrames=t}}checkFPSInterval(){const e=this.media;if(e)if(this.isVideoPlaybackQualityAvailable){const t=e.getVideoPlaybackQuality();this.checkFPS(e,t.totalVideoFrames,t.droppedVideoFrames)}else this.checkFPS(e,e.webkitDecodedFrameCount,e.webkitDroppedFrameCount)}}function Ws(l,e){let t;try{t=new Event("addtrack")}catch(n){t=document.createEvent("Event"),t.initEvent("addtrack",!1,!1)}t.track=l,e.dispatchEvent(t)}function Zs(l,e){const t=l.mode;if(t==="disabled"&&(l.mode="hidden"),l.cues&&!l.cues.getCueById(e.id))try{if(l.addCue(e),!l.cues.getCueById(e.id))throw new Error(`addCue is failed for: ${e}`)}catch(n){Me.debug(`[texttrack-utils]: ${n}`);try{const i=new self.TextTrackCue(e.startTime,e.endTime,e.text);i.id=e.id,l.addCue(i)}catch(i){Me.debug(`[texttrack-utils]: Legacy TextTrackCue fallback failed: ${i}`)}}t==="disabled"&&(l.mode=t)}function Ns(l,e){const t=l.mode;if(t==="disabled"&&(l.mode="hidden"),l.cues)for(let n=l.cues.length;n--;)e&&l.cues[n].removeEventListener("enter",e),l.removeCue(l.cues[n]);t==="disabled"&&(l.mode=t)}function bs(l,e,t,n){const i=l.mode;if(i==="disabled"&&(l.mode="hidden"),l.cues&&l.cues.length>0){const s=ki(l.cues,e,t);for(let o=0;ol[t].endTime)return-1;let n=0,i=t,s;for(;n<=i;)if(s=Math.floor((i+n)/2),el[s].startTime&&n-1)for(let s=i,o=l.length;s=e&&u.endTime<=t)n.push(u);else if(u.startTime>t)return n}return n}function Pr(l){const e=[];for(let t=0;tthis.pollTrackChange(0),this.onTextTracksChanged=()=>{if(this.useTextTrackPolling||self.clearInterval(this.subtitlePollingInterval),!this.media||!this.hls.config.renderTextTracksNatively)return;let t=null;const n=Pr(this.media.textTracks);for(let s=0;s-1&&this.toggleTrackModes()}registerListeners(){const{hls:e}=this;e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.on(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.on(v.ERROR,this.onError,this)}unregisterListeners(){const{hls:e}=this;e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVEL_LOADING,this.onLevelLoading,this),e.off(v.LEVEL_SWITCHING,this.onLevelSwitching,this),e.off(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.off(v.ERROR,this.onError,this)}onMediaAttached(e,t){this.media=t.media,this.media&&(this.queuedDefaultTrack>-1&&(this.subtitleTrack=this.queuedDefaultTrack,this.queuedDefaultTrack=-1),this.useTextTrackPolling=!(this.media.textTracks&&"onchange"in this.media.textTracks),this.useTextTrackPolling?this.pollTrackChange(500):this.media.textTracks.addEventListener("change",this.asyncPollTrackChange))}pollTrackChange(e){self.clearInterval(this.subtitlePollingInterval),this.subtitlePollingInterval=self.setInterval(this.onTextTracksChanged,e)}onMediaDetaching(e,t){const n=this.media;if(!n)return;const i=!!t.transferMedia;if(self.clearInterval(this.subtitlePollingInterval),this.useTextTrackPolling||n.textTracks.removeEventListener("change",this.asyncPollTrackChange),this.trackId>-1&&(this.queuedDefaultTrack=this.trackId),this.subtitleTrack=-1,this.media=null,i)return;Pr(n.textTracks).forEach(o=>{Ns(o)})}onManifestLoading(){this.tracks=[],this.groupIds=null,this.tracksInGroup=[],this.trackId=-1,this.currentTrack=null,this.selectDefaultTrack=!0}onManifestParsed(e,t){this.tracks=t.subtitleTracks}onSubtitleTrackLoaded(e,t){const{id:n,groupId:i,details:s}=t,o=this.tracksInGroup[n];if(!o||o.groupId!==i){this.warn(`Subtitle track with id:${n} and group:${i} not found in active group ${o==null?void 0:o.groupId}`);return}const u=o.details;o.details=t.details,this.log(`Subtitle track ${n} "${o.name}" lang:${o.lang} group:${i} loaded [${s.startSN}-${s.endSN}]`),n===this.trackId&&this.playlistLoaded(n,t,u)}onLevelLoading(e,t){this.switchLevel(t.level)}onLevelSwitching(e,t){this.switchLevel(t.level)}switchLevel(e){const t=this.hls.levels[e];if(!t)return;const n=t.subtitleGroups||null,i=this.groupIds;let s=this.currentTrack;if(!n||(i==null?void 0:i.length)!==(n==null?void 0:n.length)||n!=null&&n.some(o=>(i==null?void 0:i.indexOf(o))===-1)){this.groupIds=n,this.trackId=-1,this.currentTrack=null;const o=this.tracks.filter(A=>!n||n.indexOf(A.groupId)!==-1);if(o.length)this.selectDefaultTrack&&!o.some(A=>A.default)&&(this.selectDefaultTrack=!1),o.forEach((A,y)=>{A.id=y});else if(!s&&!this.tracksInGroup.length)return;this.tracksInGroup=o;const u=this.hls.config.subtitlePreference;if(!s&&u){this.selectDefaultTrack=!1;const A=jt(u,o);if(A>-1)s=o[A];else{const y=jt(u,this.tracks);s=this.tracks[y]}}let p=this.findTrackId(s);p===-1&&s&&(p=this.findTrackId(null));const h={subtitleTracks:o};this.log(`Updating subtitle tracks, ${o.length} track(s) found in "${n==null?void 0:n.join(",")}" group-id`),this.hls.trigger(v.SUBTITLE_TRACKS_UPDATED,h),p!==-1&&this.trackId===-1&&this.setSubtitleTrack(p)}}findTrackId(e){const t=this.tracksInGroup,n=this.selectDefaultTrack;for(let i=0;i-1){const s=this.tracksInGroup[i];return this.setSubtitleTrack(i),s}else{if(n)return null;{const s=jt(e,t);if(s>-1)return t[s]}}}}return null}loadPlaylist(e){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentTrack)&&this.scheduleLoading(this.currentTrack,e)}loadingPlaylist(e,t){super.loadingPlaylist(e,t);const n=e.id,i=e.groupId,s=this.getUrlWithDirectives(e.url,t),o=e.details,u=o==null?void 0:o.age;this.log(`Loading subtitle ${n} "${e.name}" lang:${e.lang} group:${i}${(t==null?void 0:t.msn)!==void 0?" at sn "+t.msn+" part "+t.part:""}${u&&o.live?" age "+u.toFixed(1)+(o.type?" "+o.type||0:""):""} ${s}`),this.hls.trigger(v.SUBTITLE_TRACK_LOADING,{url:s,id:n,groupId:i,deliveryDirectives:t||null,track:e})}toggleTrackModes(){const{media:e}=this;if(!e)return;const t=Pr(e.textTracks),n=this.currentTrack;let i;if(n&&(i=t.filter(s=>ol(n,s))[0],i||this.warn(`Unable to find subtitle TextTrack with name "${n.name}" and language "${n.lang}"`)),[].slice.call(t).forEach(s=>{s.mode!=="disabled"&&s!==i&&(s.mode="disabled")}),i){const s=this.subtitleDisplay?"showing":"hidden";i.mode!==s&&(i.mode=s)}}setSubtitleTrack(e){const t=this.tracksInGroup;if(!this.media){this.queuedDefaultTrack=e;return}if(e<-1||e>=t.length||!r(e)){this.warn(`Invalid subtitle track id: ${e}`);return}this.selectDefaultTrack=!1;const n=this.currentTrack,i=t[e]||null;if(this.trackId=e,this.currentTrack=i,this.toggleTrackModes(),!i){this.hls.trigger(v.SUBTITLE_TRACK_SWITCH,{id:e});return}const s=!!i.details&&!i.details.live;if(e===this.trackId&&i===n&&s)return;this.log(`Switching to subtitle-track ${e}`+(i?` "${i.name}" lang:${i.lang} group:${i.groupId}`:""));const{id:o,groupId:u="",name:p,type:h,url:A}=i;this.hls.trigger(v.SUBTITLE_TRACK_SWITCH,{id:o,groupId:u,name:p,type:h,url:A});const y=this.switchParams(i.url,n==null?void 0:n.details,i.details);this.loadPlaylist(y)}}function Zr(){try{return crypto.randomUUID()}catch(l){try{const e=URL.createObjectURL(new Blob),t=e.toString();return URL.revokeObjectURL(e),t.slice(t.lastIndexOf("/")+1)}catch(e){let t=new Date().getTime();return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,i=>{const s=(t+Math.random()*16)%16|0;return t=Math.floor(t/16),(i=="x"?s:s&3|8).toString(16)})}}}function cs(l){let e=5381,t=l.length;for(;t;)e=e*33^l.charCodeAt(--t);return(e>>>0).toString()}const Ui=.025;let wr=function(l){return l[l.Point=0]="Point",l[l.Range=1]="Range",l}({});function Gr(l,e,t){return`${l.identifier}-${t+1}-${cs(e)}`}class ms{constructor(e,t){this.base=void 0,this._duration=null,this._timelineStart=null,this.appendInPlaceDisabled=void 0,this.appendInPlaceStarted=void 0,this.dateRange=void 0,this.hasPlayed=!1,this.cumulativeDuration=0,this.resumeOffset=NaN,this.playoutLimit=NaN,this.restrictions={skip:!1,jump:!1},this.snapOptions={out:!1,in:!1},this.assetList=[],this.assetListLoader=void 0,this.assetListResponse=null,this.resumeAnchor=void 0,this.error=void 0,this.resetOnResume=void 0,this.base=t,this.dateRange=e,this.setDateRange(e)}setDateRange(e){this.dateRange=e,this.resumeOffset=e.attr.optionalFloat("X-RESUME-OFFSET",this.resumeOffset),this.playoutLimit=e.attr.optionalFloat("X-PLAYOUT-LIMIT",this.playoutLimit),this.restrictions=e.attr.enumeratedStringList("X-RESTRICT",this.restrictions),this.snapOptions=e.attr.enumeratedStringList("X-SNAP",this.snapOptions)}reset(){var e;this.appendInPlaceStarted=!1,(e=this.assetListLoader)==null||e.destroy(),this.assetListLoader=void 0,this.supplementsPrimary||(this.assetListResponse=null,this.assetList=[],this._duration=null)}isAssetPastPlayoutLimit(e){var t;if(e>0&&e>=this.assetList.length)return!0;const n=this.playoutLimit;return e<=0||isNaN(n)?!1:n===0?!0:(((t=this.assetList[e])==null?void 0:t.startOffset)||0)>n}findAssetIndex(e){return this.assetList.indexOf(e)}get identifier(){return this.dateRange.id}get startDate(){return this.dateRange.startDate}get startTime(){const e=this.dateRange.startTime;if(this.snapOptions.out){const t=this.dateRange.tagAnchor;if(t)return Ds(e,t)}return e}get startOffset(){return this.cue.pre?0:this.startTime}get startIsAligned(){if(this.startTime===0||this.snapOptions.out)return!0;const e=this.dateRange.tagAnchor;if(e){const t=this.dateRange.startTime,n=Ds(t,e);return t-n<.1}return!1}get resumptionOffset(){const e=this.resumeOffset,t=r(e)?e:this.duration;return this.cumulativeDuration+t}get resumeTime(){const e=this.startOffset+this.resumptionOffset;if(this.snapOptions.in){const t=this.resumeAnchor;if(t)return Ds(e,t)}return e}get appendInPlace(){return this.appendInPlaceStarted?!0:this.appendInPlaceDisabled?!1:!!(!this.cue.once&&!this.cue.pre&&this.startIsAligned&&(isNaN(this.playoutLimit)&&isNaN(this.resumeOffset)||this.resumeOffset&&this.duration&&Math.abs(this.resumeOffset-this.duration)0||this.assetListResponse!==null}toString(){return ba(this)}}function Ds(l,e){return l-e.start":l.cue.post?"":""}${l.timelineStart.toFixed(2)}-${l.resumeTime.toFixed(2)}]`}function _s(l){const e=l.timelineStart,t=l.duration||0;return`["${l.identifier}" ${e.toFixed(2)}-${(e+t).toFixed(2)}]`}class ir{constructor(e,t,n,i){this.hls=void 0,this.interstitial=void 0,this.assetItem=void 0,this.tracks=null,this.hasDetails=!1,this.mediaAttached=null,this._currentTime=void 0,this._bufferedEosTime=void 0,this.checkPlayout=()=>{this.reachedPlayout(this.currentTime)&&this.hls&&this.hls.trigger(v.PLAYOUT_LIMIT_REACHED,{})};const s=this.hls=new e(t);this.interstitial=n,this.assetItem=i;const o=()=>{this.hasDetails=!0};s.once(v.LEVEL_LOADED,o),s.once(v.AUDIO_TRACK_LOADED,o),s.once(v.SUBTITLE_TRACK_LOADED,o),s.on(v.MEDIA_ATTACHING,(u,{media:p})=>{this.removeMediaListeners(),this.mediaAttached=p,this.interstitial.playoutLimit&&(p.addEventListener("timeupdate",this.checkPlayout),this.appendInPlace&&s.on(v.BUFFER_APPENDED,()=>{const A=this.bufferedEnd;this.reachedPlayout(A)&&(this._bufferedEosTime=A,s.trigger(v.BUFFERED_TO_END,void 0))}))})}get appendInPlace(){return this.interstitial.appendInPlace}loadSource(){const e=this.hls;if(e)if(e.url)e.levels.length&&!e.started&&e.startLoad(-1,!0);else{let t=this.assetItem.uri;try{t=gs(t,e.config.primarySessionId||"").href}catch(n){}e.loadSource(t)}}bufferedInPlaceToEnd(e){var t;if(!this.appendInPlace)return!1;if((t=this.hls)!=null&&t.bufferedToEnd)return!0;if(!e)return!1;const n=Math.min(this._bufferedEosTime||1/0,this.duration),i=this.timelineOffset,s=Wn.bufferInfo(e,i,0);return this.getAssetTime(s.end)>=n-.02}reachedPlayout(e){const n=this.interstitial.playoutLimit;return this.startOffset+e>=n}get destroyed(){var e;return!((e=this.hls)!=null&&e.userConfig)}get assetId(){return this.assetItem.identifier}get interstitialId(){return this.assetItem.parentIdentifier}get media(){var e;return((e=this.hls)==null?void 0:e.media)||null}get bufferedEnd(){const e=this.media||this.mediaAttached;if(!e)return this._bufferedEosTime?this._bufferedEosTime:this.currentTime;const t=Wn.bufferInfo(e,e.currentTime,.001);return this.getAssetTime(t.end)}get currentTime(){const e=this.media||this.mediaAttached;return e?this.getAssetTime(e.currentTime):this._currentTime||0}get duration(){const e=this.assetItem.duration;if(!e)return 0;const t=this.interstitial.playoutLimit;if(t){const n=t-this.startOffset;if(n>0&&n1/9e4&&this.hls){if(this.hasDetails)throw new Error("Cannot set timelineOffset after playlists are loaded");this.hls.config.timelineOffset=e}}}getAssetTime(e){const t=this.timelineOffset,n=this.duration;return Math.min(Math.max(0,e-t),n)}removeMediaListeners(){const e=this.mediaAttached;e&&(this._currentTime=e.currentTime,this.bufferSnapShot(),e.removeEventListener("timeupdate",this.checkPlayout))}bufferSnapShot(){if(this.mediaAttached){var e;(e=this.hls)!=null&&e.bufferedToEnd&&(this._bufferedEosTime=this.bufferedEnd)}}destroy(){this.removeMediaListeners(),this.hls&&this.hls.destroy(),this.hls=null,this.tracks=this.mediaAttached=this.checkPlayout=null}attachMedia(e){var t;this.loadSource(),(t=this.hls)==null||t.attachMedia(e)}detachMedia(){var e;this.removeMediaListeners(),this.mediaAttached=null,(e=this.hls)==null||e.detachMedia()}resumeBuffering(){var e;(e=this.hls)==null||e.resumeBuffering()}pauseBuffering(){var e;(e=this.hls)==null||e.pauseBuffering()}transferMedia(){var e;return this.bufferSnapShot(),((e=this.hls)==null?void 0:e.transferMedia())||null}resetDetails(){const e=this.hls;if(e&&this.hasDetails){e.stopLoad();const t=n=>delete n.details;e.levels.forEach(t),e.allAudioTracks.forEach(t),e.allSubtitleTracks.forEach(t),this.hasDetails=!1}}on(e,t,n){var i;(i=this.hls)==null||i.on(e,t)}once(e,t,n){var i;(i=this.hls)==null||i.once(e,t)}off(e,t,n){var i;(i=this.hls)==null||i.off(e,t)}toString(){var e;return`HlsAssetPlayer: ${_s(this.assetItem)} ${(e=this.hls)==null?void 0:e.sessionId} ${this.appendInPlace?"append-in-place":""}`}}const _n=.033;class Pi extends We{constructor(e,t){super("interstitials-sched",t),this.onScheduleUpdate=void 0,this.eventMap={},this.events=null,this.items=null,this.durations={primary:0,playout:0,integrated:0},this.onScheduleUpdate=e}destroy(){this.reset(),this.onScheduleUpdate=null}reset(){this.eventMap={},this.setDurations(0,0,0),this.events&&this.events.forEach(e=>e.reset()),this.events=this.items=null}resetErrorsInRange(e,t){return this.events?this.events.reduce((n,i)=>e<=i.startOffset&&t>i.startOffset?(delete i.error,n+1):n,0):0}get duration(){const e=this.items;return e?e[e.length-1].end:0}get length(){return this.items?this.items.length:0}getEvent(e){return e&&this.eventMap[e]||null}hasEvent(e){return e in this.eventMap}findItemIndex(e,t){if(e.event)return this.findEventIndex(e.event.identifier);let n=-1;e.nextEvent?n=this.findEventIndex(e.nextEvent.identifier)-1:e.previousEvent&&(n=this.findEventIndex(e.previousEvent.identifier)+1);const i=this.items;if(i)for(i[n]||(t===void 0&&(t=e.start),n=this.findItemIndexAtTime(t));n>=0&&(s=i[n])!=null&&s.event;){var s;n--}return n}findItemIndexAtTime(e,t){const n=this.items;if(n)for(let i=0;is.start&&e1)for(let s=0;su&&(t!u.includes(h.identifier)):[];o.length&&o.sort((h,A)=>{const y=h.cue.pre,C=h.cue.post,U=A.cue.pre,Z=A.cue.post;if(y&&!U)return-1;if(U&&!y||C&&!Z)return 1;if(Z&&!C)return-1;if(!y&&!U&&!C&&!Z){const ce=h.startTime,le=A.startTime;if(ce!==le)return ce-le}return h.dateRange.tagOrder-A.dateRange.tagOrder}),this.events=o,p.forEach(h=>{this.removeEvent(h)}),this.updateSchedule(e,p)}updateSchedule(e,t=[],n=!1){const i=this.events||[];if(i.length||t.length||this.length<2){const s=this.items,o=this.parseSchedule(i,e);(n||t.length||(s==null?void 0:s.length)!==o.length||o.some((p,h)=>Math.abs(p.playout.start-s[h].playout.start)>.005||Math.abs(p.playout.end-s[h].playout.end)>.005))&&(this.items=o,this.onScheduleUpdate(t,s))}}parseDateRanges(e,t,n){const i=[],s=Object.keys(e);for(let o=0;o!p.error&&!(p.cue.once&&p.hasPlayed)),e.length){this.resolveOffsets(e,t);let p=0,h=0;if(e.forEach((A,y)=>{const C=A.cue.pre,U=A.cue.post,Z=e[y-1]||null,ce=A.appendInPlace,le=U?s:A.startOffset,Ze=A.duration,Xe=A.timelineOccupancy===wr.Range?Ze:0,_e=A.resumptionOffset,Vt=(Z==null?void 0:Z.startTime)===le,qt=le+A.cumulativeDuration;let xn=ce?qt+Ze:le+_e;if(C||!U&&le<=0){const An=h;h+=Xe,A.timelineStart=qt;const pn=o;o+=Ze,n.push({event:A,start:qt,end:xn,playout:{start:pn,end:o},integrated:{start:An,end:h}})}else if(le<=s){if(!Vt){const on=le-p;if(on>_n){const zn=p,gi=h;h+=on;const Ni=o;o+=on;const ji={previousEvent:e[y-1]||null,nextEvent:A,start:zn,end:zn+on,playout:{start:Ni,end:o},integrated:{start:gi,end:h}};n.push(ji)}else on>0&&Z&&(Z.cumulativeDuration+=on,n[n.length-1].end=le)}U&&(xn=qt),A.timelineStart=qt;const An=h;h+=Xe;const pn=o;o+=Ze,n.push({event:A,start:qt,end:xn,playout:{start:pn,end:o},integrated:{start:An,end:h}})}else return;const tn=A.resumeTime;U||tn>s?p=s:p=tn}),p{const h=u.cue.pre,A=u.cue.post,y=h?0:A?i:u.startTime;this.updateAssetDurations(u),o===y?u.cumulativeDuration=s:(s=0,o=y),!A&&u.snapOptions.in&&(u.resumeAnchor=Un(null,n.fragments,u.startOffset+u.resumptionOffset,0,0)||void 0),u.appendInPlace&&!u.appendInPlaceStarted&&(this.primaryCanResumeInPlaceAt(u,t)||(u.appendInPlace=!1)),!u.appendInPlace&&p+1Ui?(this.log(`"${e.identifier}" resumption ${n} not aligned with estimated timeline end ${i}`),!1):!Object.keys(t).some(o=>{const u=t[o].details,p=u.edge;if(n>=p)return this.log(`"${e.identifier}" resumption ${n} past ${o} playlist end ${p}`),!1;const h=Un(null,u.fragments,n);if(!h)return this.log(`"${e.identifier}" resumption ${n} does not align with any fragments in ${o} playlist (${u.fragStart}-${u.fragmentEnd})`),!0;const A=o==="audio"?.175:0;return Math.abs(h.start-n){const le=C.data,Ze=le==null?void 0:le.ASSETS;if(!Array.isArray(Ze)){const Xe=this.assignAssetListError(e,w.ASSET_LIST_PARSING_ERROR,new Error("Invalid interstitial asset list"),Z.url,U,ce);this.hls.trigger(v.ERROR,Xe);return}e.assetListResponse=le,this.hls.trigger(v.ASSET_LIST_LOADED,{event:e,assetListResponse:le,networkDetails:ce})},onError:(C,U,Z,ce)=>{const le=this.assignAssetListError(e,w.ASSET_LIST_LOAD_ERROR,new Error(`Error loading X-ASSET-LIST: HTTP status ${C.code} ${C.text} (${U.url})`),U.url,ce,Z);this.hls.trigger(v.ERROR,le)},onTimeout:(C,U,Z)=>{const ce=this.assignAssetListError(e,w.ASSET_LIST_LOAD_TIMEOUT,new Error(`Timeout loading X-ASSET-LIST (${U.url})`),U.url,C,Z);this.hls.trigger(v.ERROR,ce)}};return u.load(p,A,y),this.hls.trigger(v.ASSET_LIST_LOADING,{event:e}),u}assignAssetListError(e,t,n,i,s,o){return e.error=n,{type:te.NETWORK_ERROR,details:t,fatal:!1,interstitial:e,url:i,error:n,networkDetails:o,stats:s}}}function Ki(l){var e;l==null||(e=l.play())==null||e.catch(()=>{})}function Sr(l,e){return`[${l}] Advancing timeline position to ${e}`}class Is extends We{constructor(e,t){super("interstitials",e.logger),this.HlsPlayerClass=void 0,this.hls=void 0,this.assetListLoader=void 0,this.mediaSelection=null,this.altSelection=null,this.media=null,this.detachedData=null,this.requiredTracks=null,this.manager=null,this.playerQueue=[],this.bufferedPos=-1,this.timelinePos=-1,this.schedule=void 0,this.playingItem=null,this.bufferingItem=null,this.waitingItem=null,this.endedItem=null,this.playingAsset=null,this.endedAsset=null,this.bufferingAsset=null,this.shouldPlay=!1,this.onPlay=()=>{this.shouldPlay=!0},this.onPause=()=>{this.shouldPlay=!1},this.onSeeking=()=>{const n=this.currentTime;if(n===void 0||this.playbackDisabled||!this.schedule)return;const i=n-this.timelinePos;if(Math.abs(i)<1/7056e5)return;const o=i<=-.01;this.timelinePos=n,this.bufferedPos=n;const u=this.playingItem;if(!u){this.checkBuffer();return}if(o&&this.schedule.resetErrorsInRange(n,n-i)&&this.updateSchedule(!0),this.checkBuffer(),o&&n=u.end){var p;const U=this.findItemIndex(u);let Z=this.schedule.findItemIndexAtTime(n);if(Z===-1&&(Z=U+(o?-1:1),this.log(`seeked ${o?"back ":""}to position not covered by schedule ${n} (resolving from ${U} to ${Z})`)),!this.isInterstitial(u)&&(p=this.media)!=null&&p.paused&&(this.shouldPlay=!1),!o&&Z>U){const ce=this.schedule.findJumpRestrictedIndex(U+1,Z);if(ce>U){this.setSchedulePosition(ce);return}}this.setSchedulePosition(Z);return}const h=this.playingAsset;if(!h){if(this.playingLastItem&&this.isInterstitial(u)){const U=u.event.assetList[0];U&&(this.endedItem=this.playingItem,this.playingItem=null,this.setScheduleToAssetAtTime(n,U))}return}const A=h.timelineStart,y=h.duration||0;if(o&&n=A+y){var C;(C=u.event)!=null&&C.appendInPlace&&(this.clearAssetPlayers(u.event,u),this.flushFrontBuffer(n)),this.setScheduleToAssetAtTime(n,h)}},this.onTimeupdate=()=>{const n=this.currentTime;if(n===void 0||this.playbackDisabled)return;if(n>this.timelinePos)this.timelinePos=n,n>this.bufferedPos&&this.checkBuffer();else return;const i=this.playingItem;if(!i||this.playingLastItem)return;if(n>=i.end){this.timelinePos=i.end;const u=this.findItemIndex(i);this.setSchedulePosition(u+1)}const s=this.playingAsset;if(!s)return;const o=s.timelineStart+(s.duration||0);n>=o&&this.setScheduleToAssetAtTime(n,s)},this.onScheduleUpdate=(n,i)=>{const s=this.schedule;if(!s)return;const o=this.playingItem,u=s.events||[],p=s.items||[],h=s.durations,A=n.map(ce=>ce.identifier),y=!!(u.length||A.length);(y||i)&&this.log(`INTERSTITIALS_UPDATED (${u.length}): ${u} +Schedule: ${p.map(ce=>Hi(ce))} pos: ${this.timelinePos}`),A.length&&this.log(`Removed events ${A}`);let C=null,U=null;o&&(C=this.updateItem(o,this.timelinePos),this.itemsMatch(o,C)?this.playingItem=C:this.waitingItem=this.endedItem=null),this.waitingItem=this.updateItem(this.waitingItem),this.endedItem=this.updateItem(this.endedItem);const Z=this.bufferingItem;if(Z&&(U=this.updateItem(Z,this.bufferedPos),this.itemsMatch(Z,U)?this.bufferingItem=U:Z.event&&(this.bufferingItem=this.playingItem,this.clearInterstitial(Z.event,null))),n.forEach(ce=>{ce.assetList.forEach(le=>{this.clearAssetPlayer(le.identifier,null)})}),this.playerQueue.forEach(ce=>{if(ce.interstitial.appendInPlace){const le=ce.assetItem.timelineStart,Ze=ce.timelineOffset-le;if(Ze)try{ce.timelineOffset=le}catch(Xe){Math.abs(Ze)>Ui&&this.warn(`${Xe} ("${ce.assetId}" ${ce.timelineOffset}->${le})`)}}}),y||i){if(this.hls.trigger(v.INTERSTITIALS_UPDATED,{events:u.slice(0),schedule:p.slice(0),durations:h,removedIds:A}),this.isInterstitial(o)&&A.includes(o.event.identifier)){this.warn(`Interstitial "${o.event.identifier}" removed while playing`),this.primaryFallback(o.event);return}o&&this.trimInPlace(C,o),Z&&U!==C&&this.trimInPlace(U,Z),this.checkBuffer()}},this.hls=e,this.HlsPlayerClass=t,this.assetListLoader=new xi(e),this.schedule=new Pi(this.onScheduleUpdate,e.logger),this.registerListeners()}registerListeners(){const e=this.hls;e&&(e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.on(v.AUDIO_TRACK_UPDATED,this.onAudioTrackUpdated,this),e.on(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.on(v.SUBTITLE_TRACK_UPDATED,this.onSubtitleTrackUpdated,this),e.on(v.EVENT_CUE_ENTER,this.onInterstitialCueEnter,this),e.on(v.ASSET_LIST_LOADED,this.onAssetListLoaded,this),e.on(v.BUFFER_APPENDED,this.onBufferAppended,this),e.on(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.on(v.BUFFERED_TO_END,this.onBufferedToEnd,this),e.on(v.MEDIA_ENDED,this.onMediaEnded,this),e.on(v.ERROR,this.onError,this),e.on(v.DESTROYING,this.onDestroying,this))}unregisterListeners(){const e=this.hls;e&&(e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.off(v.AUDIO_TRACK_UPDATED,this.onAudioTrackUpdated,this),e.off(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.off(v.SUBTITLE_TRACK_UPDATED,this.onSubtitleTrackUpdated,this),e.off(v.EVENT_CUE_ENTER,this.onInterstitialCueEnter,this),e.off(v.ASSET_LIST_LOADED,this.onAssetListLoaded,this),e.off(v.BUFFER_CODECS,this.onBufferCodecs,this),e.off(v.BUFFER_APPENDED,this.onBufferAppended,this),e.off(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.off(v.BUFFERED_TO_END,this.onBufferedToEnd,this),e.off(v.MEDIA_ENDED,this.onMediaEnded,this),e.off(v.ERROR,this.onError,this),e.off(v.DESTROYING,this.onDestroying,this))}startLoad(){this.resumeBuffering()}stopLoad(){this.pauseBuffering()}resumeBuffering(){var e;(e=this.getBufferingPlayer())==null||e.resumeBuffering()}pauseBuffering(){var e;(e=this.getBufferingPlayer())==null||e.pauseBuffering()}destroy(){this.unregisterListeners(),this.stopLoad(),this.assetListLoader&&this.assetListLoader.destroy(),this.emptyPlayerQueue(),this.clearScheduleState(),this.schedule&&this.schedule.destroy(),this.media=this.detachedData=this.mediaSelection=this.requiredTracks=this.altSelection=this.schedule=this.manager=null,this.hls=this.HlsPlayerClass=this.log=null,this.assetListLoader=null,this.onPlay=this.onPause=this.onSeeking=this.onTimeupdate=null,this.onScheduleUpdate=null}onDestroying(){const e=this.primaryMedia||this.media;e&&this.removeMediaListeners(e)}removeMediaListeners(e){Us(e,"play",this.onPlay),Us(e,"pause",this.onPause),Us(e,"seeking",this.onSeeking),Us(e,"timeupdate",this.onTimeupdate)}onMediaAttaching(e,t){const n=this.media=t.media;Ms(n,"seeking",this.onSeeking),Ms(n,"timeupdate",this.onTimeupdate),Ms(n,"play",this.onPlay),Ms(n,"pause",this.onPause)}onMediaAttached(e,t){const n=this.effectivePlayingItem,i=this.detachedData;if(this.detachedData=null,n===null)this.checkStart();else if(!i){this.clearScheduleState();const s=this.findItemIndex(n);this.setSchedulePosition(s)}}clearScheduleState(){this.log("clear schedule state"),this.playingItem=this.bufferingItem=this.waitingItem=this.endedItem=this.playingAsset=this.endedAsset=this.bufferingAsset=null}onMediaDetaching(e,t){const n=!!t.transferMedia,i=this.media;if(this.media=null,!n&&(i&&this.removeMediaListeners(i),this.detachedData)){const s=this.getBufferingPlayer();s&&(this.log(`Removing schedule state for detachedData and ${s}`),this.playingAsset=this.endedAsset=this.bufferingAsset=this.bufferingItem=this.waitingItem=this.detachedData=null,s.detachMedia()),this.shouldPlay=!1}}get interstitialsManager(){if(!this.hls)return null;if(this.manager)return this.manager;const e=this,t=()=>e.bufferingItem||e.waitingItem,n=y=>y&&e.getAssetPlayer(y.identifier),i=(y,C,U,Z,ce)=>{if(y){let le=y[C].start;const Ze=y.event;if(Ze){if(C==="playout"||Ze.timelineOccupancy!==wr.Point){const Xe=n(U);(Xe==null?void 0:Xe.interstitial)===Ze&&(le+=Xe.assetItem.startOffset+Xe[ce])}}else{const Xe=Z==="bufferedPos"?o():e[Z];le+=Xe-y.start}return le}return 0},s=(y,C)=>{var U;if(y!==0&&C!=="primary"&&(U=e.schedule)!=null&&U.length){var Z;const ce=e.schedule.findItemIndexAtTime(y),le=(Z=e.schedule.items)==null?void 0:Z[ce];if(le){const Ze=le[C].start-le.start;return y+Ze}}return y},o=()=>{const y=e.bufferedPos;return y===Number.MAX_VALUE?u("primary"):Math.max(y,0)},u=y=>{var C,U;return(C=e.primaryDetails)!=null&&C.live?e.primaryDetails.edge:((U=e.schedule)==null?void 0:U.durations[y])||0},p=(y,C)=>{var U,Z;const ce=e.effectivePlayingItem;if(ce!=null&&(U=ce.event)!=null&&U.restrictions.skip||!e.schedule)return;e.log(`seek to ${y} "${C}"`);const le=e.effectivePlayingItem,Ze=e.schedule.findItemIndexAtTime(y,C),Xe=(Z=e.schedule.items)==null?void 0:Z[Ze],_e=e.getBufferingPlayer(),Vt=_e==null?void 0:_e.interstitial,qt=Vt==null?void 0:Vt.appendInPlace,xn=le&&e.itemsMatch(le,Xe);if(le&&(qt||xn)){const tn=n(e.playingAsset),An=(tn==null?void 0:tn.media)||e.primaryMedia;if(An){const pn=C==="primary"?An.currentTime:i(le,C,e.playingAsset,"timelinePos","currentTime"),on=y-pn,zn=(qt?pn:An.currentTime)+on;if(zn>=0&&(!tn||qt||zn<=tn.duration)){An.currentTime=zn;return}}}if(Xe){let tn=y;if(C!=="primary"){const pn=Xe[C].start,on=y-pn;tn=Xe.start+on}const An=!e.isInterstitial(Xe);if((!e.isInterstitial(le)||le.event.appendInPlace)&&(An||Xe.event.appendInPlace)){const pn=e.media||(qt?_e==null?void 0:_e.media:null);pn&&(pn.currentTime=tn)}else if(le){const pn=e.findItemIndex(le);if(Ze>pn){const zn=e.schedule.findJumpRestrictedIndex(pn+1,Ze);if(zn>pn){e.setSchedulePosition(zn);return}}let on=0;if(An)e.timelinePos=tn,e.checkBuffer();else{const zn=Xe.event.assetList,gi=y-(Xe[C]||Xe).start;for(let Ni=zn.length;Ni--;){const ji=zn[Ni];if(ji.duration&&gi>=ji.startOffset&&gi{const y=e.effectivePlayingItem;if(e.isInterstitial(y))return y;const C=t();return e.isInterstitial(C)?C:null},A={get bufferedEnd(){const y=t(),C=e.bufferingItem;if(C&&C===y){var U;return i(C,"playout",e.bufferingAsset,"bufferedPos","bufferedEnd")-C.playout.start||((U=e.bufferingAsset)==null?void 0:U.startOffset)||0}return 0},get currentTime(){const y=h(),C=e.effectivePlayingItem;return C&&C===y?i(C,"playout",e.effectivePlayingAsset,"timelinePos","currentTime")-C.playout.start:0},set currentTime(y){const C=h(),U=e.effectivePlayingItem;U&&U===C&&p(y+U.playout.start,"playout")},get duration(){const y=h();return y?y.playout.end-y.playout.start:0},get assetPlayers(){var y;const C=(y=h())==null?void 0:y.event.assetList;return C?C.map(U=>e.getAssetPlayer(U.identifier)):[]},get playingIndex(){var y;const C=(y=h())==null?void 0:y.event;return C&&e.effectivePlayingAsset?C.findAssetIndex(e.effectivePlayingAsset):-1},get scheduleItem(){return h()}};return this.manager={get events(){var y;return((y=e.schedule)==null||(y=y.events)==null?void 0:y.slice(0))||[]},get schedule(){var y;return((y=e.schedule)==null||(y=y.items)==null?void 0:y.slice(0))||[]},get interstitialPlayer(){return h()?A:null},get playerQueue(){return e.playerQueue.slice(0)},get bufferingAsset(){return e.bufferingAsset},get bufferingItem(){return t()},get bufferingIndex(){const y=t();return e.findItemIndex(y)},get playingAsset(){return e.effectivePlayingAsset},get playingItem(){return e.effectivePlayingItem},get playingIndex(){const y=e.effectivePlayingItem;return e.findItemIndex(y)},primary:{get bufferedEnd(){return o()},get currentTime(){const y=e.timelinePos;return y>0?y:0},set currentTime(y){p(y,"primary")},get duration(){return u("primary")},get seekableStart(){var y;return((y=e.primaryDetails)==null?void 0:y.fragmentStart)||0}},integrated:{get bufferedEnd(){return i(t(),"integrated",e.bufferingAsset,"bufferedPos","bufferedEnd")},get currentTime(){return i(e.effectivePlayingItem,"integrated",e.effectivePlayingAsset,"timelinePos","currentTime")},set currentTime(y){p(y,"integrated")},get duration(){return u("integrated")},get seekableStart(){var y;return s(((y=e.primaryDetails)==null?void 0:y.fragmentStart)||0,"integrated")}},skip:()=>{const y=e.effectivePlayingItem,C=y==null?void 0:y.event;if(C&&!C.restrictions.skip){const U=e.findItemIndex(y);if(C.appendInPlace){const Z=y.playout.start+y.event.duration;p(Z+.001,"playout")}else e.advanceAfterAssetEnded(C,U,1/0)}}}}get effectivePlayingItem(){return this.waitingItem||this.playingItem||this.endedItem}get effectivePlayingAsset(){return this.playingAsset||this.endedAsset}get playingLastItem(){var e;const t=this.playingItem,n=(e=this.schedule)==null?void 0:e.items;return!this.playbackStarted||!t||!n?!1:this.findItemIndex(t)===n.length-1}get playbackStarted(){return this.effectivePlayingItem!==null}get currentTime(){var e,t;if(this.mediaSelection===null)return;const n=this.waitingItem||this.playingItem;if(this.isInterstitial(n)&&!n.event.appendInPlace)return;let i=this.media;!i&&(e=this.bufferingItem)!=null&&(e=e.event)!=null&&e.appendInPlace&&(i=this.primaryMedia);const s=(t=i)==null?void 0:t.currentTime;if(!(s===void 0||!r(s)))return s}get primaryMedia(){var e;return this.media||((e=this.detachedData)==null?void 0:e.media)||null}isInterstitial(e){return!!(e!=null&&e.event)}retreiveMediaSource(e,t){const n=this.getAssetPlayer(e);n&&this.transferMediaFromPlayer(n,t)}transferMediaFromPlayer(e,t){const n=e.interstitial.appendInPlace,i=e.media;if(n&&i===this.primaryMedia){if(this.bufferingAsset=null,(!t||this.isInterstitial(t)&&!t.event.appendInPlace)&&t&&i){this.detachedData={media:i};return}const s=e.transferMedia();this.log(`transfer MediaSource from ${e} ${Ye(s)}`),this.detachedData=s}else t&&i&&(this.shouldPlay||(this.shouldPlay=!i.paused))}transferMediaTo(e,t){var n,i;if(e.media===t)return;let s=null;const o=this.hls,u=e!==o,p=u&&e.interstitial.appendInPlace,h=(n=this.detachedData)==null?void 0:n.mediaSource;let A;if(o.media)p&&(s=o.transferMedia(),this.detachedData=s),A="Primary";else if(h){const Z=this.getBufferingPlayer();Z?(s=Z.transferMedia(),A=`${Z}`):A="detached MediaSource"}else A="detached media";if(!s){if(h)s=this.detachedData,this.log(`using detachedData: MediaSource ${Ye(s)}`);else if(!this.detachedData||o.media===t){const Z=this.playerQueue;Z.length>1&&Z.forEach(ce=>{if(u&&ce.interstitial.appendInPlace!==p){const le=ce.interstitial;this.clearInterstitial(ce.interstitial,null),le.appendInPlace=!1,le.appendInPlace&&this.warn(`Could not change append strategy for queued assets ${le}`)}}),this.hls.detachMedia(),this.detachedData={media:t}}}const y=s&&"mediaSource"in s&&((i=s.mediaSource)==null?void 0:i.readyState)!=="closed",C=y&&s?s:t;this.log(`${y?"transfering MediaSource":"attaching media"} to ${u?e:"Primary"} from ${A} (media.currentTime: ${t.currentTime})`);const U=this.schedule;if(C===s&&U){const Z=u&&e.assetId===U.assetIdAtEnd;C.overrides={duration:U.duration,endOfStream:!u||Z,cueRemoval:!u}}e.attachMedia(C)}onInterstitialCueEnter(){this.onTimeupdate()}checkStart(){const e=this.schedule,t=e==null?void 0:e.events;if(!t||this.playbackDisabled||!this.media)return;this.bufferedPos===-1&&(this.bufferedPos=0);const n=this.timelinePos,i=this.effectivePlayingItem;if(n===-1){const s=this.hls.startPosition;if(this.log(Sr("checkStart",s)),this.timelinePos=s,t.length&&t[0].cue.pre){const o=e.findEventIndex(t[0].identifier);this.setSchedulePosition(o)}else if(s>=0||!this.primaryLive){const o=this.timelinePos=s>0?s:0,u=e.findItemIndexAtTime(o);this.setSchedulePosition(u)}}else if(i&&!this.playingItem){const s=e.findItemIndex(i);this.setSchedulePosition(s)}}advanceAssetBuffering(e,t){const n=e.event,i=n.findAssetIndex(t),s=Bs(n,i);if(!n.isAssetPastPlayoutLimit(s))this.bufferedToEvent(e,s);else if(this.schedule){var o;const u=(o=this.schedule.items)==null?void 0:o[this.findItemIndex(e)+1];u&&this.bufferedToItem(u)}}advanceAfterAssetEnded(e,t,n){const i=Bs(e,n);if(e.isAssetPastPlayoutLimit(i)){if(this.schedule){const s=this.schedule.items;if(s){const o=t+1,u=s.length;if(o>=u){this.setSchedulePosition(-1);return}const p=e.resumeTime;this.timelinePos=0?i[e]:null;this.log(`setSchedulePosition ${e}, ${t} (${s&&Hi(s)}) pos: ${this.timelinePos}`);const o=this.waitingItem||this.playingItem,u=this.playingLastItem;if(this.isInterstitial(o)){const A=o.event,y=this.playingAsset,C=y==null?void 0:y.identifier,U=C?this.getAssetPlayer(C):null;if(U&&C&&(!this.eventItemsMatch(o,s)||t!==void 0&&C!==A.assetList[t].identifier)){var p;const Z=A.findAssetIndex(y);if(this.log(`INTERSTITIAL_ASSET_ENDED ${Z+1}/${A.assetList.length} ${_s(y)}`),this.endedAsset=y,this.playingAsset=null,this.hls.trigger(v.INTERSTITIAL_ASSET_ENDED,{asset:y,assetListIndex:Z,event:A,schedule:i.slice(0),scheduleIndex:e,player:U}),o!==this.playingItem){this.itemsMatch(o,this.playingItem)&&!this.playingAsset&&this.advanceAfterAssetEnded(A,this.findItemIndex(this.playingItem),Z);return}this.retreiveMediaSource(C,s),U.media&&!((p=this.detachedData)!=null&&p.mediaSource)&&U.detachMedia()}if(!this.eventItemsMatch(o,s)&&(this.endedItem=o,this.playingItem=null,this.log(`INTERSTITIAL_ENDED ${A} ${Hi(o)}`),A.hasPlayed=!0,this.hls.trigger(v.INTERSTITIAL_ENDED,{event:A,schedule:i.slice(0),scheduleIndex:e}),A.cue.once)){var h;this.updateSchedule();const Z=(h=this.schedule)==null?void 0:h.items;if(s&&Z){const ce=this.findItemIndex(s);this.advanceSchedule(ce,Z,t,o,u)}return}}this.advanceSchedule(e,i,t,o,u)}advanceSchedule(e,t,n,i,s){const o=this.schedule;if(!o)return;const u=t[e]||null,p=this.primaryMedia,h=this.playerQueue;if(h.length&&h.forEach(A=>{const y=A.interstitial,C=o.findEventIndex(y.identifier);(Ce+1)&&this.clearInterstitial(y,u)}),this.isInterstitial(u)){this.timelinePos=Math.min(Math.max(this.timelinePos,u.start),u.end);const A=u.event;if(n===void 0){n=o.findAssetIndex(A,this.timelinePos);const Z=Bs(A,n-1);if(A.isAssetPastPlayoutLimit(Z)||A.appendInPlace&&this.timelinePos===u.end){this.advanceAfterAssetEnded(A,e,n);return}n=Z}const y=this.waitingItem;this.assetsBuffered(u,p)||this.setBufferingItem(u);let C=this.preloadAssets(A,n);if(this.eventItemsMatch(u,y||i)||(this.waitingItem=u,this.log(`INTERSTITIAL_STARTED ${Hi(u)} ${A.appendInPlace?"append in place":""}`),this.hls.trigger(v.INTERSTITIAL_STARTED,{event:A,schedule:t.slice(0),scheduleIndex:e})),!A.assetListLoaded){this.log(`Waiting for ASSET-LIST to complete loading ${A}`);return}if(A.assetListLoader&&(A.assetListLoader.destroy(),A.assetListLoader=void 0),!p){this.log(`Waiting for attachMedia to start Interstitial ${A}`);return}this.waitingItem=this.endedItem=null,this.playingItem=u;const U=A.assetList[n];if(!U){this.advanceAfterAssetEnded(A,e,n||0);return}if(C||(C=this.getAssetPlayer(U.identifier)),C===null||C.destroyed){const Z=A.assetList.length;this.warn(`asset ${n+1}/${Z} player destroyed ${A}`),C=this.createAssetPlayer(A,U,n),C.loadSource()}if(!this.eventItemsMatch(u,this.bufferingItem)&&A.appendInPlace&&this.isAssetBuffered(U))return;this.startAssetPlayer(C,n,t,e,p),this.shouldPlay&&Ki(C.media)}else u?(this.resumePrimary(u,e,i),this.shouldPlay&&Ki(this.hls.media)):s&&this.isInterstitial(i)&&(this.endedItem=null,this.playingItem=i,i.event.appendInPlace||this.attachPrimary(o.durations.primary,null))}get playbackDisabled(){return this.hls.config.enableInterstitialPlayback===!1}get primaryDetails(){var e;return(e=this.mediaSelection)==null?void 0:e.main.details}get primaryLive(){var e;return!!((e=this.primaryDetails)!=null&&e.live)}resumePrimary(e,t,n){var i,s;if(this.playingItem=e,this.playingAsset=this.endedAsset=null,this.waitingItem=this.endedItem=null,this.bufferedToItem(e),this.log(`resuming ${Hi(e)}`),!((i=this.detachedData)!=null&&i.mediaSource)){let u=this.timelinePos;(u=e.end)&&(u=this.getPrimaryResumption(e,t),this.log(Sr("resumePrimary",u)),this.timelinePos=u),this.attachPrimary(u,e)}if(!n)return;const o=(s=this.schedule)==null?void 0:s.items;o&&(this.log(`INTERSTITIALS_PRIMARY_RESUMED ${Hi(e)}`),this.hls.trigger(v.INTERSTITIALS_PRIMARY_RESUMED,{schedule:o.slice(0),scheduleIndex:t}),this.checkBuffer())}getPrimaryResumption(e,t){const n=e.start;if(this.primaryLive){const i=this.primaryDetails;if(t===0)return this.hls.startPosition;if(i&&(ni.edge))return this.hls.liveSyncPosition||-1}return n}isAssetBuffered(e){const t=this.getAssetPlayer(e.identifier);return t!=null&&t.hls?t.hls.bufferedToEnd:Wn.bufferInfo(this.primaryMedia,this.timelinePos,0).end+1>=e.timelineStart+(e.duration||0)}attachPrimary(e,t,n){t?this.setBufferingItem(t):this.bufferingItem=this.playingItem,this.bufferingAsset=null;const i=this.primaryMedia;if(!i)return;const s=this.hls;s.media?this.checkBuffer():(this.transferMediaTo(s,i),n&&this.startLoadingPrimaryAt(e,n)),n||(this.log(Sr("attachPrimary",e)),this.timelinePos=e,this.startLoadingPrimaryAt(e,n))}startLoadingPrimaryAt(e,t){var n;const i=this.hls;!i.loadingEnabled||!i.media||Math.abs((((n=i.mainForwardBufferInfo)==null?void 0:n.start)||i.media.currentTime)-e)>.5?i.startLoad(e,t):i.bufferingEnabled||i.resumeBuffering()}onManifestLoading(){var e;this.stopLoad(),(e=this.schedule)==null||e.reset(),this.emptyPlayerQueue(),this.clearScheduleState(),this.shouldPlay=!1,this.bufferedPos=this.timelinePos=-1,this.mediaSelection=this.altSelection=this.manager=this.requiredTracks=null,this.hls.off(v.BUFFER_CODECS,this.onBufferCodecs,this),this.hls.on(v.BUFFER_CODECS,this.onBufferCodecs,this)}onLevelUpdated(e,t){if(t.level===-1||!this.schedule)return;const n=this.hls.levels[t.level];if(!n.details)return;const i=ue(ue({},this.mediaSelection||this.altSelection),{},{main:n});this.mediaSelection=i,this.schedule.parseInterstitialDateRanges(i,this.hls.config.interstitialAppendInPlace),!this.effectivePlayingItem&&this.schedule.items&&this.checkStart()}onAudioTrackUpdated(e,t){const n=this.hls.audioTracks[t.id],i=this.mediaSelection;if(!i){this.altSelection=ue(ue({},this.altSelection),{},{audio:n});return}const s=ue(ue({},i),{},{audio:n});this.mediaSelection=s}onSubtitleTrackUpdated(e,t){const n=this.hls.subtitleTracks[t.id],i=this.mediaSelection;if(!i){this.altSelection=ue(ue({},this.altSelection),{},{subtitles:n});return}const s=ue(ue({},i),{},{subtitles:n});this.mediaSelection=s}onAudioTrackSwitching(e,t){const n=Gt(t);this.playerQueue.forEach(({hls:i})=>i&&(i.setAudioOption(t)||i.setAudioOption(n)))}onSubtitleTrackSwitch(e,t){const n=Gt(t);this.playerQueue.forEach(({hls:i})=>i&&(i.setSubtitleOption(t)||t.id!==-1&&i.setSubtitleOption(n)))}onBufferCodecs(e,t){const n=t.tracks;n&&(this.requiredTracks=n)}onBufferAppended(e,t){this.checkBuffer()}onBufferFlushed(e,t){const n=this.playingItem;if(n&&!this.itemsMatch(n,this.bufferingItem)&&!this.isInterstitial(n)){const i=this.timelinePos;this.bufferedPos=i,this.checkBuffer()}}onBufferedToEnd(e){if(!this.schedule)return;const t=this.schedule.events;if(this.bufferedPos.25){e.event.assetList.forEach((s,o)=>{e.event.isAssetPastPlayoutLimit(o)&&this.clearAssetPlayer(s.identifier,null)});const n=e.end+.25,i=Wn.bufferInfo(this.primaryMedia,n,0);(i.end>n||(i.nextStart||0)>n)&&(this.log(`trim buffered interstitial ${Hi(e)} (was ${Hi(t)})`),this.attachPrimary(n,null,!0),this.flushFrontBuffer(n))}}itemsMatch(e,t){return!!t&&(e===t||e.event&&t.event&&this.eventItemsMatch(e,t)||!e.event&&!t.event&&this.findItemIndex(e)===this.findItemIndex(t))}eventItemsMatch(e,t){var n;return!!t&&(e===t||e.event.identifier===((n=t.event)==null?void 0:n.identifier))}findItemIndex(e,t){return e&&this.schedule?this.schedule.findItemIndex(e,t):-1}updateSchedule(e=!1){var t;const n=this.mediaSelection;n&&((t=this.schedule)==null||t.updateSchedule(n,[],e))}checkBuffer(e){var t;const n=(t=this.schedule)==null?void 0:t.items;if(!n)return;const i=Wn.bufferInfo(this.primaryMedia,this.timelinePos,0);e&&(this.bufferedPos=this.timelinePos),e||(e=i.len<1),this.updateBufferedPos(i.end,n,e)}updateBufferedPos(e,t,n){const i=this.schedule,s=this.bufferingItem;if(this.bufferedPos>e||!i)return;if(t.length===1&&this.itemsMatch(t[0],s)){this.bufferedPos=e;return}const o=this.playingItem,u=this.findItemIndex(o);let p=i.findItemIndexAtTime(e);if(this.bufferedPos=s.end||(h=C.event)!=null&&h.appendInPlace&&e+.01>=C.start)&&(p=y),this.isInterstitial(s)){const U=s.event;if(y-u>1&&U.appendInPlace===!1||U.assetList.length===0&&U.assetListLoader)return}if(this.bufferedPos=e,p>A&&p>u)this.bufferedToItem(C);else{const U=this.primaryDetails;this.primaryLive&&U&&e>U.edge-U.targetduration&&C.start{const s=this.getAssetPlayer(i.identifier);return!(s!=null&&s.bufferedInPlaceToEnd(t))})}setBufferingItem(e){const t=this.bufferingItem,n=this.schedule;if(!this.itemsMatch(e,t)&&n){const{items:i,events:s}=n;if(!i||!s)return t;const o=this.isInterstitial(e),u=this.getBufferingPlayer();this.bufferingItem=e,this.bufferedPos=Math.max(e.start,Math.min(e.end,this.timelinePos));const p=u?u.remaining:t?t.end-this.timelinePos:0;if(this.log(`INTERSTITIALS_BUFFERED_TO_BOUNDARY ${Hi(e)}`+(t?` (${p.toFixed(2)} remaining)`:"")),!this.playbackDisabled)if(o){const h=n.findAssetIndex(e.event,this.bufferedPos);e.event.assetList.forEach((A,y)=>{const C=this.getAssetPlayer(A.identifier);C&&(y===h&&C.loadSource(),C.resumeBuffering())})}else this.hls.resumeBuffering(),this.playerQueue.forEach(h=>h.pauseBuffering());this.hls.trigger(v.INTERSTITIALS_BUFFERED_TO_BOUNDARY,{events:s.slice(0),schedule:i.slice(0),bufferingIndex:this.findItemIndex(e),playingIndex:this.findItemIndex(this.playingItem)})}else this.bufferingItem!==e&&(this.bufferingItem=e);return t}bufferedToItem(e,t=0){const n=this.setBufferingItem(e);if(!this.playbackDisabled){if(this.isInterstitial(e))this.bufferedToEvent(e,t);else if(n!==null){this.bufferingAsset=null;const i=this.detachedData;i?i.mediaSource?this.attachPrimary(e.start,e,!0):this.preloadPrimary(e):this.preloadPrimary(e)}}}preloadPrimary(e){const t=this.findItemIndex(e),n=this.getPrimaryResumption(e,t);this.startLoadingPrimaryAt(n)}bufferedToEvent(e,t){const n=e.event,i=n.assetList.length===0&&!n.assetListLoader,s=n.cue.once;if(i||!s){const o=this.preloadAssets(n,t);if(o!=null&&o.interstitial.appendInPlace){const u=this.primaryMedia;u&&this.bufferAssetPlayer(o,u)}}}preloadAssets(e,t){const n=e.assetUrl,i=e.assetList.length,s=i===0&&!e.assetListLoader,o=e.cue.once;if(s){const p=e.timelineStart;if(e.appendInPlace){var u;const C=this.playingItem;!this.isInterstitial(C)&&(C==null||(u=C.nextEvent)==null?void 0:u.identifier)===e.identifier&&this.flushFrontBuffer(p+.25)}let h,A=0;if(!this.playingItem&&this.primaryLive&&(A=this.hls.startPosition,A===-1&&(A=this.hls.liveSyncPosition||0)),A&&!(e.cue.pre||e.cue.post)){const C=A-p;C>0&&(h=Math.round(C*1e3)/1e3)}if(this.log(`Load interstitial asset ${t+1}/${n?1:i} ${e}${h?` live-start: ${A} start-offset: ${h}`:""}`),n)return this.createAsset(e,0,0,p,e.duration,n);const y=this.assetListLoader.loadAssetList(e,h);y&&(e.assetListLoader=y)}else if(!o&&i){for(let h=t;h{this.hls.trigger(v.BUFFER_FLUSHING,{startOffset:e,endOffset:1/0,type:i})})}getAssetPlayerQueueIndex(e){const t=this.playerQueue;for(let n=0;n1){const qt=t.duration;qt&&Vt{if(Vt.live){var qt;const An=new Error(`Interstitials MUST be VOD assets ${e}`),pn={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:An},on=((qt=this.schedule)==null?void 0:qt.findEventIndex(e.identifier))||-1;this.handleAssetItemError(pn,e,on,n,An.message);return}const xn=Vt.edge-Vt.fragmentStart,tn=t.duration;(ce||tn===null||xn>tn)&&(ce=!1,this.log(`Interstitial asset "${y}" duration change ${tn} > ${xn}`),t.duration=xn,this.updateSchedule())};Z.on(v.LEVEL_UPDATED,(Vt,{details:qt})=>le(qt)),Z.on(v.LEVEL_PTS_UPDATED,(Vt,{details:qt})=>le(qt)),Z.on(v.EVENT_CUE_ENTER,()=>this.onInterstitialCueEnter());const Ze=(Vt,qt)=>{const xn=this.getAssetPlayer(y);if(xn&&qt.tracks){xn.off(v.BUFFER_CODECS,Ze),xn.tracks=qt.tracks;const tn=this.primaryMedia;this.bufferingAsset===xn.assetItem&&tn&&!xn.media&&this.bufferAssetPlayer(xn,tn)}};Z.on(v.BUFFER_CODECS,Ze);const Xe=()=>{var Vt;const qt=this.getAssetPlayer(y);if(this.log(`buffered to end of asset ${qt}`),!qt||!this.schedule)return;const xn=this.schedule.findEventIndex(e.identifier),tn=(Vt=this.schedule.items)==null?void 0:Vt[xn];this.isInterstitial(tn)&&this.advanceAssetBuffering(tn,t)};Z.on(v.BUFFERED_TO_END,Xe);const _e=Vt=>()=>{if(!this.getAssetPlayer(y)||!this.schedule)return;this.shouldPlay=!0;const xn=this.schedule.findEventIndex(e.identifier);this.advanceAfterAssetEnded(e,xn,Vt)};return Z.once(v.MEDIA_ENDED,_e(n)),Z.once(v.PLAYOUT_LIMIT_REACHED,_e(1/0)),Z.on(v.ERROR,(Vt,qt)=>{if(!this.schedule)return;const xn=this.getAssetPlayer(y);if(qt.details===w.BUFFER_STALLED_ERROR){if(xn!=null&&xn.appendInPlace){this.handleInPlaceStall(e);return}this.onTimeupdate(),this.checkBuffer(!0);return}this.handleAssetItemError(qt,e,this.schedule.findEventIndex(e.identifier),n,`Asset player error ${qt.error} ${e}`)}),Z.on(v.DESTROYING,()=>{if(!this.getAssetPlayer(y)||!this.schedule)return;const qt=new Error(`Asset player destroyed unexpectedly ${y}`),xn={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:qt};this.handleAssetItemError(xn,e,this.schedule.findEventIndex(e.identifier),n,qt.message)}),this.log(`INTERSTITIAL_ASSET_PLAYER_CREATED ${_s(t)}`),this.hls.trigger(v.INTERSTITIAL_ASSET_PLAYER_CREATED,{asset:t,assetListIndex:n,event:e,player:Z}),Z}clearInterstitial(e,t){this.clearAssetPlayers(e,t),e.reset()}clearAssetPlayers(e,t){e.assetList.forEach(n=>{this.clearAssetPlayer(n.identifier,t)})}resetAssetPlayer(e){const t=this.getAssetPlayerQueueIndex(e);if(t!==-1){this.log(`reset asset player "${e}" after error`);const n=this.playerQueue[t];this.transferMediaFromPlayer(n,null),n.resetDetails()}}clearAssetPlayer(e,t){const n=this.getAssetPlayerQueueIndex(e);if(n!==-1){const i=this.playerQueue[n];this.log(`clear ${i} toSegment: ${t&&Hi(t)}`),this.transferMediaFromPlayer(i,t),this.playerQueue.splice(n,1),i.destroy()}}emptyPlayerQueue(){let e;for(;e=this.playerQueue.pop();)e.destroy();this.playerQueue=[]}startAssetPlayer(e,t,n,i,s){const{interstitial:o,assetItem:u,assetId:p}=e,h=o.assetList.length,A=this.playingAsset;this.endedAsset=null,this.playingAsset=u,(!A||A.identifier!==p)&&(A&&(this.clearAssetPlayer(A.identifier,n[i]),delete A.error),this.log(`INTERSTITIAL_ASSET_STARTED ${t+1}/${h} ${_s(u)}`),this.hls.trigger(v.INTERSTITIAL_ASSET_STARTED,{asset:u,assetListIndex:t,event:o,schedule:n.slice(0),scheduleIndex:i,player:e})),this.bufferAssetPlayer(e,s)}bufferAssetPlayer(e,t){var n,i;if(!this.schedule)return;const{interstitial:s,assetItem:o}=e,u=this.schedule.findEventIndex(s.identifier),p=(n=this.schedule.items)==null?void 0:n[u];if(!p)return;e.loadSource(),this.setBufferingItem(p),this.bufferingAsset=o;const h=this.getBufferingPlayer();if(h===e)return;const A=s.appendInPlace;if(A&&(h==null?void 0:h.interstitial.appendInPlace)===!1)return;const y=(h==null?void 0:h.tracks)||((i=this.detachedData)==null?void 0:i.tracks)||this.requiredTracks;if(A&&o!==this.playingAsset){if(!e.tracks){this.log(`Waiting for track info before buffering ${e}`);return}if(y&&!Nt(y,e.tracks)){const C=new Error(`Asset ${_s(o)} SourceBuffer tracks ('${Object.keys(e.tracks)}') are not compatible with primary content tracks ('${Object.keys(y)}')`),U={fatal:!0,type:te.OTHER_ERROR,details:w.INTERSTITIAL_ASSET_ITEM_ERROR,error:C},Z=s.findAssetIndex(o);this.handleAssetItemError(U,s,u,Z,C.message);return}}this.transferMediaTo(e,t)}handleInPlaceStall(e){const t=this.schedule,n=this.primaryMedia;if(!t||!n)return;const i=n.currentTime,s=t.findAssetIndex(e,i),o=e.assetList[s];if(o){const u=this.getAssetPlayer(o.identifier);if(u){const p=u.currentTime||i-o.timelineStart,h=u.duration-p;if(this.warn(`Stalled at ${p} of ${p+h} in ${u} ${e} (media.currentTime: ${i})`),p&&(h/n.playbackRate<.5||u.bufferedInPlaceToEnd(n))&&u.hls){const A=t.findEventIndex(e.identifier);this.advanceAfterAssetEnded(e,A,s)}}}}advanceInPlace(e){const t=this.primaryMedia;t&&t.currentTime!ce.error))t.error=Z;else for(let ce=i;ce{const Ze=parseFloat(ce.DURATION);this.createAsset(s,le,A,p+A,Ze,ce.URI),A+=Ze}),s.duration=A,this.log(`Loaded asset-list with duration: ${A} (was: ${h}) ${s}`);const y=this.waitingItem,C=(y==null?void 0:y.event.identifier)===o;this.updateSchedule();const U=(i=this.bufferingItem)==null?void 0:i.event;if(C){var Z;const ce=this.schedule.findEventIndex(o),le=(Z=this.schedule.items)==null?void 0:Z[ce];if(le){if(!this.playingItem&&this.timelinePos>le.end&&this.schedule.findItemIndexAtTime(this.timelinePos)!==ce){s.error=new Error(`Interstitial ${u.length?"no longer within playback range":"asset-list is empty"} ${this.timelinePos} ${s}`),this.log(s.error.message),this.updateSchedule(!0),this.primaryFallback(s);return}this.setBufferingItem(le)}this.setSchedulePosition(ce)}else if((U==null?void 0:U.identifier)===o){const ce=s.assetList[0];if(ce){const le=this.getAssetPlayer(ce.identifier);if(U.appendInPlace){const Ze=this.primaryMedia;le&&Ze&&this.bufferAssetPlayer(le,Ze)}else le&&le.loadSource()}}}onError(e,t){if(this.schedule)switch(t.details){case w.ASSET_LIST_PARSING_ERROR:case w.ASSET_LIST_LOAD_ERROR:case w.ASSET_LIST_LOAD_TIMEOUT:{const n=t.interstitial;n&&(this.updateSchedule(!0),this.primaryFallback(n));break}case w.BUFFER_STALLED_ERROR:{const n=this.endedItem||this.waitingItem||this.playingItem;if(this.isInterstitial(n)&&n.event.appendInPlace){this.handleInPlaceStall(n.event);return}this.log(`Primary player stall @${this.timelinePos} bufferedPos: ${this.bufferedPos}`),this.onTimeupdate(),this.checkBuffer(!0);break}}}}const va=500;class Ta extends Ka{constructor(e,t,n){super(e,t,n,"subtitle-stream-controller",z.SUBTITLE),this.currentTrackId=-1,this.tracksBuffered=[],this.mainDetails=null,this.registerListeners()}onHandlerDestroying(){this.unregisterListeners(),super.onHandlerDestroying(),this.mainDetails=null}registerListeners(){super.registerListeners();const{hls:e}=this;e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.on(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.on(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.on(v.SUBTITLE_FRAG_PROCESSED,this.onSubtitleFragProcessed,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this)}unregisterListeners(){super.unregisterListeners();const{hls:e}=this;e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.off(v.SUBTITLE_TRACK_SWITCH,this.onSubtitleTrackSwitch,this),e.off(v.SUBTITLE_TRACK_LOADED,this.onSubtitleTrackLoaded,this),e.off(v.SUBTITLE_FRAG_PROCESSED,this.onSubtitleFragProcessed,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this)}startLoad(e,t){this.stopLoad(),this.state=On.IDLE,this.setInterval(va),this.nextLoadPosition=this.lastCurrentTime=e+this.timelineOffset,this.startPosition=t?-1:e,this.tick()}onManifestLoading(){super.onManifestLoading(),this.mainDetails=null}onMediaDetaching(e,t){this.tracksBuffered=[],super.onMediaDetaching(e,t)}onLevelLoaded(e,t){this.mainDetails=t.details}onSubtitleFragProcessed(e,t){const{frag:n,success:i}=t;if(this.fragContextChanged(n)||(Qe(n)&&(this.fragPrevious=n),this.state=On.IDLE),!i)return;const s=this.tracksBuffered[this.currentTrackId];if(!s)return;let o;const u=n.start;for(let h=0;h=s[h].start&&u<=s[h].end){o=s[h];break}const p=n.start+n.duration;o?o.end=p:(o={start:u,end:p},s.push(o)),this.fragmentTracker.fragBuffered(n),this.fragBufferedComplete(n,null),this.media&&this.tick()}onBufferFlushing(e,t){const{startOffset:n,endOffset:i}=t;if(n===0&&i!==Number.POSITIVE_INFINITY){const s=i-1;if(s<=0)return;t.endOffsetSubtitles=Math.max(0,s),this.tracksBuffered.forEach(o=>{for(let u=0;unew pt(n));return}this.tracksBuffered=[],this.levels=t.map(n=>{const i=new pt(n);return this.tracksBuffered[i.id]=[],i}),this.fragmentTracker.removeFragmentsInRange(0,Number.POSITIVE_INFINITY,z.SUBTITLE),this.fragPrevious=null,this.mediaBuffer=null}onSubtitleTrackSwitch(e,t){var n;if(this.currentTrackId=t.id,!((n=this.levels)!=null&&n.length)||this.currentTrackId===-1){this.clearInterval();return}const i=this.levels[this.currentTrackId];i!=null&&i.details?this.mediaBuffer=this.mediaBufferTimeRanges:this.mediaBuffer=null,i&&this.state!==On.STOPPED&&this.setInterval(va)}onSubtitleTrackLoaded(e,t){var n;const{currentTrackId:i,levels:s}=this,{details:o,id:u}=t;if(!s){this.warn(`Subtitle tracks were reset while loading level ${u}`);return}const p=s[u];if(u>=s.length||!p)return;this.log(`Subtitle track ${u} loaded [${o.startSN},${o.endSN}]${o.lastPartSn?`[part-${o.lastPartSn}-${o.lastPartIndex}]`:""},duration:${o.totalduration}`),this.mediaBuffer=this.mediaBufferTimeRanges;let h=0;if(o.live||(n=p.details)!=null&&n.live){if(o.deltaUpdateFailed)return;const y=this.mainDetails;if(!y){this.startFragRequested=!1;return}const C=y.fragments[0];if(!p.details)o.hasProgramDateTime&&y.hasProgramDateTime?(Pa(o,y),h=o.fragmentStart):C&&(h=C.start,Vr(o,h));else{var A;h=this.alignPlaylists(o,p.details,(A=this.levelLastLoaded)==null?void 0:A.details),h===0&&C&&(h=C.start,Vr(o,h))}y&&!this.startFragRequested&&this.setStartPosition(y,h)}p.details=o,this.levelLastLoaded=p,u===i&&(this.hls.trigger(v.SUBTITLE_TRACK_UPDATED,{details:o,id:u,groupId:t.groupId}),this.tick(),o.live&&!this.fragCurrent&&this.media&&this.state===On.IDLE&&(Un(null,o.fragments,this.media.currentTime,0)||(this.warn("Subtitle playlist not aligned with playback"),p.details=void 0)))}_handleFragmentLoadComplete(e){const{frag:t,payload:n}=e,i=t.decryptdata,s=this.hls;if(!this.fragContextChanged(t)&&n&&n.byteLength>0&&i!=null&&i.key&&i.iv&&hi(i.method)){const o=performance.now();this.decrypter.decrypt(new Uint8Array(n),i.key.buffer,i.iv.buffer,Fi(i.method)).catch(u=>{throw s.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.FRAG_DECRYPT_ERROR,fatal:!1,error:u,reason:u.message,frag:t}),u}).then(u=>{const p=performance.now();s.trigger(v.FRAG_DECRYPTED,{frag:t,payload:u,stats:{tstart:o,tdecrypt:p}})}).catch(u=>{this.warn(`${u.name}: ${u.message}`),this.state=On.IDLE})}}doTick(){if(!this.media){this.state=On.IDLE;return}if(this.state===On.IDLE){const{currentTrackId:e,levels:t}=this,n=t==null?void 0:t[e];if(!n||!t.length||!n.details||this.waitForLive(n))return;const{config:i}=this,s=this.getLoadPosition(),o=Wn.bufferedInfo(this.tracksBuffered[this.currentTrackId]||[],s,i.maxBufferHole),{end:u,len:p}=o,h=n.details,A=this.hls.maxBufferLength+h.levelTargetDuration;if(p>A)return;const y=h.fragments,C=y.length,U=h.edge;let Z=null;const ce=this.fragPrevious;if(uU-Xe?0:Xe;Z=Un(ce,y,Math.max(y[0].start,u),_e),!Z&&ce&&ce.start{if(i=i>>>0,i>s-1)throw new DOMException(`Failed to execute '${n}' on 'TimeRanges': The index provided (${i}) is greater than the maximum bound (${s})`);return e[i][n]};this.buffered={get length(){return e.length},end(n){return t("end",n,e.length)},start(n){return t("start",n,e.length)}}}}const Uc={42:225,92:233,94:237,95:243,96:250,123:231,124:247,125:209,126:241,127:9608,128:174,129:176,130:189,131:191,132:8482,133:162,134:163,135:9834,136:224,137:32,138:232,139:226,140:234,141:238,142:244,143:251,144:193,145:201,146:211,147:218,148:220,149:252,150:8216,151:161,152:42,153:8217,154:9473,155:169,156:8480,157:8226,158:8220,159:8221,160:192,161:194,162:199,163:200,164:202,165:203,166:235,167:206,168:207,169:239,170:212,171:217,172:249,173:219,174:171,175:187,176:195,177:227,178:205,179:204,180:236,181:210,182:242,183:213,184:245,185:123,186:125,187:92,188:94,189:95,190:124,191:8764,192:196,193:228,194:214,195:246,196:223,197:165,198:164,199:9475,200:197,201:229,202:216,203:248,204:9487,205:9491,206:9495,207:9499},xo=l=>String.fromCharCode(Uc[l]||l),$s=15,is=100,Gs={17:1,18:3,21:5,22:7,23:9,16:11,19:12,20:14},Cl={17:2,18:4,21:6,22:8,23:10,19:13,20:15},Vc={25:1,26:3,29:5,30:7,31:9,24:11,27:12,28:14},Qu={25:2,26:4,29:6,30:8,31:10,27:13,28:15},Ju=["white","green","blue","cyan","red","yellow","magenta","black","transparent"];class Xu{constructor(){this.time=null,this.verboseLevel=0}log(e,t){if(this.verboseLevel>=e){const n=typeof t=="function"?t():t;Me.log(`${this.time} [${e}] ${n}`)}}}const Ba=function(e){const t=[];for(let n=0;nis&&(this.logger.log(3,"Too large cursor position "+this.pos),this.pos=is)}moveCursor(e){const t=this.pos+e;if(e>1)for(let n=this.pos+1;n=144&&this.backSpace();const t=xo(e);if(this.pos>=is){this.logger.log(0,()=>"Cannot insert "+e.toString(16)+" ("+t+") at position "+this.pos+". Skipping it!");return}this.chars[this.pos].setChar(t,this.currPenState),this.moveCursor(1)}clearFromPos(e){let t;for(t=e;t"pacData = "+Ye(e));let t=e.row-1;if(this.nrRollUpRows&&t"bkgData = "+Ye(e)),this.backSpace(),this.setPen(e),this.insertChar(32)}setRollUpRows(e){this.nrRollUpRows=e}rollUp(){if(this.nrRollUpRows===null){this.logger.log(3,"roll_up but nrRollUpRows not set yet");return}this.logger.log(1,()=>this.getDisplayText());const e=this.currRow+1-this.nrRollUpRows,t=this.rows.splice(e,1)[0];t.clear(),this.rows.splice(this.currRow,0,t),this.logger.log(2,"Rolling up")}getDisplayText(e){e=e||!1;const t=[];let n="",i=-1;for(let s=0;s<$s;s++){const o=this.rows[s].getTextString();o&&(i=s+1,e?t.push("Row "+i+": '"+o+"'"):t.push(o.trim()))}return t.length>0&&(e?n="["+t.join(" | ")+"]":n=t.join(` `)),n}getTextAndFormat(){return this.rows}}class yu{constructor(e,t,n){this.chNr=void 0,this.outputFilter=void 0,this.mode=void 0,this.verbose=void 0,this.displayedMemory=void 0,this.nonDisplayedMemory=void 0,this.lastOutputScreen=void 0,this.currRollUpRow=void 0,this.writeScreen=void 0,this.cueStartTime=void 0,this.logger=void 0,this.chNr=e,this.outputFilter=t,this.mode=null,this.verbose=0,this.displayedMemory=new Zc(n),this.nonDisplayedMemory=new Zc(n),this.lastOutputScreen=new Zc(n),this.currRollUpRow=this.displayedMemory.rows[$s-1],this.writeScreen=this.displayedMemory,this.mode=null,this.cueStartTime=null,this.logger=n}reset(){this.mode=null,this.displayedMemory.reset(),this.nonDisplayedMemory.reset(),this.lastOutputScreen.reset(),this.outputFilter.reset(),this.currRollUpRow=this.displayedMemory.rows[$s-1],this.writeScreen=this.displayedMemory,this.mode=null,this.cueStartTime=null}getHandler(){return this.outputFilter}setHandler(e){this.outputFilter=e}setPAC(e){this.writeScreen.setPAC(e)}setBkgData(e){this.writeScreen.setBkgData(e)}setMode(e){e!==this.mode&&(this.mode=e,this.logger.log(2,()=>"MODE="+e),this.mode==="MODE_POP-ON"?this.writeScreen=this.nonDisplayedMemory:(this.writeScreen=this.displayedMemory,this.writeScreen.reset()),this.mode!=="MODE_ROLL-UP"&&(this.displayedMemory.nrRollUpRows=null,this.nonDisplayedMemory.nrRollUpRows=null),this.mode=e)}insertChars(e){for(let n=0;nt+": "+this.writeScreen.getDisplayText(!0)),(this.mode==="MODE_PAINT-ON"||this.mode==="MODE_ROLL-UP")&&(this.logger.log(1,()=>"DISPLAYED: "+this.displayedMemory.getDisplayText(!0)),this.outputDataUpdate())}ccRCL(){this.logger.log(2,"RCL - Resume Caption Loading"),this.setMode("MODE_POP-ON")}ccBS(){this.logger.log(2,"BS - BackSpace"),this.mode!=="MODE_TEXT"&&(this.writeScreen.backSpace(),this.writeScreen===this.displayedMemory&&this.outputDataUpdate())}ccAOF(){}ccAON(){}ccDER(){this.logger.log(2,"DER- Delete to End of Row"),this.writeScreen.clearToEndOfRow(),this.outputDataUpdate()}ccRU(e){this.logger.log(2,"RU("+e+") - Roll Up"),this.writeScreen=this.displayedMemory,this.setMode("MODE_ROLL-UP"),this.writeScreen.setRollUpRows(e)}ccFON(){this.logger.log(2,"FON - Flash On"),this.writeScreen.setPen({flash:!0})}ccRDC(){this.logger.log(2,"RDC - Resume Direct Captioning"),this.setMode("MODE_PAINT-ON")}ccTR(){this.logger.log(2,"TR"),this.setMode("MODE_TEXT")}ccRTD(){this.logger.log(2,"RTD"),this.setMode("MODE_TEXT")}ccEDM(){this.logger.log(2,"EDM - Erase Displayed Memory"),this.displayedMemory.reset(),this.outputDataUpdate(!0)}ccCR(){this.logger.log(2,"CR - Carriage Return"),this.writeScreen.rollUp(),this.outputDataUpdate(!0)}ccENM(){this.logger.log(2,"ENM - Erase Non-displayed Memory"),this.nonDisplayedMemory.reset()}ccEOC(){if(this.logger.log(2,"EOC - End Of Caption"),this.mode==="MODE_POP-ON"){const e=this.displayedMemory;this.displayedMemory=this.nonDisplayedMemory,this.nonDisplayedMemory=e,this.writeScreen=this.nonDisplayedMemory,this.logger.log(1,()=>"DISP: "+this.displayedMemory.getDisplayText())}this.outputDataUpdate(!0)}ccTO(e){this.logger.log(2,"TO("+e+") - Tab Offset"),this.writeScreen.moveCursor(e)}ccMIDROW(e){const t={flash:!1};if(t.underline=e%2===1,t.italics=e>=46,t.italics)t.foreground="white";else{const n=Math.floor(e/2)-16,i=["white","green","blue","cyan","red","yellow","magenta"];t.foreground=i[n]}this.logger.log(2,"MIDROW: "+Ye(t)),this.writeScreen.setPen(t)}outputDataUpdate(e=!1){const t=this.logger.time;t!==null&&this.outputFilter&&(this.cueStartTime===null&&!this.displayedMemory.isEmpty()?this.cueStartTime=t:this.displayedMemory.equals(this.lastOutputScreen)||(this.outputFilter.newCue(this.cueStartTime,t,this.lastOutputScreen),e&&this.outputFilter.dispatchCue&&this.outputFilter.dispatchCue(),this.cueStartTime=this.displayedMemory.isEmpty()?null:t),this.lastOutputScreen.copy(this.displayedMemory))}cueSplitAtTime(e){this.outputFilter&&(this.displayedMemory.isEmpty()||(this.outputFilter.newCue&&this.outputFilter.newCue(this.cueStartTime,e,this.displayedMemory),this.cueStartTime=e))}}class Su{constructor(e,t,n){this.channels=void 0,this.currentChannel=0,this.cmdHistory=$u(),this.logger=void 0;const i=this.logger=new Xu;this.channels=[null,new yu(e,t,i),new yu(e+1,n,i)]}getHandler(e){return this.channels[e].getHandler()}setHandler(e,t){this.channels[e].setHandler(t)}addData(e,t){this.logger.time=e;for(let n=0;n"["+Ba([t[n],t[n+1]])+"] -> ("+Ba([i,s])+")");const p=this.cmdHistory;if(i>=16&&i<=31){if(_u(i,s,p)){xl(null,null,p),this.logger.log(3,()=>"Repeated command ("+Ba([i,s])+") is dropped");continue}xl(i,s,this.cmdHistory),o=this.parseCmd(i,s),o||(o=this.parseMidrow(i,s)),o||(o=this.parsePAC(i,s)),o||(o=this.parseBackgroundAttributes(i,s))}else xl(null,null,p);if(!o&&(u=this.parseChars(i,s),u)){const A=this.currentChannel;A&&A>0?this.channels[A].insertChars(u):this.logger.log(2,"No channel found yet. 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0}initCea608Parsers(){const e=new Ml(this,"textTrack1"),t=new Ml(this,"textTrack2"),n=new Ml(this,"textTrack3"),i=new Ml(this,"textTrack4");this.cea608Parser1=new Su(1,e,t),this.cea608Parser2=new Su(3,n,i)}addCues(e,t,n,i,s){let o=!1;for(let u=s.length;u--;){const p=s[u],h=md(p[0],p[1],t,n);if(h>=0&&(p[0]=Math.min(p[0],t),p[1]=Math.max(p[1],n),o=!0,h/(n-t)>.5))return}if(o||s.push([t,n]),this.config.renderTextTracksNatively){const u=this.captionsTracks[e];this.Cues.newCue(u,t,n,i)}else{const u=this.Cues.newCue(null,t,n,i);this.hls.trigger(v.CUES_PARSED,{type:"captions",cues:u,track:e})}}onInitPtsFound(e,{frag:t,id:n,initPTS:i,timescale:s,trackId:o}){const{unparsedVttFrags:u}=this;n===z.MAIN&&(this.initPTS[t.cc]={baseTime:i,timescale:s,trackId:o}),u.length&&(this.unparsedVttFrags=[],u.forEach(p=>{this.initPTS[p.frag.cc]?this.onFragLoaded(v.FRAG_LOADED,p):this.hls.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:p.frag,error:new Error("Subtitle discontinuity domain does not match main")})}))}getExistingTrack(e,t){const{media:n}=this;if(n)for(let i=0;i{Ns(i[s]),delete i[s]}),this.nonNativeCaptionsTracks={}}onManifestLoading(){this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=Lu(),this._cleanTracks(),this.tracks=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.textTracks=[],this.unparsedVttFrags=[],this.initPTS=[],this.cea608Parser1&&this.cea608Parser2&&(this.cea608Parser1.reset(),this.cea608Parser2.reset())}_cleanTracks(){const{media:e}=this;if(!e)return;const t=e.textTracks;if(t)for(let n=0;ns.textCodec===Hc);if(this.config.enableWebVTT||i&&this.config.enableIMSC1){if(mo(this.tracks,n)){this.tracks=n;return}if(this.textTracks=[],this.tracks=n,this.config.renderTextTracksNatively){const o=this.media,u=o?Pr(o.textTracks):null;if(this.tracks.forEach((p,h)=>{let A;if(u){let y=null;for(let C=0;Ch!==null).map(h=>h.label);p.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${p.join(", ")}. Replace media element for each source to clear TextTracks and captions menu.`)}}else if(this.tracks.length){const o=this.tracks.map(u=>({label:u.name,kind:u.type.toLowerCase(),default:u.default,subtitleTrack:u}));this.hls.trigger(v.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:o})}}}onManifestLoaded(e,t){this.config.enableCEA708Captions&&t.captions&&t.captions.forEach(n=>{const i=/(?:CC|SERVICE)([1-4])/.exec(n.instreamId);if(!i)return;const s=`textTrack${i[1]}`,o=this.captionsProperties[s];o&&(o.label=n.name,n.lang&&(o.languageCode=n.lang),o.media=n)})}closedCaptionsForLevel(e){const t=this.hls.levels[e.level];return t==null?void 0:t.attrs["CLOSED-CAPTIONS"]}onFragLoading(e,t){if(this.enabled&&t.frag.type===z.MAIN){var n,i;const{cea608Parser1:s,cea608Parser2:o,lastSn:u}=this,{cc:p,sn:h}=t.frag,A=(n=(i=t.part)==null?void 0:i.index)!=null?n:-1;s&&o&&(h!==u+1||h===u&&A!==this.lastPartIndex+1||p!==this.lastCc)&&(s.reset(),o.reset()),this.lastCc=p,this.lastSn=h,this.lastPartIndex=A}}onFragLoaded(e,t){const{frag:n,payload:i}=t;if(n.type===z.SUBTITLE)if(i.byteLength){const s=n.decryptdata,o="stats"in t;if(s==null||!s.encrypted||o){const u=this.tracks[n.level],p=this.vttCCs;p[n.cc]||(p[n.cc]={start:n.start,prevCC:this.prevCC,new:!0},this.prevCC=n.cc),u&&u.textCodec===Hc?this._parseIMSC1(n,i):this._parseVTTs(t)}}else this.hls.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:n,error:new Error("Empty subtitle payload")})}_parseIMSC1(e,t){const n=this.hls;Mu(t,this.initPTS[e.cc],i=>{this._appendCues(i,e.level),n.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:e})},i=>{n.logger.log(`Failed to parse IMSC1: ${i}`),n.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:e,error:i})})}_parseVTTs(e){var t;const{frag:n,payload:i}=e,{initPTS:s,unparsedVttFrags:o}=this,u=s.length-1;if(!s[n.cc]&&u===-1){o.push(e);return}const p=this.hls,h=(t=n.initSegment)!=null&&t.data?nt(n.initSegment.data,new Uint8Array(i)).buffer:i;od(h,this.initPTS[n.cc],this.vttCCs,n.cc,n.start,A=>{this._appendCues(A,n.level),p.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:n})},A=>{const y=A.message==="Missing initPTS for VTT MPEGTS";y?o.push(e):this._fallbackToIMSC1(n,i),p.logger.log(`Failed to parse VTT cue: ${A}`),!(y&&u>n.cc)&&p.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:n,error:A})})}_fallbackToIMSC1(e,t){const n=this.tracks[e.level];n.textCodec||Mu(t,this.initPTS[e.cc],()=>{n.textCodec=Hc,this._parseIMSC1(e,t)},()=>{n.textCodec="wvtt"})}_appendCues(e,t){const n=this.hls;if(this.config.renderTextTracksNatively){const i=this.textTracks[t];if(!i||i.mode==="disabled")return;e.forEach(s=>Zs(i,s))}else{const i=this.tracks[t];if(!i)return;const s=i.default?"default":"subtitles"+t;n.trigger(v.CUES_PARSED,{type:"subtitles",cues:e,track:s})}}onFragDecrypted(e,t){const{frag:n}=t;n.type===z.SUBTITLE&&this.onFragLoaded(v.FRAG_LOADED,t)}onSubtitleTracksCleared(){this.tracks=[],this.captionsTracks={}}onFragParsingUserdata(e,t){if(!this.enabled||!this.config.enableCEA708Captions)return;const{frag:n,samples:i}=t;if(!(n.type===z.MAIN&&this.closedCaptionsForLevel(n)==="NONE"))for(let s=0;sbs(u[p],t,n))}if(this.config.renderTextTracksNatively&&t===0&&i!==void 0){const{textTracks:u}=this;Object.keys(u).forEach(p=>bs(u[p],t,i))}}}extractCea608Data(e){const t=[[],[]],n=e[0]&31;let i=2;for(let s=0;s=16?p--:p++;const U=Cu(h.trim()),Z=Wc(e,t,U);l!=null&&(y=l.cues)!=null&&y.getCueById(Z)||(o=new A(e,t,U),o.id=Z,o.line=C+1,o.align="left",o.position=10+Math.min(80,Math.floor(p*8/32)*10),i.push(o))}return l&&i.length&&(i.sort((C,U)=>C.line==="auto"||U.line==="auto"?0:C.line>8&&U.line>8?U.line-C.line:C.line-U.line),i.forEach(C=>Zs(l,C))),i}};function vd(){if(self.fetch&&self.AbortController&&self.ReadableStream&&self.Request)try{return new self.ReadableStream({}),!0}catch(l){}return!1}const Ad=/(\d+)-(\d+)\/(\d+)/;class Fu{constructor(e){this.fetchSetup=void 0,this.requestTimeout=void 0,this.request=null,this.response=null,this.controller=void 0,this.context=null,this.config=null,this.callbacks=null,this.stats=void 0,this.loader=null,this.fetchSetup=e.fetchSetup||bd,this.controller=new self.AbortController,this.stats=new Ie}destroy(){this.loader=this.callbacks=this.context=this.config=this.request=null,this.abortInternal(),this.response=null,this.fetchSetup=this.controller=this.stats=null}abortInternal(){this.controller&&!this.stats.loading.end&&(this.stats.aborted=!0,this.controller.abort())}abort(){var e;this.abortInternal(),(e=this.callbacks)!=null&&e.onAbort&&this.callbacks.onAbort(this.stats,this.context,this.response)}load(e,t,n){const i=this.stats;if(i.loading.start)throw new Error("Loader can only be used once.");i.loading.start=self.performance.now();const s=Ed(e,this.controller.signal),o=e.responseType==="arraybuffer",u=o?"byteLength":"length",{maxTimeToFirstByteMs:p,maxLoadTimeMs:h}=t.loadPolicy;this.context=e,this.config=t,this.callbacks=n,this.request=this.fetchSetup(e,s),self.clearTimeout(this.requestTimeout),t.timeout=p&&r(p)?p:h,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(i,e,this.response))},t.timeout),(wa(this.request)?this.request.then(self.fetch):self.fetch(this.request)).then(y=>{var C;this.response=this.loader=y;const U=Math.max(self.performance.now(),i.loading.start);if(self.clearTimeout(this.requestTimeout),t.timeout=h,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(i,e,this.response))},h-(U-i.loading.start)),!y.ok){const{status:ce,statusText:le}=y;throw new Td(le||"fetch, bad network response",ce,y)}i.loading.first=U,i.total=Sd(y.headers)||i.total;const Z=(C=this.callbacks)==null?void 0:C.onProgress;return Z&&r(t.highWaterMark)?this.loadProgressively(y,i,e,t.highWaterMark,Z):o?y.arrayBuffer():e.responseType==="json"?y.json():y.text()}).then(y=>{var C,U;const Z=this.response;if(!Z)throw new Error("loader destroyed");self.clearTimeout(this.requestTimeout),i.loading.end=Math.max(self.performance.now(),i.loading.first);const ce=y[u];ce&&(i.loaded=i.total=ce);const le={url:Z.url,data:y,code:Z.status},Ze=(C=this.callbacks)==null?void 0:C.onProgress;Ze&&!r(t.highWaterMark)&&Ze(i,e,y,Z),(U=this.callbacks)==null||U.onSuccess(le,i,e,Z)}).catch(y=>{var C;if(self.clearTimeout(this.requestTimeout),i.aborted)return;const U=y&&y.code||0,Z=y?y.message:null;(C=this.callbacks)==null||C.onError({code:U,text:Z},e,y?y.details:null,i)})}getCacheAge(){let e=null;if(this.response){const t=this.response.headers.get("age");e=t?parseFloat(t):null}return e}getResponseHeader(e){return this.response?this.response.headers.get(e):null}loadProgressively(e,t,n,i=0,s){const o=new Ro,u=e.body.getReader(),p=()=>u.read().then(h=>{if(h.done)return o.dataLength&&s(t,n,o.flush().buffer,e),Promise.resolve(new ArrayBuffer(0));const A=h.value,y=A.length;return t.loaded+=y,y=i&&s(t,n,o.flush().buffer,e)):s(t,n,A.buffer,e),p()}).catch(()=>Promise.reject());return p()}}function Ed(l,e){const t={method:"GET",mode:"cors",credentials:"same-origin",signal:e,headers:new self.Headers(ee({},l.headers))};return l.rangeEnd&&t.headers.set("Range","bytes="+l.rangeStart+"-"+String(l.rangeEnd-1)),t}function yd(l){const e=Ad.exec(l);if(e)return parseInt(e[2])-parseInt(e[1])+1}function Sd(l){const e=l.get("Content-Range");if(e){const n=yd(e);if(r(n))return n}const t=l.get("Content-Length");if(t)return parseInt(t)}function bd(l,e){return new self.Request(l.url,e)}class Td extends Error{constructor(e,t,n){super(e),this.code=void 0,this.details=void 0,this.code=t,this.details=n}}const Cd=/^age:\s*[\d.]+\s*$/im;class Ou{constructor(e){this.xhrSetup=void 0,this.requestTimeout=void 0,this.retryTimeout=void 0,this.retryDelay=void 0,this.config=null,this.callbacks=null,this.context=null,this.loader=null,this.stats=void 0,this.xhrSetup=e&&e.xhrSetup||null,this.stats=new Ie,this.retryDelay=0}destroy(){this.callbacks=null,this.abortInternal(),this.loader=null,this.config=null,this.context=null,this.xhrSetup=null}abortInternal(){const e=this.loader;self.clearTimeout(this.requestTimeout),self.clearTimeout(this.retryTimeout),e&&(e.onreadystatechange=null,e.onprogress=null,e.readyState!==4&&(this.stats.aborted=!0,e.abort()))}abort(){var e;this.abortInternal(),(e=this.callbacks)!=null&&e.onAbort&&this.callbacks.onAbort(this.stats,this.context,this.loader)}load(e,t,n){if(this.stats.loading.start)throw new Error("Loader can only be used once.");this.stats.loading.start=self.performance.now(),this.context=e,this.config=t,this.callbacks=n,this.loadInternal()}loadInternal(){const{config:e,context:t}=this;if(!e||!t)return;const n=this.loader=new self.XMLHttpRequest,i=this.stats;i.loading.first=0,i.loaded=0,i.aborted=!1;const s=this.xhrSetup;s?Promise.resolve().then(()=>{if(!(this.loader!==n||this.stats.aborted))return s(n,t.url)}).catch(o=>{if(!(this.loader!==n||this.stats.aborted))return n.open("GET",t.url,!0),s(n,t.url)}).then(()=>{this.loader!==n||this.stats.aborted||this.openAndSendXhr(n,t,e)}).catch(o=>{var u;(u=this.callbacks)==null||u.onError({code:n.status,text:o.message},t,n,i)}):this.openAndSendXhr(n,t,e)}openAndSendXhr(e,t,n){e.readyState||e.open("GET",t.url,!0);const i=t.headers,{maxTimeToFirstByteMs:s,maxLoadTimeMs:o}=n.loadPolicy;if(i)for(const u in i)e.setRequestHeader(u,i[u]);t.rangeEnd&&e.setRequestHeader("Range","bytes="+t.rangeStart+"-"+(t.rangeEnd-1)),e.onreadystatechange=this.readystatechange.bind(this),e.onprogress=this.loadprogress.bind(this),e.responseType=t.responseType,self.clearTimeout(this.requestTimeout),n.timeout=s&&r(s)?s:o,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),n.timeout),e.send()}readystatechange(){const{context:e,loader:t,stats:n}=this;if(!e||!t)return;const i=t.readyState,s=this.config;if(!n.aborted&&i>=2&&(n.loading.first===0&&(n.loading.first=Math.max(self.performance.now(),n.loading.start),s.timeout!==s.loadPolicy.maxLoadTimeMs&&(self.clearTimeout(this.requestTimeout),s.timeout=s.loadPolicy.maxLoadTimeMs,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),s.loadPolicy.maxLoadTimeMs-(n.loading.first-n.loading.start)))),i===4)){self.clearTimeout(this.requestTimeout),t.onreadystatechange=null,t.onprogress=null;const h=t.status,A=t.responseType==="text"?t.responseText:null;if(h>=200&&h<300){const Z=A!=null?A:t.response;if(Z!=null){var o,u;n.loading.end=Math.max(self.performance.now(),n.loading.first);const ce=t.responseType==="arraybuffer"?Z.byteLength:Z.length;n.loaded=n.total=ce,n.bwEstimate=n.total*8e3/(n.loading.end-n.loading.first);const le=(o=this.callbacks)==null?void 0:o.onProgress;le&&le(n,e,Z,t);const Ze={url:t.responseURL,data:Z,code:h};(u=this.callbacks)==null||u.onSuccess(Ze,n,e,t);return}}const y=s.loadPolicy.errorRetry,C=n.retry,U={url:e.url,data:void 0,code:h};if(fi(y,C,!1,U))this.retry(y);else{var p;Me.error(`${h} while loading ${e.url}`),(p=this.callbacks)==null||p.onError({code:h,text:t.statusText},e,t,n)}}}loadtimeout(){if(!this.config)return;const e=this.config.loadPolicy.timeoutRetry,t=this.stats.retry;if(fi(e,t,!0))this.retry(e);else{var n;Me.warn(`timeout while loading ${(n=this.context)==null?void 0:n.url}`);const i=this.callbacks;i&&(this.abortInternal(),i.onTimeout(this.stats,this.context,this.loader))}}retry(e){const{context:t,stats:n}=this;this.retryDelay=ri(e,n.retry),n.retry++,Me.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${t==null?void 0:t.url}, retrying ${n.retry}/${e.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(e){const t=this.stats;t.loaded=e.loaded,e.lengthComputable&&(t.total=e.total)}getCacheAge(){let e=null;if(this.loader&&Cd.test(this.loader.getAllResponseHeaders())){const t=this.loader.getResponseHeader("age");e=t?parseFloat(t):null}return e}getResponseHeader(e){return this.loader&&new RegExp(`^${e}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(e):null}}const xd={maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:null,errorRetry:null},Id=ue(ue({autoStartLoad:!0,startPosition:-1,defaultAudioCodec:void 0,debug:!1,capLevelOnFPSDrop:!1,capLevelToPlayerSize:!1,ignoreDevicePixelRatio:!1,maxDevicePixelRatio:Number.POSITIVE_INFINITY,preferManagedMediaSource:!0,initialLiveManifestSize:1,maxBufferLength:30,backBufferLength:1/0,frontBufferFlushThreshold:1/0,startOnSegmentBoundary:!1,maxBufferSize:60*1e3*1e3,maxFragLookUpTolerance:.25,maxBufferHole:.1,detectStallWithCurrentTimeMs:1250,highBufferWatchdogPeriod:2,nudgeOffset:.1,nudgeMaxRetry:3,nudgeOnVideoHole:!0,liveSyncMode:"edge",liveSyncDurationCount:3,liveSyncOnStallIncrease:1,liveMaxLatencyDurationCount:1/0,liveSyncDuration:void 0,liveMaxLatencyDuration:void 0,maxLiveSyncPlaybackRate:1,liveDurationInfinity:!1,liveBackBufferLength:null,maxMaxBufferLength:600,enableWorker:!0,workerPath:null,enableSoftwareAES:!0,startLevel:void 0,startFragPrefetch:!1,fpsDroppedMonitoringPeriod:5e3,fpsDroppedMonitoringThreshold:.2,appendErrorMaxRetry:3,ignorePlaylistParsingErrors:!1,loader:Ou,fLoader:void 0,pLoader:void 0,xhrSetup:void 0,licenseXhrSetup:void 0,licenseResponseCallback:void 0,abrController:Bn,bufferController:vc,capLevelController:go,errorController:Lt,fpsController:qs,stretchShortVideoTrack:!1,maxAudioFramesDrift:1,forceKeyFrameOnDiscontinuity:!0,abrEwmaFastLive:3,abrEwmaSlowLive:9,abrEwmaFastVoD:3,abrEwmaSlowVoD:9,abrEwmaDefaultEstimate:5e5,abrEwmaDefaultEstimateMax:5e6,abrBandWidthFactor:.95,abrBandWidthUpFactor:.7,abrMaxWithRealBitrate:!1,maxStarvationDelay:4,maxLoadingDelay:4,minAutoBitrate:0,emeEnabled:!1,widevineLicenseUrl:void 0,drmSystems:{},drmSystemOptions:{},requestMediaKeySystemAccessFunc:qi,requireKeySystemAccessOnStart:!1,testBandwidth:!0,progressive:!1,lowLatencyMode:!0,cmcd:void 0,enableDateRangeMetadataCues:!0,enableEmsgMetadataCues:!0,enableEmsgKLVMetadata:!1,enableID3MetadataCues:!0,enableInterstitialPlayback:!0,interstitialAppendInPlace:!0,interstitialLiveLookAhead:10,useMediaCapabilities:!0,preserveManualLevelOnError:!1,certLoadPolicy:{default:xd},keyLoadPolicy:{default:{maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"},errorRetry:{maxNumRetry:8,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"}}},manifestLoadPolicy:{default:{maxTimeToFirstByteMs:1/0,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},playlistLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:2,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},fragLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:12e4,timeoutRetry:{maxNumRetry:4,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:6,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},steeringManifestLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},interstitialAssetListLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:3e4,timeoutRetry:{maxNumRetry:0,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:0,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},manifestLoadingTimeOut:1e4,manifestLoadingMaxRetry:1,manifestLoadingRetryDelay:1e3,manifestLoadingMaxRetryTimeout:64e3,levelLoadingTimeOut:1e4,levelLoadingMaxRetry:4,levelLoadingRetryDelay:1e3,levelLoadingMaxRetryTimeout:64e3,fragLoadingTimeOut:2e4,fragLoadingMaxRetry:6,fragLoadingRetryDelay:1e3,fragLoadingMaxRetryTimeout:64e3},Md()),{},{subtitleStreamController:Ta,subtitleTrackController:Dr,timelineController:hd,audioStreamController:al,audioTrackController:mc,emeController:ls,cmcdController:ys,contentSteeringController:kr,interstitialsController:Is});function Md(){return{cueHandler:pd,enableWebVTT:!0,enableIMSC1:!0,enableCEA708Captions:!0,captionsTextTrack1Label:"English",captionsTextTrack1LanguageCode:"en",captionsTextTrack2Label:"Spanish",captionsTextTrack2LanguageCode:"es",captionsTextTrack3Label:"Unknown CC",captionsTextTrack3LanguageCode:"",captionsTextTrack4Label:"Unknown CC",captionsTextTrack4LanguageCode:"",renderTextTracksNatively:!0}}function Rd(l,e,t){if((e.liveSyncDurationCount||e.liveMaxLatencyDurationCount)&&(e.liveSyncDuration||e.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(e.liveMaxLatencyDurationCount!==void 0&&(e.liveSyncDurationCount===void 0||e.liveMaxLatencyDurationCount<=e.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(e.liveMaxLatencyDuration!==void 0&&(e.liveSyncDuration===void 0||e.liveMaxLatencyDuration<=e.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const n=Jc(l),i=["manifest","level","frag"],s=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return i.forEach(o=>{const u=`${o==="level"?"playlist":o}LoadPolicy`,p=e[u]===void 0,h=[];s.forEach(A=>{const y=`${o}Loading${A}`,C=e[y];if(C!==void 0&&p){h.push(y);const U=n[u].default;switch(e[u]={default:U},A){case"TimeOut":U.maxLoadTimeMs=C,U.maxTimeToFirstByteMs=C;break;case"MaxRetry":U.errorRetry.maxNumRetry=C,U.timeoutRetry.maxNumRetry=C;break;case"RetryDelay":U.errorRetry.retryDelayMs=C,U.timeoutRetry.retryDelayMs=C;break;case"MaxRetryTimeout":U.errorRetry.maxRetryDelayMs=C,U.timeoutRetry.maxRetryDelayMs=C;break}}}),h.length&&t.warn(`hls.js config: "${h.join('", "')}" setting(s) are deprecated, use "${u}": ${Ye(e[u])}`)}),ue(ue({},n),e)}function Jc(l){return l&&typeof l=="object"?Array.isArray(l)?l.map(Jc):Object.keys(l).reduce((e,t)=>(e[t]=Jc(l[t]),e),{}):l}function wd(l,e){const t=l.loader;t!==Fu&&t!==Ou?(e.log("[config]: Custom loader detected, cannot enable progressive streaming"),l.progressive=!1):vd()&&(l.loader=Fu,l.progressive=!0,l.enableSoftwareAES=!0,e.log("[config]: Progressive streaming enabled, using FetchLoader"))}const Rl=2,Nd=.1,Dd=.05,Bd=100;class Ld extends Br{constructor(e,t){super("gap-controller",e.logger),this.hls=void 0,this.fragmentTracker=void 0,this.media=null,this.mediaSource=void 0,this.nudgeRetry=0,this.stallReported=!1,this.stalled=null,this.moved=!1,this.seeking=!1,this.buffered={},this.lastCurrentTime=0,this.ended=0,this.waiting=0,this.onMediaPlaying=()=>{this.ended=0,this.waiting=0},this.onMediaWaiting=()=>{var n;(n=this.media)!=null&&n.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var n;this.ended=((n=this.media)==null?void 0:n.currentTime)||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!1})}},this.hls=e,this.fragmentTracker=t,this.registerListeners()}registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(e,t){this.setInterval(Bd),this.mediaSource=t.mediaSource;const n=this.media=t.media;Ms(n,"playing",this.onMediaPlaying),Ms(n,"waiting",this.onMediaWaiting),Ms(n,"ended",this.onMediaEnded)}onMediaDetaching(e,t){this.clearInterval();const{media:n}=this;n&&(Us(n,"playing",this.onMediaPlaying),Us(n,"waiting",this.onMediaWaiting),Us(n,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(e,t){this.buffered=t.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var e;if(!((e=this.media)!=null&&e.readyState)||!this.hasBuffered)return;const t=this.media.currentTime;this.poll(t,this.lastCurrentTime),this.lastCurrentTime=t}poll(e,t){var n,i;const s=(n=this.hls)==null?void 0:n.config;if(!s)return;const o=this.media;if(!o)return;const{seeking:u}=o,p=this.seeking&&!u,h=!this.seeking&&u,A=o.paused&&!u||o.ended||o.playbackRate===0;if(this.seeking=u,e!==t){t&&(this.ended=0),this.moved=!0,u||(this.nudgeRetry=0,s.nudgeOnVideoHole&&!A&&e>t&&this.nudgeOnVideoHole(e,t)),this.waiting===0&&this.stallResolved(e);return}if(h||p){p&&this.stallResolved(e);return}if(A){this.nudgeRetry=0,this.stallResolved(e),!this.ended&&o.ended&&this.hls&&(this.ended=e||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!1}));return}if(!Wn.getBuffered(o).length){this.nudgeRetry=0;return}const y=Wn.bufferInfo(o,e,0),C=y.nextStart||0,U=this.fragmentTracker;if(u&&U&&this.hls){const xn=Pu(this.hls.inFlightFragments,e),tn=y.len>Rl,An=!C||xn||C-e>Rl&&!U.getPartialFragment(e);if(tn||An)return;this.moved=!1}const Z=(i=this.hls)==null?void 0:i.latestLevelDetails;if(!this.moved&&this.stalled!==null&&U){if(!(y.len>0)&&!C)return;const tn=Math.max(C,y.start||0)-e,pn=!!(Z!=null&&Z.live)?Z.targetduration*2:Rl,on=wl(e,U);if(tn>0&&(tn<=pn||on)){o.paused||this._trySkipBufferHole(on);return}}const ce=s.detectStallWithCurrentTimeMs,le=self.performance.now(),Ze=this.waiting;let Xe=this.stalled;if(Xe===null)if(Ze>0&&le-Ze=ce||Ze)&&this.hls){var Vt;if(((Vt=this.mediaSource)==null?void 0:Vt.readyState)==="ended"&&!(Z!=null&&Z.live)&&Math.abs(e-((Z==null?void 0:Z.edge)||0))<1){if(this.ended)return;this.ended=e||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(y),!this.media||!this.hls)return}const qt=Wn.bufferInfo(o,e,s.maxBufferHole);this._tryFixBufferStall(qt,_e,e)}stallResolved(e){const t=this.stalled;if(t&&this.hls&&(this.stalled=null,this.stallReported)){const n=self.performance.now()-t;this.log(`playback not stuck anymore @${e}, after ${Math.round(n)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(v.STALL_RESOLVED,{})}}nudgeOnVideoHole(e,t){var n;const i=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(n=this.buffered.audio)!=null&&n.length&&i&&i.length>1&&e>i.end(0)){const s=Wn.bufferedInfo(Wn.timeRangesToArray(this.buffered.audio),e,0);if(s.len>1&&t>=s.start){const o=Wn.timeRangesToArray(i),u=Wn.bufferedInfo(o,t,0).bufferedIndex;if(u>-1&&uu)&&A-h<1&&e-h<2){const y=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${e} hole: ${h} -> ${A} buffered index: ${p}`);this.warn(y.message),this.media.currentTime+=1e-6;let C=wl(e,this.fragmentTracker);C&&"fragment"in C?C=C.fragment:C||(C=void 0);const U=Wn.bufferInfo(this.media,e,0);this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:y,reason:y.message,frag:C,buffer:U.len,bufferInfo:U})}}}}}_tryFixBufferStall(e,t,n){var i,s;const{fragmentTracker:o,media:u}=this,p=(i=this.hls)==null?void 0:i.config;if(!u||!o||!p)return;const h=(s=this.hls)==null?void 0:s.latestLevelDetails,A=wl(n,o);if((A||h!=null&&h.live&&n1&&e.len>p.maxBufferHole||e.nextStart&&(e.nextStart-np.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(e))}adjacentTraversal(e,t){const n=this.fragmentTracker,i=e.nextStart;if(n&&i){const s=n.getFragAtPos(t,z.MAIN),o=n.getFragAtPos(i,z.MAIN);if(s&&o)return o.sn-s.sn<2}return!1}_reportStall(e){const{hls:t,media:n,stallReported:i,stalled:s}=this;if(!i&&s!==null&&n&&t){this.stallReported=!0;const o=new Error(`Playback stalling at @${n.currentTime} due to low buffer (${Ye(e)})`);this.warn(o.message),t.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_STALLED_ERROR,fatal:!1,error:o,buffer:e.len,bufferInfo:e,stalled:{start:s}})}}_trySkipBufferHole(e){var t;const{fragmentTracker:n,media:i}=this,s=(t=this.hls)==null?void 0:t.config;if(!i||!n||!s)return 0;const o=i.currentTime,u=Wn.bufferInfo(i,o,0),p=o0&&u.len<1&&i.readyState<3,C=p-o;if(C>0&&(A||y)){if(C>s.maxBufferHole){let Z=!1;if(o===0){const ce=n.getAppendedFrag(0,z.MAIN);ce&&p{const l=Xc();try{l&&new l(0,Number.POSITIVE_INFINITY,"")}catch(e){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Od{constructor(e){this.hls=void 0,this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.removeCues=!0,this.assetCue=void 0,this.onEventCueEnter=()=>{this.hls&&this.hls.trigger(v.EVENT_CUE_ENTER,{})},this.hls=e,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(e,t){var n;this.media=t.media,((n=t.overrides)==null?void 0:n.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var e;const t=(e=this.hls)==null?void 0:e.latestLevelDetails;t&&this.updateDateRangeCues(t)}onMediaDetaching(e,t){this.media=null,!t.transferMedia&&(this.id3Track&&(this.removeCues&&Ns(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(e){const t=this.getID3Track(e.textTracks);return t.mode="hidden",t}getID3Track(e){if(this.media){for(let t=0;tNl&&(y=Nl),y-A<=0&&(y=A+Fd);for(let U=0;UA.type===Vs.audioId3&&p:i==="video"?h=A=>A.type===Vs.emsg&&u:h=A=>A.type===Vs.audioId3&&p||A.type===Vs.emsg&&u,bs(s,t,n,h)}}onLevelUpdated(e,{details:t}){this.updateDateRangeCues(t,!0)}onLevelPtsUpdated(e,t){Math.abs(t.drift)>.01&&this.updateDateRangeCues(t.details)}updateDateRangeCues(e,t){if(!this.hls||!this.media)return;const{assetPlayerId:n,timelineOffset:i,enableDateRangeMetadataCues:s,interstitialsController:o}=this.hls.config;if(!s)return;const u=Xc();if(n&&i&&!o){const{fragmentStart:ce,fragmentEnd:le}=e;let Ze=this.assetCue;Ze?(Ze.startTime=ce,Ze.endTime=le):u&&(Ze=this.assetCue=Kc(u,ce,le,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Ze&&(Ze.id=n,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Ze),Ze.addEventListener("enter",this.onEventCueEnter)))}if(!e.hasProgramDateTime)return;const{id3Track:p}=this,{dateRanges:h}=e,A=Object.keys(h);let y=this.dateRangeCuesAppended;if(p&&t){var C;if((C=p.cues)!=null&&C.length){const ce=Object.keys(y).filter(le=>!A.includes(le));for(let le=ce.length;le--;){var U;const Ze=ce[le],Xe=(U=y[Ze])==null?void 0:U.cues;delete y[Ze],Xe&&Object.keys(Xe).forEach(_e=>{const Vt=Xe[_e];if(Vt){Vt.removeEventListener("enter",this.onEventCueEnter);try{p.removeCue(Vt)}catch(qt){}}})}}else y=this.dateRangeCuesAppended={}}const Z=e.fragments[e.fragments.length-1];if(!(A.length===0||!r(Z==null?void 0:Z.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let ce=0;ce{if(gi!==Ze.id){const Ni=h[gi];if(Ni.class===Ze.class&&Ni.startDate>Ze.startDate&&(!zn||Ze.startDate.01&&(gi.startTime=Xe,gi.endTime=xn);else if(u){let Ni=Ze.attr[zn];Er(zn)&&(Ni=fe(Ni));const Di=Kc(u,Xe,xn,{key:zn,data:Ni},Vs.dateRange);Di&&(Di.id=le,this.id3Track.addCue(Di),Vt[zn]=Di,o&&(zn==="X-ASSET-LIST"||zn==="X-ASSET-URL")&&Di.addEventListener("enter",this.onEventCueEnter))}}y[le]={cues:Vt,dateRange:Ze,durationKnown:qt}}}}}class Pd{constructor(e){this.hls=void 0,this.config=void 0,this.media=null,this.currentTime=0,this.stallCount=0,this._latency=null,this._targetLatencyUpdated=!1,this.onTimeupdate=()=>{const{media:t}=this,n=this.levelDetails;if(!t||!n)return;this.currentTime=t.currentTime;const i=this.computeLatency();if(i===null)return;this._latency=i;const{lowLatencyMode:s,maxLiveSyncPlaybackRate:o}=this.config;if(!s||o===1||!n.live)return;const u=this.targetLatency;if(u===null)return;const p=i-u,h=Math.min(this.maxLatency,u+n.targetduration);if(p.05&&this.forwardBufferLength>1){const y=Math.min(2,Math.max(1,o)),C=Math.round(2/(1+Math.exp(-.75*p-this.edgeStalled))*20)/20,U=Math.min(y,Math.max(1,C));this.changeMediaPlaybackRate(t,U)}else t.playbackRate!==1&&t.playbackRate!==0&&this.changeMediaPlaybackRate(t,1)},this.hls=e,this.config=e.config,this.registerListeners()}get levelDetails(){var e;return((e=this.hls)==null?void 0:e.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:e}=this;if(e.liveMaxLatencyDuration!==void 0)return e.liveMaxLatencyDuration;const t=this.levelDetails;return t?e.liveMaxLatencyDurationCount*t.targetduration:0}get targetLatency(){const e=this.levelDetails;if(e===null||this.hls===null)return null;const{holdBack:t,partHoldBack:n,targetduration:i}=e,{liveSyncDuration:s,liveSyncDurationCount:o,lowLatencyMode:u}=this.config,p=this.hls.userConfig;let h=u&&n||t;(this._targetLatencyUpdated||p.liveSyncDuration||p.liveSyncDurationCount||h===0)&&(h=s!==void 0?s:o*i);const A=i;return h+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,A)}set targetLatency(e){this.stallCount=0,this.config.liveSyncDuration=e,this._targetLatencyUpdated=!0}get liveSyncPosition(){const e=this.estimateLiveEdge(),t=this.targetLatency;if(e===null||t===null)return null;const n=this.levelDetails;if(n===null)return null;const i=n.edge,s=e-t-this.edgeStalled,o=i-n.totalduration,u=i-(this.config.lowLatencyMode&&n.partTarget||n.targetduration);return Math.min(Math.max(o,s),u)}get drift(){const e=this.levelDetails;return e===null?1:e.drift}get edgeStalled(){const e=this.levelDetails;if(e===null)return 0;const t=(this.config.lowLatencyMode&&e.partTarget||e.targetduration)*3;return Math.max(e.age-t,0)}get forwardBufferLength(){const{media:e}=this,t=this.levelDetails;if(!e||!t)return 0;const n=e.buffered.length;return(n?e.buffered.end(n-1):t.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.ERROR,this.onError,this))}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.ERROR,this.onError,this))}onMediaAttached(e,t){this.media=t.media,this.media.addEventListener("timeupdate",this.onTimeupdate)}onMediaDetaching(){this.media&&(this.media.removeEventListener("timeupdate",this.onTimeupdate),this.media=null)}onManifestLoading(){this._latency=null,this.stallCount=0}onLevelUpdated(e,{details:t}){t.advanced&&this.onTimeupdate(),!t.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(e,t){var n;t.details===w.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(n=this.levelDetails)!=null&&n.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(e,t){var n,i;e.playbackRate!==t&&((n=this.hls)==null||n.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(i=this.targetLatency)==null?void 0:i.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${e.playbackRate} to ${t}`),e.playbackRate=t)}estimateLiveEdge(){const e=this.levelDetails;return e===null?null:e.edge+e.age}computeLatency(){const e=this.estimateLiveEdge();return e===null?null:e-this.currentTime}}class Ud extends Sa{constructor(e,t){super(e,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=t,this._registerListeners()}_registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this),e.on(v.ERROR,this.onError,this)}_unregisterListeners(){const{hls:e}=this;e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this),e.off(v.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(t=>{t.loadError=0,t.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(e,t){this.resetLevels()}onManifestLoaded(e,t){const n=this.hls.config.preferManagedMediaSource,i=[],s={},o={};let u=!1,p=!1,h=!1;t.levels.forEach(A=>{const y=A.attrs;let{audioCodec:C,videoCodec:U}=A;C&&(A.audioCodec=C=Pt(C,n)||void 0),U&&(U=A.videoCodec=D(U));const{width:Z,height:ce,unknownCodecs:le}=A,Ze=(le==null?void 0:le.length)||0;if(u||(u=!!(Z&&ce)),p||(p=!!U),h||(h=!!C),Ze||C&&!this.isAudioSupported(C)||U&&!this.isVideoSupported(U)){this.log(`Some or all CODECS not supported "${y.CODECS}"`);return}const{CODECS:Xe,"FRAME-RATE":_e,"HDCP-LEVEL":Vt,"PATHWAY-ID":qt,RESOLUTION:xn,"VIDEO-RANGE":tn}=y,pn=`${`${qt||"."}-`}${A.bitrate}-${xn}-${_e}-${Xe}-${tn}-${Vt}`;if(s[pn])if(s[pn].uri!==A.url&&!A.attrs["PATHWAY-ID"]){const on=o[pn]+=1;A.attrs["PATHWAY-ID"]=new Array(on+1).join(".");const zn=this.createLevel(A);s[pn]=zn,i.push(zn)}else s[pn].addGroupId("audio",y.AUDIO),s[pn].addGroupId("text",y.SUBTITLES);else{const on=this.createLevel(A);s[pn]=on,o[pn]=1,i.push(on)}}),this.filterAndSortMediaOptions(i,t,u,p,h)}createLevel(e){const t=new pt(e),n=e.supplemental;if(n!=null&&n.videoCodec&&!this.isVideoSupported(n.videoCodec)){const i=new Error(`SUPPLEMENTAL-CODECS not supported "${n.videoCodec}"`);this.log(i.message),t.supportedResult=k(i,[])}return t}isAudioSupported(e){return sn(e,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(e){return sn(e,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(e,t,n,i,s){var o;let u=[],p=[],h=e;const A=((o=t.stats)==null?void 0:o.parsing)||{};if((n||i)&&s&&(h=h.filter(({videoCodec:Xe,videoRange:_e,width:Vt,height:qt})=>(!!Xe||!!(Vt&&qt))&&be(_e))),h.length===0){Promise.resolve().then(()=>{if(this.hls){let Xe="no level with compatible codecs found in manifest",_e=Xe;t.levels.length&&(_e=`one or more CODECS in variant not supported: ${Ye(t.levels.map(qt=>qt.attrs.CODECS).filter((qt,xn,tn)=>tn.indexOf(qt)===xn))}`,this.warn(_e),Xe+=` (${_e})`);const Vt=new Error(Xe);this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:t.url,error:Vt,reason:_e})}}),A.end=performance.now();return}t.audioTracks&&(u=t.audioTracks.filter(Xe=>!Xe.audioCodec||this.isAudioSupported(Xe.audioCodec)),Vu(u)),t.subtitles&&(p=t.subtitles,Vu(p));const y=h.slice(0);h.sort((Xe,_e)=>{if(Xe.attrs["HDCP-LEVEL"]!==_e.attrs["HDCP-LEVEL"])return(Xe.attrs["HDCP-LEVEL"]||"")>(_e.attrs["HDCP-LEVEL"]||"")?1:-1;if(n&&Xe.height!==_e.height)return Xe.height-_e.height;if(Xe.frameRate!==_e.frameRate)return Xe.frameRate-_e.frameRate;if(Xe.videoRange!==_e.videoRange)return j.indexOf(Xe.videoRange)-j.indexOf(_e.videoRange);if(Xe.videoCodec!==_e.videoCodec){const Vt=_t(Xe.videoCodec),qt=_t(_e.videoCodec);if(Vt!==qt)return qt-Vt}if(Xe.uri===_e.uri&&Xe.codecSet!==_e.codecSet){const Vt=Qt(Xe.codecSet),qt=Qt(_e.codecSet);if(Vt!==qt)return qt-Vt}return Xe.averageBitrate!==_e.averageBitrate?Xe.averageBitrate-_e.averageBitrate:0});let C=y[0];if(this.steering&&(h=this.steering.filterParsedLevels(h),h.length!==y.length)){for(let Xe=0;XeVt&&Vt===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=qt)}break}const Z=s&&!i,ce=this.hls.config,le=!!(ce.audioStreamController&&ce.audioTrackController),Ze={levels:h,audioTracks:u,subtitleTracks:p,sessionData:t.sessionData,sessionKeys:t.sessionKeys,firstLevel:this._firstLevel,stats:t.stats,audio:s,video:i,altAudio:le&&!Z&&u.some(Xe=>!!Xe.url)};A.end=performance.now(),this.hls.trigger(v.MANIFEST_PARSED,Ze)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(e){const t=this._levels;if(t.length===0)return;if(e<0||e>=t.length){const A=new Error("invalid level idx"),y=e<0;if(this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.LEVEL_SWITCH_ERROR,level:e,fatal:y,error:A,reason:A.message}),y)return;e=Math.min(e,t.length-1)}const n=this.currentLevelIndex,i=this.currentLevel,s=i?i.attrs["PATHWAY-ID"]:void 0,o=t[e],u=o.attrs["PATHWAY-ID"];if(this.currentLevelIndex=e,this.currentLevel=o,n===e&&i&&s===u)return;this.log(`Switching to level ${e} (${o.height?o.height+"p ":""}${o.videoRange?o.videoRange+" ":""}${o.codecSet?o.codecSet+" ":""}@${o.bitrate})${u?" with Pathway "+u:""} from level ${n}${s?" with Pathway "+s:""}`);const p={level:e,attrs:o.attrs,details:o.details,bitrate:o.bitrate,averageBitrate:o.averageBitrate,maxBitrate:o.maxBitrate,realBitrate:o.realBitrate,width:o.width,height:o.height,codecSet:o.codecSet,audioCodec:o.audioCodec,videoCodec:o.videoCodec,audioGroups:o.audioGroups,subtitleGroups:o.subtitleGroups,loaded:o.loaded,loadError:o.loadError,fragmentError:o.fragmentError,name:o.name,id:o.id,uri:o.uri,url:o.url,urlId:0,audioGroupIds:o.audioGroupIds,textGroupIds:o.textGroupIds};this.hls.trigger(v.LEVEL_SWITCHING,p);const h=o.details;if(!h||h.live){const A=this.switchParams(o.uri,i==null?void 0:i.details,h);this.loadPlaylist(A)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(e){this.manualLevelIndex=e,this._startLevel===void 0&&(this._startLevel=e),e!==-1&&(this.level=e)}get firstLevel(){return this._firstLevel}set firstLevel(e){this._firstLevel=e}get startLevel(){if(this._startLevel===void 0){const e=this.hls.config.startLevel;return e!==void 0?e:this.hls.firstAutoLevel}return this._startLevel}set startLevel(e){this._startLevel=e}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(e){if(this.steering){const t=this.steering.pathways(),n=e.filter(i=>t.indexOf(i)!==-1);if(e.length<1){this.warn(`pathwayPriority ${e} should contain at least one pathway from list: ${t}`);return}this.steering.pathwayPriority=n}}onError(e,t){t.fatal||!t.context||t.context.type===q.LEVEL&&t.context.level===this.level&&this.checkRetry(t)}onFragBuffered(e,{frag:t}){if(t!==void 0&&t.type===z.MAIN){const n=t.elementaryStreams;if(!Object.keys(n).some(s=>!!n[s]))return;const i=this._levels[t.level];i!=null&&i.loadError&&(this.log(`Resetting level error count of ${i.loadError} on frag buffered`),i.loadError=0)}}onLevelLoaded(e,t){var n;const{level:i,details:s}=t,o=t.levelInfo;if(!o){var u;this.warn(`Invalid level index ${i}`),(u=t.deliveryDirectives)!=null&&u.skip&&(s.deltaUpdateFailed=!0);return}if(o===this.currentLevel||t.withoutMultiVariant){o.fragmentError===0&&(o.loadError=0);let p=o.details;p===t.details&&p.advanced&&(p=void 0),this.playlistLoaded(i,t,p)}else(n=t.deliveryDirectives)!=null&&n.skip&&(s.deltaUpdateFailed=!0)}loadPlaylist(e){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,e)}loadingPlaylist(e,t){super.loadingPlaylist(e,t);const n=this.getUrlWithDirectives(e.uri,t),i=this.currentLevelIndex,s=e.attrs["PATHWAY-ID"],o=e.details,u=o==null?void 0:o.age;this.log(`Loading level index ${i}${(t==null?void 0:t.msn)!==void 0?" at sn "+t.msn+" part "+t.part:""}${s?" Pathway "+s:""}${u&&o.live?" age "+u.toFixed(1)+(o.type?" "+o.type||0:""):""} ${n}`),this.hls.trigger(v.LEVEL_LOADING,{url:n,level:i,levelInfo:e,pathwayId:e.attrs["PATHWAY-ID"],id:0,deliveryDirectives:t||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(e){this.level=e,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=e)}removeLevel(e){var t;if(this._levels.length===1)return;const n=this._levels.filter((s,o)=>o!==e?!0:(this.steering&&this.steering.removeLevel(s),s===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,s.details&&s.details.fragments.forEach(u=>u.level=-1)),!1));nr(n),this._levels=n,this.currentLevelIndex>-1&&(t=this.currentLevel)!=null&&t.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const i=n.length-1;this._firstLevel=Math.min(this._firstLevel,i),this._startLevel&&(this._startLevel=Math.min(this._startLevel,i)),this.hls.trigger(v.LEVELS_UPDATED,{levels:n})}onLevelsUpdated(e,{levels:t}){this._levels=t}checkMaxAutoUpdated(){const{autoLevelCapping:e,maxAutoLevel:t,maxHdcpLevel:n}=this.hls;this._maxAutoLevel!==t&&(this._maxAutoLevel=t,this.hls.trigger(v.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:e,levels:this.levels,maxAutoLevel:t,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:n}))}}function Vu(l){const e={};l.forEach(t=>{const n=t.groupId||"";t.id=e[n]=e[n]||0,e[n]++})}function Zu(){return self.SourceBuffer||self.WebKitSourceBuffer}function zu(){if(!wt())return!1;const e=Zu();return!e||e.prototype&&typeof e.prototype.appendBuffer=="function"&&typeof e.prototype.remove=="function"}function Vd(){if(!zu())return!1;const l=wt();return typeof(l==null?void 0:l.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(e=>l.isTypeSupported(mn(e,"video")))||["mp4a.40.2","fLaC"].some(e=>l.isTypeSupported(mn(e,"audio"))))}function Zd(){var l;const e=Zu();return typeof(e==null||(l=e.prototype)==null?void 0:l.changeType)=="function"}const zd=100;class kd extends Ka{constructor(e,t,n){super(e,t,n,"stream-controller",z.MAIN),this.audioCodecSwap=!1,this.level=-1,this._forceStartLoad=!1,this._hasEnoughToStart=!1,this.altAudio=0,this.audioOnly=!1,this.fragPlaying=null,this.fragLastKbps=0,this.couldBacktrack=!1,this.backtrackFragment=null,this.audioCodecSwitch=!1,this.videoBuffer=null,this.onMediaPlaying=()=>{this.tick()},this.onMediaSeeked=()=>{const i=this.media,s=i?i.currentTime:null;if(s===null||!r(s)||(this.log(`Media seeked to ${s.toFixed(3)}`),!this.getBufferedFrag(s)))return;const o=this.getFwdBufferInfoAtPos(i,s,z.MAIN,0);if(o===null||o.len===0){this.warn(`Main forward buffer length at ${s} on "seeked" event ${o?o.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:e}=this;e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),e.on(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.on(v.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),e.on(v.BUFFER_CREATED,this.onBufferCreated,this),e.on(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:e}=this;e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),e.off(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.off(v.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),e.off(v.BUFFER_CREATED,this.onBufferCreated,this),e.off(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(e,t){if(this.levels){const{lastCurrentTime:n,hls:i}=this;if(this.stopLoad(),this.setInterval(zd),this.level=-1,!this.startFragRequested){let s=i.startLevel;s===-1&&(i.config.testBandwidth&&this.levels.length>1?(s=0,this.bitrateTest=!0):s=i.firstAutoLevel),i.nextLoadLevel=s,this.level=i.loadLevel,this._hasEnoughToStart=!!t}n>0&&e===-1&&!t&&(this.log(`Override startPosition with lastCurrentTime @${n.toFixed(3)}`),e=n),this.state=On.IDLE,this.nextLoadPosition=this.lastCurrentTime=e+this.timelineOffset,this.startPosition=t?-1:e,this.tick()}else this._forceStartLoad=!0,this.state=On.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case On.WAITING_LEVEL:{const{levels:e,level:t}=this,n=e==null?void 0:e[t],i=n==null?void 0:n.details;if(i&&(!i.live||this.levelLastLoaded===n&&!this.waitForLive(n))){if(this.waitForCdnTuneIn(i))break;this.state=On.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=On.IDLE;break}break}case On.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===On.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var e;super.onTickEnd(),(e=this.media)!=null&&e.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:e,levelLastLoaded:t,levels:n,media:i}=this;if(t===null||!i&&!this.primaryPrefetch&&(this.startFragRequested||!e.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const s=this.buffering?e.nextLoadLevel:e.loadLevel;if(!(n!=null&&n[s]))return;const o=n[s],u=this.getMainFwdBufferInfo();if(u===null)return;const p=this.getLevelDetails();if(p&&this._streamEnded(u,p)){const ce={};this.altAudio===2&&(ce.type="video"),this.hls.trigger(v.BUFFER_EOS,ce),this.state=On.ENDED;return}if(!this.buffering)return;e.loadLevel!==s&&e.manualLevel===-1&&this.log(`Adapting to level ${s} from level ${this.level}`),this.level=e.nextLoadLevel=s;const h=o.details;if(!h||this.state===On.WAITING_LEVEL||this.waitForLive(o)){this.level=s,this.state=On.WAITING_LEVEL,this.startFragRequested=!1;return}const A=u.len,y=this.getMaxBufferLength(o.maxBitrate);if(A>=y)return;this.backtrackFragment&&this.backtrackFragment.start>u.end&&(this.backtrackFragment=null);const C=this.backtrackFragment?this.backtrackFragment.start:u.end;let U=this.getNextFragment(C,h);if(this.couldBacktrack&&!this.fragPrevious&&U&&Qe(U)&&this.fragmentTracker.getState(U)!==Cn.OK){var Z;const le=((Z=this.backtrackFragment)!=null?Z:U).sn-h.startSN,Ze=h.fragments[le-1];Ze&&U.cc===Ze.cc&&(U=Ze,this.fragmentTracker.removeFragment(Ze))}else this.backtrackFragment&&u.len&&(this.backtrackFragment=null);if(U&&this.isLoopLoading(U,C)){if(!U.gap){const le=this.audioOnly&&!this.altAudio?ze.AUDIO:ze.VIDEO,Ze=(le===ze.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Ze&&this.afterBufferFlushed(Ze,le,z.MAIN)}U=this.getNextFragmentLoopLoading(U,h,u,z.MAIN,y)}U&&(U.initSegment&&!U.initSegment.data&&!this.bitrateTest&&(U=U.initSegment),this.loadFragment(U,o,C))}loadFragment(e,t,n){const i=this.fragmentTracker.getState(e);i===Cn.NOT_LOADED||i===Cn.PARTIAL?Qe(e)?this.bitrateTest?(this.log(`Fragment ${e.sn} of level ${e.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(e,t)):super.loadFragment(e,t,n):this._loadInitSegment(e,t):this.clearTrackerIfNeeded(e)}getBufferedFrag(e){return this.fragmentTracker.getBufferedFrag(e,z.MAIN)}followingBufferedFrag(e){return e?this.getBufferedFrag(e.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:e,media:t}=this;if(t!=null&&t.readyState){let n;const i=this.getAppendedFrag(t.currentTime);i&&i.start>1&&this.flushMainBuffer(0,i.start-1);const s=this.getLevelDetails();if(s!=null&&s.live){const u=this.getMainFwdBufferInfo();if(!u||u.len=o-t.maxFragLookUpTolerance&&s<=u;if(i!==null&&n.duration>i&&(s{this.hls&&this.hls.trigger(v.AUDIO_TRACK_SWITCHED,t)}),n.trigger(v.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}n.trigger(v.AUDIO_TRACK_SWITCHED,t)}}onAudioTrackSwitched(e,t){const n=Nn(t.url,this.hls);if(n){const i=this.videoBuffer;i&&this.mediaBuffer!==i&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=i)}this.altAudio=n?2:0,this.tick()}onBufferCreated(e,t){const n=t.tracks;let i,s,o=!1;for(const u in n){const p=n[u];if(p.id==="main"){if(s=u,i=p,u==="video"){const h=n[u];h&&(this.videoBuffer=h.buffer)}}else o=!0}o&&i?(this.log(`Alternate track found, use ${s}.buffered to schedule main fragment loading`),this.mediaBuffer=i.buffer):this.mediaBuffer=this.media}onFragBuffered(e,t){const{frag:n,part:i}=t,s=n.type===z.MAIN;if(s){if(this.fragContextChanged(n)){this.warn(`Fragment ${n.sn}${i?" p: "+i.index:""} of level ${n.level} finished buffering, but was aborted. state: ${this.state}`),this.state===On.PARSED&&(this.state=On.IDLE);return}const u=i?i.stats:n.stats;this.fragLastKbps=Math.round(8*u.total/(u.buffering.end-u.loading.first)),Qe(n)&&(this.fragPrevious=n),this.fragBufferedComplete(n,i)}const o=this.media;o&&(!this._hasEnoughToStart&&Wn.getBuffered(o).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),s&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(e,t){var n;if(t.fatal){this.state=On.ERROR;return}switch(t.details){case w.FRAG_GAP:case w.FRAG_PARSING_ERROR:case w.FRAG_DECRYPT_ERROR:case w.FRAG_LOAD_ERROR:case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_ERROR:case w.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(z.MAIN,t);break;case w.LEVEL_LOAD_ERROR:case w.LEVEL_LOAD_TIMEOUT:case w.LEVEL_PARSING_ERROR:!t.levelRetry&&this.state===On.WAITING_LEVEL&&((n=t.context)==null?void 0:n.type)===q.LEVEL&&(this.state=On.IDLE);break;case w.BUFFER_ADD_CODEC_ERROR:case w.BUFFER_APPEND_ERROR:if(t.parent!=="main")return;this.reduceLengthAndFlushBuffer(t)&&this.resetLoadingState();break;case w.BUFFER_FULL_ERROR:if(t.parent!=="main")return;this.reduceLengthAndFlushBuffer(t)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case w.INTERNAL_EXCEPTION:this.recoverWorkerError(t);break}}onFragLoadEmergencyAborted(){this.state=On.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(e,{type:t}){if(t!==ze.AUDIO||!this.altAudio){const n=(t===ze.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;n&&(this.afterBufferFlushed(n,t,z.MAIN),this.tick())}}onLevelsUpdated(e,t){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=t.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:e}=this;if(!e)return;const t=e.currentTime;let n=this.startPosition;if(n>=0&&t0&&(p{const{hls:i}=this,s=n==null?void 0:n.frag;if(!s||this.fragContextChanged(s))return;t.fragmentError=0,this.state=On.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const o=s.stats;o.parsing.start=o.parsing.end=o.buffering.start=o.buffering.end=self.performance.now(),i.trigger(v.FRAG_LOADED,n),s.bitrateTest=!1}).catch(n=>{this.state===On.STOPPED||this.state===On.ERROR||(this.warn(n),this.resetFragmentLoading(e))})}_handleTransmuxComplete(e){const t=this.playlistType,{hls:n}=this,{remuxResult:i,chunkMeta:s}=e,o=this.getCurrentContext(s);if(!o){this.resetWhenMissingContext(s);return}const{frag:u,part:p,level:h}=o,{video:A,text:y,id3:C,initSegment:U}=i,{details:Z}=h,ce=this.altAudio?void 0:i.audio;if(this.fragContextChanged(u)){this.fragmentTracker.removeFragment(u);return}if(this.state=On.PARSING,U){const le=U.tracks;if(le){const Vt=u.initSegment||u;if(this.unhandledEncryptionError(U,u))return;this._bufferInitSegment(h,le,Vt,s),n.trigger(v.FRAG_PARSING_INIT_SEGMENT,{frag:Vt,id:t,tracks:le})}const Ze=U.initPTS,Xe=U.timescale,_e=this.initPTS[u.cc];if(r(Ze)&&(!_e||_e.baseTime!==Ze||_e.timescale!==Xe)){const Vt=U.trackId;this.initPTS[u.cc]={baseTime:Ze,timescale:Xe,trackId:Vt},n.trigger(v.INIT_PTS_FOUND,{frag:u,id:t,initPTS:Ze,timescale:Xe,trackId:Vt})}}if(A&&Z){ce&&A.type==="audiovideo"&&this.logMuxedErr(u);const le=Z.fragments[u.sn-1-Z.startSN],Ze=u.sn===Z.startSN,Xe=!le||u.cc>le.cc;if(i.independent!==!1){const{startPTS:_e,endPTS:Vt,startDTS:qt,endDTS:xn}=A;if(p)p.elementaryStreams[A.type]={startPTS:_e,endPTS:Vt,startDTS:qt,endDTS:xn};else if(A.firstKeyFrame&&A.independent&&s.id===1&&!Xe&&(this.couldBacktrack=!0),A.dropped&&A.independent){const tn=this.getMainFwdBufferInfo(),An=(tn?tn.end:this.getLoadPosition())+this.config.maxBufferHole,pn=A.firstKeyFramePTS?A.firstKeyFramePTS:_e;if(!Ze&&AnRl&&(u.gap=!0);u.setElementaryStreamInfo(A.type,_e,Vt,qt,xn),this.backtrackFragment&&(this.backtrackFragment=u),this.bufferFragmentData(A,u,p,s,Ze||Xe)}else if(Ze||Xe)u.gap=!0;else{this.backtrack(u);return}}if(ce){const{startPTS:le,endPTS:Ze,startDTS:Xe,endDTS:_e}=ce;p&&(p.elementaryStreams[ze.AUDIO]={startPTS:le,endPTS:Ze,startDTS:Xe,endDTS:_e}),u.setElementaryStreamInfo(ze.AUDIO,le,Ze,Xe,_e),this.bufferFragmentData(ce,u,p,s)}if(Z&&C!=null&&C.samples.length){const le={id:t,frag:u,details:Z,samples:C.samples};n.trigger(v.FRAG_PARSING_METADATA,le)}if(Z&&y){const le={id:t,frag:u,details:Z,samples:y.samples};n.trigger(v.FRAG_PARSING_USERDATA,le)}}logMuxedErr(e){this.warn(`${Qe(e)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${e.url}`)}_bufferInitSegment(e,t,n,i){if(this.state!==On.PARSING)return;this.audioOnly=!!t.audio&&!t.video,this.altAudio&&!this.audioOnly&&(delete t.audio,t.audiovideo&&this.logMuxedErr(n));const{audio:s,video:o,audiovideo:u}=t;if(s){const h=e.audioCodec;let A=Dt(s.codec,h);A==="mp4a"&&(A="mp4a.40.5");const y=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){A&&(A.indexOf("mp4a.40.5")!==-1?A="mp4a.40.2":A="mp4a.40.5");const C=s.metadata;C&&"channelCount"in C&&(C.channelCount||1)!==1&&y.indexOf("firefox")===-1&&(A="mp4a.40.5")}A&&A.indexOf("mp4a.40.5")!==-1&&y.indexOf("android")!==-1&&s.container!=="audio/mpeg"&&(A="mp4a.40.2",this.log(`Android: force audio codec to ${A}`)),h&&h!==A&&this.log(`Swapping manifest audio codec "${h}" for "${A}"`),s.levelCodec=A,s.id=z.MAIN,this.log(`Init audio buffer, container:${s.container}, codecs[selected/level/parsed]=[${A||""}/${h||""}/${s.codec}]`),delete t.audiovideo}if(o){o.levelCodec=e.videoCodec,o.id=z.MAIN;const h=o.codec;if((h==null?void 0:h.length)===4)switch(h){case"hvc1":case"hev1":o.codec="hvc1.1.6.L120.90";break;case"av01":o.codec="av01.0.04M.08";break;case"avc1":o.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${o.container}, codecs[level/parsed]=[${e.videoCodec||""}/${h}]${o.codec!==h?" parsed-corrected="+o.codec:""}${o.supplemental?" supplemental="+o.supplemental:""}`),delete t.audiovideo}u&&(this.log(`Init audiovideo buffer, container:${u.container}, codecs[level/parsed]=[${e.codecs}/${u.codec}]`),delete t.video,delete t.audio);const p=Object.keys(t);if(p.length){if(this.hls.trigger(v.BUFFER_CODECS,t),!this.hls)return;p.forEach(h=>{const y=t[h].initSegment;y!=null&&y.byteLength&&this.hls.trigger(v.BUFFER_APPENDING,{type:h,data:y,frag:n,part:null,chunkMeta:i,parent:n.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const e=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(e,z.MAIN)}get maxBufferLength(){const{levels:e,level:t}=this,n=e==null?void 0:e[t];return n?this.getMaxBufferLength(n.maxBitrate):this.config.maxBufferLength}backtrack(e){this.couldBacktrack=!0,this.backtrackFragment=e,this.resetTransmuxer(),this.flushBufferGap(e),this.fragmentTracker.removeFragment(e),this.fragPrevious=null,this.nextLoadPosition=e.start,this.state=On.IDLE}checkFragmentChanged(){const e=this.media;let t=null;if(e&&e.readyState>1&&e.seeking===!1){const n=e.currentTime;if(Wn.isBuffered(e,n)?t=this.getAppendedFrag(n):Wn.isBuffered(e,n+.1)&&(t=this.getAppendedFrag(n+.1)),t){this.backtrackFragment=null;const i=this.fragPlaying,s=t.level;(!i||t.sn!==i.sn||i.level!==s)&&(this.fragPlaying=t,this.hls.trigger(v.FRAG_CHANGED,{frag:t}),(!i||i.level!==s)&&this.hls.trigger(v.LEVEL_SWITCHED,{level:s}))}}}get nextLevel(){const e=this.nextBufferedFrag;return e?e.level:-1}get currentFrag(){var e;if(this.fragPlaying)return this.fragPlaying;const t=((e=this.media)==null?void 0:e.currentTime)||this.lastCurrentTime;return r(t)?this.getAppendedFrag(t):null}get currentProgramDateTime(){var e;const t=((e=this.media)==null?void 0:e.currentTime)||this.lastCurrentTime;if(r(t)){const n=this.getLevelDetails(),i=this.currentFrag||(n?Un(null,n.fragments,t):null);if(i){const s=i.programDateTime;if(s!==null){const o=s+(t-i.start)*1e3;return new Date(o)}}}return null}get currentLevel(){const e=this.currentFrag;return e?e.level:-1}get nextBufferedFrag(){const e=this.currentFrag;return e?this.followingBufferedFrag(e):null}get forceStartLoad(){return this._forceStartLoad}}class jd extends We{constructor(e,t){super("key-loader",t),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=e}abort(e){for(const n in this.keyIdToKeyInfo){const i=this.keyIdToKeyInfo[n].loader;if(i){var t;if(e&&e!==((t=i.context)==null?void 0:t.frag.type))return;i.abort()}}}detach(){for(const e in this.keyIdToKeyInfo){const t=this.keyIdToKeyInfo[e];(t.mediaKeySessionContext||t.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[e]}}destroy(){this.detach();for(const e in this.keyIdToKeyInfo){const t=this.keyIdToKeyInfo[e].loader;t&&t.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(e,t=w.KEY_LOAD_ERROR,n,i,s){return new vi({type:te.NETWORK_ERROR,details:t,fatal:!1,frag:e,response:s,error:n,networkDetails:i})}loadClear(e,t,n){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(t.length)for(let i=0,s=t.length;i{if(!this.emeController)return;o.setKeyFormat(u);const p=Xr(u);if(p)return this.emeController.getKeySystemAccess([p])})}if(this.config.requireKeySystemAccessOnStart){const i=us(this.config);if(i.length)return this.emeController.getKeySystemAccess(i)}}return null}load(e){return!e.decryptdata&&e.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(e).then(t=>this.loadInternal(e,t)):this.loadInternal(e)}loadInternal(e,t){var n,i;t&&e.setKeyFormat(t);const s=e.decryptdata;if(!s){const h=new Error(t?`Expected frag.decryptdata to be defined after setting format ${t}`:`Missing decryption data on fragment in onKeyLoading (emeEnabled with controller: ${this.emeController&&this.config.emeEnabled})`);return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,h))}const o=s.uri;if(!o)return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${o}"`)));const u=qc(s);let p=this.keyIdToKeyInfo[u];if((n=p)!=null&&n.decryptdata.key)return s.key=p.decryptdata.key,Promise.resolve({frag:e,keyInfo:p});if(this.emeController&&(i=p)!=null&&i.keyLoadPromise)switch(this.emeController.getKeyStatus(p.decryptdata)){case"usable":case"usable-in-future":return p.keyLoadPromise.then(A=>{const{keyInfo:y}=A;return s.key=y.decryptdata.key,{frag:e,keyInfo:y}})}switch(this.log(`${this.keyIdToKeyInfo[u]?"Rel":"L"}oading${s.keyId?" keyId: "+Te(s.keyId):""} URI: ${s.uri} from ${e.type} ${e.level}`),p=this.keyIdToKeyInfo[u]={decryptdata:s,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},s.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return s.keyFormat==="identity"?this.loadKeyHTTP(p,e):this.loadKeyEME(p,e);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(p,e);default:return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${s.method}"`)))}}loadKeyEME(e,t){const n={frag:t,keyInfo:e};if(this.emeController&&this.config.emeEnabled){var i;if(!e.decryptdata.keyId&&(i=t.initSegment)!=null&&i.data){const o=L(t.initSegment.data);if(o.length){let u=o[0];u.some(p=>p!==0)?(this.log(`Using keyId found in init segment ${Te(u)}`),es.setKeyIdForUri(e.decryptdata.uri,u)):(u=es.addKeyIdForUri(e.decryptdata.uri),this.log(`Generating keyId to patch media ${Te(u)}`)),e.decryptdata.keyId=u}}if(!e.decryptdata.keyId&&!Qe(t))return Promise.resolve(n);const s=this.emeController.loadKey(n);return(e.keyLoadPromise=s.then(o=>(e.mediaKeySessionContext=o,n))).catch(o=>{throw e.keyLoadPromise=null,"data"in o&&(o.data.frag=t),o})}return Promise.resolve(n)}loadKeyHTTP(e,t){const n=this.config,i=n.loader,s=new i(n);return t.keyLoader=e.loader=s,e.keyLoadPromise=new Promise((o,u)=>{const p={keyInfo:e,frag:t,responseType:"arraybuffer",url:e.decryptdata.uri},h=n.keyLoadPolicy.default,A={loadPolicy:h,timeout:h.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},y={onSuccess:(C,U,Z,ce)=>{const{frag:le,keyInfo:Ze}=Z,Xe=qc(Ze.decryptdata);if(!le.decryptdata||Ze!==this.keyIdToKeyInfo[Xe])return u(this.createKeyLoadError(le,w.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),ce));Ze.decryptdata.key=le.decryptdata.key=new Uint8Array(C.data),le.keyLoader=null,Ze.loader=null,o({frag:le,keyInfo:Ze})},onError:(C,U,Z,ce)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.KEY_LOAD_ERROR,new Error(`HTTP Error ${C.code} loading key ${C.text}`),Z,ue({url:p.url,data:void 0},C)))},onTimeout:(C,U,Z)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Z))},onAbort:(C,U,Z)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.INTERNAL_ABORTED,new Error("key loading aborted"),Z))}};s.load(p,A,y)})}resetLoader(e){const{frag:t,keyInfo:n,url:i}=e,s=n.loader;t.keyLoader===s&&(t.keyLoader=null,n.loader=null);const o=qc(n.decryptdata)||i;delete this.keyIdToKeyInfo[o],s&&s.destroy()}}function qc(l){if(l.keyFormat!==Yi.FAIRPLAY){const e=l.keyId;if(e)return Te(e)}return l.uri}function ku(l){const{type:e}=l;switch(e){case q.AUDIO_TRACK:return z.AUDIO;case q.SUBTITLE_TRACK:return z.SUBTITLE;default:return z.MAIN}}function _c(l,e){let t=l.url;return(t===void 0||t.indexOf("data:")===0)&&(t=e.url),t}class Wd{constructor(e){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=e,this.registerListeners()}startLoad(e){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),e.on(v.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:e}=this;e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_LOADING,this.onLevelLoading,this),e.off(v.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),e.off(v.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(e){const t=this.hls.config,n=t.pLoader,i=t.loader,s=n||i,o=new s(t);return this.loaders[e.type]=o,o}getInternalLoader(e){return this.loaders[e.type]}resetInternalLoader(e){this.loaders[e]&&delete this.loaders[e]}destroyInternalLoaders(){for(const e in this.loaders){const t=this.loaders[e];t&&t.destroy(),this.resetInternalLoader(e)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(e,t){const{url:n}=t;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:q.MANIFEST,url:n,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(e,t){const{id:n,level:i,pathwayId:s,url:o,deliveryDirectives:u,levelInfo:p}=t;this.load({id:n,level:i,pathwayId:s,responseType:"text",type:q.LEVEL,url:o,deliveryDirectives:u,levelOrTrack:p})}onAudioTrackLoading(e,t){const{id:n,groupId:i,url:s,deliveryDirectives:o,track:u}=t;this.load({id:n,groupId:i,level:null,responseType:"text",type:q.AUDIO_TRACK,url:s,deliveryDirectives:o,levelOrTrack:u})}onSubtitleTrackLoading(e,t){const{id:n,groupId:i,url:s,deliveryDirectives:o,track:u}=t;this.load({id:n,groupId:i,level:null,responseType:"text",type:q.SUBTITLE_TRACK,url:s,deliveryDirectives:o,levelOrTrack:u})}onLevelsUpdated(e,t){const n=this.loaders[q.LEVEL];if(n){const i=n.context;i&&!t.levels.some(s=>s===i.levelOrTrack)&&(n.abort(),delete this.loaders[q.LEVEL])}}load(e){var t;const n=this.hls.config;let i=this.getInternalLoader(e);if(i){const h=this.hls.logger,A=i.context;if(A&&A.levelOrTrack===e.levelOrTrack&&(A.url===e.url||A.deliveryDirectives&&!e.deliveryDirectives)){A.url===e.url?h.log(`[playlist-loader]: ignore ${e.url} ongoing request`):h.log(`[playlist-loader]: ignore ${e.url} in favor of ${A.url}`);return}h.log(`[playlist-loader]: aborting previous loader for type: ${e.type}`),i.abort()}let s;if(e.type===q.MANIFEST?s=n.manifestLoadPolicy.default:s=ee({},n.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),i=this.createInternalLoader(e),r((t=e.deliveryDirectives)==null?void 0:t.part)){let h;if(e.type===q.LEVEL&&e.level!==null?h=this.hls.levels[e.level].details:e.type===q.AUDIO_TRACK&&e.id!==null?h=this.hls.audioTracks[e.id].details:e.type===q.SUBTITLE_TRACK&&e.id!==null&&(h=this.hls.subtitleTracks[e.id].details),h){const A=h.partTarget,y=h.targetduration;if(A&&y){const C=Math.max(A*3,y*.8)*1e3;s=ee({},s,{maxTimeToFirstByteMs:Math.min(C,s.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(C,s.maxTimeToFirstByteMs)})}}}const o=s.errorRetry||s.timeoutRetry||{},u={loadPolicy:s,timeout:s.maxLoadTimeMs,maxRetry:o.maxNumRetry||0,retryDelay:o.retryDelayMs||0,maxRetryDelay:o.maxRetryDelayMs||0},p={onSuccess:(h,A,y,C)=>{const U=this.getInternalLoader(y);this.resetInternalLoader(y.type);const Z=h.data;A.parsing.start=performance.now(),b.isMediaPlaylist(Z)||y.type!==q.MANIFEST?this.handleTrackOrLevelPlaylist(h,A,y,C||null,U):this.handleMasterPlaylist(h,A,y,C)},onError:(h,A,y,C)=>{this.handleNetworkError(A,y,!1,h,C)},onTimeout:(h,A,y)=>{this.handleNetworkError(A,y,!0,void 0,h)}};i.load(e,u,p)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:e,startPosition:t},forceStartLoad:n}=this.hls;(e||n)&&(this.hls.logger.log(`${e?"auto":"force"} startLoad with configured startPosition ${t}`),this.hls.startLoad(t))}handleMasterPlaylist(e,t,n,i){const s=this.hls,o=e.data,u=_c(e,n),p=b.parseMasterPlaylist(o,u);if(p.playlistParsingError){t.parsing.end=performance.now(),this.handleManifestParsingError(e,n,p.playlistParsingError,i,t);return}const{contentSteering:h,levels:A,sessionData:y,sessionKeys:C,startTimeOffset:U,variableList:Z}=p;this.variableList=Z,A.forEach(Xe=>{const{unknownCodecs:_e}=Xe;if(_e){const{preferManagedMediaSource:Vt}=this.hls.config;let{audioCodec:qt,videoCodec:xn}=Xe;for(let tn=_e.length;tn--;){const An=_e[tn];sn(An,"audio",Vt)?(Xe.audioCodec=qt=qt?`${qt},${An}`:An,Ut.audio[qt.substring(0,4)]=2,_e.splice(tn,1)):sn(An,"video",Vt)&&(Xe.videoCodec=xn=xn?`${xn},${An}`:An,Ut.video[xn.substring(0,4)]=2,_e.splice(tn,1))}}});const{AUDIO:ce=[],SUBTITLES:le,"CLOSED-CAPTIONS":Ze}=b.parseMasterPlaylistMedia(o,u,p);ce.length&&!ce.some(_e=>!_e.url)&&A[0].audioCodec&&!A[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),ce.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new dr({}),bitrate:0,url:""})),s.trigger(v.MANIFEST_LOADED,{levels:A,audioTracks:ce,subtitles:le,captions:Ze,contentSteering:h,url:u,stats:t,networkDetails:i,sessionData:y,sessionKeys:C,startTimeOffset:U,variableList:Z})}handleTrackOrLevelPlaylist(e,t,n,i,s){const o=this.hls,{id:u,level:p,type:h}=n,A=_c(e,n),y=r(p)?p:r(u)?u:0,C=ku(n),U=b.parseLevelPlaylist(e.data,A,y,C,0,this.variableList);if(h===q.MANIFEST){const Z={attrs:new dr({}),bitrate:0,details:U,name:"",url:A};U.requestScheduled=t.loading.start+Ir(U,0),o.trigger(v.MANIFEST_LOADED,{levels:[Z],audioTracks:[],url:A,stats:t,networkDetails:i,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}t.parsing.end=performance.now(),n.levelDetails=U,this.handlePlaylistLoaded(U,e,t,n,i,s)}handleManifestParsingError(e,t,n,i,s){this.hls.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.MANIFEST_PARSING_ERROR,fatal:t.type===q.MANIFEST,url:e.url,err:n,error:n,reason:n.message,response:e,context:t,networkDetails:i,stats:s})}handleNetworkError(e,t,n=!1,i,s){let o=`A network ${n?"timeout":"error"+(i?" (status "+i.code+")":"")} occurred while loading ${e.type}`;e.type===q.LEVEL?o+=`: ${e.level} id: ${e.id}`:(e.type===q.AUDIO_TRACK||e.type===q.SUBTITLE_TRACK)&&(o+=` id: ${e.id} group-id: "${e.groupId}"`);const u=new Error(o);this.hls.logger.warn(`[playlist-loader]: ${o}`);let p=w.UNKNOWN,h=!1;const A=this.getInternalLoader(e);switch(e.type){case q.MANIFEST:p=n?w.MANIFEST_LOAD_TIMEOUT:w.MANIFEST_LOAD_ERROR,h=!0;break;case q.LEVEL:p=n?w.LEVEL_LOAD_TIMEOUT:w.LEVEL_LOAD_ERROR,h=!1;break;case q.AUDIO_TRACK:p=n?w.AUDIO_TRACK_LOAD_TIMEOUT:w.AUDIO_TRACK_LOAD_ERROR,h=!1;break;case q.SUBTITLE_TRACK:p=n?w.SUBTITLE_TRACK_LOAD_TIMEOUT:w.SUBTITLE_LOAD_ERROR,h=!1;break}A&&this.resetInternalLoader(e.type);const y={type:te.NETWORK_ERROR,details:p,fatal:h,url:e.url,loader:A,context:e,error:u,networkDetails:t,stats:s};if(i){const C=(t==null?void 0:t.url)||e.url;y.response=ue({url:C,data:void 0},i)}this.hls.trigger(v.ERROR,y)}handlePlaylistLoaded(e,t,n,i,s,o){const u=this.hls,{type:p,level:h,levelOrTrack:A,id:y,groupId:C,deliveryDirectives:U}=i,Z=_c(t,i),ce=ku(i);let le=typeof i.level=="number"&&ce===z.MAIN?h:void 0;const Ze=e.playlistParsingError;if(Ze){if(this.hls.logger.warn(`${Ze} ${e.url}`),!u.config.ignorePlaylistParsingErrors){u.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.LEVEL_PARSING_ERROR,fatal:!1,url:Z,error:Ze,reason:Ze.message,response:t,context:i,level:le,parent:ce,networkDetails:s,stats:n});return}e.playlistParsingError=null}if(!e.fragments.length){const Xe=e.playlistParsingError=new Error("No Segments found in Playlist");u.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.LEVEL_EMPTY_ERROR,fatal:!1,url:Z,error:Xe,reason:Xe.message,response:t,context:i,level:le,parent:ce,networkDetails:s,stats:n});return}switch(e.live&&o&&(o.getCacheAge&&(e.ageHeader=o.getCacheAge()||0),(!o.getCacheAge||isNaN(e.ageHeader))&&(e.ageHeader=0)),p){case q.MANIFEST:case q.LEVEL:if(le){if(!A)le=0;else if(A!==u.levels[le]){const Xe=u.levels.indexOf(A);Xe>-1&&(le=Xe)}}u.trigger(v.LEVEL_LOADED,{details:e,levelInfo:A||u.levels[0],level:le||0,id:y||0,stats:n,networkDetails:s,deliveryDirectives:U,withoutMultiVariant:p===q.MANIFEST});break;case q.AUDIO_TRACK:u.trigger(v.AUDIO_TRACK_LOADED,{details:e,track:A,id:y||0,groupId:C||"",stats:n,networkDetails:s,deliveryDirectives:U});break;case q.SUBTITLE_TRACK:u.trigger(v.SUBTITLE_TRACK_LOADED,{details:e,track:A,id:y||0,groupId:C||"",stats:n,networkDetails:s,deliveryDirectives:U});break}}}class Ca{static get version(){return Aa}static isMSESupported(){return zu()}static isSupported(){return Vd()}static getMediaSource(){return wt()}static get Events(){return v}static get MetadataSchema(){return Vs}static get ErrorTypes(){return te}static get ErrorDetails(){return w}static get DefaultConfig(){return Ca.defaultConfig?Ca.defaultConfig:Id}static set DefaultConfig(e){Ca.defaultConfig=e}constructor(e={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new _a,this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.abrController=void 0,this.bufferController=void 0,this.capLevelController=void 0,this.latencyController=void 0,this.levelController=void 0,this.streamController=void 0,this.audioStreamController=void 0,this.subtititleStreamController=void 0,this.audioTrackController=void 0,this.subtitleTrackController=void 0,this.interstitialsController=void 0,this.gapController=void 0,this.emeController=void 0,this.cmcdController=void 0,this._media=null,this._url=null,this._sessionId=void 0,this.triggeringException=void 0,this.started=!1;const t=this.logger=Re(e.debug||!1,"Hls instance",e.assetPlayerId),n=this.config=Rd(Ca.DefaultConfig,e,t);this.userConfig=e,n.progressive&&wd(n,t);const{abrController:i,bufferController:s,capLevelController:o,errorController:u,fpsController:p}=n,h=new u(this),A=this.abrController=new i(this),y=new Tn(this),C=n.interstitialsController,U=C?this.interstitialsController=new C(this,Ca):null,Z=this.bufferController=new s(this,y),ce=this.capLevelController=new o(this),le=new p(this),Ze=new Wd(this),Xe=n.contentSteeringController,_e=Xe?new Xe(this):null,Vt=this.levelController=new Ud(this,_e),qt=new Od(this),xn=new jd(this.config,this.logger),tn=this.streamController=new kd(this,y,xn),An=this.gapController=new Ld(this,y);ce.setStreamController(tn),le.setStreamController(tn);const pn=[Ze,Vt,tn];U&&pn.splice(1,0,U),_e&&pn.splice(1,0,_e),this.networkControllers=pn;const on=[A,Z,An,ce,le,qt,y];this.audioTrackController=this.createController(n.audioTrackController,pn);const zn=n.audioStreamController;zn&&pn.push(this.audioStreamController=new zn(this,y,xn)),this.subtitleTrackController=this.createController(n.subtitleTrackController,pn);const gi=n.subtitleStreamController;gi&&pn.push(this.subtititleStreamController=new gi(this,y,xn)),this.createController(n.timelineController,on),xn.emeController=this.emeController=this.createController(n.emeController,on),this.cmcdController=this.createController(n.cmcdController,on),this.latencyController=this.createController(Pd,on),this.coreComponents=on,pn.push(h);const Ni=h.onErrorOut;typeof Ni=="function"&&this.on(v.ERROR,Ni,h),this.on(v.MANIFEST_LOADED,Ze.onManifestLoaded,Ze)}createController(e,t){if(e){const n=new e(this);return t&&t.push(n),n}return null}on(e,t,n=this){this._emitter.on(e,t,n)}once(e,t,n=this){this._emitter.once(e,t,n)}removeAllListeners(e){this._emitter.removeAllListeners(e)}off(e,t,n=this,i){this._emitter.off(e,t,n,i)}listeners(e){return this._emitter.listeners(e)}emit(e,t,n){return this._emitter.emit(e,t,n)}trigger(e,t){if(this.config.debug)return this.emit(e,e,t);try{return this.emit(e,e,t)}catch(n){if(this.logger.error("An internal error happened while handling event "+e+'. Error message: "'+n.message+'". Here is a stacktrace:',n),!this.triggeringException){this.triggeringException=!0;const i=e===v.ERROR;this.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.INTERNAL_EXCEPTION,fatal:i,event:e,error:n}),this.triggeringException=!1}}return!1}listenerCount(e){return this._emitter.listenerCount(e)}destroy(){this.logger.log("destroy"),this.trigger(v.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(t=>t.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(t=>t.destroy()),this.coreComponents.length=0;const e=this.config;e.xhrSetup=e.fetchSetup=void 0,this.userConfig=null}attachMedia(e){if(!e||"media"in e&&!e.media){const s=new Error(`attachMedia failed: invalid argument (${e})`);this.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.ATTACH_MEDIA_ERROR,fatal:!0,error:s});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const t="media"in e,n=t?e.media:e,i=t?e:{media:n};this._media=n,this.trigger(v.MEDIA_ATTACHING,i)}detachMedia(){this.logger.log("detachMedia"),this.trigger(v.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const e=this.bufferController.transferMedia();return this.trigger(v.MEDIA_DETACHING,{transferMedia:e}),e}loadSource(e){this.stopLoad();const t=this.media,n=this._url,i=this._url=ie.buildAbsoluteURL(self.location.href,e,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${i}`),t&&n&&(n!==i||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(t)),this.trigger(v.MANIFEST_LOADING,{url:e})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(e=-1,t){this.logger.log(`startLoad(${e+(t?", ":"")})`),this.started=!0,this.resumeBuffering();for(let n=0;n{e.resumeBuffering&&e.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(e=>{e.pauseBuffering&&e.pauseBuffering()}))}get inFlightFragments(){const e={[z.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(e[z.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(e[z.SUBTITLE]=this.subtititleStreamController.inFlightFrag),e}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const e=this._media,t=e==null?void 0:e.currentTime;this.detachMedia(),e&&(this.attachMedia(e),t&&this.startLoad(t))}removeLevel(e){this.levelController.removeLevel(e)}get sessionId(){let e=this._sessionId;return e||(e=this._sessionId=Zr()),e}get levels(){const e=this.levelController.levels;return e||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(e){this.logger.log(`set currentLevel:${e}`),this.levelController.manualLevel=e,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(e){this.logger.log(`set nextLevel:${e}`),this.levelController.manualLevel=e,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(e){this.logger.log(`set loadLevel:${e}`),this.levelController.manualLevel=e}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(e){this.levelController.nextLoadLevel=e}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(e){this.logger.log(`set firstLevel:${e}`),this.levelController.firstLevel=e}get startLevel(){const e=this.levelController.startLevel;return e===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:e}set startLevel(e){this.logger.log(`set startLevel:${e}`),e!==-1&&(e=Math.max(e,this.minAutoLevel)),this.levelController.startLevel=e}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(e){const t=!!e;t!==this.config.capLevelToPlayerSize&&(t?this.capLevelController.startCapping():(this.capLevelController.stopCapping(),this.autoLevelCapping=-1,this.streamController.nextLevelSwitch()),this.config.capLevelToPlayerSize=t)}get autoLevelCapping(){return this._autoLevelCapping}get bandwidthEstimate(){const{bwEstimator:e}=this.abrController;return e?e.getEstimate():NaN}set bandwidthEstimate(e){this.abrController.resetEstimator(e)}get abrEwmaDefaultEstimate(){const{bwEstimator:e}=this.abrController;return e?e.defaultEstimate:NaN}get ttfbEstimate(){const{bwEstimator:e}=this.abrController;return e?e.getEstimateTTFB():NaN}set autoLevelCapping(e){this._autoLevelCapping!==e&&(this.logger.log(`set autoLevelCapping:${e}`),this._autoLevelCapping=e,this.levelController.checkMaxAutoUpdated())}get maxHdcpLevel(){return this._maxHdcpLevel}set maxHdcpLevel(e){O(e)&&this._maxHdcpLevel!==e&&(this._maxHdcpLevel=e,this.levelController.checkMaxAutoUpdated())}get autoLevelEnabled(){return this.levelController.manualLevel===-1}get manualLevel(){return this.levelController.manualLevel}get minAutoLevel(){const{levels:e,config:{minAutoBitrate:t}}=this;if(!e)return 0;const n=e.length;for(let i=0;i=t)return i;return 0}get maxAutoLevel(){const{levels:e,autoLevelCapping:t,maxHdcpLevel:n}=this;let i;if(t===-1&&e!=null&&e.length?i=e.length-1:i=t,n)for(let s=i;s--;){const o=e[s].attrs["HDCP-LEVEL"];if(o&&o<=n)return s}return i}get firstAutoLevel(){return this.abrController.firstAutoLevel}get nextAutoLevel(){return this.abrController.nextAutoLevel}set nextAutoLevel(e){this.abrController.nextAutoLevel=e}get playingDate(){return this.streamController.currentProgramDateTime}get mainForwardBufferInfo(){return this.streamController.getMainFwdBufferInfo()}get maxBufferLength(){return this.streamController.maxBufferLength}setAudioOption(e){var t;return((t=this.audioTrackController)==null?void 0:t.setAudioOption(e))||null}setSubtitleOption(e){var t;return((t=this.subtitleTrackController)==null?void 0:t.setSubtitleOption(e))||null}get allAudioTracks(){const e=this.audioTrackController;return e?e.allAudioTracks:[]}get audioTracks(){const e=this.audioTrackController;return e?e.audioTracks:[]}get audioTrack(){const e=this.audioTrackController;return e?e.audioTrack:-1}set audioTrack(e){const t=this.audioTrackController;t&&(t.audioTrack=e)}get allSubtitleTracks(){const e=this.subtitleTrackController;return e?e.allSubtitleTracks:[]}get subtitleTracks(){const e=this.subtitleTrackController;return e?e.subtitleTracks:[]}get subtitleTrack(){const e=this.subtitleTrackController;return e?e.subtitleTrack:-1}get media(){return this._media}set subtitleTrack(e){const t=this.subtitleTrackController;t&&(t.subtitleTrack=e)}get subtitleDisplay(){const e=this.subtitleTrackController;return e?e.subtitleDisplay:!1}set subtitleDisplay(e){const t=this.subtitleTrackController;t&&(t.subtitleDisplay=e)}get lowLatencyMode(){return this.config.lowLatencyMode}set lowLatencyMode(e){this.config.lowLatencyMode=e}get liveSyncPosition(){return this.latencyController.liveSyncPosition}get latency(){return this.latencyController.latency}get maxLatency(){return this.latencyController.maxLatency}get targetLatency(){return this.latencyController.targetLatency}set targetLatency(e){this.latencyController.targetLatency=e}get drift(){return this.latencyController.drift}get forceStartLoad(){return this.streamController.forceStartLoad}get pathways(){return this.levelController.pathways}get pathwayPriority(){return this.levelController.pathwayPriority}set pathwayPriority(e){this.levelController.pathwayPriority=e}get bufferedToEnd(){var 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s=["displayAlign","textAlign","color","backgroundColor","fontSize","fontFamily"],o=l!=null&&l.hasAttribute("style")?l.getAttribute("style"):null;return o&&t.hasOwnProperty(o)&&(i=t[o]),s.reduce((u,p)=>{const h=Gc(e,n,p)||Gc(l,n,p)||Gc(i,n,p);return h&&(u[p]=h),u},{})}function Gc(l,e,t){return l&&l.hasAttributeNS(e,t)?l.getAttributeNS(e,t):null}function Nu(l){return new Error(`Could not parse ttml timestamp ${l}`)}function Qc(l,e){if(!l)return null;let t=bu(l);return t===null&&(xu.test(l)?t=dd(l,e):Iu.test(l)&&(t=fd(l,e))),t}function dd(l,e){const t=xu.exec(l),n=(t[4]|0)+(t[5]|0)/e.subFrameRate;return(t[1]|0)*3600+(t[2]|0)*60+(t[3]|0)+n/e.frameRate}function fd(l,e){const t=Iu.exec(l),n=Number(t[1]);switch(t[2]){case"h":return n*3600;case"m":return n*60;case"ms":return n*1e3;case"f":return n/e.frameRate;case"t":return n/e.tickRate}return n}class Ml{constructor(e,t){this.timelineController=void 0,this.cueRanges=[],this.trackName=void 0,this.startTime=null,this.endTime=null,this.screen=null,this.timelineController=e,this.trackName=t}dispatchCue(){this.startTime!==null&&(this.timelineController.addCues(this.trackName,this.startTime,this.endTime,this.screen,this.cueRanges),this.startTime=null)}newCue(e,t,n){(this.startTime===null||this.startTime>e)&&(this.startTime=e),this.endTime=t,this.screen=n,this.timelineController.createCaptionsTrack(this.trackName)}reset(){this.cueRanges=[],this.startTime=null}}class hd{constructor(e){this.hls=void 0,this.media=null,this.config=void 0,this.enabled=!0,this.Cues=void 0,this.textTracks=[],this.tracks=[],this.initPTS=[],this.unparsedVttFrags=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.cea608Parser1=void 0,this.cea608Parser2=void 0,this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=Lu(),this.captionsProperties=void 0,this.hls=e,this.config=e.config,this.Cues=e.config.cueHandler,this.captionsProperties={textTrack1:{label:this.config.captionsTextTrack1Label,languageCode:this.config.captionsTextTrack1LanguageCode},textTrack2:{label:this.config.captionsTextTrack2Label,languageCode:this.config.captionsTextTrack2LanguageCode},textTrack3:{label:this.config.captionsTextTrack3Label,languageCode:this.config.captionsTextTrack3LanguageCode},textTrack4:{label:this.config.captionsTextTrack4Label,languageCode:this.config.captionsTextTrack4LanguageCode}},e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.on(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.on(v.FRAG_LOADING,this.onFragLoading,this),e.on(v.FRAG_LOADED,this.onFragLoaded,this),e.on(v.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),e.on(v.FRAG_DECRYPTED,this.onFragDecrypted,this),e.on(v.INIT_PTS_FOUND,this.onInitPtsFound,this),e.on(v.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this)}destroy(){const{hls:e}=this;e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.off(v.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),e.off(v.FRAG_LOADING,this.onFragLoading,this),e.off(v.FRAG_LOADED,this.onFragLoaded,this),e.off(v.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),e.off(v.FRAG_DECRYPTED,this.onFragDecrypted,this),e.off(v.INIT_PTS_FOUND,this.onInitPtsFound,this),e.off(v.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this),this.hls=this.config=this.media=null,this.cea608Parser1=this.cea608Parser2=void 0}initCea608Parsers(){const e=new Ml(this,"textTrack1"),t=new Ml(this,"textTrack2"),n=new Ml(this,"textTrack3"),i=new Ml(this,"textTrack4");this.cea608Parser1=new Su(1,e,t),this.cea608Parser2=new Su(3,n,i)}addCues(e,t,n,i,s){let o=!1;for(let u=s.length;u--;){const p=s[u],h=md(p[0],p[1],t,n);if(h>=0&&(p[0]=Math.min(p[0],t),p[1]=Math.max(p[1],n),o=!0,h/(n-t)>.5))return}if(o||s.push([t,n]),this.config.renderTextTracksNatively){const u=this.captionsTracks[e];this.Cues.newCue(u,t,n,i)}else{const u=this.Cues.newCue(null,t,n,i);this.hls.trigger(v.CUES_PARSED,{type:"captions",cues:u,track:e})}}onInitPtsFound(e,{frag:t,id:n,initPTS:i,timescale:s,trackId:o}){const{unparsedVttFrags:u}=this;n===z.MAIN&&(this.initPTS[t.cc]={baseTime:i,timescale:s,trackId:o}),u.length&&(this.unparsedVttFrags=[],u.forEach(p=>{this.initPTS[p.frag.cc]?this.onFragLoaded(v.FRAG_LOADED,p):this.hls.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:p.frag,error:new Error("Subtitle discontinuity domain does not match main")})}))}getExistingTrack(e,t){const{media:n}=this;if(n)for(let i=0;i{Ns(i[s]),delete i[s]}),this.nonNativeCaptionsTracks={}}onManifestLoading(){this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=Lu(),this._cleanTracks(),this.tracks=[],this.captionsTracks={},this.nonNativeCaptionsTracks={},this.textTracks=[],this.unparsedVttFrags=[],this.initPTS=[],this.cea608Parser1&&this.cea608Parser2&&(this.cea608Parser1.reset(),this.cea608Parser2.reset())}_cleanTracks(){const{media:e}=this;if(!e)return;const t=e.textTracks;if(t)for(let n=0;ns.textCodec===Hc);if(this.config.enableWebVTT||i&&this.config.enableIMSC1){if(mo(this.tracks,n)){this.tracks=n;return}if(this.textTracks=[],this.tracks=n,this.config.renderTextTracksNatively){const o=this.media,u=o?Pr(o.textTracks):null;if(this.tracks.forEach((p,h)=>{let A;if(u){let y=null;for(let C=0;Ch!==null).map(h=>h.label);p.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${p.join(", ")}. Replace media element for each source to clear TextTracks and captions menu.`)}}else if(this.tracks.length){const o=this.tracks.map(u=>({label:u.name,kind:u.type.toLowerCase(),default:u.default,subtitleTrack:u}));this.hls.trigger(v.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:o})}}}onManifestLoaded(e,t){this.config.enableCEA708Captions&&t.captions&&t.captions.forEach(n=>{const i=/(?:CC|SERVICE)([1-4])/.exec(n.instreamId);if(!i)return;const s=`textTrack${i[1]}`,o=this.captionsProperties[s];o&&(o.label=n.name,n.lang&&(o.languageCode=n.lang),o.media=n)})}closedCaptionsForLevel(e){const t=this.hls.levels[e.level];return t==null?void 0:t.attrs["CLOSED-CAPTIONS"]}onFragLoading(e,t){if(this.enabled&&t.frag.type===z.MAIN){var n,i;const{cea608Parser1:s,cea608Parser2:o,lastSn:u}=this,{cc:p,sn:h}=t.frag,A=(n=(i=t.part)==null?void 0:i.index)!=null?n:-1;s&&o&&(h!==u+1||h===u&&A!==this.lastPartIndex+1||p!==this.lastCc)&&(s.reset(),o.reset()),this.lastCc=p,this.lastSn=h,this.lastPartIndex=A}}onFragLoaded(e,t){const{frag:n,payload:i}=t;if(n.type===z.SUBTITLE)if(i.byteLength){const s=n.decryptdata,o="stats"in t;if(s==null||!s.encrypted||o){const u=this.tracks[n.level],p=this.vttCCs;p[n.cc]||(p[n.cc]={start:n.start,prevCC:this.prevCC,new:!0},this.prevCC=n.cc),u&&u.textCodec===Hc?this._parseIMSC1(n,i):this._parseVTTs(t)}}else this.hls.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:n,error:new Error("Empty subtitle payload")})}_parseIMSC1(e,t){const n=this.hls;Mu(t,this.initPTS[e.cc],i=>{this._appendCues(i,e.level),n.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:e})},i=>{n.logger.log(`Failed to parse IMSC1: ${i}`),n.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:e,error:i})})}_parseVTTs(e){var t;const{frag:n,payload:i}=e,{initPTS:s,unparsedVttFrags:o}=this,u=s.length-1;if(!s[n.cc]&&u===-1){o.push(e);return}const p=this.hls,h=(t=n.initSegment)!=null&&t.data?nt(n.initSegment.data,new Uint8Array(i)).buffer:i;od(h,this.initPTS[n.cc],this.vttCCs,n.cc,n.start,A=>{this._appendCues(A,n.level),p.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:n})},A=>{const y=A.message==="Missing initPTS for VTT MPEGTS";y?o.push(e):this._fallbackToIMSC1(n,i),p.logger.log(`Failed to parse VTT cue: ${A}`),!(y&&u>n.cc)&&p.trigger(v.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:n,error:A})})}_fallbackToIMSC1(e,t){const n=this.tracks[e.level];n.textCodec||Mu(t,this.initPTS[e.cc],()=>{n.textCodec=Hc,this._parseIMSC1(e,t)},()=>{n.textCodec="wvtt"})}_appendCues(e,t){const n=this.hls;if(this.config.renderTextTracksNatively){const i=this.textTracks[t];if(!i||i.mode==="disabled")return;e.forEach(s=>Zs(i,s))}else{const i=this.tracks[t];if(!i)return;const s=i.default?"default":"subtitles"+t;n.trigger(v.CUES_PARSED,{type:"subtitles",cues:e,track:s})}}onFragDecrypted(e,t){const{frag:n}=t;n.type===z.SUBTITLE&&this.onFragLoaded(v.FRAG_LOADED,t)}onSubtitleTracksCleared(){this.tracks=[],this.captionsTracks={}}onFragParsingUserdata(e,t){if(!this.enabled||!this.config.enableCEA708Captions)return;const{frag:n,samples:i}=t;if(!(n.type===z.MAIN&&this.closedCaptionsForLevel(n)==="NONE"))for(let s=0;sbs(u[p],t,n))}if(this.config.renderTextTracksNatively&&t===0&&i!==void 0){const{textTracks:u}=this;Object.keys(u).forEach(p=>bs(u[p],t,i))}}}extractCea608Data(e){const t=[[],[]],n=e[0]&31;let i=2;for(let s=0;s=16?p--:p++;const U=Cu(h.trim()),Z=Wc(e,t,U);l!=null&&(y=l.cues)!=null&&y.getCueById(Z)||(o=new A(e,t,U),o.id=Z,o.line=C+1,o.align="left",o.position=10+Math.min(80,Math.floor(p*8/32)*10),i.push(o))}return l&&i.length&&(i.sort((C,U)=>C.line==="auto"||U.line==="auto"?0:C.line>8&&U.line>8?U.line-C.line:C.line-U.line),i.forEach(C=>Zs(l,C))),i}};function vd(){if(self.fetch&&self.AbortController&&self.ReadableStream&&self.Request)try{return new self.ReadableStream({}),!0}catch(l){}return!1}const Ad=/(\d+)-(\d+)\/(\d+)/;class Fu{constructor(e){this.fetchSetup=void 0,this.requestTimeout=void 0,this.request=null,this.response=null,this.controller=void 0,this.context=null,this.config=null,this.callbacks=null,this.stats=void 0,this.loader=null,this.fetchSetup=e.fetchSetup||bd,this.controller=new self.AbortController,this.stats=new Ie}destroy(){this.loader=this.callbacks=this.context=this.config=this.request=null,this.abortInternal(),this.response=null,this.fetchSetup=this.controller=this.stats=null}abortInternal(){this.controller&&!this.stats.loading.end&&(this.stats.aborted=!0,this.controller.abort())}abort(){var e;this.abortInternal(),(e=this.callbacks)!=null&&e.onAbort&&this.callbacks.onAbort(this.stats,this.context,this.response)}load(e,t,n){const i=this.stats;if(i.loading.start)throw new Error("Loader can only be used once.");i.loading.start=self.performance.now();const s=Ed(e,this.controller.signal),o=e.responseType==="arraybuffer",u=o?"byteLength":"length",{maxTimeToFirstByteMs:p,maxLoadTimeMs:h}=t.loadPolicy;this.context=e,this.config=t,this.callbacks=n,this.request=this.fetchSetup(e,s),self.clearTimeout(this.requestTimeout),t.timeout=p&&r(p)?p:h,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(i,e,this.response))},t.timeout),(wa(this.request)?this.request.then(self.fetch):self.fetch(this.request)).then(y=>{var C;this.response=this.loader=y;const U=Math.max(self.performance.now(),i.loading.start);if(self.clearTimeout(this.requestTimeout),t.timeout=h,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(i,e,this.response))},h-(U-i.loading.start)),!y.ok){const{status:ce,statusText:le}=y;throw new Td(le||"fetch, bad network response",ce,y)}i.loading.first=U,i.total=Sd(y.headers)||i.total;const Z=(C=this.callbacks)==null?void 0:C.onProgress;return Z&&r(t.highWaterMark)?this.loadProgressively(y,i,e,t.highWaterMark,Z):o?y.arrayBuffer():e.responseType==="json"?y.json():y.text()}).then(y=>{var C,U;const Z=this.response;if(!Z)throw new Error("loader destroyed");self.clearTimeout(this.requestTimeout),i.loading.end=Math.max(self.performance.now(),i.loading.first);const ce=y[u];ce&&(i.loaded=i.total=ce);const le={url:Z.url,data:y,code:Z.status},Ze=(C=this.callbacks)==null?void 0:C.onProgress;Ze&&!r(t.highWaterMark)&&Ze(i,e,y,Z),(U=this.callbacks)==null||U.onSuccess(le,i,e,Z)}).catch(y=>{var C;if(self.clearTimeout(this.requestTimeout),i.aborted)return;const U=y&&y.code||0,Z=y?y.message:null;(C=this.callbacks)==null||C.onError({code:U,text:Z},e,y?y.details:null,i)})}getCacheAge(){let e=null;if(this.response){const t=this.response.headers.get("age");e=t?parseFloat(t):null}return e}getResponseHeader(e){return this.response?this.response.headers.get(e):null}loadProgressively(e,t,n,i=0,s){const o=new Ro,u=e.body.getReader(),p=()=>u.read().then(h=>{if(h.done)return o.dataLength&&s(t,n,o.flush().buffer,e),Promise.resolve(new ArrayBuffer(0));const A=h.value,y=A.length;return t.loaded+=y,y=i&&s(t,n,o.flush().buffer,e)):s(t,n,A.buffer,e),p()}).catch(()=>Promise.reject());return p()}}function Ed(l,e){const t={method:"GET",mode:"cors",credentials:"same-origin",signal:e,headers:new self.Headers(ee({},l.headers))};return l.rangeEnd&&t.headers.set("Range","bytes="+l.rangeStart+"-"+String(l.rangeEnd-1)),t}function yd(l){const e=Ad.exec(l);if(e)return parseInt(e[2])-parseInt(e[1])+1}function Sd(l){const e=l.get("Content-Range");if(e){const n=yd(e);if(r(n))return n}const t=l.get("Content-Length");if(t)return parseInt(t)}function bd(l,e){return new self.Request(l.url,e)}class Td extends Error{constructor(e,t,n){super(e),this.code=void 0,this.details=void 0,this.code=t,this.details=n}}const Cd=/^age:\s*[\d.]+\s*$/im;class Ou{constructor(e){this.xhrSetup=void 0,this.requestTimeout=void 0,this.retryTimeout=void 0,this.retryDelay=void 0,this.config=null,this.callbacks=null,this.context=null,this.loader=null,this.stats=void 0,this.xhrSetup=e&&e.xhrSetup||null,this.stats=new Ie,this.retryDelay=0}destroy(){this.callbacks=null,this.abortInternal(),this.loader=null,this.config=null,this.context=null,this.xhrSetup=null}abortInternal(){const e=this.loader;self.clearTimeout(this.requestTimeout),self.clearTimeout(this.retryTimeout),e&&(e.onreadystatechange=null,e.onprogress=null,e.readyState!==4&&(this.stats.aborted=!0,e.abort()))}abort(){var e;this.abortInternal(),(e=this.callbacks)!=null&&e.onAbort&&this.callbacks.onAbort(this.stats,this.context,this.loader)}load(e,t,n){if(this.stats.loading.start)throw new Error("Loader can only be used once.");this.stats.loading.start=self.performance.now(),this.context=e,this.config=t,this.callbacks=n,this.loadInternal()}loadInternal(){const{config:e,context:t}=this;if(!e||!t)return;const n=this.loader=new self.XMLHttpRequest,i=this.stats;i.loading.first=0,i.loaded=0,i.aborted=!1;const s=this.xhrSetup;s?Promise.resolve().then(()=>{if(!(this.loader!==n||this.stats.aborted))return s(n,t.url)}).catch(o=>{if(!(this.loader!==n||this.stats.aborted))return n.open("GET",t.url,!0),s(n,t.url)}).then(()=>{this.loader!==n||this.stats.aborted||this.openAndSendXhr(n,t,e)}).catch(o=>{var u;(u=this.callbacks)==null||u.onError({code:n.status,text:o.message},t,n,i)}):this.openAndSendXhr(n,t,e)}openAndSendXhr(e,t,n){e.readyState||e.open("GET",t.url,!0);const i=t.headers,{maxTimeToFirstByteMs:s,maxLoadTimeMs:o}=n.loadPolicy;if(i)for(const u in i)e.setRequestHeader(u,i[u]);t.rangeEnd&&e.setRequestHeader("Range","bytes="+t.rangeStart+"-"+(t.rangeEnd-1)),e.onreadystatechange=this.readystatechange.bind(this),e.onprogress=this.loadprogress.bind(this),e.responseType=t.responseType,self.clearTimeout(this.requestTimeout),n.timeout=s&&r(s)?s:o,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),n.timeout),e.send()}readystatechange(){const{context:e,loader:t,stats:n}=this;if(!e||!t)return;const i=t.readyState,s=this.config;if(!n.aborted&&i>=2&&(n.loading.first===0&&(n.loading.first=Math.max(self.performance.now(),n.loading.start),s.timeout!==s.loadPolicy.maxLoadTimeMs&&(self.clearTimeout(this.requestTimeout),s.timeout=s.loadPolicy.maxLoadTimeMs,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),s.loadPolicy.maxLoadTimeMs-(n.loading.first-n.loading.start)))),i===4)){self.clearTimeout(this.requestTimeout),t.onreadystatechange=null,t.onprogress=null;const h=t.status,A=t.responseType==="text"?t.responseText:null;if(h>=200&&h<300){const Z=A!=null?A:t.response;if(Z!=null){var o,u;n.loading.end=Math.max(self.performance.now(),n.loading.first);const ce=t.responseType==="arraybuffer"?Z.byteLength:Z.length;n.loaded=n.total=ce,n.bwEstimate=n.total*8e3/(n.loading.end-n.loading.first);const le=(o=this.callbacks)==null?void 0:o.onProgress;le&&le(n,e,Z,t);const Ze={url:t.responseURL,data:Z,code:h};(u=this.callbacks)==null||u.onSuccess(Ze,n,e,t);return}}const y=s.loadPolicy.errorRetry,C=n.retry,U={url:e.url,data:void 0,code:h};if(fi(y,C,!1,U))this.retry(y);else{var p;Me.error(`${h} while loading ${e.url}`),(p=this.callbacks)==null||p.onError({code:h,text:t.statusText},e,t,n)}}}loadtimeout(){if(!this.config)return;const e=this.config.loadPolicy.timeoutRetry,t=this.stats.retry;if(fi(e,t,!0))this.retry(e);else{var n;Me.warn(`timeout while loading ${(n=this.context)==null?void 0:n.url}`);const i=this.callbacks;i&&(this.abortInternal(),i.onTimeout(this.stats,this.context,this.loader))}}retry(e){const{context:t,stats:n}=this;this.retryDelay=ri(e,n.retry),n.retry++,Me.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${t==null?void 0:t.url}, retrying ${n.retry}/${e.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(e){const t=this.stats;t.loaded=e.loaded,e.lengthComputable&&(t.total=e.total)}getCacheAge(){let e=null;if(this.loader&&Cd.test(this.loader.getAllResponseHeaders())){const t=this.loader.getResponseHeader("age");e=t?parseFloat(t):null}return e}getResponseHeader(e){return this.loader&&new RegExp(`^${e}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(e):null}}const xd={maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:null,errorRetry:null},Id=ue(ue({autoStartLoad:!0,startPosition:-1,defaultAudioCodec:void 0,debug:!1,capLevelOnFPSDrop:!1,capLevelToPlayerSize:!1,ignoreDevicePixelRatio:!1,maxDevicePixelRatio:Number.POSITIVE_INFINITY,preferManagedMediaSource:!0,initialLiveManifestSize:1,maxBufferLength:30,backBufferLength:1/0,frontBufferFlushThreshold:1/0,startOnSegmentBoundary:!1,maxBufferSize:60*1e3*1e3,maxFragLookUpTolerance:.25,maxBufferHole:.1,detectStallWithCurrentTimeMs:1250,highBufferWatchdogPeriod:2,nudgeOffset:.1,nudgeMaxRetry:3,nudgeOnVideoHole:!0,liveSyncMode:"edge",liveSyncDurationCount:3,liveSyncOnStallIncrease:1,liveMaxLatencyDurationCount:1/0,liveSyncDuration:void 0,liveMaxLatencyDuration:void 0,maxLiveSyncPlaybackRate:1,liveDurationInfinity:!1,liveBackBufferLength:null,maxMaxBufferLength:600,enableWorker:!0,workerPath:null,enableSoftwareAES:!0,startLevel:void 0,startFragPrefetch:!1,fpsDroppedMonitoringPeriod:5e3,fpsDroppedMonitoringThreshold:.2,appendErrorMaxRetry:3,ignorePlaylistParsingErrors:!1,loader:Ou,fLoader:void 0,pLoader:void 0,xhrSetup:void 0,licenseXhrSetup:void 0,licenseResponseCallback:void 0,abrController:Bn,bufferController:vc,capLevelController:go,errorController:Lt,fpsController:qs,stretchShortVideoTrack:!1,maxAudioFramesDrift:1,forceKeyFrameOnDiscontinuity:!0,abrEwmaFastLive:3,abrEwmaSlowLive:9,abrEwmaFastVoD:3,abrEwmaSlowVoD:9,abrEwmaDefaultEstimate:5e5,abrEwmaDefaultEstimateMax:5e6,abrBandWidthFactor:.95,abrBandWidthUpFactor:.7,abrMaxWithRealBitrate:!1,maxStarvationDelay:4,maxLoadingDelay:4,minAutoBitrate:0,emeEnabled:!1,widevineLicenseUrl:void 0,drmSystems:{},drmSystemOptions:{},requestMediaKeySystemAccessFunc:qi,requireKeySystemAccessOnStart:!1,testBandwidth:!0,progressive:!1,lowLatencyMode:!0,cmcd:void 0,enableDateRangeMetadataCues:!0,enableEmsgMetadataCues:!0,enableEmsgKLVMetadata:!1,enableID3MetadataCues:!0,enableInterstitialPlayback:!0,interstitialAppendInPlace:!0,interstitialLiveLookAhead:10,useMediaCapabilities:!0,preserveManualLevelOnError:!1,certLoadPolicy:{default:xd},keyLoadPolicy:{default:{maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"},errorRetry:{maxNumRetry:8,retryDelayMs:1e3,maxRetryDelayMs:2e4,backoff:"linear"}}},manifestLoadPolicy:{default:{maxTimeToFirstByteMs:1/0,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},playlistLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:2,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},fragLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:12e4,timeoutRetry:{maxNumRetry:4,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:6,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},steeringManifestLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:2e4,timeoutRetry:{maxNumRetry:2,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:1,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},interstitialAssetListLoadPolicy:{default:{maxTimeToFirstByteMs:1e4,maxLoadTimeMs:3e4,timeoutRetry:{maxNumRetry:0,retryDelayMs:0,maxRetryDelayMs:0},errorRetry:{maxNumRetry:0,retryDelayMs:1e3,maxRetryDelayMs:8e3}}},manifestLoadingTimeOut:1e4,manifestLoadingMaxRetry:1,manifestLoadingRetryDelay:1e3,manifestLoadingMaxRetryTimeout:64e3,levelLoadingTimeOut:1e4,levelLoadingMaxRetry:4,levelLoadingRetryDelay:1e3,levelLoadingMaxRetryTimeout:64e3,fragLoadingTimeOut:2e4,fragLoadingMaxRetry:6,fragLoadingRetryDelay:1e3,fragLoadingMaxRetryTimeout:64e3},Md()),{},{subtitleStreamController:Ta,subtitleTrackController:Dr,timelineController:hd,audioStreamController:al,audioTrackController:mc,emeController:ls,cmcdController:ys,contentSteeringController:kr,interstitialsController:Is});function Md(){return{cueHandler:pd,enableWebVTT:!0,enableIMSC1:!0,enableCEA708Captions:!0,captionsTextTrack1Label:"English",captionsTextTrack1LanguageCode:"en",captionsTextTrack2Label:"Spanish",captionsTextTrack2LanguageCode:"es",captionsTextTrack3Label:"Unknown CC",captionsTextTrack3LanguageCode:"",captionsTextTrack4Label:"Unknown CC",captionsTextTrack4LanguageCode:"",renderTextTracksNatively:!0}}function Rd(l,e,t){if((e.liveSyncDurationCount||e.liveMaxLatencyDurationCount)&&(e.liveSyncDuration||e.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(e.liveMaxLatencyDurationCount!==void 0&&(e.liveSyncDurationCount===void 0||e.liveMaxLatencyDurationCount<=e.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(e.liveMaxLatencyDuration!==void 0&&(e.liveSyncDuration===void 0||e.liveMaxLatencyDuration<=e.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const n=Jc(l),i=["manifest","level","frag"],s=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return i.forEach(o=>{const u=`${o==="level"?"playlist":o}LoadPolicy`,p=e[u]===void 0,h=[];s.forEach(A=>{const y=`${o}Loading${A}`,C=e[y];if(C!==void 0&&p){h.push(y);const U=n[u].default;switch(e[u]={default:U},A){case"TimeOut":U.maxLoadTimeMs=C,U.maxTimeToFirstByteMs=C;break;case"MaxRetry":U.errorRetry.maxNumRetry=C,U.timeoutRetry.maxNumRetry=C;break;case"RetryDelay":U.errorRetry.retryDelayMs=C,U.timeoutRetry.retryDelayMs=C;break;case"MaxRetryTimeout":U.errorRetry.maxRetryDelayMs=C,U.timeoutRetry.maxRetryDelayMs=C;break}}}),h.length&&t.warn(`hls.js config: "${h.join('", "')}" setting(s) are deprecated, use "${u}": ${Ye(e[u])}`)}),ue(ue({},n),e)}function Jc(l){return l&&typeof l=="object"?Array.isArray(l)?l.map(Jc):Object.keys(l).reduce((e,t)=>(e[t]=Jc(l[t]),e),{}):l}function wd(l,e){const t=l.loader;t!==Fu&&t!==Ou?(e.log("[config]: Custom loader detected, cannot enable progressive streaming"),l.progressive=!1):vd()&&(l.loader=Fu,l.progressive=!0,l.enableSoftwareAES=!0,e.log("[config]: Progressive streaming enabled, using FetchLoader"))}const Rl=2,Nd=.1,Dd=.05,Bd=100;class Ld extends Br{constructor(e,t){super("gap-controller",e.logger),this.hls=void 0,this.fragmentTracker=void 0,this.media=null,this.mediaSource=void 0,this.nudgeRetry=0,this.stallReported=!1,this.stalled=null,this.moved=!1,this.seeking=!1,this.buffered={},this.lastCurrentTime=0,this.ended=0,this.waiting=0,this.onMediaPlaying=()=>{this.ended=0,this.waiting=0},this.onMediaWaiting=()=>{var n;(n=this.media)!=null&&n.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var n;this.ended=((n=this.media)==null?void 0:n.currentTime)||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!1})}},this.hls=e,this.fragmentTracker=t,this.registerListeners()}registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(e,t){this.setInterval(Bd),this.mediaSource=t.mediaSource;const n=this.media=t.media;Ms(n,"playing",this.onMediaPlaying),Ms(n,"waiting",this.onMediaWaiting),Ms(n,"ended",this.onMediaEnded)}onMediaDetaching(e,t){this.clearInterval();const{media:n}=this;n&&(Us(n,"playing",this.onMediaPlaying),Us(n,"waiting",this.onMediaWaiting),Us(n,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(e,t){this.buffered=t.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var e;if(!((e=this.media)!=null&&e.readyState)||!this.hasBuffered)return;const t=this.media.currentTime;this.poll(t,this.lastCurrentTime),this.lastCurrentTime=t}poll(e,t){var n,i;const s=(n=this.hls)==null?void 0:n.config;if(!s)return;const o=this.media;if(!o)return;const{seeking:u}=o,p=this.seeking&&!u,h=!this.seeking&&u,A=o.paused&&!u||o.ended||o.playbackRate===0;if(this.seeking=u,e!==t){t&&(this.ended=0),this.moved=!0,u||(this.nudgeRetry=0,s.nudgeOnVideoHole&&!A&&e>t&&this.nudgeOnVideoHole(e,t)),this.waiting===0&&this.stallResolved(e);return}if(h||p){p&&this.stallResolved(e);return}if(A){this.nudgeRetry=0,this.stallResolved(e),!this.ended&&o.ended&&this.hls&&(this.ended=e||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!1}));return}if(!Wn.getBuffered(o).length){this.nudgeRetry=0;return}const y=Wn.bufferInfo(o,e,0),C=y.nextStart||0,U=this.fragmentTracker;if(u&&U&&this.hls){const xn=Pu(this.hls.inFlightFragments,e),tn=y.len>Rl,An=!C||xn||C-e>Rl&&!U.getPartialFragment(e);if(tn||An)return;this.moved=!1}const Z=(i=this.hls)==null?void 0:i.latestLevelDetails;if(!this.moved&&this.stalled!==null&&U){if(!(y.len>0)&&!C)return;const tn=Math.max(C,y.start||0)-e,pn=!!(Z!=null&&Z.live)?Z.targetduration*2:Rl,on=wl(e,U);if(tn>0&&(tn<=pn||on)){o.paused||this._trySkipBufferHole(on);return}}const ce=s.detectStallWithCurrentTimeMs,le=self.performance.now(),Ze=this.waiting;let Xe=this.stalled;if(Xe===null)if(Ze>0&&le-Ze=ce||Ze)&&this.hls){var Vt;if(((Vt=this.mediaSource)==null?void 0:Vt.readyState)==="ended"&&!(Z!=null&&Z.live)&&Math.abs(e-((Z==null?void 0:Z.edge)||0))<1){if(this.ended)return;this.ended=e||1,this.hls.trigger(v.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(y),!this.media||!this.hls)return}const qt=Wn.bufferInfo(o,e,s.maxBufferHole);this._tryFixBufferStall(qt,_e,e)}stallResolved(e){const t=this.stalled;if(t&&this.hls&&(this.stalled=null,this.stallReported)){const n=self.performance.now()-t;this.log(`playback not stuck anymore @${e}, after ${Math.round(n)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(v.STALL_RESOLVED,{})}}nudgeOnVideoHole(e,t){var n;const i=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(n=this.buffered.audio)!=null&&n.length&&i&&i.length>1&&e>i.end(0)){const s=Wn.bufferedInfo(Wn.timeRangesToArray(this.buffered.audio),e,0);if(s.len>1&&t>=s.start){const o=Wn.timeRangesToArray(i),u=Wn.bufferedInfo(o,t,0).bufferedIndex;if(u>-1&&uu)&&A-h<1&&e-h<2){const y=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${e} hole: ${h} -> ${A} buffered index: ${p}`);this.warn(y.message),this.media.currentTime+=1e-6;let C=wl(e,this.fragmentTracker);C&&"fragment"in C?C=C.fragment:C||(C=void 0);const U=Wn.bufferInfo(this.media,e,0);this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:y,reason:y.message,frag:C,buffer:U.len,bufferInfo:U})}}}}}_tryFixBufferStall(e,t,n){var i,s;const{fragmentTracker:o,media:u}=this,p=(i=this.hls)==null?void 0:i.config;if(!u||!o||!p)return;const h=(s=this.hls)==null?void 0:s.latestLevelDetails,A=wl(n,o);if((A||h!=null&&h.live&&n1&&e.len>p.maxBufferHole||e.nextStart&&(e.nextStart-np.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(e))}adjacentTraversal(e,t){const n=this.fragmentTracker,i=e.nextStart;if(n&&i){const s=n.getFragAtPos(t,z.MAIN),o=n.getFragAtPos(i,z.MAIN);if(s&&o)return o.sn-s.sn<2}return!1}_reportStall(e){const{hls:t,media:n,stallReported:i,stalled:s}=this;if(!i&&s!==null&&n&&t){this.stallReported=!0;const o=new Error(`Playback stalling at @${n.currentTime} due to low buffer (${Ye(e)})`);this.warn(o.message),t.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.BUFFER_STALLED_ERROR,fatal:!1,error:o,buffer:e.len,bufferInfo:e,stalled:{start:s}})}}_trySkipBufferHole(e){var t;const{fragmentTracker:n,media:i}=this,s=(t=this.hls)==null?void 0:t.config;if(!i||!n||!s)return 0;const o=i.currentTime,u=Wn.bufferInfo(i,o,0),p=o0&&u.len<1&&i.readyState<3,C=p-o;if(C>0&&(A||y)){if(C>s.maxBufferHole){let Z=!1;if(o===0){const ce=n.getAppendedFrag(0,z.MAIN);ce&&p{const l=Xc();try{l&&new l(0,Number.POSITIVE_INFINITY,"")}catch(e){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Od{constructor(e){this.hls=void 0,this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.removeCues=!0,this.assetCue=void 0,this.onEventCueEnter=()=>{this.hls&&this.hls.trigger(v.EVENT_CUE_ENTER,{})},this.hls=e,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),e.on(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHING,this.onMediaAttaching,this),e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),e.off(v.BUFFER_FLUSHING,this.onBufferFlushing,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(e,t){var n;this.media=t.media,((n=t.overrides)==null?void 0:n.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var e;const t=(e=this.hls)==null?void 0:e.latestLevelDetails;t&&this.updateDateRangeCues(t)}onMediaDetaching(e,t){this.media=null,!t.transferMedia&&(this.id3Track&&(this.removeCues&&Ns(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(e){const t=this.getID3Track(e.textTracks);return t.mode="hidden",t}getID3Track(e){if(this.media){for(let t=0;tNl&&(y=Nl),y-A<=0&&(y=A+Fd);for(let U=0;UA.type===Vs.audioId3&&p:i==="video"?h=A=>A.type===Vs.emsg&&u:h=A=>A.type===Vs.audioId3&&p||A.type===Vs.emsg&&u,bs(s,t,n,h)}}onLevelUpdated(e,{details:t}){this.updateDateRangeCues(t,!0)}onLevelPtsUpdated(e,t){Math.abs(t.drift)>.01&&this.updateDateRangeCues(t.details)}updateDateRangeCues(e,t){if(!this.hls||!this.media)return;const{assetPlayerId:n,timelineOffset:i,enableDateRangeMetadataCues:s,interstitialsController:o}=this.hls.config;if(!s)return;const u=Xc();if(n&&i&&!o){const{fragmentStart:ce,fragmentEnd:le}=e;let Ze=this.assetCue;Ze?(Ze.startTime=ce,Ze.endTime=le):u&&(Ze=this.assetCue=Kc(u,ce,le,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Ze&&(Ze.id=n,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Ze),Ze.addEventListener("enter",this.onEventCueEnter)))}if(!e.hasProgramDateTime)return;const{id3Track:p}=this,{dateRanges:h}=e,A=Object.keys(h);let y=this.dateRangeCuesAppended;if(p&&t){var C;if((C=p.cues)!=null&&C.length){const ce=Object.keys(y).filter(le=>!A.includes(le));for(let le=ce.length;le--;){var U;const Ze=ce[le],Xe=(U=y[Ze])==null?void 0:U.cues;delete y[Ze],Xe&&Object.keys(Xe).forEach(_e=>{const Vt=Xe[_e];if(Vt){Vt.removeEventListener("enter",this.onEventCueEnter);try{p.removeCue(Vt)}catch(qt){}}})}}else y=this.dateRangeCuesAppended={}}const Z=e.fragments[e.fragments.length-1];if(!(A.length===0||!r(Z==null?void 0:Z.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let ce=0;ce{if(gi!==Ze.id){const Ni=h[gi];if(Ni.class===Ze.class&&Ni.startDate>Ze.startDate&&(!zn||Ze.startDate.01&&(gi.startTime=Xe,gi.endTime=xn);else if(u){let Ni=Ze.attr[zn];yr(zn)&&(Ni=fe(Ni));const Di=Kc(u,Xe,xn,{key:zn,data:Ni},Vs.dateRange);Di&&(Di.id=le,this.id3Track.addCue(Di),Vt[zn]=Di,o&&(zn==="X-ASSET-LIST"||zn==="X-ASSET-URL")&&Di.addEventListener("enter",this.onEventCueEnter))}}y[le]={cues:Vt,dateRange:Ze,durationKnown:qt}}}}}class Pd{constructor(e){this.hls=void 0,this.config=void 0,this.media=null,this.currentTime=0,this.stallCount=0,this._latency=null,this._targetLatencyUpdated=!1,this.onTimeupdate=()=>{const{media:t}=this,n=this.levelDetails;if(!t||!n)return;this.currentTime=t.currentTime;const i=this.computeLatency();if(i===null)return;this._latency=i;const{lowLatencyMode:s,maxLiveSyncPlaybackRate:o}=this.config;if(!s||o===1||!n.live)return;const u=this.targetLatency;if(u===null)return;const p=i-u,h=Math.min(this.maxLatency,u+n.targetduration);if(p.05&&this.forwardBufferLength>1){const y=Math.min(2,Math.max(1,o)),C=Math.round(2/(1+Math.exp(-.75*p-this.edgeStalled))*20)/20,U=Math.min(y,Math.max(1,C));this.changeMediaPlaybackRate(t,U)}else t.playbackRate!==1&&t.playbackRate!==0&&this.changeMediaPlaybackRate(t,1)},this.hls=e,this.config=e.config,this.registerListeners()}get levelDetails(){var e;return((e=this.hls)==null?void 0:e.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:e}=this;if(e.liveMaxLatencyDuration!==void 0)return e.liveMaxLatencyDuration;const t=this.levelDetails;return t?e.liveMaxLatencyDurationCount*t.targetduration:0}get targetLatency(){const e=this.levelDetails;if(e===null||this.hls===null)return null;const{holdBack:t,partHoldBack:n,targetduration:i}=e,{liveSyncDuration:s,liveSyncDurationCount:o,lowLatencyMode:u}=this.config,p=this.hls.userConfig;let h=u&&n||t;(this._targetLatencyUpdated||p.liveSyncDuration||p.liveSyncDurationCount||h===0)&&(h=s!==void 0?s:o*i);const A=i;return h+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,A)}set targetLatency(e){this.stallCount=0,this.config.liveSyncDuration=e,this._targetLatencyUpdated=!0}get liveSyncPosition(){const e=this.estimateLiveEdge(),t=this.targetLatency;if(e===null||t===null)return null;const n=this.levelDetails;if(n===null)return null;const i=n.edge,s=e-t-this.edgeStalled,o=i-n.totalduration,u=i-(this.config.lowLatencyMode&&n.partTarget||n.targetduration);return Math.min(Math.max(o,s),u)}get drift(){const e=this.levelDetails;return e===null?1:e.drift}get edgeStalled(){const e=this.levelDetails;if(e===null)return 0;const t=(this.config.lowLatencyMode&&e.partTarget||e.targetduration)*3;return Math.max(e.age-t,0)}get forwardBufferLength(){const{media:e}=this,t=this.levelDetails;if(!e||!t)return 0;const n=e.buffered.length;return(n?e.buffered.end(n-1):t.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:e}=this;e&&(e.on(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.on(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.on(v.ERROR,this.onError,this))}unregisterListeners(){const{hls:e}=this;e&&(e.off(v.MEDIA_ATTACHED,this.onMediaAttached,this),e.off(v.MEDIA_DETACHING,this.onMediaDetaching,this),e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_UPDATED,this.onLevelUpdated,this),e.off(v.ERROR,this.onError,this))}onMediaAttached(e,t){this.media=t.media,this.media.addEventListener("timeupdate",this.onTimeupdate)}onMediaDetaching(){this.media&&(this.media.removeEventListener("timeupdate",this.onTimeupdate),this.media=null)}onManifestLoading(){this._latency=null,this.stallCount=0}onLevelUpdated(e,{details:t}){t.advanced&&this.onTimeupdate(),!t.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(e,t){var n;t.details===w.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(n=this.levelDetails)!=null&&n.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(e,t){var n,i;e.playbackRate!==t&&((n=this.hls)==null||n.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(i=this.targetLatency)==null?void 0:i.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${e.playbackRate} to ${t}`),e.playbackRate=t)}estimateLiveEdge(){const e=this.levelDetails;return e===null?null:e.edge+e.age}computeLatency(){const e=this.estimateLiveEdge();return e===null?null:e-this.currentTime}}class Ud extends Sa{constructor(e,t){super(e,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=t,this._registerListeners()}_registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this),e.on(v.ERROR,this.onError,this)}_unregisterListeners(){const{hls:e}=this;e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.MANIFEST_LOADED,this.onManifestLoaded,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this),e.off(v.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(t=>{t.loadError=0,t.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(e,t){this.resetLevels()}onManifestLoaded(e,t){const n=this.hls.config.preferManagedMediaSource,i=[],s={},o={};let u=!1,p=!1,h=!1;t.levels.forEach(A=>{const y=A.attrs;let{audioCodec:C,videoCodec:U}=A;C&&(A.audioCodec=C=Pt(C,n)||void 0),U&&(U=A.videoCodec=D(U));const{width:Z,height:ce,unknownCodecs:le}=A,Ze=(le==null?void 0:le.length)||0;if(u||(u=!!(Z&&ce)),p||(p=!!U),h||(h=!!C),Ze||C&&!this.isAudioSupported(C)||U&&!this.isVideoSupported(U)){this.log(`Some or all CODECS not supported "${y.CODECS}"`);return}const{CODECS:Xe,"FRAME-RATE":_e,"HDCP-LEVEL":Vt,"PATHWAY-ID":qt,RESOLUTION:xn,"VIDEO-RANGE":tn}=y,pn=`${`${qt||"."}-`}${A.bitrate}-${xn}-${_e}-${Xe}-${tn}-${Vt}`;if(s[pn])if(s[pn].uri!==A.url&&!A.attrs["PATHWAY-ID"]){const on=o[pn]+=1;A.attrs["PATHWAY-ID"]=new Array(on+1).join(".");const zn=this.createLevel(A);s[pn]=zn,i.push(zn)}else s[pn].addGroupId("audio",y.AUDIO),s[pn].addGroupId("text",y.SUBTITLES);else{const on=this.createLevel(A);s[pn]=on,o[pn]=1,i.push(on)}}),this.filterAndSortMediaOptions(i,t,u,p,h)}createLevel(e){const t=new pt(e),n=e.supplemental;if(n!=null&&n.videoCodec&&!this.isVideoSupported(n.videoCodec)){const i=new Error(`SUPPLEMENTAL-CODECS not supported "${n.videoCodec}"`);this.log(i.message),t.supportedResult=k(i,[])}return t}isAudioSupported(e){return sn(e,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(e){return sn(e,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(e,t,n,i,s){var o;let u=[],p=[],h=e;const A=((o=t.stats)==null?void 0:o.parsing)||{};if((n||i)&&s&&(h=h.filter(({videoCodec:Xe,videoRange:_e,width:Vt,height:qt})=>(!!Xe||!!(Vt&&qt))&&be(_e))),h.length===0){Promise.resolve().then(()=>{if(this.hls){let Xe="no level with compatible codecs found in manifest",_e=Xe;t.levels.length&&(_e=`one or more CODECS in variant not supported: ${Ye(t.levels.map(qt=>qt.attrs.CODECS).filter((qt,xn,tn)=>tn.indexOf(qt)===xn))}`,this.warn(_e),Xe+=` (${_e})`);const Vt=new Error(Xe);this.hls.trigger(v.ERROR,{type:te.MEDIA_ERROR,details:w.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:t.url,error:Vt,reason:_e})}}),A.end=performance.now();return}t.audioTracks&&(u=t.audioTracks.filter(Xe=>!Xe.audioCodec||this.isAudioSupported(Xe.audioCodec)),Vu(u)),t.subtitles&&(p=t.subtitles,Vu(p));const y=h.slice(0);h.sort((Xe,_e)=>{if(Xe.attrs["HDCP-LEVEL"]!==_e.attrs["HDCP-LEVEL"])return(Xe.attrs["HDCP-LEVEL"]||"")>(_e.attrs["HDCP-LEVEL"]||"")?1:-1;if(n&&Xe.height!==_e.height)return Xe.height-_e.height;if(Xe.frameRate!==_e.frameRate)return Xe.frameRate-_e.frameRate;if(Xe.videoRange!==_e.videoRange)return j.indexOf(Xe.videoRange)-j.indexOf(_e.videoRange);if(Xe.videoCodec!==_e.videoCodec){const Vt=_t(Xe.videoCodec),qt=_t(_e.videoCodec);if(Vt!==qt)return qt-Vt}if(Xe.uri===_e.uri&&Xe.codecSet!==_e.codecSet){const Vt=Qt(Xe.codecSet),qt=Qt(_e.codecSet);if(Vt!==qt)return qt-Vt}return Xe.averageBitrate!==_e.averageBitrate?Xe.averageBitrate-_e.averageBitrate:0});let C=y[0];if(this.steering&&(h=this.steering.filterParsedLevels(h),h.length!==y.length)){for(let Xe=0;XeVt&&Vt===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=qt)}break}const Z=s&&!i,ce=this.hls.config,le=!!(ce.audioStreamController&&ce.audioTrackController),Ze={levels:h,audioTracks:u,subtitleTracks:p,sessionData:t.sessionData,sessionKeys:t.sessionKeys,firstLevel:this._firstLevel,stats:t.stats,audio:s,video:i,altAudio:le&&!Z&&u.some(Xe=>!!Xe.url)};A.end=performance.now(),this.hls.trigger(v.MANIFEST_PARSED,Ze)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(e){const t=this._levels;if(t.length===0)return;if(e<0||e>=t.length){const A=new Error("invalid level idx"),y=e<0;if(this.hls.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.LEVEL_SWITCH_ERROR,level:e,fatal:y,error:A,reason:A.message}),y)return;e=Math.min(e,t.length-1)}const n=this.currentLevelIndex,i=this.currentLevel,s=i?i.attrs["PATHWAY-ID"]:void 0,o=t[e],u=o.attrs["PATHWAY-ID"];if(this.currentLevelIndex=e,this.currentLevel=o,n===e&&i&&s===u)return;this.log(`Switching to level ${e} (${o.height?o.height+"p ":""}${o.videoRange?o.videoRange+" ":""}${o.codecSet?o.codecSet+" ":""}@${o.bitrate})${u?" with Pathway "+u:""} from level ${n}${s?" with Pathway "+s:""}`);const p={level:e,attrs:o.attrs,details:o.details,bitrate:o.bitrate,averageBitrate:o.averageBitrate,maxBitrate:o.maxBitrate,realBitrate:o.realBitrate,width:o.width,height:o.height,codecSet:o.codecSet,audioCodec:o.audioCodec,videoCodec:o.videoCodec,audioGroups:o.audioGroups,subtitleGroups:o.subtitleGroups,loaded:o.loaded,loadError:o.loadError,fragmentError:o.fragmentError,name:o.name,id:o.id,uri:o.uri,url:o.url,urlId:0,audioGroupIds:o.audioGroupIds,textGroupIds:o.textGroupIds};this.hls.trigger(v.LEVEL_SWITCHING,p);const h=o.details;if(!h||h.live){const A=this.switchParams(o.uri,i==null?void 0:i.details,h);this.loadPlaylist(A)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(e){this.manualLevelIndex=e,this._startLevel===void 0&&(this._startLevel=e),e!==-1&&(this.level=e)}get firstLevel(){return this._firstLevel}set firstLevel(e){this._firstLevel=e}get startLevel(){if(this._startLevel===void 0){const e=this.hls.config.startLevel;return e!==void 0?e:this.hls.firstAutoLevel}return this._startLevel}set startLevel(e){this._startLevel=e}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(e){if(this.steering){const t=this.steering.pathways(),n=e.filter(i=>t.indexOf(i)!==-1);if(e.length<1){this.warn(`pathwayPriority ${e} should contain at least one pathway from list: ${t}`);return}this.steering.pathwayPriority=n}}onError(e,t){t.fatal||!t.context||t.context.type===q.LEVEL&&t.context.level===this.level&&this.checkRetry(t)}onFragBuffered(e,{frag:t}){if(t!==void 0&&t.type===z.MAIN){const n=t.elementaryStreams;if(!Object.keys(n).some(s=>!!n[s]))return;const i=this._levels[t.level];i!=null&&i.loadError&&(this.log(`Resetting level error count of ${i.loadError} on frag buffered`),i.loadError=0)}}onLevelLoaded(e,t){var n;const{level:i,details:s}=t,o=t.levelInfo;if(!o){var u;this.warn(`Invalid level index ${i}`),(u=t.deliveryDirectives)!=null&&u.skip&&(s.deltaUpdateFailed=!0);return}if(o===this.currentLevel||t.withoutMultiVariant){o.fragmentError===0&&(o.loadError=0);let p=o.details;p===t.details&&p.advanced&&(p=void 0),this.playlistLoaded(i,t,p)}else(n=t.deliveryDirectives)!=null&&n.skip&&(s.deltaUpdateFailed=!0)}loadPlaylist(e){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,e)}loadingPlaylist(e,t){super.loadingPlaylist(e,t);const n=this.getUrlWithDirectives(e.uri,t),i=this.currentLevelIndex,s=e.attrs["PATHWAY-ID"],o=e.details,u=o==null?void 0:o.age;this.log(`Loading level index ${i}${(t==null?void 0:t.msn)!==void 0?" at sn "+t.msn+" part "+t.part:""}${s?" Pathway "+s:""}${u&&o.live?" age "+u.toFixed(1)+(o.type?" "+o.type||0:""):""} ${n}`),this.hls.trigger(v.LEVEL_LOADING,{url:n,level:i,levelInfo:e,pathwayId:e.attrs["PATHWAY-ID"],id:0,deliveryDirectives:t||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(e){this.level=e,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=e)}removeLevel(e){var t;if(this._levels.length===1)return;const n=this._levels.filter((s,o)=>o!==e?!0:(this.steering&&this.steering.removeLevel(s),s===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,s.details&&s.details.fragments.forEach(u=>u.level=-1)),!1));nr(n),this._levels=n,this.currentLevelIndex>-1&&(t=this.currentLevel)!=null&&t.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const i=n.length-1;this._firstLevel=Math.min(this._firstLevel,i),this._startLevel&&(this._startLevel=Math.min(this._startLevel,i)),this.hls.trigger(v.LEVELS_UPDATED,{levels:n})}onLevelsUpdated(e,{levels:t}){this._levels=t}checkMaxAutoUpdated(){const{autoLevelCapping:e,maxAutoLevel:t,maxHdcpLevel:n}=this.hls;this._maxAutoLevel!==t&&(this._maxAutoLevel=t,this.hls.trigger(v.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:e,levels:this.levels,maxAutoLevel:t,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:n}))}}function Vu(l){const e={};l.forEach(t=>{const n=t.groupId||"";t.id=e[n]=e[n]||0,e[n]++})}function Zu(){return self.SourceBuffer||self.WebKitSourceBuffer}function zu(){if(!wt())return!1;const e=Zu();return!e||e.prototype&&typeof e.prototype.appendBuffer=="function"&&typeof e.prototype.remove=="function"}function Vd(){if(!zu())return!1;const l=wt();return typeof(l==null?void 0:l.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(e=>l.isTypeSupported(mn(e,"video")))||["mp4a.40.2","fLaC"].some(e=>l.isTypeSupported(mn(e,"audio"))))}function Zd(){var l;const e=Zu();return typeof(e==null||(l=e.prototype)==null?void 0:l.changeType)=="function"}const zd=100;class kd extends Ka{constructor(e,t,n){super(e,t,n,"stream-controller",z.MAIN),this.audioCodecSwap=!1,this.level=-1,this._forceStartLoad=!1,this._hasEnoughToStart=!1,this.altAudio=0,this.audioOnly=!1,this.fragPlaying=null,this.fragLastKbps=0,this.couldBacktrack=!1,this.backtrackFragment=null,this.audioCodecSwitch=!1,this.videoBuffer=null,this.onMediaPlaying=()=>{this.tick()},this.onMediaSeeked=()=>{const i=this.media,s=i?i.currentTime:null;if(s===null||!r(s)||(this.log(`Media seeked to ${s.toFixed(3)}`),!this.getBufferedFrag(s)))return;const o=this.getFwdBufferInfoAtPos(i,s,z.MAIN,0);if(o===null||o.len===0){this.warn(`Main forward buffer length at ${s} on "seeked" event ${o?o.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:e}=this;e.on(v.MANIFEST_PARSED,this.onManifestParsed,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.LEVEL_LOADED,this.onLevelLoaded,this),e.on(v.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),e.on(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.on(v.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),e.on(v.BUFFER_CREATED,this.onBufferCreated,this),e.on(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.on(v.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:e}=this;e.off(v.MANIFEST_PARSED,this.onManifestParsed,this),e.off(v.LEVEL_LOADED,this.onLevelLoaded,this),e.off(v.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),e.off(v.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),e.off(v.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),e.off(v.BUFFER_CREATED,this.onBufferCreated,this),e.off(v.BUFFER_FLUSHED,this.onBufferFlushed,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this),e.off(v.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(e,t){if(this.levels){const{lastCurrentTime:n,hls:i}=this;if(this.stopLoad(),this.setInterval(zd),this.level=-1,!this.startFragRequested){let s=i.startLevel;s===-1&&(i.config.testBandwidth&&this.levels.length>1?(s=0,this.bitrateTest=!0):s=i.firstAutoLevel),i.nextLoadLevel=s,this.level=i.loadLevel,this._hasEnoughToStart=!!t}n>0&&e===-1&&!t&&(this.log(`Override startPosition with lastCurrentTime @${n.toFixed(3)}`),e=n),this.state=On.IDLE,this.nextLoadPosition=this.lastCurrentTime=e+this.timelineOffset,this.startPosition=t?-1:e,this.tick()}else this._forceStartLoad=!0,this.state=On.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case On.WAITING_LEVEL:{const{levels:e,level:t}=this,n=e==null?void 0:e[t],i=n==null?void 0:n.details;if(i&&(!i.live||this.levelLastLoaded===n&&!this.waitForLive(n))){if(this.waitForCdnTuneIn(i))break;this.state=On.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=On.IDLE;break}break}case On.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===On.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var e;super.onTickEnd(),(e=this.media)!=null&&e.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:e,levelLastLoaded:t,levels:n,media:i}=this;if(t===null||!i&&!this.primaryPrefetch&&(this.startFragRequested||!e.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const s=this.buffering?e.nextLoadLevel:e.loadLevel;if(!(n!=null&&n[s]))return;const o=n[s],u=this.getMainFwdBufferInfo();if(u===null)return;const p=this.getLevelDetails();if(p&&this._streamEnded(u,p)){const ce={};this.altAudio===2&&(ce.type="video"),this.hls.trigger(v.BUFFER_EOS,ce),this.state=On.ENDED;return}if(!this.buffering)return;e.loadLevel!==s&&e.manualLevel===-1&&this.log(`Adapting to level ${s} from level ${this.level}`),this.level=e.nextLoadLevel=s;const h=o.details;if(!h||this.state===On.WAITING_LEVEL||this.waitForLive(o)){this.level=s,this.state=On.WAITING_LEVEL,this.startFragRequested=!1;return}const A=u.len,y=this.getMaxBufferLength(o.maxBitrate);if(A>=y)return;this.backtrackFragment&&this.backtrackFragment.start>u.end&&(this.backtrackFragment=null);const C=this.backtrackFragment?this.backtrackFragment.start:u.end;let U=this.getNextFragment(C,h);if(this.couldBacktrack&&!this.fragPrevious&&U&&Qe(U)&&this.fragmentTracker.getState(U)!==Cn.OK){var Z;const le=((Z=this.backtrackFragment)!=null?Z:U).sn-h.startSN,Ze=h.fragments[le-1];Ze&&U.cc===Ze.cc&&(U=Ze,this.fragmentTracker.removeFragment(Ze))}else this.backtrackFragment&&u.len&&(this.backtrackFragment=null);if(U&&this.isLoopLoading(U,C)){if(!U.gap){const le=this.audioOnly&&!this.altAudio?ze.AUDIO:ze.VIDEO,Ze=(le===ze.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Ze&&this.afterBufferFlushed(Ze,le,z.MAIN)}U=this.getNextFragmentLoopLoading(U,h,u,z.MAIN,y)}U&&(U.initSegment&&!U.initSegment.data&&!this.bitrateTest&&(U=U.initSegment),this.loadFragment(U,o,C))}loadFragment(e,t,n){const i=this.fragmentTracker.getState(e);i===Cn.NOT_LOADED||i===Cn.PARTIAL?Qe(e)?this.bitrateTest?(this.log(`Fragment ${e.sn} of level ${e.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(e,t)):super.loadFragment(e,t,n):this._loadInitSegment(e,t):this.clearTrackerIfNeeded(e)}getBufferedFrag(e){return this.fragmentTracker.getBufferedFrag(e,z.MAIN)}followingBufferedFrag(e){return e?this.getBufferedFrag(e.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:e,media:t}=this;if(t!=null&&t.readyState){let n;const i=this.getAppendedFrag(t.currentTime);i&&i.start>1&&this.flushMainBuffer(0,i.start-1);const s=this.getLevelDetails();if(s!=null&&s.live){const u=this.getMainFwdBufferInfo();if(!u||u.len=o-t.maxFragLookUpTolerance&&s<=u;if(i!==null&&n.duration>i&&(s{this.hls&&this.hls.trigger(v.AUDIO_TRACK_SWITCHED,t)}),n.trigger(v.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}n.trigger(v.AUDIO_TRACK_SWITCHED,t)}}onAudioTrackSwitched(e,t){const n=Nn(t.url,this.hls);if(n){const i=this.videoBuffer;i&&this.mediaBuffer!==i&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=i)}this.altAudio=n?2:0,this.tick()}onBufferCreated(e,t){const n=t.tracks;let i,s,o=!1;for(const u in n){const p=n[u];if(p.id==="main"){if(s=u,i=p,u==="video"){const h=n[u];h&&(this.videoBuffer=h.buffer)}}else o=!0}o&&i?(this.log(`Alternate track found, use ${s}.buffered to schedule main fragment loading`),this.mediaBuffer=i.buffer):this.mediaBuffer=this.media}onFragBuffered(e,t){const{frag:n,part:i}=t,s=n.type===z.MAIN;if(s){if(this.fragContextChanged(n)){this.warn(`Fragment ${n.sn}${i?" p: "+i.index:""} of level ${n.level} finished buffering, but was aborted. state: ${this.state}`),this.state===On.PARSED&&(this.state=On.IDLE);return}const u=i?i.stats:n.stats;this.fragLastKbps=Math.round(8*u.total/(u.buffering.end-u.loading.first)),Qe(n)&&(this.fragPrevious=n),this.fragBufferedComplete(n,i)}const o=this.media;o&&(!this._hasEnoughToStart&&Wn.getBuffered(o).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),s&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(e,t){var n;if(t.fatal){this.state=On.ERROR;return}switch(t.details){case w.FRAG_GAP:case w.FRAG_PARSING_ERROR:case w.FRAG_DECRYPT_ERROR:case w.FRAG_LOAD_ERROR:case w.FRAG_LOAD_TIMEOUT:case w.KEY_LOAD_ERROR:case w.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(z.MAIN,t);break;case w.LEVEL_LOAD_ERROR:case w.LEVEL_LOAD_TIMEOUT:case w.LEVEL_PARSING_ERROR:!t.levelRetry&&this.state===On.WAITING_LEVEL&&((n=t.context)==null?void 0:n.type)===q.LEVEL&&(this.state=On.IDLE);break;case w.BUFFER_ADD_CODEC_ERROR:case w.BUFFER_APPEND_ERROR:if(t.parent!=="main")return;this.reduceLengthAndFlushBuffer(t)&&this.resetLoadingState();break;case w.BUFFER_FULL_ERROR:if(t.parent!=="main")return;this.reduceLengthAndFlushBuffer(t)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case w.INTERNAL_EXCEPTION:this.recoverWorkerError(t);break}}onFragLoadEmergencyAborted(){this.state=On.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(e,{type:t}){if(t!==ze.AUDIO||!this.altAudio){const n=(t===ze.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;n&&(this.afterBufferFlushed(n,t,z.MAIN),this.tick())}}onLevelsUpdated(e,t){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=t.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:e}=this;if(!e)return;const t=e.currentTime;let n=this.startPosition;if(n>=0&&t0&&(p{const{hls:i}=this,s=n==null?void 0:n.frag;if(!s||this.fragContextChanged(s))return;t.fragmentError=0,this.state=On.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const o=s.stats;o.parsing.start=o.parsing.end=o.buffering.start=o.buffering.end=self.performance.now(),i.trigger(v.FRAG_LOADED,n),s.bitrateTest=!1}).catch(n=>{this.state===On.STOPPED||this.state===On.ERROR||(this.warn(n),this.resetFragmentLoading(e))})}_handleTransmuxComplete(e){const t=this.playlistType,{hls:n}=this,{remuxResult:i,chunkMeta:s}=e,o=this.getCurrentContext(s);if(!o){this.resetWhenMissingContext(s);return}const{frag:u,part:p,level:h}=o,{video:A,text:y,id3:C,initSegment:U}=i,{details:Z}=h,ce=this.altAudio?void 0:i.audio;if(this.fragContextChanged(u)){this.fragmentTracker.removeFragment(u);return}if(this.state=On.PARSING,U){const le=U.tracks;if(le){const Vt=u.initSegment||u;if(this.unhandledEncryptionError(U,u))return;this._bufferInitSegment(h,le,Vt,s),n.trigger(v.FRAG_PARSING_INIT_SEGMENT,{frag:Vt,id:t,tracks:le})}const Ze=U.initPTS,Xe=U.timescale,_e=this.initPTS[u.cc];if(r(Ze)&&(!_e||_e.baseTime!==Ze||_e.timescale!==Xe)){const Vt=U.trackId;this.initPTS[u.cc]={baseTime:Ze,timescale:Xe,trackId:Vt},n.trigger(v.INIT_PTS_FOUND,{frag:u,id:t,initPTS:Ze,timescale:Xe,trackId:Vt})}}if(A&&Z){ce&&A.type==="audiovideo"&&this.logMuxedErr(u);const le=Z.fragments[u.sn-1-Z.startSN],Ze=u.sn===Z.startSN,Xe=!le||u.cc>le.cc;if(i.independent!==!1){const{startPTS:_e,endPTS:Vt,startDTS:qt,endDTS:xn}=A;if(p)p.elementaryStreams[A.type]={startPTS:_e,endPTS:Vt,startDTS:qt,endDTS:xn};else if(A.firstKeyFrame&&A.independent&&s.id===1&&!Xe&&(this.couldBacktrack=!0),A.dropped&&A.independent){const tn=this.getMainFwdBufferInfo(),An=(tn?tn.end:this.getLoadPosition())+this.config.maxBufferHole,pn=A.firstKeyFramePTS?A.firstKeyFramePTS:_e;if(!Ze&&AnRl&&(u.gap=!0);u.setElementaryStreamInfo(A.type,_e,Vt,qt,xn),this.backtrackFragment&&(this.backtrackFragment=u),this.bufferFragmentData(A,u,p,s,Ze||Xe)}else if(Ze||Xe)u.gap=!0;else{this.backtrack(u);return}}if(ce){const{startPTS:le,endPTS:Ze,startDTS:Xe,endDTS:_e}=ce;p&&(p.elementaryStreams[ze.AUDIO]={startPTS:le,endPTS:Ze,startDTS:Xe,endDTS:_e}),u.setElementaryStreamInfo(ze.AUDIO,le,Ze,Xe,_e),this.bufferFragmentData(ce,u,p,s)}if(Z&&C!=null&&C.samples.length){const le={id:t,frag:u,details:Z,samples:C.samples};n.trigger(v.FRAG_PARSING_METADATA,le)}if(Z&&y){const le={id:t,frag:u,details:Z,samples:y.samples};n.trigger(v.FRAG_PARSING_USERDATA,le)}}logMuxedErr(e){this.warn(`${Qe(e)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${e.url}`)}_bufferInitSegment(e,t,n,i){if(this.state!==On.PARSING)return;this.audioOnly=!!t.audio&&!t.video,this.altAudio&&!this.audioOnly&&(delete t.audio,t.audiovideo&&this.logMuxedErr(n));const{audio:s,video:o,audiovideo:u}=t;if(s){const h=e.audioCodec;let A=Dt(s.codec,h);A==="mp4a"&&(A="mp4a.40.5");const y=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){A&&(A.indexOf("mp4a.40.5")!==-1?A="mp4a.40.2":A="mp4a.40.5");const C=s.metadata;C&&"channelCount"in C&&(C.channelCount||1)!==1&&y.indexOf("firefox")===-1&&(A="mp4a.40.5")}A&&A.indexOf("mp4a.40.5")!==-1&&y.indexOf("android")!==-1&&s.container!=="audio/mpeg"&&(A="mp4a.40.2",this.log(`Android: force audio codec to ${A}`)),h&&h!==A&&this.log(`Swapping manifest audio codec "${h}" for "${A}"`),s.levelCodec=A,s.id=z.MAIN,this.log(`Init audio buffer, container:${s.container}, codecs[selected/level/parsed]=[${A||""}/${h||""}/${s.codec}]`),delete t.audiovideo}if(o){o.levelCodec=e.videoCodec,o.id=z.MAIN;const h=o.codec;if((h==null?void 0:h.length)===4)switch(h){case"hvc1":case"hev1":o.codec="hvc1.1.6.L120.90";break;case"av01":o.codec="av01.0.04M.08";break;case"avc1":o.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${o.container}, codecs[level/parsed]=[${e.videoCodec||""}/${h}]${o.codec!==h?" parsed-corrected="+o.codec:""}${o.supplemental?" supplemental="+o.supplemental:""}`),delete t.audiovideo}u&&(this.log(`Init audiovideo buffer, container:${u.container}, codecs[level/parsed]=[${e.codecs}/${u.codec}]`),delete t.video,delete t.audio);const p=Object.keys(t);if(p.length){if(this.hls.trigger(v.BUFFER_CODECS,t),!this.hls)return;p.forEach(h=>{const y=t[h].initSegment;y!=null&&y.byteLength&&this.hls.trigger(v.BUFFER_APPENDING,{type:h,data:y,frag:n,part:null,chunkMeta:i,parent:n.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const e=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(e,z.MAIN)}get maxBufferLength(){const{levels:e,level:t}=this,n=e==null?void 0:e[t];return n?this.getMaxBufferLength(n.maxBitrate):this.config.maxBufferLength}backtrack(e){this.couldBacktrack=!0,this.backtrackFragment=e,this.resetTransmuxer(),this.flushBufferGap(e),this.fragmentTracker.removeFragment(e),this.fragPrevious=null,this.nextLoadPosition=e.start,this.state=On.IDLE}checkFragmentChanged(){const e=this.media;let t=null;if(e&&e.readyState>1&&e.seeking===!1){const n=e.currentTime;if(Wn.isBuffered(e,n)?t=this.getAppendedFrag(n):Wn.isBuffered(e,n+.1)&&(t=this.getAppendedFrag(n+.1)),t){this.backtrackFragment=null;const i=this.fragPlaying,s=t.level;(!i||t.sn!==i.sn||i.level!==s)&&(this.fragPlaying=t,this.hls.trigger(v.FRAG_CHANGED,{frag:t}),(!i||i.level!==s)&&this.hls.trigger(v.LEVEL_SWITCHED,{level:s}))}}}get nextLevel(){const e=this.nextBufferedFrag;return e?e.level:-1}get currentFrag(){var e;if(this.fragPlaying)return this.fragPlaying;const t=((e=this.media)==null?void 0:e.currentTime)||this.lastCurrentTime;return r(t)?this.getAppendedFrag(t):null}get currentProgramDateTime(){var e;const t=((e=this.media)==null?void 0:e.currentTime)||this.lastCurrentTime;if(r(t)){const n=this.getLevelDetails(),i=this.currentFrag||(n?Un(null,n.fragments,t):null);if(i){const s=i.programDateTime;if(s!==null){const o=s+(t-i.start)*1e3;return new Date(o)}}}return null}get currentLevel(){const e=this.currentFrag;return e?e.level:-1}get nextBufferedFrag(){const e=this.currentFrag;return e?this.followingBufferedFrag(e):null}get forceStartLoad(){return this._forceStartLoad}}class jd extends We{constructor(e,t){super("key-loader",t),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=e}abort(e){for(const n in this.keyIdToKeyInfo){const i=this.keyIdToKeyInfo[n].loader;if(i){var t;if(e&&e!==((t=i.context)==null?void 0:t.frag.type))return;i.abort()}}}detach(){for(const e in this.keyIdToKeyInfo){const t=this.keyIdToKeyInfo[e];(t.mediaKeySessionContext||t.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[e]}}destroy(){this.detach();for(const e in this.keyIdToKeyInfo){const t=this.keyIdToKeyInfo[e].loader;t&&t.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(e,t=w.KEY_LOAD_ERROR,n,i,s){return new vi({type:te.NETWORK_ERROR,details:t,fatal:!1,frag:e,response:s,error:n,networkDetails:i})}loadClear(e,t,n){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(t.length)for(let i=0,s=t.length;i{if(!this.emeController)return;o.setKeyFormat(u);const p=Xr(u);if(p)return this.emeController.getKeySystemAccess([p])})}if(this.config.requireKeySystemAccessOnStart){const i=us(this.config);if(i.length)return this.emeController.getKeySystemAccess(i)}}return null}load(e){return!e.decryptdata&&e.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(e).then(t=>this.loadInternal(e,t)):this.loadInternal(e)}loadInternal(e,t){var n,i;t&&e.setKeyFormat(t);const s=e.decryptdata;if(!s){const h=new Error(t?`Expected frag.decryptdata to be defined after setting format ${t}`:`Missing decryption data on fragment in onKeyLoading (emeEnabled with controller: ${this.emeController&&this.config.emeEnabled})`);return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,h))}const o=s.uri;if(!o)return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${o}"`)));const u=qc(s);let p=this.keyIdToKeyInfo[u];if((n=p)!=null&&n.decryptdata.key)return s.key=p.decryptdata.key,Promise.resolve({frag:e,keyInfo:p});if(this.emeController&&(i=p)!=null&&i.keyLoadPromise)switch(this.emeController.getKeyStatus(p.decryptdata)){case"usable":case"usable-in-future":return p.keyLoadPromise.then(A=>{const{keyInfo:y}=A;return s.key=y.decryptdata.key,{frag:e,keyInfo:y}})}switch(this.log(`${this.keyIdToKeyInfo[u]?"Rel":"L"}oading${s.keyId?" keyId: "+Te(s.keyId):""} URI: ${s.uri} from ${e.type} ${e.level}`),p=this.keyIdToKeyInfo[u]={decryptdata:s,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},s.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return s.keyFormat==="identity"?this.loadKeyHTTP(p,e):this.loadKeyEME(p,e);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(p,e);default:return Promise.reject(this.createKeyLoadError(e,w.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${s.method}"`)))}}loadKeyEME(e,t){const n={frag:t,keyInfo:e};if(this.emeController&&this.config.emeEnabled){var i;if(!e.decryptdata.keyId&&(i=t.initSegment)!=null&&i.data){const o=L(t.initSegment.data);if(o.length){let u=o[0];u.some(p=>p!==0)?(this.log(`Using keyId found in init segment ${Te(u)}`),es.setKeyIdForUri(e.decryptdata.uri,u)):(u=es.addKeyIdForUri(e.decryptdata.uri),this.log(`Generating keyId to patch media ${Te(u)}`)),e.decryptdata.keyId=u}}if(!e.decryptdata.keyId&&!Qe(t))return Promise.resolve(n);const s=this.emeController.loadKey(n);return(e.keyLoadPromise=s.then(o=>(e.mediaKeySessionContext=o,n))).catch(o=>{throw e.keyLoadPromise=null,"data"in o&&(o.data.frag=t),o})}return Promise.resolve(n)}loadKeyHTTP(e,t){const n=this.config,i=n.loader,s=new i(n);return t.keyLoader=e.loader=s,e.keyLoadPromise=new Promise((o,u)=>{const p={keyInfo:e,frag:t,responseType:"arraybuffer",url:e.decryptdata.uri},h=n.keyLoadPolicy.default,A={loadPolicy:h,timeout:h.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},y={onSuccess:(C,U,Z,ce)=>{const{frag:le,keyInfo:Ze}=Z,Xe=qc(Ze.decryptdata);if(!le.decryptdata||Ze!==this.keyIdToKeyInfo[Xe])return u(this.createKeyLoadError(le,w.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),ce));Ze.decryptdata.key=le.decryptdata.key=new Uint8Array(C.data),le.keyLoader=null,Ze.loader=null,o({frag:le,keyInfo:Ze})},onError:(C,U,Z,ce)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.KEY_LOAD_ERROR,new Error(`HTTP Error ${C.code} loading key ${C.text}`),Z,ue({url:p.url,data:void 0},C)))},onTimeout:(C,U,Z)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Z))},onAbort:(C,U,Z)=>{this.resetLoader(U),u(this.createKeyLoadError(t,w.INTERNAL_ABORTED,new Error("key loading aborted"),Z))}};s.load(p,A,y)})}resetLoader(e){const{frag:t,keyInfo:n,url:i}=e,s=n.loader;t.keyLoader===s&&(t.keyLoader=null,n.loader=null);const o=qc(n.decryptdata)||i;delete this.keyIdToKeyInfo[o],s&&s.destroy()}}function qc(l){if(l.keyFormat!==Yi.FAIRPLAY){const e=l.keyId;if(e)return Te(e)}return l.uri}function ku(l){const{type:e}=l;switch(e){case q.AUDIO_TRACK:return z.AUDIO;case q.SUBTITLE_TRACK:return z.SUBTITLE;default:return z.MAIN}}function _c(l,e){let t=l.url;return(t===void 0||t.indexOf("data:")===0)&&(t=e.url),t}class Wd{constructor(e){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=e,this.registerListeners()}startLoad(e){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:e}=this;e.on(v.MANIFEST_LOADING,this.onManifestLoading,this),e.on(v.LEVEL_LOADING,this.onLevelLoading,this),e.on(v.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),e.on(v.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),e.on(v.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:e}=this;e.off(v.MANIFEST_LOADING,this.onManifestLoading,this),e.off(v.LEVEL_LOADING,this.onLevelLoading,this),e.off(v.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),e.off(v.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),e.off(v.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(e){const t=this.hls.config,n=t.pLoader,i=t.loader,s=n||i,o=new s(t);return this.loaders[e.type]=o,o}getInternalLoader(e){return this.loaders[e.type]}resetInternalLoader(e){this.loaders[e]&&delete this.loaders[e]}destroyInternalLoaders(){for(const e in this.loaders){const t=this.loaders[e];t&&t.destroy(),this.resetInternalLoader(e)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(e,t){const{url:n}=t;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:q.MANIFEST,url:n,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(e,t){const{id:n,level:i,pathwayId:s,url:o,deliveryDirectives:u,levelInfo:p}=t;this.load({id:n,level:i,pathwayId:s,responseType:"text",type:q.LEVEL,url:o,deliveryDirectives:u,levelOrTrack:p})}onAudioTrackLoading(e,t){const{id:n,groupId:i,url:s,deliveryDirectives:o,track:u}=t;this.load({id:n,groupId:i,level:null,responseType:"text",type:q.AUDIO_TRACK,url:s,deliveryDirectives:o,levelOrTrack:u})}onSubtitleTrackLoading(e,t){const{id:n,groupId:i,url:s,deliveryDirectives:o,track:u}=t;this.load({id:n,groupId:i,level:null,responseType:"text",type:q.SUBTITLE_TRACK,url:s,deliveryDirectives:o,levelOrTrack:u})}onLevelsUpdated(e,t){const n=this.loaders[q.LEVEL];if(n){const i=n.context;i&&!t.levels.some(s=>s===i.levelOrTrack)&&(n.abort(),delete this.loaders[q.LEVEL])}}load(e){var t;const n=this.hls.config;let i=this.getInternalLoader(e);if(i){const h=this.hls.logger,A=i.context;if(A&&A.levelOrTrack===e.levelOrTrack&&(A.url===e.url||A.deliveryDirectives&&!e.deliveryDirectives)){A.url===e.url?h.log(`[playlist-loader]: ignore ${e.url} ongoing request`):h.log(`[playlist-loader]: ignore ${e.url} in favor of ${A.url}`);return}h.log(`[playlist-loader]: aborting previous loader for type: ${e.type}`),i.abort()}let s;if(e.type===q.MANIFEST?s=n.manifestLoadPolicy.default:s=ee({},n.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),i=this.createInternalLoader(e),r((t=e.deliveryDirectives)==null?void 0:t.part)){let h;if(e.type===q.LEVEL&&e.level!==null?h=this.hls.levels[e.level].details:e.type===q.AUDIO_TRACK&&e.id!==null?h=this.hls.audioTracks[e.id].details:e.type===q.SUBTITLE_TRACK&&e.id!==null&&(h=this.hls.subtitleTracks[e.id].details),h){const A=h.partTarget,y=h.targetduration;if(A&&y){const C=Math.max(A*3,y*.8)*1e3;s=ee({},s,{maxTimeToFirstByteMs:Math.min(C,s.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(C,s.maxTimeToFirstByteMs)})}}}const o=s.errorRetry||s.timeoutRetry||{},u={loadPolicy:s,timeout:s.maxLoadTimeMs,maxRetry:o.maxNumRetry||0,retryDelay:o.retryDelayMs||0,maxRetryDelay:o.maxRetryDelayMs||0},p={onSuccess:(h,A,y,C)=>{const U=this.getInternalLoader(y);this.resetInternalLoader(y.type);const Z=h.data;A.parsing.start=performance.now(),b.isMediaPlaylist(Z)||y.type!==q.MANIFEST?this.handleTrackOrLevelPlaylist(h,A,y,C||null,U):this.handleMasterPlaylist(h,A,y,C)},onError:(h,A,y,C)=>{this.handleNetworkError(A,y,!1,h,C)},onTimeout:(h,A,y)=>{this.handleNetworkError(A,y,!0,void 0,h)}};i.load(e,u,p)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:e,startPosition:t},forceStartLoad:n}=this.hls;(e||n)&&(this.hls.logger.log(`${e?"auto":"force"} startLoad with configured startPosition ${t}`),this.hls.startLoad(t))}handleMasterPlaylist(e,t,n,i){const s=this.hls,o=e.data,u=_c(e,n),p=b.parseMasterPlaylist(o,u);if(p.playlistParsingError){t.parsing.end=performance.now(),this.handleManifestParsingError(e,n,p.playlistParsingError,i,t);return}const{contentSteering:h,levels:A,sessionData:y,sessionKeys:C,startTimeOffset:U,variableList:Z}=p;this.variableList=Z,A.forEach(Xe=>{const{unknownCodecs:_e}=Xe;if(_e){const{preferManagedMediaSource:Vt}=this.hls.config;let{audioCodec:qt,videoCodec:xn}=Xe;for(let tn=_e.length;tn--;){const An=_e[tn];sn(An,"audio",Vt)?(Xe.audioCodec=qt=qt?`${qt},${An}`:An,Ut.audio[qt.substring(0,4)]=2,_e.splice(tn,1)):sn(An,"video",Vt)&&(Xe.videoCodec=xn=xn?`${xn},${An}`:An,Ut.video[xn.substring(0,4)]=2,_e.splice(tn,1))}}});const{AUDIO:ce=[],SUBTITLES:le,"CLOSED-CAPTIONS":Ze}=b.parseMasterPlaylistMedia(o,u,p);ce.length&&!ce.some(_e=>!_e.url)&&A[0].audioCodec&&!A[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),ce.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new dr({}),bitrate:0,url:""})),s.trigger(v.MANIFEST_LOADED,{levels:A,audioTracks:ce,subtitles:le,captions:Ze,contentSteering:h,url:u,stats:t,networkDetails:i,sessionData:y,sessionKeys:C,startTimeOffset:U,variableList:Z})}handleTrackOrLevelPlaylist(e,t,n,i,s){const o=this.hls,{id:u,level:p,type:h}=n,A=_c(e,n),y=r(p)?p:r(u)?u:0,C=ku(n),U=b.parseLevelPlaylist(e.data,A,y,C,0,this.variableList);if(h===q.MANIFEST){const Z={attrs:new dr({}),bitrate:0,details:U,name:"",url:A};U.requestScheduled=t.loading.start+Ir(U,0),o.trigger(v.MANIFEST_LOADED,{levels:[Z],audioTracks:[],url:A,stats:t,networkDetails:i,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}t.parsing.end=performance.now(),n.levelDetails=U,this.handlePlaylistLoaded(U,e,t,n,i,s)}handleManifestParsingError(e,t,n,i,s){this.hls.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.MANIFEST_PARSING_ERROR,fatal:t.type===q.MANIFEST,url:e.url,err:n,error:n,reason:n.message,response:e,context:t,networkDetails:i,stats:s})}handleNetworkError(e,t,n=!1,i,s){let o=`A network ${n?"timeout":"error"+(i?" (status "+i.code+")":"")} occurred while loading ${e.type}`;e.type===q.LEVEL?o+=`: ${e.level} id: ${e.id}`:(e.type===q.AUDIO_TRACK||e.type===q.SUBTITLE_TRACK)&&(o+=` id: ${e.id} group-id: "${e.groupId}"`);const u=new Error(o);this.hls.logger.warn(`[playlist-loader]: ${o}`);let p=w.UNKNOWN,h=!1;const A=this.getInternalLoader(e);switch(e.type){case q.MANIFEST:p=n?w.MANIFEST_LOAD_TIMEOUT:w.MANIFEST_LOAD_ERROR,h=!0;break;case q.LEVEL:p=n?w.LEVEL_LOAD_TIMEOUT:w.LEVEL_LOAD_ERROR,h=!1;break;case q.AUDIO_TRACK:p=n?w.AUDIO_TRACK_LOAD_TIMEOUT:w.AUDIO_TRACK_LOAD_ERROR,h=!1;break;case q.SUBTITLE_TRACK:p=n?w.SUBTITLE_TRACK_LOAD_TIMEOUT:w.SUBTITLE_LOAD_ERROR,h=!1;break}A&&this.resetInternalLoader(e.type);const y={type:te.NETWORK_ERROR,details:p,fatal:h,url:e.url,loader:A,context:e,error:u,networkDetails:t,stats:s};if(i){const C=(t==null?void 0:t.url)||e.url;y.response=ue({url:C,data:void 0},i)}this.hls.trigger(v.ERROR,y)}handlePlaylistLoaded(e,t,n,i,s,o){const u=this.hls,{type:p,level:h,levelOrTrack:A,id:y,groupId:C,deliveryDirectives:U}=i,Z=_c(t,i),ce=ku(i);let le=typeof i.level=="number"&&ce===z.MAIN?h:void 0;const Ze=e.playlistParsingError;if(Ze){if(this.hls.logger.warn(`${Ze} ${e.url}`),!u.config.ignorePlaylistParsingErrors){u.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.LEVEL_PARSING_ERROR,fatal:!1,url:Z,error:Ze,reason:Ze.message,response:t,context:i,level:le,parent:ce,networkDetails:s,stats:n});return}e.playlistParsingError=null}if(!e.fragments.length){const Xe=e.playlistParsingError=new Error("No Segments found in Playlist");u.trigger(v.ERROR,{type:te.NETWORK_ERROR,details:w.LEVEL_EMPTY_ERROR,fatal:!1,url:Z,error:Xe,reason:Xe.message,response:t,context:i,level:le,parent:ce,networkDetails:s,stats:n});return}switch(e.live&&o&&(o.getCacheAge&&(e.ageHeader=o.getCacheAge()||0),(!o.getCacheAge||isNaN(e.ageHeader))&&(e.ageHeader=0)),p){case q.MANIFEST:case q.LEVEL:if(le){if(!A)le=0;else if(A!==u.levels[le]){const Xe=u.levels.indexOf(A);Xe>-1&&(le=Xe)}}u.trigger(v.LEVEL_LOADED,{details:e,levelInfo:A||u.levels[0],level:le||0,id:y||0,stats:n,networkDetails:s,deliveryDirectives:U,withoutMultiVariant:p===q.MANIFEST});break;case q.AUDIO_TRACK:u.trigger(v.AUDIO_TRACK_LOADED,{details:e,track:A,id:y||0,groupId:C||"",stats:n,networkDetails:s,deliveryDirectives:U});break;case q.SUBTITLE_TRACK:u.trigger(v.SUBTITLE_TRACK_LOADED,{details:e,track:A,id:y||0,groupId:C||"",stats:n,networkDetails:s,deliveryDirectives:U});break}}}class Ca{static get version(){return Aa}static isMSESupported(){return zu()}static isSupported(){return Vd()}static getMediaSource(){return wt()}static get Events(){return v}static get MetadataSchema(){return Vs}static get ErrorTypes(){return te}static get ErrorDetails(){return w}static get DefaultConfig(){return Ca.defaultConfig?Ca.defaultConfig:Id}static set DefaultConfig(e){Ca.defaultConfig=e}constructor(e={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new _a,this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.abrController=void 0,this.bufferController=void 0,this.capLevelController=void 0,this.latencyController=void 0,this.levelController=void 0,this.streamController=void 0,this.audioStreamController=void 0,this.subtititleStreamController=void 0,this.audioTrackController=void 0,this.subtitleTrackController=void 0,this.interstitialsController=void 0,this.gapController=void 0,this.emeController=void 0,this.cmcdController=void 0,this._media=null,this._url=null,this._sessionId=void 0,this.triggeringException=void 0,this.started=!1;const t=this.logger=Re(e.debug||!1,"Hls instance",e.assetPlayerId),n=this.config=Rd(Ca.DefaultConfig,e,t);this.userConfig=e,n.progressive&&wd(n,t);const{abrController:i,bufferController:s,capLevelController:o,errorController:u,fpsController:p}=n,h=new u(this),A=this.abrController=new i(this),y=new Tn(this),C=n.interstitialsController,U=C?this.interstitialsController=new C(this,Ca):null,Z=this.bufferController=new s(this,y),ce=this.capLevelController=new o(this),le=new p(this),Ze=new Wd(this),Xe=n.contentSteeringController,_e=Xe?new Xe(this):null,Vt=this.levelController=new Ud(this,_e),qt=new Od(this),xn=new jd(this.config,this.logger),tn=this.streamController=new kd(this,y,xn),An=this.gapController=new Ld(this,y);ce.setStreamController(tn),le.setStreamController(tn);const pn=[Ze,Vt,tn];U&&pn.splice(1,0,U),_e&&pn.splice(1,0,_e),this.networkControllers=pn;const on=[A,Z,An,ce,le,qt,y];this.audioTrackController=this.createController(n.audioTrackController,pn);const zn=n.audioStreamController;zn&&pn.push(this.audioStreamController=new zn(this,y,xn)),this.subtitleTrackController=this.createController(n.subtitleTrackController,pn);const gi=n.subtitleStreamController;gi&&pn.push(this.subtititleStreamController=new gi(this,y,xn)),this.createController(n.timelineController,on),xn.emeController=this.emeController=this.createController(n.emeController,on),this.cmcdController=this.createController(n.cmcdController,on),this.latencyController=this.createController(Pd,on),this.coreComponents=on,pn.push(h);const Ni=h.onErrorOut;typeof Ni=="function"&&this.on(v.ERROR,Ni,h),this.on(v.MANIFEST_LOADED,Ze.onManifestLoaded,Ze)}createController(e,t){if(e){const n=new e(this);return t&&t.push(n),n}return null}on(e,t,n=this){this._emitter.on(e,t,n)}once(e,t,n=this){this._emitter.once(e,t,n)}removeAllListeners(e){this._emitter.removeAllListeners(e)}off(e,t,n=this,i){this._emitter.off(e,t,n,i)}listeners(e){return this._emitter.listeners(e)}emit(e,t,n){return this._emitter.emit(e,t,n)}trigger(e,t){if(this.config.debug)return this.emit(e,e,t);try{return this.emit(e,e,t)}catch(n){if(this.logger.error("An internal error happened while handling event "+e+'. Error message: "'+n.message+'". Here is a stacktrace:',n),!this.triggeringException){this.triggeringException=!0;const i=e===v.ERROR;this.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.INTERNAL_EXCEPTION,fatal:i,event:e,error:n}),this.triggeringException=!1}}return!1}listenerCount(e){return this._emitter.listenerCount(e)}destroy(){this.logger.log("destroy"),this.trigger(v.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(t=>t.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(t=>t.destroy()),this.coreComponents.length=0;const e=this.config;e.xhrSetup=e.fetchSetup=void 0,this.userConfig=null}attachMedia(e){if(!e||"media"in e&&!e.media){const s=new Error(`attachMedia failed: invalid argument (${e})`);this.trigger(v.ERROR,{type:te.OTHER_ERROR,details:w.ATTACH_MEDIA_ERROR,fatal:!0,error:s});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const t="media"in e,n=t?e.media:e,i=t?e:{media:n};this._media=n,this.trigger(v.MEDIA_ATTACHING,i)}detachMedia(){this.logger.log("detachMedia"),this.trigger(v.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const e=this.bufferController.transferMedia();return this.trigger(v.MEDIA_DETACHING,{transferMedia:e}),e}loadSource(e){this.stopLoad();const t=this.media,n=this._url,i=this._url=ie.buildAbsoluteURL(self.location.href,e,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${i}`),t&&n&&(n!==i||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(t)),this.trigger(v.MANIFEST_LOADING,{url:e})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(e=-1,t){this.logger.log(`startLoad(${e+(t?", ":"")})`),this.started=!0,this.resumeBuffering();for(let n=0;n{e.resumeBuffering&&e.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(e=>{e.pauseBuffering&&e.pauseBuffering()}))}get inFlightFragments(){const e={[z.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(e[z.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(e[z.SUBTITLE]=this.subtititleStreamController.inFlightFrag),e}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const e=this._media,t=e==null?void 0:e.currentTime;this.detachMedia(),e&&(this.attachMedia(e),t&&this.startLoad(t))}removeLevel(e){this.levelController.removeLevel(e)}get sessionId(){let e=this._sessionId;return e||(e=this._sessionId=Zr()),e}get levels(){const e=this.levelController.levels;return e||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(e){this.logger.log(`set currentLevel:${e}`),this.levelController.manualLevel=e,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(e){this.logger.log(`set nextLevel:${e}`),this.levelController.manualLevel=e,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(e){this.logger.log(`set loadLevel:${e}`),this.levelController.manualLevel=e}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(e){this.levelController.nextLoadLevel=e}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(e){this.logger.log(`set firstLevel:${e}`),this.levelController.firstLevel=e}get startLevel(){const e=this.levelController.startLevel;return e===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:e}set startLevel(e){this.logger.log(`set startLevel:${e}`),e!==-1&&(e=Math.max(e,this.minAutoLevel)),this.levelController.startLevel=e}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(e){const t=!!e;t!==this.config.capLevelToPlayerSize&&(t?this.capLevelController.startCapping():(this.capLevelController.stopCapping(),this.autoLevelCapping=-1,this.streamController.nextLevelSwitch()),this.config.capLevelToPlayerSize=t)}get autoLevelCapping(){return this._autoLevelCapping}get bandwidthEstimate(){const{bwEstimator:e}=this.abrController;return e?e.getEstimate():NaN}set bandwidthEstimate(e){this.abrController.resetEstimator(e)}get abrEwmaDefaultEstimate(){const{bwEstimator:e}=this.abrController;return e?e.defaultEstimate:NaN}get ttfbEstimate(){const{bwEstimator:e}=this.abrController;return e?e.getEstimateTTFB():NaN}set autoLevelCapping(e){this._autoLevelCapping!==e&&(this.logger.log(`set autoLevelCapping:${e}`),this._autoLevelCapping=e,this.levelController.checkMaxAutoUpdated())}get maxHdcpLevel(){return this._maxHdcpLevel}set maxHdcpLevel(e){O(e)&&this._maxHdcpLevel!==e&&(this._maxHdcpLevel=e,this.levelController.checkMaxAutoUpdated())}get autoLevelEnabled(){return this.levelController.manualLevel===-1}get manualLevel(){return this.levelController.manualLevel}get minAutoLevel(){const{levels:e,config:{minAutoBitrate:t}}=this;if(!e)return 0;const n=e.length;for(let i=0;i=t)return i;return 0}get maxAutoLevel(){const{levels:e,autoLevelCapping:t,maxHdcpLevel:n}=this;let i;if(t===-1&&e!=null&&e.length?i=e.length-1:i=t,n)for(let s=i;s--;){const o=e[s].attrs["HDCP-LEVEL"];if(o&&o<=n)return s}return i}get firstAutoLevel(){return this.abrController.firstAutoLevel}get nextAutoLevel(){return this.abrController.nextAutoLevel}set nextAutoLevel(e){this.abrController.nextAutoLevel=e}get playingDate(){return this.streamController.currentProgramDateTime}get mainForwardBufferInfo(){return this.streamController.getMainFwdBufferInfo()}get maxBufferLength(){return this.streamController.maxBufferLength}setAudioOption(e){var t;return((t=this.audioTrackController)==null?void 0:t.setAudioOption(e))||null}setSubtitleOption(e){var t;return((t=this.subtitleTrackController)==null?void 0:t.setSubtitleOption(e))||null}get allAudioTracks(){const e=this.audioTrackController;return e?e.allAudioTracks:[]}get audioTracks(){const e=this.audioTrackController;return e?e.audioTracks:[]}get audioTrack(){const e=this.audioTrackController;return e?e.audioTrack:-1}set audioTrack(e){const t=this.audioTrackController;t&&(t.audioTrack=e)}get allSubtitleTracks(){const e=this.subtitleTrackController;return e?e.allSubtitleTracks:[]}get subtitleTracks(){const e=this.subtitleTrackController;return e?e.subtitleTracks:[]}get subtitleTrack(){const e=this.subtitleTrackController;return e?e.subtitleTrack:-1}get media(){return this._media}set subtitleTrack(e){const t=this.subtitleTrackController;t&&(t.subtitleTrack=e)}get subtitleDisplay(){const e=this.subtitleTrackController;return e?e.subtitleDisplay:!1}set subtitleDisplay(e){const t=this.subtitleTrackController;t&&(t.subtitleDisplay=e)}get lowLatencyMode(){return this.config.lowLatencyMode}set lowLatencyMode(e){this.config.lowLatencyMode=e}get liveSyncPosition(){return this.latencyController.liveSyncPosition}get latency(){return this.latencyController.latency}get maxLatency(){return this.latencyController.maxLatency}get targetLatency(){return this.latencyController.targetLatency}set targetLatency(e){this.latencyController.targetLatency=e}get drift(){return this.latencyController.drift}get forceStartLoad(){return this.streamController.forceStartLoad}get pathways(){return this.levelController.pathways}get pathwayPriority(){return this.levelController.pathwayPriority}set pathwayPriority(e){this.levelController.pathwayPriority=e}get bufferedToEnd(){var 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