diff --git a/index.html b/index.html
index bd0fad22f0..7a95e86ab6 100644
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diff --git a/p__RecommendationList__index.ce1e3c75.async.js b/p__RecommendationList__index.09c02d22.async.js
similarity index 97%
rename from p__RecommendationList__index.ce1e3c75.async.js
rename to p__RecommendationList__index.09c02d22.async.js
index 554570b619..4f93e3ab37 100644
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",A="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAACWCAYAAABZ7IOdAAAQAElEQVR4Aez9B6BlV1n3j3/XPrfMvTP3zkwyyaSHQEICQZqAQRAMSAdpP1EQK0XEF5QqVYpAkCpNinQUG0URpCi9BUInIYFJ79Nn7szcctr+fz/P3mvffVsSILz6+udkPfup61ntu9cu58xNof/Fn7IsO6b1uw8snL53ZuGhO/bNPWf7/vnX7JpZOGvnzPwzdu6f/7Mde+f+YM+Bhd/as3/+/nvnenfbd6h7h/3750/es2f2hEv27t20oyw3OMc605hp1FSY0k87bWX5wuKKK8qJC/eXJ397X3mvC/aX9/3R/vKXLt1b3u7SufKkSw+VR1+0p9x4dVlOXlKWtE/bI9S7Mdr/aft/Y9X/XwXAK664YuLQoUPHzMz07rrn0OAJ++f6L9s5033nYKizFgblHwzL8oxyODy5PxicPhjoVwbD4T2GKh/a75eP6g71hF538PRuv/yLXuq8ZjAy+sYNxeR7dKD77t0Hen+7d3bwxn1z/VfNzA9fdLA7fK71P921f/5P9hxc+O29h/q/vm+ud89Dh7q333Ng4Va7d88ev/PQoaMNlM179uzZaD5pGvv2JeWm7167cKuvXF4+8itXv+D5Fw70tot3la+5dnf5pEt2lU+8ZHf53B/uK1904Y7ydRfuKt962QG994dX6Z1XXKO3felavfbsHfqrr+95wfO/sVfPPnt3+adf3Vk+7hs7y0eZHnDugfLMCw6Wt758z8Ktvr+7PP6fDd4bCyQ/yzz/zwLQC9qZnZ09bvdM78579i/81q6ZhWevP+zoV84ORt60oOEzu93e/ecXercYDgcTpnoOGW4mTIsykoa2DUsZoCrLgcphmTQox4blcGO/3z+qtzA4aWG+d5u52d6d+r3ePUul+xjIvzkoy8f2B+lPF1S8MHU6L0vrRt80orE3b5/pvflA2vj6c3cMX/3ly/TyXQO9/upDoy/bO6tH7pkpf3F2brCx15XKXkX9BQnqzg3VnZPm58o0d7CcPDhTbjqwvzxh797ylF07y1/cuaM8Y8/O8p7WH7R7pvytfQfKP/rhjvIpn79GL3nHjrGXvfFqvekTV+oRHs3/+FL8j+9h3cHSl6GZ+fmb79g/f7+de2efZsC9YaabXmVwPHsgPao3GNy52+2eMBgMOibXAk1mLoUWh4nUkAUXhRuhpgLuetiT5ST+swE5KFmBpAQbDh06ULc/0J6DpS7dm/SdqzvFt64enfzuVcXmS3YWx+45qJPn57WpP5c06JcqB0nDQWGSBpYHHoR36lougvezHc65YC7zjqQFx//ggPTPO5JefHXSS8xftU/6J4N4/zqVN5vUgudsuizPG3P4/9ji6fyf1zdPXDEzM3P47pneL2/fe/B3rt4ze9b2ffNvn5sbnuW1/uNBWdy9Pxge57jJwXAgCBwsjqQ9rErmCBkpaogKYUSoKIn/FMckPvXRSCtMKSW5BPWN8T2HCl2yu6NvXTGqcy4f0/evGdFluzraP5vU9e7m7hlhqoFmsUROoZcG08CgCuA5l8cmaDBMHpNCLi17nFroS+fNSP94tfS0C5IefW7Sn1+Y9M7Lpe9sd9K9pU6fGegBB7q65VUH0n1HZ39910zvbbtmTn7nrpmFd/l24Q27Z+ZfuevAwnN3H+z+2Z4D84/3vfEjds0cesi+A3P32D/bvdPuhYXT58vypgfK8ki3yb0v970dy4UpQczIjUnLpv/GTH3DcnlQnR07dmzYP1+esn3voYdcs2f2z6/ZO/+WA93O2+cWFp7VHxS/UQ7le7ZyelhqdGCl9LUyQLBmE15No6wIqoMYKVSrMENJFUkpIan6WFaSUkomuFR6jecNgu0HCm3b3tE3LxvV2ReP6byrR3T5no4OGHB9X0o1cDzNmyOX5gPXVU3oyOQb2AfHVhqIMtjkuqXt8871o/0G3BXS836Q9DvflJ71Q+n9BuAl86VOmij1oM2l/uzYUs87Pul3D096wHShX9wg3e7wQodNJu985aQk74Ll4aXSicMynerp+6XhsLyHQf5Ag/3RpUb+sDtMf7bQGz5vMFuedWCm+9r5mYW/3X2g+17T35vesfdg78175/ov9/3vC/bNDp6568D8E3fPzD1m74GFh+2f7z9gZrZ3l4Pd8rbz8+XJvgc/ms1jx44SAHPvO+415gFq2ey7Zy6rGm3/mRV3Zt327Qe3Xrl75s5X7Jx53DV7uy9ZSJNvPXBw7tU+y/+wNxjeZTgcHFVKnZSS+2HJx1xyh1m4bKs4njaJtQwyDiulChRZk+XFzLaEkkSTyT7AMbtQ6Jq9HZ3v3e3rF47qKz8c0/lXjugq73AHDbihAQkJPnAT5gPIMiAiR+yABtMAsh0deWgdmQ4mg27Wu+Ul3uH+1Tvay34gPf5b0jPPM+CulS6ZlY424B54ZKknHlfqBSfavzXpfgbdGZuSfmFTqdsfUerWRw50qkF5k81J6zoFOPdIcokBVrZKrByWk+r/OkkhKiXP74hd46bDBmV59KA3vEW32799r9+/a1mm+w5VPNgn1u/3+uUf9Yfpz7u9wYsXhoPXLGjsrd1i/F0jE72/3Tc3eMv++cFrDywMXz7b1wsO9spnefd9yl4/tBmkW+QPK2b2sykGW+KMuOKa/Xe67JoDv3Hp9oPPuHr33CvmVL5xMOw8uzfQgxa6C6cPB8OpgU9HxfT48uRL07CkT54QQcgSIV4r1izIE6DScS5Rk50RuYpePA69swydJ8jywHJpyhGpI3V9P7b3YKHLvLude8movrnNO9wFIwZfR9fsSTrke7di4BoGTt7ZAFlDBl4JOYaHCoAYum1tGbCOltKs79XO2yX96yXSK8+VnmrAPeW70rsvk35wqNRxBty9j5Se6B3u+SdLL7xp0qOPle53lHRn2+989EC/fNRAt9nS18mbBjpuw0BHTA6983nLG/ecuQyHoquemxSXdO9+1bzZ7i7Ynv3m2GyMOfUwLVZza2HJHGfdnDUqB0Pfrw406A+00Buo3x+KOTFo1/d7g0293uC42YX+KfsOdm+370D3lw/ND8+cWRg8dl9v3cv3zJYn3KgANODG9s3P3+zSa/bf76KrZ5564dUzb7xmX/+1vVQ8d5DS7wyHw19Z6PdvMizL8YFHmtiauOOHAhCeNbi3Ie63vJYxSfLH4/VRjS7qmoYmlXkYmROafMhkkeJJpilO9G6v0O59HV145ai+dt6ozv7+iL79oxFtu7Kj7X6IYIdjwZjMzNnRIHYudrEsh+7Ohm7AhW4O8KBUeoHtv3C39FED7vnfkJ70dekF3uHeY8B9Za9BM1bq3t7FnnZKqbNOS3ruzaU/O7nUI2861K8dP9AvHtfX7Q2607b0dNx0T0dODrRxfKANY0NNjAw1DvlEGjWNePcT8yh/POahSdaDxUHVyYxsFA1N8sdYssPFduqsIMcssVn30GJNBpZdzUeJ+WIuujYudEvNdWVwmvqlegbogi91h+Z6R+47OPug9opF5Rt6MNhGZmbKLVfunj3jwmtmfs9ge+m2q2fetX3n/Ct9T/HHHtOvSun4UmmyHHhLU/7QJCQVRbKxopQqbkOUPBiUkkNNyYArTWp/qNroKSakUS1Qv9svtN33aud7d/vqd8f05e8YcNs6uviqpP0HUkwQE8eWEaDz5LFbBQ2dxICKHc0yixCxtgE24qkHYUfv23eZgfXxi6SXf016wuelF39bercBeN5Bab3v0O5xhEFmwL3l9qVefhvpz28t/dYpQ93jpL7uZNCdtrWnE7y7bVk/MNiGmjTIxgywsRFppJA6lpm2TMaYUkoqTPKHcUMWmzlBh7KtVLIIKSSt8imzzWPPYuaYmA+2VgAM6OY8d3Me/4IBt+CAvndHX6LVs3Petm6v9I48kDF0w3ZABxbbdu+evnJm/uaXXzvz4IuvmX36tmsOvumaAwfefnCu/xznf7gB9wtSmkpFMVINRzLCXJgpk1UleLKULBbuc1LBsFMNmiShqvVx/60VQWUBVxMSE+26w7BUlTkOy44vcR1dxeXUl9IvfnNMn/v6iL53QUeX+5XF/gOKJ1QulQGans9aTxq7FZPJ2buE7Ef3GOPpFdBB2JLrkWPOl9SrANyPpNeeLf3Jf0nP/IoBZwCe6/bGRqU7bfXOd5r05juXevsvl3rhHUr9/q2GuvvJA93egDv5iJ62Tg+0ad1QE97ZxkekEdMKoBlOBQOVPH8+LCtD65CZ59hjQzDRVexQA6rajt4mm91KVTehmLLfYuVzIubAm5x4LdQ16LqDUn1PVN8O40Ld3lBhMzoHtpcm6ldUrNp/kDnOg8Kl22fvfOGVM79/yc75F2lh4k1zhwavmu0Xj+kO+nfztu03/SqYCIhOZrLVpVCDi0awzUVUUPXxLVklULmSfIwg0T3IBllxlmSxJgPPirjalL5/m50tdMXVHX3bl9MvfW1En/tqJwB35bVJ876JZyXYnQBLkGeTBwgAFzRQgCtA6Ilk52PHQ2dHCzIQqdvxxPOKZed+6TM/lN7wZem5BtyzPyu97wLpHANx1MC509HSH58uveoupd5371J/dddSj7v9QL96ykCnHd/TiQbclqmBNowONebdrdnVOlIMj6FqtU9iOOFwV4Kvdsg+ONSOQc+EPctwdE9P0wYyhB38eBOTb/cMLAUBtL4dfYOv2x2qB+iMyp6DfH+vDLqcIw/LMKhunrZt2za+7epDt794+9yjzV+27dr5N+/uDt/s7fLZPelhvP0fDPsbB8OBxCMbGUxFqoCSCvOG6tnzDBZK9X/yJ0mFmS0cg5KP7lV70GUVZAeFiXaQe5pcz0yjXiUup7t8Of2hn0y/dPaYPvOlEX3+qyM61zvctduT2I3cvGs4x9DAMlWnrOIGGRlAwQEUMhSg8xCRAR7DJYZ7uJ5BeflOA+770us/Lb3oY9JfGnTvtf512we+pJ5xE+kpv+Rd7/5+Qfz/lXrbg0o9+a593e8XDLjjejrW92+bDbhJ725cRjl5EtNlis4m9/eGFs9bO3SZ6oG2vbVcBdXK2ozpghi7cSXjahFwdvhKKkDYt7NnoWtD16DjUtv3TgeVrlxR1Q5Dy8QSI+Mpdpfl9NjmE160fmriLyYm1j1iYv3ErdatG92yfv3kyNjYmMbHxzW2blyjY2PqdKCO+YiKoqNkREBqZs9pXRQfhORuVJxGw1wfmrlIRViGcS5UcuVLcQZimZsrdPU1HX3//FF95osGm+mb3+7owsuSDhyUvNsruRkXRTonADRuvFoI64CJnQ6b5yhuwqmXZYCIDIfwXWlgfckAe/tnpLP+zZdO38f9+wXSj/a5zQnpVidJT7ir9LaHS//wiFKvf0ipx99loLveoq+bHd3Tlumepvxkyu7m6VKeA+6IS/cpcyYgdAvB8bWIPjeUY+BQHYefuvAg+6LYv6qOPQKWHWwnD+PvG2yQsVUDTn7K9SXWoOub5mO3GwjADTx5XGLb2ZKVTBaV6RkwtgAAEABJREFUx8+aopuXxcy1hx66ddPYLTetS8W0J3XTZNJhGzraPNXxBI7o8KkxHTZt2jCuzdOmqUltmprQtGnKNLl+QhOT40HjBurYmAE7MqZipKOiU1HqFKqQ0eLiU3huhiZkySdUkJTCxpn3rDeM6sWvHdFr3t/R+z6R9NnvSOdeIl16rbTTl7q9vr+anZe46Wfi2L0CuarG20mSz5OKPLk2q4BDCc1keaEr7dgjfdVPpv9ooP21Affuz0qfMuAudju9Menkm0q/acC9wt+y/v3vl3qdd7kn3mOgu9/SgDt24PkZaN3EQKO+nBYeqiCnX1HKpRb6HZZl9rD5MDDhCo5gPUotGyehcsC0gjxO2mjs1j3FMcdht4O5ri6lUgDOycLm5MztwErPl1TA1jPYupa5tLLLOXRFoQmnbexMRZAPw9gJ5PbLg8WG9WO3jijXSCYWi6cIaKwjT6b8iC/fFMuP/NLkmLR+XJoeT0GbJpI2TXaCAO7h6zvavGHEIB7TJoN34/ox7wLjQRsM1A0T4wbrmCbWrdOYd9WRkXW+0R4zWEdUpBEJUscY6ui7F4zqY99Nuvxy6YPnm77he6wvSW/yjvSqT0hnfUR66Yd9KfwX0wekv/qQ9Ncflf72U9L7DaIP+SHgU9+sQPXdC6UfXiVdsctA8w42451zr4H1Lef9sGPf5kvqOz8pfcb6RbaX49IJvqQ+xIB73m9Kf/fEUm/w9wZPuo/v4W490Al+B7fZDwwTfqnH/V5RDAWp9fHaeRwK8mwHx0ZI8BKpotAttjkyZHPULSy0dathb3PkTJzQIbudXC/rxlN1z2sHgDOmnKuIyy31uAVhl+s5sO/tsOutsB+yIUdAJOKQOAQhZXKTQg6HMw+hGnhFfXaWZdkrRkc7G3I+BghRqc2zHHZnRS/gHflyLAHWhmwbN46gCXMA681TU17QDesk5I2A18Dd6N2WHRcATxvEU9BER+uhdR3t8rcNJ2yQ0pTbcN05U3fCZ6j5wphf5o5K+92eMaWrfbN6ySHpfIPnHO+On7tI+g/vXv/0bekdX5Xe+DmD0wB7OaD9V7/8Nb3PQP2cd9RtO9zGpHS6n1B//e7S0x8hve6J0pv+qNSTHlDqXrcb6DgDbsr3bxP+bqDTKZUKCcANDbyYXNVAq7nX1dJiaetZhrMmEJHBbXRBXUHZvpznQOxtchfDhQ2B/AAN4oFsoMKwEOeG8PVrkMV9nbfDngP9Mtm3OIugSyRqUaVXx2wuIyutDqsWDOASRNMSZgfScqcoBkVKmrXuQLWqYVlKdT1FYB5ZDkE3JVP2Iy+njv0dAwbyFVqjltlloXHL4wbUOoMWAsC+/dTW9b68GmwAWAZe30CGBnDH9yH7+6aubV045FhkLp3Y8c87ds7t+LWfum5nzKA7zfv/cx8vveFPvZuaP/HB0r3vVOpmfi2ybnKgEb/sTQZcjMszBNjyTDVzkucBjrFNq9mW+4lpE/62jpxtmWNbgzzN0V1CjSE/hcpUqHqNVXgU3ukcURqFcXn1/VzPu1vXoIudzltiXF5jZ0prtFLaXhpSFU/OWtYkrutODOgGvicqF2Y1Mn+NNgyu0YjhFhnppDMUVhbYK+ms9ZUlB9bcbSiorde16Irz1doNZDlPXRHQUtMnhgCm8SLf68oPv3Eb4BHIV+iKDChBBpMMuiB0yGCUqTQQsQ8sQ4C39C466Z31CH+t9aSH++utO0knHScdtlFab1BOrEu+Pej41UhFHZ8tHZ81RaejojNqMk/0rJC8kItk1YV5aMgTi2zzkoINaoyOy3LYrRsf1VzjoCl4mxyzqBJQiDqADkKmb0P3kVBsfRtjpwNsflXC5XWBnS9A52wEmlUlVWzFsWwsVcTQbxd8h8ouB+D6PQ3mdqszv0sjc7t0ZOeluvkRD9NRVz5I47O+FwJw7lMUb73JMEZukmaBvthfqShI1TiRmsmhE1BlXP1Il9sedAgw59T4PT+YEIM4mXiCxciSxy7qxni4aMh9GrNtxDUAKtiIWwJXMHaUcFiG+/lImwzKzQbkTfye7lQDj513clQKsp17XHbcKd8mQBvNNxqUm3xbMG0+5e2a24SpyRFt8HY96e16wrTO97R+g6DxdaMG8KhGRkfVCXLjBq+i84VULBIP/8xDmzwMliSWKeyeIOYFwsdcBHcaJzPoKuCVsVg2kt8rOiw6PNBr6IrekATwwAj3crHT2e6rY7OO5KQ9uIoUrDq05cpixMnXZrGLyrvnYGFeg9l9St1ZFbMX6NRNj9Op6VE6+poXa7TY5rd3P9RgrudxjZhoZajCj4PurXXn9Bh9XFpwZstq/vDVQaWVVbppa1XaPmLD2koK0Dwfcq/CxQGAwZPb6FgAZN6gtM76GHpNgI2rJPGQ8cWmF5sjcei+7dSY6/kBX5Pm1PEDvYwPsdt6rQRhJwfAhXhfZ2zJmNI6J5usaYM5NOXkGyck3iBsdOemDdBNpo0GbdzfWp42cLnP3eibYmiDQbveSaGJ8TE/kI0atGOm0SXALXyPkgzcRMcMqmSSqZQvocOKmjkrPBmOGyqBi3htMvSlFdB1zbtGWs+8Zz6g0tDxkFm7pLZSQcOWZsUsu7j+wLtcf2HOOCwFP1J/o1M2/KVO3vVkTcz9SGOjflo88E2/lGblfIPuakU5IrmPFl0KGeOzHo6WZI9x2J0LOnLmzdlH5xsjERWRzP2rlFWO+MNM/RAWD2lZPjYMvACCjo5aAUSQ11ReH427jtc/ZOxjjhk3sRPi4zLuDUuQMaHRpLiKF47JhVsdToCstzk+Zqjpt530JxOAhTg5INqBjDEZb/HWAKBC6905aNqg3eRObzRtNm2cTNpk2zRgdScB7mbbpv1Qtsm00W8Wpr3bTkFOPOHBMx8xBq8iG99gCPAMBne4PxiqxyXWr0oA3cA6O1XpxYtxrDL3HtbSEjGerKVW73gDDfpdTQ0/rWPH/knHXftqjR66QpvH3qOJ4bs02Hu+Qen3Yp40+lUUI1J85WTGzKeOTxEnpwzL+WJQDit41g3ZXktUaMSlQjvIHgZFVzMHSMh2rV1i9pa2EXVauTtO6v66wxLhANLDUcdZ8Y0lCZs3iQpYSWLXWqLbBugaKiR2PPoof6zKIZZaxcb2SZS7RP8gdMh3PXGJw7acWtlCpA363CaACzEOQOuHfxljDfltlgCu32Zpo8+qIAN1s8E54TNr4J4PfPljofkWohv3cgP1bDPmfOmVeNkdHagP9CMms9ZXZR7/op2RZc3y0ACcP6CjNjxPWyaepvFL3qeiO0NPVM2ZV4jvMF3Ft4MapjE313dHXPi6CBDaZyPHsuik4lARvUJX2JlctCX9wLAa5eDaV9Y81XxNtqxexC2zAZLI447QR4CHzUOMYaDbJQCFLS8uOhS6E7Nzht/B5GP3sHntQj8cm8dCICbVBhiEHR4+FBMyZFGZIxMHIUPIbcK2nOjrCrIB0I54Qvq+pAK6rh8gfGXVYFhGm3k3J3/uc85dgSRra/Cm45FhMQgVYs9iV/P3k0NNaGjAC9C5XumnvqFBGh0ZsELjrm8Adg1Av8YYut8CZY4d7XRKv8XySUxSh/3YxUlW1LEtp8ucmLaMvip50dt2AISOOVmg7wwJwgaHAJccgJwJm02xWzLe2Cmdg50QO7msMivBbvBhjYF42DHn5KFvbY6cieoQfWhT9t9QTl0eLtYElBvhJFyRL3duhaNlaGJopWXPqrfcAmTThsbF5b1IRtiA2FHrCENfqkk05qWxbndv4O07VsSzBfKKgdgMSkdQM8iuhmc5DKsdyA/Zx0RE/2rdpqaUtZR5Xql2/qhbx2XGBJIODrCICVDamGrKwAqfKwa3zwXcxdDC5gOgM3OUwi5/fOvEVFpaVugctMzcVGzZGReUTVTLVNlWHolvExHo8BtKq8UzbuqHLw5oqrqdOwWXPznYYpTlehhbhzpfxQYqjSv5WlTpRli/493M15tUKvX9kNzreKnHPL+OtbuUfVC9CIVDTG6gNK1Rcl8zb8KoiRHCaJ00dW43inGRsEOLFgVAsk7dkJ0nuA+AC4BggpJtcEAIIJE9QpGI2GQ/9uB2YuMMIx4b5BABRDjkMNgSykPCyIkFh7D7Khe7JjK2NuUxZN72XZ9MHfoHh9rxy3V82UY/MmFH5oRFrmKwRJclBgvhhFcutIqynnllXTzyS6i4vpN5EElL3+MNSVwuaNg10ACYYSg/WQx6bsQLkPiZ0UJS6kyojMm33XWG3P6Zl9XpsdhOlqowxRpnW8Pp5PIAbHVAMofMmvSxmK2YltjEtBujrzQBmtnxkMkJyMgLsDw+D0EVOQAdf3IARAy6XRGDDKHnWxWHNoU+4WsMFkpTLvgiJhvNASVtQVYjNHNiMbR5lrG3KdfB1pbJi211IjJTHYFai4pR1woNQ3kQmJHNqQJZbJVlFqtUlxcymYbe1eQdkDVLngR+4DscjisVDuyZhoWKYlQFgPT9aid1vM4d5ydLUtkv+0W/py4LXNgMma0o2KEVDvK0jQ5ys2GBQ6H4ELL9Flct4SdfK4auJkcDKjN3XkHyp7DDRdyQEwehJw74IcsuUSdzm5XchudGBZWiYayLRDcWNUV91Z/sC05dJ3Y6sTFAdVgw3BCxmYfjpzyQazGFOxBK8kIr+iF/slWgIzw20lGzMMEhOmdOPLSYG8kWJtr+JQWzd7XSAByWY3Y5icOHfvtS+rVLJ7H92ez7vc7omBLX6jSiYnS9ys6IwBsHz7+/Sk/lQUIhp4E1tFxvHFnIA8p6zd2/ZtHcr9paszXqhHeZL7V0sFJYd4ncmTOYVDdITMcNsutha2KcnBD87Zy+l9Zq8+vwJWvkkx3TCmJ+fOIrOkQDkFZ+3KUIwUOfoKiL4TqIem3KoTRDfTi5FNnLpX1W/hBBdK2jQrW6nJGzsiG59aiKXFlFKzYnP3bHDmhgyfl4ppDvl0ZG2AEXIoz57oyv16HO47V/y7O188RnaqHYoOiuF2hkZKQ0CFnCiFf+OB85g7LtOjkVWgHuX5W0tqHX4pKG2tWaIXrA2Q6QAAgDcX+rftuJbhb9I4a6QT7kOGJoM8fB7Rbx+CD8bg52vbRkDI4mn1kUQAgx6LXyUR/CDyFTGTlzZAj9uijXhS+NT2L82FfUJxDCkTlyHshyjk/JR7JlsupZTwndTxkunc6YOpzV1HfeYmSdyvGTNTdxL80e9UTtnLq7dhd/qO3FUzQ7dqLX3zmp7lR+C1NSTdGOFj/OI2jRsoZEUCaHOLWPrYLPathr2f23pSrZhBZ9ahtsZFzt+CIS2eGCCFmMAqAYTCaMyMRA+YEEOzqcSyaEvBq1u5Pr5Li2j3awY+P2ByCiB8XAQooDKtTOR71w1gd0qFavg5GpchexiLXeTu6VRG3mcnli64EC88iUeSiLhxT5FctRMMhUPYR0xnxJHR2XRkxTJ+rg1J01N3U/XV6+T9sPf8SyQQsAABAASURBVLpmR46SOqOmjjp8Q1A4pzuTzJymW9ha99qWZWWNviyLWlSXJ3I74cQe8rKE9CUC8gGDKYcVlqOj+C3DPJRqEqxgwt+x3C7YIOzEwPFjQ0eGfMUQ88qlmD4uAY6qT+5Lpa1+bMcgB5HQhEze2CFb1e3CvIJaIYaONwwbyAFZbErJmRMDqEyVnxFaX3LPULgNyPYqyIILEwFZ5OHWbI1S5aS/EeDgymItdTQc36y0+URd1P+qLjn8P7V988M05LI8OqGOLzdFx7PPzpHMDYJkcs0oHsKCQeiLeag3wiEP0LzppGUyxwAYcK1jW5Vafnat0onoe8d2qlMnxlArNZOHJ4cGERN2H3Is/mxnPiKQTkHE4bwOWrKm1xHXdrnLoTbcbQFEKBw/1YHRthOUClC6DcWg276Vcownd6zljt3QkK1MJIMqLfKmUXXWHaY9er72bH2LLjrxueqnCXVHj9eg2KyiM6LkmFJJyQtXmKraqWLN0U/BKnvFsK+5xtYSvCah0UcolOs6EJQrEWc9BoncpnZM296Sc0jhPrso5iMbw1AFJ2wmlzDA2TUhNy+frJW9rpNBGEYOBMFNpaldyIWeOdvu8hj810VN3ToIHQqVZKbcBUCJbFMMdzUe9fKBgCwHrwcJW+FzAMmbxiXCtMqnmrPshUOLgYlFGdug3eXjtCc9WEPLKjqKp4mOn3i946XcTuZRnU4t5mKNRnzOFBb8zBwRcch1cn/RoXCudSAAohIxljmToiOWMdE0hMxiBl/jkNMQR/VMAIgccAh7NWFanFBXzjG5PiuKjaCoIyFq+YcpyjanCREOiQMU1ht2WB6ODlE7c/oD+LD5chQ/IKC/4W93yAFtlSuDTStLO2i5N5K2jDTeUlcXSRizZ7c5O1qCj0nFuIqRMXVGOkop2V9UHLngsl9I5omFEB9ywWsaHQUmGjR+25f30abrLm6jCWjLTtRuDjl2RNtjMV0J0WyxYGjl6CRFqFkTE7IPLoLoe6rroEMEe9y4IiZsPrhEvjqcda4aoIIJv9nPpDD+5YkZbgYfPvSGuwI6fqjqLN5MZYzFYcIX3K7MLbaKM+VBt6yRYDX7EluelcxJULhqoaLTMWHnciox5z563guCPPcpuCxp2Sd7qkg7G8FyLu62G8raMp4rEIQLDiFD+Nt6tsHXIurYV7MYUMjurYs9dWGWbYDhh8KDYOqEomrYjuOENBMffE23nGDoeOyQ1VhM5LWIGGgt/1r23H7235AcdA2iTtNnKyHXW2CVt2zGavdi4ekKLSoU4BRtKeHLjYSnjOOKg2OqtvAgJWMjOWflSIZdNGdV8cGH4Ni0NGeE2DxSaqHo+PLtTBSi16aoZXfmKzpuHwU7HMqxyNghZFNLtFYXjFCtekxZCk46KGbbY0L2OMKXYwEYhsTBxNgdaqkuruQSQAs77WVySNjiYKVVCAkVwURIm8LnAzaz6y1Nv68j0s1c97q4MRdn8GIjQNaawpZEEgxGx5pt5hjiPLlxpYpJCoMPTuxt2EfLdbHfxdHJVEkc6TDpoFSHyhEVKT74Ci/Y/PzCnOv4YTjMiwcb7a505JCohZA5cqblNnQIf+YkgrBljtwm7KZcpVP7GAhUq9VwMEA2wlwt+tyeJOwEkwe/Q5uCjj/H5zaxNUFrCVRe5iMPRH34ciI829oyNvRM16cTt2TFXMHFZo60Loas5hN9jYNignCgQsirUMKWJwR5acZKs9+YDm91qG4J5IcUcM+c06PwhcAhMoumkw9jY+P9wo/N/gYvwpqDcwPkRl9TIBCnk8GCkKFQJBrS8k+ut9yObl+uzkCit9hrqoZQK2bJBpeYlMxtbgo39ij4cl6CeYXGlOCDsq9tw94md61SEZZT5fElqRayv1abvLaHbJ4nGT1THd7kod/LfTlmKSdSHpp3Q/lDfrMoeXBtG3K2R9ANPyzvT+FWozbgI6/1MkZQWrKn6pqFqtQhmvd/xbDn1zBF5eCYRTiEbU0iAIqMraiWXrbMbZFqUNgc1PQRI2SHx+Oji3UXZTCGbHOMEW5KNZkJUPIAIxsBGjY3gar4ztIKwOTXMPigVpdR4xJdCUuPxGVa4snGzLOzrVt20ZKdA0OOhVuPSyDcurvqY1Vsaobcliuvjx5vOz4ATqBdirPZAjzbMrc5zy1iUDPJaEuyxjymlr9K48YRGrv1iGzXX8yDF4/vTHv5T3WgR58RyJU5MoS+hDBC2UjjWc8yeibisMNNmM2iNF3DCNmaB0kVgJRfudi1OF+u6IIpFicGhgGylbrYIKvioSNkH+oQzEFtvZEbIUKWHOgmtMRoJduWcCsu9lYly3AACTWTX4Wo0Qmqbe52JdW2RscafY2DmgliAvCRLMBXV8RW+6JGbQ4Ze60TVlGqmI8RY39w67mtSG99MRKlibJCSTlc4+vWeTn4d4nyZ3mcTW7DR0UF+hTK8gOOTNmHvrwyNvy1HZZNzYmCvzG63YShInas3MVsZoeEsg6P6hYAbMhV9eaIjR0y0Fpbl+fF7BT+ZgHp+omx5Kgsr8VzHDzHIEPoywnchI2Dg+grItxqexhWaysBkC1RkL3U1dbrGXBp7BYYq1mUkIkPLR/CGsqiJOUNQq0Pqete1MtKjUXyjhfRpbf5wUHNFyO9Je+hw9k+kHBFf9oBODNhzxXMF5u1ox1jlYIJvhYxwCaGZM7J2cAAUXM9QJhlgBerQpCNPAWbRaF6CBxI4Jj2Db1VPO3qIYfxeg70E7qesB/bvSRn7mDOwhiyvMgVb3cZLIQ9uDOxRXEPYpF5xHXDaVnjTDp5SGBOasQ2lZ69an5z3cyTkp2Dwf5eUY6MLkTl1K66KDv39fc1Bug6BJtRIVlmImgSwhaE35SrWIyyWvOMkfkiwOnijKJejoX77QBuEUsAOyUxodtTvy6ztLRQj5xLrWtoDABqu5frbV9bJu4GULVQrujYkM0F2URBhEJ2x+l/2x92JsBCirNQ8iYjdtAgeVZcL2yOqWwIWprGYZV1+TE5e/2AY1fpDtAfyGoUbiPcRMgpwZLrVJyjrA1Nik+h4caNQ75JWfO74HZfhlHpeg5UIBBCJhwZDrVl9BY1A2nFsAMyb8lxPNY3fbeeSzxs1ArgI7ZWIzzruTvhc2ONbjnHhO+6Do5t3KtVavsJtO4SC3x9PMIJQjAhBvkAIL1jBGYG1u1mWmAN1WbrdMzbS2sebYw+wFPsNkiLRA3lCVlWbzGqBmo+s+2gHpTrkpo0pIg+O2ZpoZeQrfXOUpTz832rdfaQ4kCSEHxAJrHFqqBAlaaYGWQC4fY1Z5plTE1MKCsPMZDanNNkcOUU8IhDqGPr4Shm2M7Y8cxrdzDCyQklDmF1Fcsu/i6yMnAGN/kqUxzbNiY22sKDo022ZT8cl01rFvzLif6sVoG4sNdja+LQawWRGGKRIWRsFTnQRRkxlTGOsV5MVDO4MLcOdSbvfBgTh5rAEnMHYYo0kccnAoYlVNeMfkjFQnamLKjpXh0TjrYcYGobaBGKyMVDs9jt2EX3EonhJVsIzamqbdzGXAiyzIDNop/UYXcgNmQcdRwilHPmvGyNSyfLYCQQcjCLQQo4JggdThvwmN8QqgN+CC1z5DZhJ2emZh7dZltu4lw5YuGQ41h/s6p5hIEdDAy5skrepcgh25PduZQYoqFsMXeMj0yJcJWVhEkRbimZFPZS2JJlS5I5Os837H4hi0/llf2si+pPQYDloUlFUW6WymJc60oazn3HFwEW6r5ZUl01xMVDDqAClD3I9nEPGLltT9ZXT2KnSzLRbcIsRolBORe+xo5uxSViVjswaOrgIw5CDrLiEiIHp/M0WKJxs6aEw66aY88h8OWEHwrAuM5qHNDbFVNyndxOl+qh1UmjHgbLtFutVVkxbNnnez/uzaIB22UAyGAUHw+6WgML6Mo8lOaQ5y0MOW8ocjZ7aUPVhx7kLEN7s1UsgLhfjN5WZh+HdY+rOiV7X79Yt87WyuIQrdEtxZiGEdE6tA2tHEQkDlBtX9oVHEsp/HW+mjUB4cua87G4LVUeq+KzJFDNWFI4Fw/sImjcTzVV6qDcdubENTFW2rLVKPQHOzwMPuT68Ew2X2chBwGZI1MXDoXsQ+VPMexKxlsR1gCaVfoDICPG9WIRbY+SLyNsX2FYdvA8L7MYKIo2ZSlJIXNyKD6lKqzbEw1iBIRwqDLmtMZo/8orvQPOzTkbfhPOoTmlLaND2OBrkQioicE3A8ZGYmiNyu52eNoh3ANih3AGrwOQIeykh2JGbECGLGZT8Iiv6+NrKByNFkKuH4rrVNMX2pJDjBOLYzKrxWb42JcT+Rqy4MK6ipOCFUFfTtib3Bbwr54XTzWojC80rHSqfWWqvhpanmVtPXLYnblAXT6jbSw807TlkCiLciVVRzmqGB53nAE4MaFD8ZWUPR6T8qctFzZCZmuXXAEOUQGiBjo868jXQ9zEy/EeU/U6Icfb5q5mzQNpRMKDFi2VRI6QslAnaMBje+4icchQluGQw8BA9Ie6EHaIeAh5OTX1LDAuQMaaNeQKIZtTyBO64zOnYau4EYOvefBlsvKVxldq5ihVRnFvbo+1IsZiYWUZLjXlulhTk1HVfBuEXhZcJi7MZknyLqfFT9V7jnY1ZuoN2KYbyxoC/cm0IoQsEAHLnW0bMnGOQTRrCh2rRuONwAp+qAmwQMfr6tYWC3Y0eJuwQdjgshD1nT+4jU0btrnYsliyLziHTHVIVuG1qWHkAmxQBhFxUBPUFuwIQNc8yznE5kWwWCEvPouwoLYchjjQk/alMIxMRQiekuDNIU9MY6iE2DUr0dtW6fpVznxfR9tQhJC0tASZVQVjJXHMzRR7vd4qUg1bXEupCbQZGbJ43aUd1JapVfdyuRkXlwc4IfxTqVgEDAzE5IJ2g4jYpUN2NRvJbUlcmgAGbUY7dqA7BPcKspvQJbQiqDa0wUG9MGfBPLcHz8TDLHG5fYfF66HGb4OL6GOOJT4TvmZOG6GageWLm9uIuvGkF5JEPRJZTaYlxXZs3F+meodFpgpxmSNHXBzQllIydGk/dVIMo11vaaQ1nG43Jt3q2mV5EPpa0SRdy1fb6WDPbycBIaa40U1y1yuSP6SBLEaxO3g+oJMHvYmzMcv8tQgGRgzdhaOzwNd/jSPrIlG3IQvkizw5BIPlAJM5hdnHHOQ6tBmyndTFZJEuBSEHsAmyc+ggROyZ0KFcIeSYtSrC1RQgq9TqSJAnBTBVhuoYsZXY1Amb44PjMxCtIgU5jbnhToDJxXpV8EEqbEUoNWuP9wFvgRZWLTk58VleNTAbCUSG5wqZY4eW69hMyUSZdbeuukLat0/i//k2GJUGHTxs1RXnpM3xNFVZVx6Jyf7MI8pzAGdBvY7VrmKbi1i84AT8OEQlUwyPgwnA5Xx2IUZbdgnAQfQBX5APuT+Nz7aIMac7URcBWsXWHicyc6AWCKMTODKJT3VtWv6CAAAQAElEQVQvGLHZbo4OLa8Tf3zIftZBkTuiJMsJhFutu6b8afptwW75/tBbjMrCu4xNQsmxpGjkH1twx6LDyytir200CNVqwzgLt++R/vE/pL9+q/SG91YufjHrk02i51JmDSd1JvmDbLZkHLS3xG4DDwMevyD+ijz/OwgW2y7WnxQND2WVQ8SXiiFTLwTH5QWAYwdYTTIbqdem3BceCIkP3XGZEzuwI++cdrmV6yj1YHNc8mxB8gNDoppzwVTHyWjKsdiJCR2/CT25TvW8gMaYI8Ip4NjgpVLpDFZdLCwtuCBVUSp6WzQwGpf8JMbtOKni47bznIbePhDX1iOwbVxDJueSeu6RS5hOPkG63z2l2a505aXSAe+IC8x6HdDeVZpOuiZNQSty20dp27mk5wXtOXe3pr5ngRzEZ2IS66bDhBzkAzmaeASTzQ3OrMaOhyHsPgBEiHG4WdEXgIVuN6HxsBG6E2ROjFVFAD0hGL6MImaZDbV6iKgrcTbXE8L48K8gEhEDr53UTgYw64yrMKhRKzdeS04YUhysr1Icok7BtVgqjhbplu6A1KHdwgLcrL3WqEH4lwqhXe8h51wr8PSTpQc9UOoZhOsdPFIPhjMrUckNB7cvuG02+bhY2nqOyYtHOoC325f5r3xL+t750raLpAW/m+/4cs/7x5yJ2KY+RgyQZTfvo0sjWK4LIKM9QhvZcRlwFiugOR5/UFt2xbDVnJ0Q3SF1vaTSHeMkwJapGTcN1MZkI7uXAi1OWK19eK0FX34IOzlcFx8nAjzQYgEXT8D0KRmINrm4T5a9oQmyYUkhnj5E7jpRpE9SZVsSrjpkmXE1ld6sZl/DFo1m3yotjxoE9zpD+rX7OMjbxJRjxizaLCbTYhSbm47ThSV5I0Ly2JqYtuK02rtfev/HpPf+m3TBVdL2GSmDL0lNPRY5E+1kcojyJNEXcoYPxc5gHGzMPlS7FLoVFpAcLDAPRux0qxHApUP4nI4UEtsaHdXiyBtfFVEdMdYhZUxCVArfooRa2GvCWFg3lWaoNBFzb1s8SNheFT90hOAoF3dKzFWYWoeo5uz4CStT4e0lRoCpFWmRYLOmZJ1xZGNbzrYbypfUpTfLKmIaM9p+99elX76b1PGlccox/H8/bLa0tCSruY8WY5iZM4FZTlnBYBo4L8D+FYP9psdKR9CI7UuK6+T+Zh5+FMiKQ8CQJRcrLtUiWHCpfI5FBkQBOhRspgCjq1r0sSq4lxPgC5sPkSNCPXLrId6AA3PVDltalT3KvWgZc3zm1C3qGYZD2MJk5CULKYWlORS11DZ7E/bNlfwUbKcdrSZVTZjtubhLK2w5aY75abn7sCLFhNH22IdJt7idNOLzZdK95P+pMeJIzsZcx2ZbqpJtwe2AQ+FFMDmtOl71rRulB95LOu1E6eRjpMM3R9SSA2PHkHlMRKMIPIWJmFAQ3K6LAAw7FzIEaKKqD+x47sJiXdfz+kWKfLmNBxJXpF7YWjEWF+t6TGKLsrEw5cIchXmJsfFaSCaX5A6Z5eImQ8SbZQztNOgriAoxgqWenL3ZsO0u6mTFhReqNGJ992PrDSgkg25A6JohdduL/uj4opolJnBiXPo/j5Judro0CgjtZNfqLOvEkhTMGuRYLeOAt2MbgHvw/aRbnCSdcrx3v8MVf+6XKplY+CzHarfadIpI3ZhsCADBbVwBPNvJBfAQHRLozXUywHgijxgHEJflqOuDzT5WpTCLXZ1AywJtsbKF96Ei+pfC3jpEbKn4I5PZaWQgJtevSM0He6NYKEztPjRyaUdJNGR5lRIeg61UUlHwa4gXqTj55Jja6wQgjar+tOXa9GMxOgytqOTeuSwxl9awbdogPfX3pZNPkyYAoY2j7siI/WYejgUXmys5C5njs8zON+akt/KO95D7Sqcd55y+9B7mS2++97Pb0RKACIFDq8P4IcxBKCaAhA5gCLcJVYAYGTuEDwId2AkKnQOEIRODQ84c2eOARV0vpmoqlAwfKVbTDCVx0LKP6yfHloClSiJSRFSKo3hWqUURVlmr1Cu7WCpiOZhKlTk8eBHH6hCesnR8qYKOvkjm9jmIq4GltYtjqmCHIJtdZxmu4sV2nXWT3Dmt+NisjZPSEx4tbfFrmgm/tVzvRDysACr8uVK5QpCIYddbZ98veSe9369JN9kqneTLLv/DwrwAUdcHz1EzVldZtTAWCCfxwW1wWVwC58LOXMPxwYnHxS4JAUx0CH9DuULmOOqghLyCkpLRkzw3iy4ryRpkRucyqDAlDtgzt9xuLnbYls/umBtnRTQlUprLa1eatOTTzhUOG0qEwtVe8ALvvShS2CpR0UCWM3e9LN4gvtjBxfBsg0OLnpaUtGIQ8ocry9Gbpac8Rpo6Qpr0A8Sk7R0nAmCuZq1VakP2TVq42x2kM+8qneD6JxwlbfDl3dWjEhNQVwm8NONthAiLQ2NyJcCE0WLUgzOb7HwZXMRDEecA7BB6Q7bzHnLGT+K7/e3ULr+Q32m6dpd01Xbpimuki/wN0TbTlbYdmJN6/YKmFAvGQKAmoYVkahd0k4sCeAjht+D2q2RhqA42R0p8lSWaqkXJfvkTucyVDQ1XfAr0QhxFgpQM2rKYT74PsFkxcWp9mKxw1DZ0xDbPMva1aLWYtq3dRpOjHmxqDIqOY+bMPnaL9GRfjkd82Zz0TjjpQGOLcUWcWh/s7HxTvlb/2p2lu9yxBp93P/5PloTm/jhN9eRq42r9on0o4hEgx1IQARQcPWJ8QDfDJBYXsBIXBjv5vhvAXWuAbbtY+sGF0o8ul7aZfuCX8N+z/p1tfk9p3wW2XWQQbrtSOvsH0lfOk761Lek7F3d08dWFtu8rdNCg5P8XpzwTbiOLjE/+ZG6xVUp541SMm4C6HvqwFUVMVsNOXDaYL15+Fx1VjtLdILGDXJgHP6B5C1G0WXp3WXEJjgYcnAuJIHQ4hLw8Dlum1WKwUSdTjm14sgQtMtbOWlXY8U7xZfipj5M666UpQOikxlgMhqjkQ4DPo+J/TP0Qv0+8k5+kTzLwjjlSWjeiOOnog0MjP5OCjA1CjiALpWlFsZE6XD4zqGiXnY9Yu3P1AHbo7s+hQ9Jll0lfOlv66Kekf/1P6eOfkz5zjvT5b9v+XenL50oAD9BdslO63Dveld4NLzO/aIfrI3uXvHi3dIHB+41Lk75wQdJnzu/onIs6utbvN73ASnSIzpho32yVgqcKHOYKnOn1xRHQeXqlKkSK2ZKwNzanSPakxmCllpnLqF/Xy55ywP/JRsI39FO4zx1caxOJICIyR74uWiuORq+r3vX5ACFPr0/8PU+HkbbBC5vfEVqNQbHzxWuWe0u3vKl0E19yt/oSzvvF5fkThjgg1LSs86hQnkfPeQSGLST3BSMGCJv1BX+RfbVfcn/hy9LfvEN65sulx/2VbyUsv/Rfpb82CN9gAP7NF6S3O+YdX5PeZTD+nemj35M+729pvufL7kUG2sUG3yUG4RUGHyDb5TdpeyA/Qu71w9ker+K23Ulf2NbRZy7o6KKdHS10PbAaTHRpJdlfG7mg57UJgLn/MV6HhB0dYFlPPvt8IRVqvqdUDhafMtYh6lmNquZVsa9ghRQx2LyEsB+fcgOr1Wz7hssC8EHLzDdY7bjy7W8h/dYjpGHyTugGxo0+FzG0E3yp/nW/Zjnd4LupHza2+JLN12xynMvKdjxDq9rbkY5B9dzDxO6HgBnK9XmCvsqXyne9X3r6WdLvvlj6k7dLr/PXfh8/KG3zzesuv/bZ7RNi7yZp37S/8zY/sFE65H7OmnZNSD900q/7nvATzvUBX4r/3ZfkLxqMF3rn2+WddK/Bd8DAO2gAHjRHnvEVATBeOZP05UuSPu5d8dyrOjo0X4AVursq0Xeocq4mVZ4miXfLskGeO1q7FSCslMUsksMVH68VPNbCQmFa9RJse1MIyko76XLbar4ckzkxmbJtVU5HTS6CiGGYmdBH3LF7+d7uYQ/xsO3gKzuedE/zq5WHGHyn+jXLSaZNvlSPgEw37ELVpeS6Sw2LWna5qcpYGzL4KqOP2J38St+rvcFge/QLpZd/VvqId65to9KM+9Adcz851Q0WGTQNZR2eiTinlW8XSuoapPsM0is2SF93zNl7pUsPSLPeYfkKj9sALmp8x82veubcF2if2/neNb48/3BEl+3qiNhmLM5Pt82WlML70pAz1RPPTmhW+WsBtrQeFkLgmdAr4oq+iEv80qDHG0+5JcfQebM1i8cSgXQ8Uw7OPnR88OW0ln153PXpyQGZLEbhkvrAu0v3u7/E/6LsjqdKD7N8ikHIa5bN3m24ZK8AjKoPEwlV2upHxti+t4soDwo78tC7zgV+MHjNm6Q/8G73N76UXmXgJFOHAPv5v0cCOPoYZGCgBxlQysStOfHoyBAygKSjzinvlHu9e37Lffisd8FveZfcYT7vnAuOnzctuHPzjrcpmtjv+mdf3tHZl41qZqGI9aRrzCe88GkOIUM5An/pPNjahJ1dLXg42kFlkx/XoodoW1zRVy3v4VoSZ89iKSxCZlGGPkJmnBuwhodSH4iBarVhOVfmOHJc24Z9CaUlWqMsDkoa9w7zcH+l9juPlu5+F+k4X35P8APHlC9jHqtybG6vSWIh0vuAr+kHin25nsWqtAyctMRfe7X0qr/2JfZF0jt9H3e1F3rMO118U2MgFQbDiDlfJY4ZSGPeseDrao7cASX2xW+S4JDrBGidLyYaHRmq+6dxacZb/oVu7xzbv+HL+7UG4qzzcUnmJ20H3f4B9/uQyS5dfMC74SUjunSm4+1YLQA4oJmpargcsRqbiEHJx7CZLy14sCz1YoXwtKkoCkZUte+JXFrLkYwRshjFMVVwaIsH7IuaVo1p+5Gpkwm93Q76Eqp7lpYY1Z6TkCe9CHe7o3Sq7/mO9ZPuhPUAX11f/tCmWVNwQcw7vuhHHJqQWHv8WCLWArsp8ef7AeHP/lz6p09Ivi3TSL3bBnC88MlAGjGNG2yT5usMjHHbx81H4bbx9eKYlwLqWJeBtIToT7a5TvQld8R9ofCcsdc74yFfni9yxy51e4ecCxACQPgB55gxAcZd9n3+io6+ds2oZt02ORSzqFU/y+eeoGVdsAkLZLHO5a5Ed7EEORE25OYpOPll4LCIXfp6wcNcQCSASIYOoV8fteOQoeurU48lwtz/4ByyHNyHZAKER05LGXzN6NdoyFWa9E0IgzLlqbRIc0uIy/EnPi497WkST6fpcCl5NyI2eZHZyQAfIGOHA3ijgM4Lzw4I6DoG04hjx0zwIDfKjyRWAJDOQfaHT/4gY7NI4cHnauff742t6znYZpn7vwCfQTZjfT/c7e53PQD5/b1+SLl0VHv9gEKONlVzw4i8UdJW7cwi/tpklq0Wo6AvRqCpnmk3LYE099MCktQbesqSqrMd6ypExao7qirVMdigWl2Rg3r4Ml8uo18n0fu0tymRVQAAEABJREFUGIEINZaWAgj9TlNw/FSFt0JQl1COaY+hPYh2v6nIa5V3v9UPGM/1rudrWvK9WDGimBP+N/Xcy/FLNwA34p1o1DRi8LETQh2DgIsPl2U4gAJ8AA/ix7fx9VfuGB3IMh2Q1l6o5D4Z0Be4vfU+KXb6KnC15dgNzQ+4bUB4wCA86LyHHLtjIemTV45oplso1f/RDE2WMRG2JyyytyKt+BAAtR1kkJKfYhY9la2Q/PVoEQqyVQOQ4/WQ+xwTDb+uUJISAyG3Y7G19euVUx2Rea0yG40phlI7MKJDtSk6neUWJ4RwcjXmuoNhb4yVsN3fRLz0GdJ7XyF1fe8lLzLgAzA8WAA8dj54gM6LzmW1IQOAHRKgFV58CBkQRg63zW9EoFh7680uTmcz0R18cAh7i/MAwoPJnAE4cZh0ldva57YB4iFzgBiXZucAhLsNyI9d2dFOP5yoaZCEy1cPm5ZMl9b4JKKiujuXkirVXP7Y7leTnh1VS+MT2NZaCen6D+57E9SWnTvsmeODsh7On/SQXDGTRQYFaziKxwtr0yqmcJMq++hjGNfo6KxfebzsqdJnPyANvOvJ95kdX3YBTgDJCwv4uOx2PLUAkMtsXG7xuQF2yNgBDYiolxt3w4AumraN95g2LS22LzFE8BLLCuViv5j+rp81t7qv3CMCvFmDjT/Ihwz4Drpvh2zb7p3wY74v3GXOvCxPlgyV5V3Qkg/euqb7hta4eYy2wVMQJqJS2fH1Q84apuqQAypt9WOOcRsRkHV4JhzI8OVxWW/7kH9c8niqKghtqqxLjgmt3TD69RApI8RC3/dPb/hL6bufkTqAz0/YAT4PElDF9cOg44k3djsvKLsgOqAkBhmgyvma3S0a0OIi2Jdsc9rq34xZt6qID6F1IKilNuIy+5xzfNFPSFv8DvGQ3xYAvAChT4JZUzwduw62Xb2kf79qVLsWOnFO0xcadwqnH4bNwhqF6CqSk6kaVIrhipq4pTCnlFSU/DvEStdwEM9t+nE+QwdDy9cVHbvdq5a2ry2vGpyN1biyFjxxtL15GY9ek831wGsDrG6M/qFmIg/U2Os4bLWof/176ZPvlJJf68jfqnT8tOk5VDTiRQRk3M9xGUYGhFxqAV7EOBE7ntqfpsG20SndMK7VxhWRzhWcIAQGC19OOc52Qr66T9riW4YF79oBQu98XIYBIQ8kPB2zI+7wDvhh74Q7zcsa+e5SDMOpVilkVwCrAGiOoOkKepXPpvDDF6na5wsMvh4fCgHlOqgd05bbVWg868S09Wz/sXlapUY9thULW4fmKoTx2mSVGagjveiNZIFOm1GvY/4dv1R+5wskf1+uwuCTnzABH1cVdr7Cu2MADu5dEBkwNmSAxurlichci58lJhq2qxkXztomZPsiHxzKA0VuUz2Otukr3gm3GoRdgzDAZxACvlnnBXz5wYSd8BPbR9UtOzWkipq3s2W56oBTZIN4EIw5tyXVNdv+MPHkZX9hkm+Cea8aYj5UjqxVvJ0ky5lXEUuPq/ryZC4N/fG1tHoV0uOCEwFwEoNZtTNEmBzcuGuBHJddJJ31R1LPCydfeoem1Kni2d24rLLjsfMBPGxcS9BjB6xzuYaaE8D1/dpLSmo+/JBik0ExZdukrb5SKi5jlqO4TsQzDshxYV9+wI6/bceGbu5h6ou7pCM9Dh6iAN2cQch9IDshQMx0+WzS53d0jPXCRILrJ4ZL825KMV4Mru0H4SWViVEvXtVHmPHnqCUhak62tjnLkSArPy5P11OBWWqHLNezD/squVaY3FlCc7WYk6xk7koOy1pw/o3wXz1J2uPvdpOfJuX7vsIgiZkiie/zABsghCfvfux6PHgEENn5yETjELLbgQEmTJv9JH23W1f/5uUvniD9+R9KT/7/pD/1V4mP9deLh9OewbfecXy7EnV/0gMNepCws/dIx/jpmO+mufcL8Nkx73FxzzjvvvPHAL7pl4oXH+q4u3bcoHadxHHV7peUAnmpwZKbdy4HeIssOvILKlUAtOl6C5Vz0A3tTo7/sXhaFl3rccnLLsZZ27OpzXG39esIbcLaY/Lk6Av/IV3weYkrRbnFYf7+VR1ziheIHSq1QWhb6E7EG664hOaOFFQyZd3iqc75vtdJb/LDzW8/SPql2/hrxNtL9z7DdFfp9x4gPfmBUsc7FCDxu1o1q5XzOU9T3G4jtwXaTDZAxJgPTF82CG/iy/GsxwTY+A4ZILIrzrqOH6AFID+2vaND+Y/zOM3y0nSFQWdnGJ0E3W3BMmHFNCzLRQC6D9hzzKqcvjeO641uIhU7RksNcXn95XoE1Yfal+h1bWpY7Wt0C6uYqp9NxaQ4YFlZEl8PctavXN7/avFDFJV+RzU8wpW8C8VYAJ1BId/zcQ/Ibgfw2AnZAeOS7zyFq9Dn6HZuJBRPiXM86jek254q8TOx47wb8a/0Tr+JdLuTpekpCUDww9tJ5+IXLJBTRvF6qVPnCgMyDYbSOrRt9CHr5jzkfMUgPM0nwj6fPOx8c+Zdx4EMwAgQd/t7vk/s5KaglbclunvVeWGhiP2NzhAAdzLEmiFiZWM0AJnFqq7vNX0Bwb0GkaBNhLX165LbsciZXCd2NfNsigVGyTY4PcaWKdvgtS2LmdfmhkUKTxCGgkOLwueKYffBVwd98oPSZd91kO1DL5C8+2EHXPEqxVMH8AAcDyEBRIOK+77wu2rOy5o4reDig8MLPe3XImFDN7EogIpf93RcgYcEfrAUO2ndd7k/1PE5Ie4KuHd0VbIKu/hkQ5s7X+Mnpqa+813gt3HHuy88GXPpDeC5f4AvZMd8dybpmzPXB8K6Qdpy/kqrjrSNGc3p7BX9DxE7KJxjgsNzHQeeVJYTWaprflURHSlz5IYwQrWBDtWit4VaavlryyLDRyX4onWJhHuJwYqf8n28juJKeY0PHpT+2ZfGUQysMvd+7H7oBh4/vQJo7HrxAGIbl8mYSDeRLLhYkjo+pprMlH3Y0NeivgEQN04eJyAP4BFcVyQvIISPubHaTERFtlXCGsdcwfxa97/vRPwZPH6+BQjZCZF5IOEyzDcrn9gxsuqlmKagdksJxGFIHBbJwwlP21zVLbmNXgxsJGqYAF3fC8CX8MuJszTmC7+JiQtAWnbVuPwFd9Ll3KbVS6uHeZcMTjRJ4C3K4fAVbveDPrXC1xTZhT7t3W/H+Q5xotI7n3w5BDikIU/scF602PXMA4yeAHjhOsS4Nic1LHhyx9jVmGyLjR0h8iK0CBupoJa5EQHfiBPBjR3xetKqorEmaplA45gyTygVne8bvuM9zhk3eMiNs/sBwgXrIZuzQ57th5Lr3KgidxnnSxxdjxbCjNCicnTMLanusiew5VsiAr7BoFS/N1C/a/Lp2ffejS3Iabg/CSA6j0PjH3UHt8+mACH/SAZgZmKhyE0fw9ZuNYw2JInFkz8WfVwshCxqlYRteVw9wirAR3fJx5WFSTqw17vfayR+EFAQAgBZ5aEUwKMyA6rv/wBhkG3J8RD1AKxQbFtRHOCi7A9ZYjp8rEpjoz2IgeGqOX+eBLATBwAZIyfPqklW6wd5IBLYzxXiUt+EbVkvAUDABw/wuX12Qe4Nz97X0f4ulehMRXZXQmNOMbTqaBftmClgGUIchvMLzCJdt95Z5rWpsfQPKB26RungTml+r4ZzhzSYn9VgYV79oDl1navn76t6/nalXwO0bwRmUBq7CtmdsbkBKJ0HmF6/AClApOmGHB/9SI2lEVYxxcCp0gRZWJHTttUKQP/yJ6QdP6q8Q69s8oKovvVhhxMd9a7HZRFAQs2i1w3TL56QmVnWJHSnhNNG2DxwdJubgr1RaqEkJ0Rw5rVv1DbuGekSxPcKAXz89sFiQkKoD8vt7kd4zNn9jEGNeLwHnRDw8XQ873YhfPx7k68dGFF7F6Tfrh5pcvpQOGCAkN2ZEF2h9KKMjo573xXTBDZ9gc1ZInjxMH7Ju7ThE/fQxs/8uqa/+ChtOuePtenc52jqwtdp6poPanLv1zRx6HyNzl6uzoIBOn9Iw+5cALS3MGeQLqjf66pvcPa6ffUMUHbOvq/l8CAPEmB6Y+VrwQDjYg8s2e/jirKGeUlc8oDbhmVq4Bs/l8gvf8wTkpP6vq/k2obTC+I5EzcqABHKO1/sRMxdkqdYqmZU8c1JGNxgksKczCEzAUb4asTff852UjedtJH6PjeafOO2xSaNwzKlJaJKKwxS3KC6b5aUk233OMdGPUzPAfeCcQ+I7E7ELmh+9t6OZge5YtQWgEwWHbqiqXYkfodFmVPgL5pWpxw5lNaITF3vgAd+qLTnHHWu+U91Ln6/Ri54vca++3yNf/3xmvzqg7X+aw/Q1Lceoo3nPlKbtv2hNl7xPE3vfpM2HPioJua/qrHu+RrpXyn196nsHVK/O6t+b0693rzJ4Ox2Dcy+d8lSPYDpnsaCR1fXPjDo7HWV9jpl8wruOawGXXvIAe3bJ/3oa1qcQN8T8agW00JyKkJeJHZCQAip/kRcLfNtCXozp1ZoAzfcqlg09DXJbbIDEhsx1uEwckA8I3Ev6HOFrgYBTuKWEJWygYpZbvM6Zq/HyCWZ3e+gbQCRayU74IJ1/m3JNw4Y8u6Yi2IyqeNcydQu+O1qTNkPn5iYcDZFdfkys7BkwVNTR+q4MUaVbIMK8yh9aWAUD2ak+auUZs5T2v1pda79oEau/GuNXfgsTWx7tNZf9EBNX/IAg/KB2rTjIdq897HaOPscTS+8XesHH9G64Zc1Vp7re6wrNezv9k457x0wbmGjFQ7RU4Tl1BodXYPaIavVo/utak34Nr922Xd1rXq8pe//+EdFYXGFAJt5XHJrEIJWXs1EuyR2MHKiYXQrcW9mO+/dQrbNKlVha1AVxD0y+aPNyrSknrsZ9emWVykASBhNhyMfMELo9A1OJXim2j+gcp0Y8B2wP++EgJCr1Jd3dzSI7xPtbOXJqW2Ngot0oXDISt1WYyq7nNOoNbUzFQzNdipBFpuSE9JSJpzexYxOX9t97vQPSV0DdP48dQ59WZ2Zf9HYntdrfPefanL3IzW196Ga3vcgbTpogHYfokn9rbgckiZ3Y3mz+ILcfo6BQ2GvD2vWq/0w6tDeuV+x5nPKR8VKTlpyAkAQADDouOcLcqW4z3NIFPcDHsx17K6AYsEqrkYPxYeINb+u4uordnVs1KWrfvUodj/uBdlR+26MsXScNIBrvqI4JjpDEuR2ADbrfPHBycL9OeDjn3dmPud52OXGz/VXdA5VbGGul6xA9C/yW88Fe8hgxIJfQjOtzqSoLgZCp+1bWZKzuyxxJGt1slgcq0sKvYCyMcvtOsilHQPvoP2rlRYM0NkvG7dfFoNnQmMSHeeoFQuRU9OVLGe+mi374O3hEMsD0nlnK26L8IsbK98LiUAadx+iA1kmyD7u/yLGevQ1WaCYs+O159ThsS7Bfbiue0BSQHEeI0Ol/WMAABAASURBVKxC5HaamH43p+qrfZ/zjg2fnXAAiT/6b5vd119cMR7CSom54VLMQwlPwnkXPMevZEbqfORnakiMDI/BhlD1qRaDpTLxzaJhrGr6mOvwrHpwb5bbc2t5Ydp+bFlHbsdix1Z3PGYPW+JQE6Cs/VSFclzIdVibYV+Sou203PZZzemamdm7S7rwW3hq8qafGLb7GjsdDZi4DENNAicOv3mg1/12ibnHFIJTckLFTIfRBpc4wcyvqyy5LSLQfYDRNYAF0R7krsZXh+56dI9dkftDmsSfZXRyrEl1QN+N8KTNtZFd74Db9rVMAUBXvmoh6UB9GbbLFpe6boDdaruEi44gpOHQt9h0OabFcV22RHNVhhRidWifqrQEVZ6lR+wQVlJneS0de6Z2bGwldrT7YDWXHArPhA8Zvip54GzkK1LaYJeuuFDabxACGHQuwdyIRy4nDpDlMVl3NULDzYRFHWvY0RedatQ8LIc1NqdCXUH5DpgdkGbbASwHV6ycL65jDjBe4hxIlinJyXmzAIixWY124ejENLTCYA+7EknpgBvhfrBruW9i++JnXFct+eW069TJ44RDtqkpeZLCXpT8VTB8YZ4rx3jVgx5nTwg+RCI6QQfhEDJk//UWGnOHmzh0CMNyjg3irXZwDhVFaCtP6JXrBh9ZiFyPQUO58p7tlnCahoyNcdoUxbY4o+EY8HtBABmghsfK4svk5ISFmgXbuGRHHRzZjryCWs7cbs2dJppDBYR0lWi6xO6XccOOxy5Ie8TSRI5FhqgXyVCWk509J+OrPkDB/SAg6TqOBxHau3A2RfWcP+ZCIlxZ1rKP04ZrerpyMB6NjYuv+ypL68ial5t+QYPjH6hyy22k6eOlDf7metwvyPhLQIyYUZEFTvZW/TXF3OPMaYhgRgWvicmrxcBANbJs+el4bpIZ3H2tYIqZkZQ88ew0VaOqZpQKkNUq2EIyMXa4xaiPjgyHkE0x1BxnveWytlrxPpjby+66PlPN5RdOX9xdTTgh05ercCdDNXzEIuOjTtgwmNDrtNZaxR3mhxGxBlS0DgDJyy5I5CWzbtQC9aGYL8fZtKQ0OWwNd1XNmui+ud+m+LhqGWz5Vc3f5Z80d+bHNHeP/9TC3T+uhV/+B3V/8S3qn/5SDW76RA2Oub/KzbdTOXWSysktKgEo4ExOSWOQxaZgR4EzOPzRM3kMixNfm2JdCQ8iPoRVDtfho6l2DZpEx777GokfnXLZKliRMSlmxvmSRTOF3u5QnSCA6hju6YiJHMmGusRtkmPDZJ5PoliUOmYlKzVkK87t5YCsOw87Eu3RXfoH+AizKy7FTBo+bLSdn5YBH3rHB2Rioo4PNhHeEGOKv2JVN8Cll50Kla7M+LF7NgbYVBHtOpX4ZB5jbhQplYlbyehymCcmVN3ykFX1h95Yp7Fi3aTS1LEqDj9VOuYMDU98sAY3f6y6v/BsLdzuNVr4xb/X7B0/rrlf/Ljmf+ED6p72Hi3c9HXqHvvn6h/2GxpM3dnAPM3APErliL/folXn52xyE37vV7cZLDEGFSkUAxJQLsqVtMaRvGu4aGc1F3bu/1iIWDnnKFFy+54AmxSTiA3F5CLFQQowJVWfFkdkHBFmxUVRJ0kJ0uofbhdUlPGXrJZE5DruE3biuAyTf2gb5/y4Hex4Do3hWI3COJnvUTRXIJZhohILITdkA78LnHQg+XgY6TkJT8JmEQYYd/O0EpoPruNjTJWbQFRtCpkD47axZ9k9VkyH5bqkmrcYnQ6yDchCUYsWOI18/dbEJhXrtyptPlXlEXf3jmjQHf8k9W/2EnVPfrfmT/4PzZ70X5o93rvoMR/W7Na/19xhZ6k7/Xj1Ntxbg4k7qD96kgZjm6V0jEY9M0lyPytS/aHHDL5Ntet6WYBkWRRDYLb27bIjFHO3HQ1bpOQpCTcHTwCMDSoeTqzwyiXmJAdTEbKe6Kx5nEm2OdxHRTiuUFY7eLAui55ksa6AnfFA7By4AEmAy2HuYjRHHO0xJJv9fQNHNU/L1CMm+zlZjLdm+DRX2hCvW6wAeJBDFh6QqH/xXIqxiI9jYG1qmwJ8dnY6/ICNmVdVd1behNqRDqJkEw2z5UNc/zOh44MYCGch9SKrwZn8LUoam1QxvknFpHfQ9beXpu+ltPGRKg97hvqHv0m9wz6iuc2fMiA/pUPTn1Kv8wynSArQO2nug8VIa6ei6xis4M9kdWlxDH3LRhYsKBvMmciZPRZYhWS+vJC8tgE4FokVKmzjXRkyOa1G/7BnGU5KKNeLRXDO4ASsQu52AIg5CLfjw+BEiFwa6UvIEaAGXPzcnjsI4yZ2QC8DXayiXB+lsAZI6TexyMwpU2BXNAVHIKbAQRBEo+GsDnt6hTgZQyP/Mn/Y8yH7GNj27WGlL/72QTyxkz6MNBxkjQVk613wa8P4u3M+BZC71vumrmu1f+3CExIABZxwCGAGOR+rVLIaHhUALUbHNeKdb2T8ZI2M38EPRDcR7TltdIHFoBrUltGFoUWMDwqfD8hMoMUlBXs28KL1gL8HjomojVzWaJz5xJQ5fQ+ykbwAwWKUAJQDuSXiHSLdqhw+thpEjNh2gw5ZXqJ+HOxx3hirRQp4oG1AFjp+C8wZgMqpicFmV4CRMUFeNkxB5KDOqCuRxgyMVvGO4GdZGwiwTF2AD0eFs77gKXQOJDHPXbfYKs5empKvC1srs7UQfDsZX4iIpFiYKMAHMvlTsLv9FnLfQWmft8t9lveb7/fDC38elr9Hxz+cmetKAU6DFIBCfc9AgNQJyYUOAVCIAWRyCLcavgGX8OVBZE6/kFcjfHmRyIPOXDAGZCjLgAc90ygTzEx4ZQMcuYGcKAeSEHJcrFKW8Vt2Udhdz+dXI4dN4rYu5pcFozmbVhSaDqM7y3xVso91hWSRGOYMbjWuFsie6pgCZOx0s+O+wPHRD3iAyAF25fMJV+QhFjDmHF5ijRql8Rdm3XjzzwAs06Wu7z9ybMaOUy8tBGLxmc3e46quspXmq/ZnPC3eRoeRwF5iIUfpQt8fPerN0lPeJr3sA9I7/kv65Lelb1wsXeCnR/56+04DcrcBCVD5o9kz7jUA5f9lEQA1IOcNTl5eBkB9CsLZQQFjpthJ3a3YAc1ZAIgFC3KnbI5uwq2GDKevUF4B/BAj9FoSouXAw8jkTm2W2LXkD3Xy971Wm0LdmBpPJtzz3viY1FDsc1G1mqLpSpY/Tuw5DldKEqQ1PvS39E7B7uxqS6LID3V8iDgPmrxWY9divqgA0JgLLsHIvM8btcPh0S+A5m7YoqhHO7w7JDbHhJODg2nPONSE9dEkAexkmSdjkTFZaRX6g9o200bkTrHZ0RQ1CZPyWVFpi0cAdM5V0scvkN7tr2pf/e/SU98jPfYt0h/8jbnB+YR3SH/xz9Lr/1P6wDnSZxz7Tde52OC9ype3XQckdtC99Q4KQPl/WhxYkMjP7gkgIf7fGQAxg5JFYDcMcpeHkEfCQGKyLbsEEOHYgzh4GMm0vLBw2QawNvlyAKAK74S+OCj/1i/HNNzJAjjmzBygzTsdlzvVduIR4UN3iisBV4H8jh379dHQ9yyMPeJyslAErhRj8Cp7OgJAhED1sCMSHyeuw+TNJ2zjDgJMKMaV6DNx8gcOyMJuPRdXET+EziDGD2Fns/AQFQuQK5jnfoQvK7bTF8+JEfEv3obENPq5gOpFnSJqOLIunEExQlo08dRNZ/g3Avw52B8YZGdfIn3Iu+KbPy09z7vk//k76Y/+VnqMgfnY90pP+6D0SoPzPV+XPnqe9IVLpfN3SpcbnNe6K7sNTHbOfX7uj53Tu2nsnt41ZyHvoHMmvgpiwAFQdx9QcgayUJAHJkCZh8C480LVwwkG6ILQkrRpi4VcyXo9EzaK9VHMkscenBm0HECUP8lkPQLxuVEWmBN6bq807zHShw4x+Il3lVyy6mqVqVSMAYWxNHYMJuJJE4C3DijMxMMHPJPPJUV/k8QaerrkqWSlI4TuMGTaQI6c9iQTscxlHiPAZHzr7ctxwR3MvGc/MQ5ZUWgHo8M1Pj5SdjrluSk9IqqRBx8xg5wABSPEK5ExahJJT5EhdHib8Jv4MeNeA+ZSX9vPu1b6tHfE93xVevknpGd+SHryP0qPe5/pH3xp/4gv7QbuW8/27vl96VMG89eu9uXdwAag23153+dLOrslOycAZfdk5zzkHZQHo7i0e6XYQdk5mVTOfMZhs2LLYDDLiTHYttk7oDccxfgZj6pPuLNOImQIt8cpE7tgPIK6scl10imnSw/5A+nhjy91wvE2+mQaei6oQv5BCD44OakcYUWBlRA4uDNDD4LFRW2Tq5EmzhGATbcysMidHDxvwubuxdCxxasU2z2VPlabPM72jodMf/hlDbcVyASTL3BghRi/oow5Jb9N6nMPgEAFCLlFnOwjvlRMr1+3MDmSvnLYROeT2c14kAdG+0KMyr11wRbE9Z4bTxqOkdMqlGsShYwtV0TPMn5kbI7h7OIvdF7lhbnAu+CXL5T+ybvn678ovcAAfeqHpSd4x/xD8z82OJ/+Kdu/IL3BMR907JcM6O95Z7nYOyc78G7PaDwYOR9ABaSAk0seZ/Eq80GPFskBW45V9dKXPkJeyfjVi32ozbhRGIvHAfiCsDn+tneSzvJtyTPOkm5351In33qghz1loKMBoXf4rleR/jDHvr0TOZ1eq32IM/7Ev6sJP4G067YAEipdYGEBIfdjxGEHeMj4M+5dTe5i/MqM3ZAY1pMndmTiiGFtIOrTHIRMX8jHRgTHzi7PWKjXY0A0TjBOuImTg516/brR8rDpsQsnR9MbpyaKv04p7bM7ShFHcS7EnY9IWtvirOTSwRkRDabsqflyHTMZscNzb7FD2CF8WScGso1J8qamGc/CtV60H+yQPu8d8YPnSn/zFQPRYHyiQfm4f/Pu+VHp/1h/1pd8ef+u9A8G539d5Ycj75zneXj88W0u0XFP57by/FhcUQ4/QjEBgCKIVYGIdL9YaMTw0VfGANlH3jveWfqL10h3PkM6/WTpqCMVT47T00M9+AkDTVDHOzkPXYwxFiYSLh5IlzVycq/bZQAY207rPCyYRaFvxC9Y4zd7fDtxuON54KC6pzIu6XSBOP7Fn93qorgOfcGHjblCZuEL+3IhhzeweIGNHxDjpw5yh9lDyRWcG//kWKecXj+2e2py5D3rR/WXE6Pp8yklupojaSpk7sHpSyjtA19I43BOtcHZjomFwUCr7Y5gg7DhQ84cG3rmNJB92CFGi9/ESQYm+G3aTu92/H/Szrmifjjyg89fflb6MwPycQbmk/2wBIBJ1wyMQZBzFTriGKnwinE5LVyJv3oQpyNoyfH0xb5Q4SZ2n1/5VekFr5SO5D7SzglvLaeekKx3NOqcRx4/1L1/byD+Cn7pfvMgwlCZ+eT4XMJmBU7evtHDLQV6e96dPqabusiuoin37ZhxS8P80ti/AAAQAElEQVRqibj94MplM78sU8/B5GGng2PnEuvu0Y0ghgqYHOpEVSEWiXoerrj0Rl070DkRuDoaZ1XDBJvGfb2e3jA+Mz059vGJ1Hm+T8APG3i+btm5rJCnMTlvIyOwGAAQHjuhW2eR4tITAT60M+Tet20OEXr2oWcZOzqEDUJuE7Ych4wPHXJ/YjXMAWjfC8DuOePLHTsgoW3K48tp8LHYRx8vHXGc59B5sEGFz9PEqqC4gotyWzF+G9jpnvNSabNf44y4LvkhXtze4iZJm6c7Kryt3PqMvu50/1LJtwvxz2icN7m+6k9LDMvACOr6ZnbW21SJpQ6AseiAC/tGg+4eR0l/6vvOs+4oPcd81I4dzl+4Hg8ogJQHEuM5cEy7DokheLoE6Li6Ee8qYh49FDlFDBcbxKWfurkPXI7Jz/+JlHhyjjho4+TYwqb1I2evK/sv2zCut01OpisTL55JsgrldsNF8iWt2jo9Id371tJtTvINtu+V+J/AbJqSxjdIY+ukjil+ScIoO65AxmSeCZvVKPhCqA/E1GIwRhFCfViu1+Zg1CUf+ZGhWk/IzG4EVodQ42CgVabmuN7jOfV2tZrz9R3HKrgOaZkX0golBOlEX243b5S4POWuUoXYwyalW51SaNNU8sIPdbcH9HSrO5QqfHIMvZVHH+smc91aFfeAPZ9N80ZN5MORJBZ9XUfh/xWfMG9/kPSX95Lu6LVZbzDe3bbHu0/GruJft7mehyFXsVQVuo/udAEy9O6w8sXRMm3yXNH0y8HI1HMzAnicBGxO641w+IaJ0f7mydHvbVjXeeXUuuLVU1PjP0gpv/yJzKseaB8H+QccPFtiAt1m8PUG2N88yg8KT5A++ETfaz1eet9jpDf9pvTs+0q/+0vSfXzmMQk33SpNeUHGvaDj66URgzdFj6WYhVTzouZmqxbiiMFJpzwp9Ak1ABDCsgOzQz0TVanCTfayqBgeNofBgmjiNneR4qnTExpGQOLVSzidEJBxE5QsRx/c3vd973mx71HbuajLAtLfozcm3fa0UU16DpKv6w94VE8n3qxU4Utx7sjyuvJn4I7M+/1SFyQRQJu28xNMu/SQW5Z6xQOk04+Wtk5LN/e8A8DwGYy/c4LE24E97sg+95+f03ecw12ulsE57RKXYWxD5wZwZpLj6Dv2hAHdnMvwhGWAN24HIIRPj6s8fHr8/I2TIy/bOHnBiyfH0tcNPF8/XOkGFKeMqL6FxUrudFjhpjEvyhEG1UlbpNt5cHc/TfoNb/lPuqd01sOktxqg73y09He/K/3j70ivf7D0zDOl37uD9OuOPeNE6YQjDc5N0nrvnICzw6KMuRXI+eNVhgcWE2DzkuLO5QVbYs/K9flzHJzZNvewfKyK33rolr8ofxdtnZl3fzh3+ZNr7Th7q24UlhzHX4968bOknbuttwJpggVmIY8+LOn0m42p4xuokZG+HvTIng7bXMb9lGutWngJveDHeO4Bh26HPADfKfRYz/vTfzVpmpOb+XKGSff3ZM/viDm3FL93inQX3xb4Sk5VzpsAHqmGjicPMoMJHZsJGbIYt8B5SMTzUOS9SAAwwOcEnBDFiLZtHN/z0vVj6Rspne7Tlto3nJhKR3+Ovvp8t5gLg4Os18ySlKzEfYg7MDkm+QzQFoMKcN76GOlXbi494vbSn/rm/CxfIl7/cH9990jpAwbmPz1CeuX9paffTfpdx9zH4Ly1L+tbPHlTPpPHN0pilOPmozWNmLtNQXVvQ7Z5zVLPXA5v4jBAtYGUAB7TSe7LFu8o5EaPEJ/2ABFb7KYeczKFz5WRL/DT96teLM350hp2H3J9FpO5utlxHZ16k1HvsH1NbezpXr/RU2e8ZP0dvay4Uq9fquvdr+f3H9yTEeGp1jPuKj3FJ/aUwce9G/ZMGx3ATjji/gHWezIW5yKOSzc7nIcjdhlkxp3rOozn2KY/cfIwh/VAyEEsOx7gY2ncXL4l2JHS4TP4fxKqm/hVxhntMtmRiA5AodSH5Xpt9lpENR5WwAtnxqR7ud69BJw32STd8gjprjeVfvu2BqAn8q98+X6zd8p/Nig/Znq3wfrKe0rPuIv0O465282kk31p2eq6k959O5NuzPkEObcgGrZ5SaGPtsPa9hhonunaQYxDQxtx3lv9ku+v0CLYgles8GnJZThMHCDahrtysvx5vwp637tc1wltcsWqWI37LJ6M2QWPPjL53V5XJ9x0XtObBzFnpUPbdaz6neRAC/7+rm8AAhaG/pL7lvo/95A46TMgiM1DYmPYYmD6xl+HfDL8wK+iACIxfpaJVzF1l6vdzRUHdnZNgJF+oHNZxhSdc0zIdnIisi+wvqNOxH3f2Kg0UcovyyLqJzo4lZRSGvjrravdjgev5kwQH2YHR5bhbcKPnrllwiFMkE1iMvyQJIjOA84jPbPHGWCnb5Xu453z928jPdsAfLWB+HcPlD7q3fPfTf9ioL77ftKrvKv+iS+VD/JudYcTJO45p71zJnZNT0a+1jBvvB5goWiXE4M+MNFBoUi5b/KH+6df+jULzMiIufMlg09+cgVFycG4mkreafJ1LRm873m39O9+P8mlxKFNGPMATXn17nSrDdrkk2nQr5O6GQp+OETfu35h2Ot3/Q3DQIeNlHrrH5T6o19LK8DXrofMw8Q1fkH/9xcr/j/FvILi8smuF313A3TbuGZIYn6w02aAz/4Aq3kUnB4MPi+V/HZFrB0AHB+RpsY0HB2Rv8OK6J/oQBNRcW6h+5lDC8MDfMfLz6q4iTUofcZK3CNxDxDvsBhppqjpgzsZI7JIQYWQl9NyO3ombpTZPQHn4R7xcb4k39KX57sfLz3YT3ePubX0Qr/0fYt3gn+4j/QvBuW/+Gb8vfeSXunL+h/7sn5/g/N2vhU4wvW5HDHh5A/geaZDdqcyt9iU2/+KtGmzVVeKnYBxsnreCQFWoMo+wJhl8vITfr4jf/2rpW99RyKWqs4UhQVE2LIh6Y63mtLYKBZ3xsbV+tH17tfr9wy4od7kB7+HnpE0MSpFu6o+LBx14ewY/E8Jv2TgveU86Z/9Qp6/44J96HDu2zwESxI3+9wWYF/shRiGuM3ADjAjuD6w/p7OOL8BIGs06XnwOu07VddcXof9RCz6T83D/dg8WRZn9bv9z88t9C+YWxjsODA/nNs/N+jvXyjLgx4B79b428X8G9EGnB5FgNOZ2pNOzkzJAmTGnMDWpHYO6mRi52TgfqOuTd5NjvFOctrh0l0Mtgf70v7YW0kv9g362wzEN54hHT0tcelU/SFPzHKtt9tRURm51N/XT/e8Bsk3/3FisRMS4iQepiIPApTsMPGUzMn7Cr8XvMbfxrTbdkSkAdQnbhnR7W65UZ0O1opcvRJ8pF+z3a6Kwbye8ZBxPdDgG18GPofFPRscOuBL7ue2lXqNv6782HaDjISZHOAlistugMt6z8R5RQhjgXMpZpj0kXjswuFY35JqymMFfOts2+C+s6NvHtP5xxxzDM/0jvrJitMuVpyaSuceu2nkr4/bPPKCibLztHX9hadOjQ5f2hl039EfDj7Y7fW/NLvQv2huYbj74MLw0IG5sn/QvQaY/KSKX6zknZOzJhOTmonWPAbYqrSaL9fNPCqiWGAAAU4LgHOzwXnUpOJSb/eSQm4IY3AfXPI8i5T399P8uHMEQHyZwci7u8SqFa6ZK9Sc3S8vVvLCXHi1dNZfSvyahxDXaAoLyyLe6qaTmvRNMu01TgvEA/7SZ/Qj7nmcbnezCbXBR/MOWyxOsMffv316m/Sa7yZ90t+tezkU/cnBSTE+VHZCq9VOZoOrB5C7GCW1d1i1PnzXzNd7gI8n7imfEH74LDcU/Z/q8ksT7gZskVJKA9PcYYel/Vu2TF61af3YN4/avO4jx02PvOeYjSOvNUCft0HF0zaMF8+fKAavTt3Bu3vdwYfn5/tf7vaH5/bK4RVzveGBmYVyCDBj5/Tpxc7pNwuC/IAnXhdAMQM0z+kJX4Xq+VnFU5mYyEyV5bqPTT5XcmmCsR/u+9Ez/UDkd8CSAZWS3YDPK5tAkG3Yhd3kolhw7CMWx6SvfEN6y1ulLnVcPZlyIcXGieTLqyu0Gs8xC71Sd7/tVt3mZtNxv0X7yxcpdNflRxgf/4H0V975Pu9dd0CScCo+1KVv3PMhexk4n2LK3XojR7APTikeeqgT47ONMuZOH+UKPmdUX3q1YVQzt5wY+R7+n4Za3b3+NCmlnunQxo1pz8Z16cLDpke/vHXzyIeO2fSS92y/eOQ1C7uLF6/rH3y+H2me3yn6L+iU/TcUQ32ot9A/2+9VfzjfHe481C27/LRqv68BcP5Pjdxz8hMugMnCA0xIgDLTGt1j0nAx91CW4W3CB+X47MMGtSfiIY+ROgZSLIQnPlbK/YXHQ02S2O2Ez4Qty/DCT6P/6AeSD35E8fTZbjPLk96OGJqWffCfcOR4Az7cOQ5OPwcO2nnQD2kG31nfSjrH37LGTux+BXDgrugwdVypYx0ZsjmmlX+DYRcqwxJjNc4qOYVZ2DAcbXW9x7lhROLrv5rO37QpuWU7f4rCeH6K6lXVlF44vMMdUu+kk9L8xo0b92zdtO7irRvGvnvY+pH/8gvs9x69eeQV5UG9MKXi2etH09NTqRd2NHjbYDj8aLc3PGe2279odmG47+Bc2T8wXw4PLHDPWYodFGDmXdPfTi3dOfMMqvowwakSlTnqWjLx+DNHho4/yfeW9/LDhCcdQAV5N5PvteJmDjszZ+JJE4oYN9QA04v1hr+VvvpNZ1zWAN0e8WXM1e1cLABrzGgZc/7kXIueSiKemGv2Sx/23vPKb0k/OGQfDuLhkE1MACfGwDrN48bMLgnQ0LHTd/pDfJDbJi7AR5DHfZJtXHr90CHI33WXfp76asT9lAd376fMcB3VU0qlaWjqH3VUOnTUVNqxeSJdesym9K2jpkc+euzG4m+P3VS8fGxh9/PUOfSUkZSePj6aXlYMhu/pz/X/w5f1bxyaH1zqp/P9B+YGCzNzg4HBGcDkW4g2OLnfZNcMcp9ics0pyPAl5MlNppj0JY5Kefjvq3J58onzTq4AoK9jyQl56CAgA27oXKVBVZojA8h5r+wLXyFd6QcDLftws09epwoPHBp3DuwY24uDDPiu2CN90F8BAr7zvAvSh4aoBBFs7q7TDY1YN65j52NH420DIBzaDi/Mo8/mrqYGfNbHfftxvE8mAMgO6Fcv2rROVxw+r5/6/o+23ATsv4dSBdDeUUcddei46endWzeli7dMpq9zWT92y+hbjzts5OXj/c5zpjvFn413Os8bKXuv6w+H7+ktDD81N9v/ni/pV811h/u9ay74cl6yYwZ50gBn+5IeAPUwWWSIhbC6siTFQt30Fv7a0a984tI24jBmitViFzSwWPQAH3YTi5hcN2zNyks7/F7uRX49s987ld1OpKbp6EdYqkPUd9ByO17ASRERPAAADbVJREFUd7m/8vuAd73Xma7ilsDt4gNgrqYRHwBa5oA86zzcALzm0kvdJAFCqKz1QKzzBPd4j3cD/NzL93zyg4eOWq9yy6j+4fjjEy8z7f3pCs3+dBl+RrVTBc7ukUemg9PTafcR0+mHR2+e+Nzxm0Y+eMzm4i3HHz7yktFe8cxOUTx9LHWfUw57f9nv99/U6w0+srAwPGehq20H54e7ZubKHg9C0CHvXrMmLunxGsmXF0DKrpmHwdzHpPjw5OdJm7fYw/2gdyZAJ9eXQdjsgo6LHQPuygHYDEDbksH7dd+rvfQN0jygcbp2cZVQM0dpy+j08UfeRd/hPefVvqRf7T4YG6I/I24LYBVuC6KuRa3zYVwKHJmJ10rszsRSD5l+o1MvAl0HW8jJtdzfUzz2KY+d97K8+jpmg75x6mZ9zd4bpdDkjZLo/2YSg7Nvmj/iiHRg64a0/ciN67Yds2nsG8dsHP3k0Rs779p/dfFXe+Z3vmBstHhuKrrPScP+WUU5eG+/2/u0d8Lv+FXRpQbnQT+pl3xtBTh5jcRTK4vNg9DAK7zZL8H/4EnesbzIyQtReCFYPHlhSoOANWLH414rFs6zmTA6HiCy6CwmdT/+Zenv/FDiNyyRgjDmjN2uTdgysdHSpx9eW+p9Bt+b/XS927s7bbGzTbo9vvFhB+T7XtrOv1hh98t983kWbQI0YgAd7cPJFZffMLhl56TPljTttm7qcfPTsiPXS/5iYOHwcf1TSomUhPzURHM/dZL/SQk8OYPTT0/d04888uAR69M1x06v++HW6dGvHrGh88GjN42+cebaC1961AY9z+B82rrU+3M/rb9qMBi8v9sbfubQXP+8A3ODaw7Oa252vuzPdsvhHe9e6pfvbhB6J4vvnwGXwRlf0XkZYlFti0WrOZOavKDcJwICwuWFfOO/SJ/zDlYacS5Lps3hoWOHUADf+VeWeteXUvyTBP6hV8dtkA/gATqI9uiHH74FMKkLORR8iTrYASWgY/crPB4uuzyUiEAoErkmnfHr5TPc52Mmpa2m46akTR19Zsu4LnTEjVZo8kZL9j85Uaou6YNTTjllwfIM4NwyPX7BkVOjXzh248g/+mHo9SccPvKiDdr/jPGxQ0+eHEvPHR8dvHFEw398xO/qs9ObtJDWSYUXhcuqDL6SuyCjoUhSMsGrFZdiUZO5CSCie0PR897sJ9dLbTfK7LJQFashYIMA33cu9/fAn0v6W++eMwQYJIBs2qsGoIwhxSXYFdw1AUru/yYchwwoO47FRhw2wMj3uPSJHZqdGiDKOehjcLd1rDt7x/XSVgPvaJN3wIObN+gDKSU25ujrjXFw926MNP/v52BiTfOHH374zNYNG7ZvmUrnb90w+l/HHDby/oO79YY7nqGPdLziiRsrg5ARDw3AIC/YCuAxswYCC5xcDz83+7tc58Vvl/b6CZadkDyZwACy71/1/culN/9X0nt86fXziwAGoEvOySWXHwQAJvmDDPiTE4y53XHH4Is4y2M1AcJk/8A6fYEH6GwL7lz0M7lvdzWifb+nrevFpXdoUP/bVEr+roWgG49o+sbL9r8005lnpv5dztj+oVNuru/LYOLHtB1vRewi/G+XYyf02AEHuw6XWxZSXmhs8Eb3feTXvQM+720SD0T5kdjY8XVeOrRQ6qt8tfZx6Z/OkRZYIechB6BiRxt1MD/Nj9/nWeYyDPD4tQox9GvM/eTnUtgAHnb6HvexzjewP/eJ3I3sHf3m3t3P8K4H+G4yLR02pn87ZkIf8hBv9MLwbvSkNyjh/2NB97nPUYfued+5t5x4E10BwNgJgwwAnorjntA7IQ8cHe+QhXcQZGLj3tG24F547B/7rvRWP5TwNA4I2Q15Sv/M95PO+qhfNH9H6hooAQza8EoFkCwH2MzR2e0gAIfOr6IhbBAvvGPndrtyvoHr8cudnnlz6XVudliWZMSvjR5o8B1p4J3iNwDHb9QXjlin9yd/C4b/xiaavrFz/q/N98iHTF7xwAfqlccdo2sBEyDjnpDFYxeE+KaEXWbEAOQfbDXkS/coNgMRgLKDvvHT0t98QrrC3+NeskN6tYH3hPdJn77Y4PNOCWBoh52LnXTSAAJU7GpQx6sHHzW4AoA1J4YdLxlkXHKRAVvfOjnzjw/o95LF8pP9GTbcfrN0a78BuMlGfXPjiN6aUvJzvx0/g+Ih/Ayy/i9O+ciHpksfcN+FV2zdqp0AIwBmUDFk7gcHvmHjd5P8g6xx7yTQ2AZp3PdSo36anDCfNI0DRoPydf8p3dPflpz5Sunln5X4HwbK9gAe3KBC5kUw/wSSbyN4iGCXy6Dj3x+jj7sfABLAsevxpMvlmK/jABscJPkqKwBJn2OHRbDxFN/7PeZY6TamEzYOL0xzeqPB5z2RgJ8N/RyAP8G8/s4j1l143zP1qiOO0DVDdqpxid2QxWQX7M9IfS8mOxNgCzIYN5gmTetNGzdJmzZJGzcanOMS95WHWZ42rTdAJwCtATtp2mLidciU4/inA+y6AI6dFB2wxaW248GY2C3j3Z5lQMdlt+eVZgecT46xDCAtVcXPtSe5z8808M7wVx8nbtJl5WjxRr4AqAJ+dke68rPL/r848+N+N51///vo1VsO00F5lyoMDi69XPKG3jO6vqzO+ntbeXH5feG4QbTONGlgbahp2kA83PdaRxqIJ/iyd5LJ3zLoFodLtzhMOt38lrbdxHFTExK76ojbiYeLdVJwtz1qYqcDVJ2On2WSqRB3A0F9ywu2zZp8m7piVbYYfM81+M48UcMTN+ozmtOLN6XkG4EVoTe6wV270XP+/03Cx/9W+tEDztRrjtmqHQFCgyKAaEAMfK2b933d3qv9JOuv7owLAY4RzzjA4S9pASpog4E55V0P2mS+0YCbBqS2rzPPl+8xwGcC6PnyCvB4pZIAl3P7ShqXV3bAvPv5oVZ+rRdgbBYHJDp+yifLs7ZK97jJcL/f9731qkJvnpq68V+3NO0uE9yFZZafqz/WDDzhd9M3HnpvPf+2p+krY+Ne4zEpv7C2pgXvhLuvkGb2eVfyonc6EiDkXo3dEmLn4vLNA0Likm4Ad8hjsHWs89TMZRYinoePXMcbrBt0blUfdEAIATyfB5qz0c8Xi0GEGrATvk34y6NUPvKU4Q+Omi6e64ecT5zyM3zgoNnl9HMALp+Rn0D/nYenax770G+++j530Ts2T+kQuyGgAVCFF7pv8O31i+Vd1/jd32x1aaSZmHwf4oHAcbxD5GsywAhPsW1K7HLYgpJxhN0J2OWMLfEKJwBnX7b17Qd0bs5X1MU2bZZcaasdbzihnH/safqXY6aKF02mdHlKyadIRPxfO3j4/9fa+l/d0B3ucIfe8/5EH3v4PWf+4uYn6oeAJS7H7GQGzNBb0X5fjq/yN6lXeUfcOyP1DAQmJRk4xAMe9CBsFkAEYQAyuHPx0yxkOMDjnR48dFfgh7sA0E1qznoA3Dx2TV+LH1aUg4/deviV3z4xPXP9WLzjm3NT/y3l5wC8Eac9eQd5wm9v3PbIB+vFv3Jb/YefYPsApzAIuWfjhXPXr2l2G4iXXCRdaiDu9z0Yr23a3aAOv98DMwCtzfmlDjqAwwfv2wA3tgTo+PYE4HHptSt2PPJP+170uZt17atPG7zuF7cWr5mYSJe6z6TB/d9CPwfgz2DaH3zXdODhZ3zu7Y99kP7iTrfUV9dP+hnA93K8auHejibnfQncbiCe52fNbVdK+wzEga+ZAA+gEtMmgMTrlHy5BTWAjp0O34IPyPzD8lk7AaLTBfi4sN6ip7mXH60PP37L/j8/6YjRzxl44W638d8h/xyAP6NZP/PMM/uPfVg6935/oVc8/gF63p1uPvzS9HrNl37AYEfk4YKn11kD8fLt0rd8af6Wd8UfGYw7dvs7YV8U+0YUgBsaUNFNgwzQoYfdRpsEkhwq/jrqIcfy75P5nrnj4K1Dzd5roC++6Fg9949/Qe8+8cRNP/U/JHKzN1r5OQBvtKlcPdEjUho87mHp/Ac9v3j14x/Q/Ys730yf92uWOV6l8DTLtxgp+VWNEbTXu+AV10rn+YHl2wbjDy6V0Hftr3ZI/kdBew3YPaYdBih/KXaXL6u70P1Eu8PQOmBaZ9+phbY/tDP40AsOX3jOY++t1zzi9HRh8i3C6r38v2RdpZmfA3CVSflZmADiHz1o/IKHnqq//sNf0VN/+w79vznzlvriSVt11dGbNRzzO8Tk934ysUvyILHX94v8O5AL/fR8oS/Xl3mnvGynQelXO9eadpp2mw74KZuvAE8cU+9+R+mcPzmi97I/OXzP006/10ve+8Q7rruYtn8WY7oxcv4cgDfGLP4YOR7xiDR46iPSVa/4o9FPnn7oc6997q/ufdajb6tnPOZ2et9dj9U5t9ii/UdPa3AEL6P9UnrC7wI3+FsQXlzH121J2jQqnTKp7m026qozt+qc3zpG//bkU/Tax5ykpz+pf+ErXnHm2NlPPuPwmRemF/qC/GN07r8htPhvaPPnTXoGUlL5whee2X/EvQ7b/5LfTtve/Af6wGvP1Mt/85Z60uNP05+8/N56xkvupmf91T30yqffVq/1/dtbH3+K/uFZp+u9rz9DL37qGXri026np7/ypG++/B8epHe+5lfTZ5//S+mS+9//FJ4/3ML/G+X/BwAA//8YBVf8AAAABklEQVQDAKD+2Wkgx4sbAAAAAElFTkSuQmCC",s="data:image/png;base64,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",Ee="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKsAAAC0CAYAAADraNxXAAAQAElEQVR4AeydB4BkVZX+v/eqOkzOiRlgACXnnAQEI4qrmHYVlSCCIkExEEQxre7qrq5rWsMa/rumdV0zqKCgBAkqGQaYGSb3zHRPd0/n7qp6/+93q19NVXdVd80w5BneeTefe++53z333HtfNbF2/NsmCSRJkjXtkN82SW/bCu0Q9lbIDXCaZg8lycsGC/pwQbrC4eNNU7aCzY6s2yiBHWCtQ3BdXcncoaHkhIGCzu0v6L25gk7ISVGhoImSTjddZsC+1bSfKevwjucJkMAOsNYQqkE3YTBJjujPJ+dnJ+pduVgvNECnmNYNSKuGpDWJtNrFV5g2m55nOsuEtn2Zy8+yf8ezHSWwA6xlwjTAGroGkn0HkuTN1qAfzBf0coNzyqDUOpBo9VBe64dy2jiYUyuUxNro4htMLSaAC+XtP9GEtn2HeR5g2qFtLZDH+zznwZrcmTR09CW79eaS1xmgl8VZvdHL/SKDtM0AXTeUqGXAAB3Ia5Pj2/sTdeQSbba72cBFo3Z4EDaZ2kwAd51dQLve7k6mt5o+YsC+2jTP9JyXueVR51OZ7TkpOADTnXTP6x9KXjpwiC5satTbc5H2tErc7OV9bd4ANUg3GqBtBirg7DRAu0y9TrNloP4o0UAmq36LE+q122VKgYvGBaxrHQdw++weafqg6QLXf7Bpgv07nq2QwHMKrN1JMt8AfbE15KWZwqQLvIwfZvuzYFppEK4ZjLXe2nSjAbqpPxc0KADtcRoA9QGAjGE5qILt1YI1qw8EZCUsY1xmI0DZbfl3mtpNraYUtKvsB7jT7b7Z9GED9kzTHvbveOqQwLMerAbD5N6h5Fij7YJMQecboEcbXXkja52X8nVG3oZ8TmjQ9oEBbc7l1JVqUCMSgDooK10ZnzUlShrAJZ9N3ADcVNtiKqTATc2EleaEFgao57uNl5teaJrs+B1PDQk8K8HqQW/2Tv4g09tsh34ginWKATrBKNpo1bhmMNF6Nkhe5jcZtB0G7WYjEg3aNwxQZytqUMsNINoZ/ZjnyEjyQoCWZFcZtG2PMwJaAJratummDBs34/SXmD7itp9l2tPU4PCOp0wCzxqwenAbTXt4J/8PBig7+dPtzjNiNnhpX9ef13przY1epzd5mccO3Wyt2pMfEgC1ZaAhq0ZHyY4AXJmYtskLD3gBXMyE1LbFTMC+TTdlmAkAFhMBW3exazvfxGnCjiMwCyJ9ntFgNTiz/UmyZ08u+TtryHcbnGcacbtYnbUboKuNvBZr0Y1Oa/NBfvtArE4DthuAOm3AxDJvpwRQAJbKZnu58AS0kOeO3LygbTETyrUtQEXbrnHFmAmA/AT7P+h+vt10pIlLCEc9e5+xevaMBKsHbSeD9CUe9UuTgs5QpP0MRpuePqxP1GL0bchlfDYqHzflAkC7ckPqdYYiQLMKy7wFA5Age5+Uh7pS0KJtPY8CcFMzoZq2RfMudOteb+LC4fXu/872P+eeZwRYPTiRaVrfUHKiQXqRQfoOH9gfaU066NFea+0JbbAd2uYlvt3Uaeo2QPsMXO+tNFjIymbpuBulJxMA5cB1l8IxGNoWE4HTBICLtgWsHIFxmoAJcZAbeZHlcanpWNNz5gjsaQ1WD8TkwcHkCKugt/cX9D7FeoHX7Qb7NwBQA3G9qdUbpXaDlo0SO/lux/UXcgaonjINajzV/aSgZdnHTHBXKrTtyE0ZZgI2LiB9lWu52nLiu4Rd7T6rb8qedmBdniTN1p7PH8wlbzEoLx3K6JUG6HSrHs5A11k9rrfWbB3MF5d4n4emG6V+7+TZKNkiGH8n70F+Oj7lwPUcrTgCQ9uWH4GhcQEuGpjvEi5xh9C2Jxi00+x/1j1PC7BauA3exe9jevNOBb3fS/xbfKM03wBtG0q0ylq0CNJ88TzUgO00oUF7Aag1qfEclnnsQQYceiYPFu2nL2hbQGtRBDMBMyAFLSZCem7LSQIf1HAEdqo7fqVlyk3ZQXafNUdgTylYLcidc7kEzXmp1eHfs5P3+U6nR2e1d/PrDciNXuI32RbtsDZNl/heg7O4UVIFQD1GT+7Dmv0k1Qhwqc6iCdrWJ3BKN2VoW7Qr4OU0AdsW/xy37QzThyzn00zz7H8aPvU36UkFqwUWdybJTF95vsSIu7S3oHMHIh3oEeg38dEI9/IbDNJWgzNslOwHpM6u4kZJYYlH46B96u/psyMnfU6Bm2pbNmUcgZWDFhOBTRka1/NfR7n777f832063NTs8DPueVLAauFM85XnMTYoz28s6NJ8rCOtJhIAyhLflxM7+SJApU5rVQDKjRJ2aLrEpwBlwJ5xgt7ODUYGgBaZWIwlbYuZkAK3/KYM4LIpm+l2vNHEdwlv8LgsND0pGHCdj/t5whpqIUzzdecRprd6o3SxrzxfYoBOMHHdudYac72X91aWefs7bJsWrzyHlO7kHR20KIPC4Dzuzj4LGSAXCBmlwEWTYiJUOwIDsFw4YPceYHm8x4S2PcnjBZAdfPo+2xWs7nDGdIB38gGgtkGxR7nybLO2XG0tut600VJtM2jbjcbiTj6puPJ0dOlG6ekruadfy8pBa/EGbZsCF23LERhfgWHPYttykgBNdVfYlH3AY3euaS9T5Lin3fO4wfqjJAGgi72TP93r9WWWzumDkRZYWu3WlqtNLakGtdthW7SrP1H34JC2HNgX7VC0AwJ/2gnpGdgg5Ig8PQzhetfDImxbzAS0KvYtwE1PE9C2bNIWua9vN11lwL7UNN30tAHuNoHVHch0J8k8n4ee+sqC3udl/hxr0T1tPHXbLuXTu5ahnNjJc6PUYa3KURN2aNgo+cDe2SuWeIRrGe14trMEkCs0EriYCam2xbYdqW0BOT/NucrtOc/jvb+pyf7t8mwrk60Cqxs8cyhJjjPS3pkp6CLfyx9iKYQrT2vQ9Szx1pxtuZz4kKQSoIlcLBw12QoIXzUhxG1t945yWy8B5O3hClfOgLGemzLMhfmu6mwTX4G90hh4yo7AxgVre5JMB6A+N7rQGvQSL/Un+8ykwT1d3ZvXWu/kufLc4HCbKdihNjq7TXx65+wyjiu0qPu943kKJZCCFuACWg+nOLfFRGBThm2Ltk1NBOzax9xeD6+OtssRGPYtfy9hksNP2lMVrJ49DT2DySHeKJ3tA7mLfWD/Iveo2T1rGTJAfcW5MZ9TaxJrk0HZ4XBXbkg9eXbySbiTd/QOgD5po7jtFaXAZbXz8FbdlAHccjOBYzDDQqe5Wm7K3my87Gb/E/6UwOoKmwYGkv0BqO3Oj8cZvdYbpblWjSzpa3xr1OINUqvtT65AidvsJZ+zUDSoiyhd5pmxCOEJb/yOCrarBBgzxg7QevsRgJtuytC2bMoAbfmFA5u1vdwKrnYxE/hpzhSHn5AnNkinDuUT7uP/M27QhxXpUE8zK1Brzbw2eaO0yWeh3CaxUeIslDv5PoOXA3sAaq/oJJ19Qhq5g+mTKgHGkfE0DARwWf45TWBThpkAQNG2mAnYtGhaTAW++HqpW/oRY+oc0x6m7fpdApq1OY51liItThJ5zyQaCViHvMyjMQeSjIxXDRRY4pMtGtS9olN23MTn4sNQPrv7zdgyxmDClmDQtoAW+5bTBLRt+REY3yWgefk4/AKL5r0G7KlJkhB28PE9gBXNuNJgXedbpsk+VJvvKdKckZrsb8xmlM3mlYkk8kauDrKz43kOSQDQQoA2534DXDZlABfQYiYA2tRMQNOmX4G9wPkvMmgvNvFdQqPD2/TErolGoNZbvJg/aiR2mHY3MnfNRpoZR5qujKZmC5psxDbHWTU4zUkl8GrHv+ecBFJtW27bpsBF23LBAHDT6120Ld/Y8tMczITXGrh8l2Co1S+72HdtVNzpKeMr0MIGL/0rjd5Hs9asNjgOapYWN0ea3dioGU1ZTSuBNgqgzbiqrarQ+Xc8zx4JGCpWcSqaju4W9m0KWrQtoEXjAlaAi8bF7j3YeS81vcegPc5U199LsJK0nVrw1afUFcXxJut4jqTW51XgbG2VkbizQXtoQ6RFGUCb0fRMVlMas5pordsUS07SDtBa8s/hpxy0hlC44h1pJrB6o23TTRmfLwLSV1tuHIG9yaDlpzmxw1WfkOCaBu3pdS3dBanDbqviuMVadq3DDxqJPY2x9muUDrGW3WlCpDlZaWY20tRsgyYaxDtAqx3/LAFDSZBhE04SsG1TbYtGLTcRAC2aFtsWDby3y19kutqgfYWJj8cd3PLElHbQVoB8S6rBJK++Ql7dBmynqa0Qa30+1kofE6wwaI1hHWZ3H6vTuROyBmxB0w3WyZkGNcd5GdMyhmXse8tmxjue56YEhnsNcAO2HC4HrrdK4ggMkGImpBoXcwHsvML5P23A8t3tUXYNOQVQpUaHT6jkiynlfD864LOrXtPmgtRuK3ptLhaf9q2NClplrTrNu6wjbR7s4WODORMymtkkTbOWnWTgNts8ALT2Bv6RK97xPLclAGgNpZJtC3BTM4FjMLQuAMaF8FPmEIvtX0w35pLkTFBsf+lJMokKhnHeZ6pDpn5r2Z6C1G5aH8Vqs2mwwf7VUUEtRuOuznuE3V1Mc3zWNdO27BT7gz1rlO7QsiXR7vBYAgDQTtCPhlFw0bz4SUvdSIVClCSami9ong/7p+fy2jQSrMHQMLfE2jOA1lp20LdY/ebSaq6bzbHD+pJN2AaD+TFr181G5D4+NTi4KaOdGiPNtsvJwRTHo2lTe5a6jF9zf5Y8NpOeJT150rrB+EOGlwwdNblmQ0cT7U4yseGaYoDuPFCIF3cPqa9jQLf1DWlpLhH7Kmep/aSgzRVytmUl7NgeA7bTtMlaFtOgxXbuCrcgycY61K3Y3xp2rrXrbIenRwUB2gk2DQCt8bvj5KC2uJ+1KYZHGHfDQ43uJQAFmNPs5+c0s+3OtULc01elh3X0q39tt25u69VfBnPa4FurTmtWb52cq47H2LRizgl7wvzU54gel9tswG4yolsdXjO8CZtiU+Jot2aPxozmTmgSpsHUbFZoWexZm7sylq2fpUg7/hUl4O1tf06xByrr3W0mbHfTda6Y45n4ZnxZUW0tBk3a7E6kIJ1hPyCdD0jd96MNzuxjHbphTbfusBzW9eTCd9GbvZHq9RlD3WA1Xzl/OC0YMDANdA14GQS0Xa6sw5w2OX6jaZWRuMa0i1XpEdbzRXt2+KjLFwscdfkErHhq4N7QmcD/iX55EiWuv7B2s5ofbdWU9T1qIvxE1zsef+NUX7gze8LF1+pfL/yVfvCOn+kbF/wme8n374r26ujuzyrXPx6Lp0F6RRM8rEEZpZp0glNZ5qfaLYHU/r36cgKkE1d06o+rOnV7W5/WtvWobXO/OvoG1TUwpD7ja9BoL8SUdCGY2xn/sZ3a61y2fYNx7AMDAd7exJcK1rLtBm1bXtrofI9lCmqPo3A+e5CPuhZ48zXLcTMM5Mm2BwCtLYYAWrflWuzOfAAAEABJREFUidOymawKPf25zE/u117vu0bv+8cb9I0v3arvf+4mff1Tv9e5nsExQHa/nvSn3+36v4d1tq+xP3bkTjr0uF0094C52qNQ0Ok/eTjztQt/2/y5f761+aSHWwYmK4dueNKbuDUVgiOUT8aFWO6b7GKPTrEL1GbbnVcoFJ4/mNdRbf2asqZLN3vJ/7P96zb1qdVg7egcUpfHpNdAHjDQhoyXvLIyvKTI3DlqSlTHP2eyGRH+hr75yJgMxxGDjjdv9bq1neZasmejREttSee89u/v1h/YkNF8g3a2Ndp0A3ZKOJ+NSuezdNIs6mjIOFkAn+vI/+Zh7fbha3T++3+T/e/fLdPXJ2X06mMWaZcTd9PU43bW4j1m6203LtXnrG1nGdTuxjiMt2tyLvnF8uwHuoZ05sSM4sg9t2w01wvl4YukF+6maPF0HXR/qz525Y1N3z/vVxOu/NYdQ/vn0LSo4+3alsfFzC1XbA6Mn4dZE+x3LzTN7izTPNMC0962P4/pGIwnr9ysW1e066YNPVq9sVutrb3a1D6gze296tncp/7BggatDnMGZ8HjGMaFClBpDWZEhXbGf7yh4owszVgO2mDP2jwI9qy1bLuByynCetuzS92TgmfFIe7N86xp53pgZmbzArSThkFrTD9+e9ZCmGSteeq7fqov/vQBfW2ooDMOmqedTvbg7z9fmmLLKRMXm4+Tz+uQu9brE339wa4qJjzh75we3Bgt9I73RZbNqNoSx1g+2nWGdNyu0hGLfI6d1cuuWdbwb2f+rPkrH/2jTvWyaVBY2s77FD1gBhF6aNXoNrg9Spf76Q7PMVni2i2fT47qHdKU1m79ecVm3b6hV2s2DaoNTWpbtctun5f+AdvrQz6qKhhUiQ/+EwNVBqzZKMwGPHGk+gcqTjRgfTpSSuYfNC3xA36xZnVb6MGeNXDRuI95YPhIZqZ7d7hnyK6+BeOoi0uFqVb3E01hE+b2xG6YHb/HeNCG7lChtUeN37tLB192ra789A368WOdumznqTrkpN3U5IHWAltLWVdai5WXi/3uXqPjaqVv9/icksc6M0dYaBZDJXfLrCKCwZnpxfRg66aTdlfDrtO136Pt2Q9eeq3+54JfZC/5yb3aw+ZErCdP2zIujA8SbXBjPf0FSKfY7+kllvsFNmV2tyY9wkdPszsGotutNf+8tkerPVZtm7rU0dalrtY+9W4e0oA3WAGkhUSGiBI2ReYlH4PiBKLC4PGLCu3U98QZ9dbIaflbgUs+opXboGDPuiK+O2izpm0xcB/1sdZK93I30yHWsgttywLaGdYmk00TDFrvz2RLQQgE4VRUB0Dl3fIfHtHCK3+rc66+Xt+4ZaW+MLlBLz1qZ03yMh/t4QWoGRO/omTNQLR5QEca/IWaObZrwpB689oZYdXLNrIUGtyfxT7sOXF3RUcu0lRrndN/8JD+8x3XZD/zT7dmX/hwS37YtrW6qJfx1uXzUIYxQZOCGUBqVSBAiiZlybcm1RG2Ded2DOjOzgHd0jWo1Z19al3X6+W+V5s3DqqnY0ieYxryypf32WoBoJY3ZYJHnqU2jaPi1G98iAak4TFdXxQMOkMtiTAGrtv616B1pn5ri568ZAWmNpdbb/86A/dBy7/TDdrLM+gAg3a+GzHb48GlQtiEWas0xnk5KawC0aSs8n9do9n/9Aed9p5fZT/zw3v0bZslZ+0/R4tPWiwdOF+awWLkSsofGlQerub3wfM8DSmplvZExFnzNIzkW0/l9AXhTnE/D91JeuFiRc+boSOWduijV92U+dqF105497fuTPYNG7Lto209TEH+HhrR5ma3e6JpJEjRpIdak87zJulvHX26qatfq72rb7XW2rS8Q5vXd6u3c3AYpHlVBan5ioqmuSaDmGCgcrAyXdz9EF/PC3VdbrtWKxPk6krQ6oA77+vb3gHJE06tHpj1OT6SkR5x4/I+GjjUUtjLyJxj0M6yhp2ajTTZ2q5pYFATvv83HXXxL/Xxr9+ub7vTH9xnlo568e5qPsQDNt/mvMsEO4RKqzVmvDi3x80YL9dTl+72VVbuCGslxRbwAsPmBbtIL9ldi2yTv/Ha5Q1fOOOnE778yZvil6zcNNC8jSZCClLruBJIJ7kRrk3W70KTWj1osZf7I/sHNc/a8772Pt3S3a8V3YNq9WC3e8Xa7I1UT8uQ+gzakiY1n5rP1CbJ5/QV6e7mlnBBynqpMZ63xI3lS3K2XSUrybFyhTTwgzLIRxnFBmyPyZNO/CphozXvBiN5hSI9HEtTMiocaRtgF58kzF/Wpn2+/Red/akb9a2HN+rT1iAnn7aXptoWDbtmt1k5vzxuekb+c8NBRL1tR5DkdTGcEqGBvFkT4N3LEHrj/mo8dhcdsLIrvvL91zX94MLfZi+49mEttKKN6gAuTfJQCAIPho4AablNOs+V72KQHtY/pAUG6V0dg7pl86BW9ubU2j2gdh8/ec+kbh9T9dtWHbLCKbido5Z78xn1TLWNPjKSxlTE+Wipbu1qgRW8BPdXMBg74CJqsMDzRi4fySBfvuxqK8TaYNS3RLEe6RmIWx5cp1fcsUqX3LFSH58zQa89bU/Nf9Xeinf2HhNwck5mPmPXNkYqDYHGyDJuUs45IDtb/2QbkgVeDdAej6cfIyv2vFXPkLSu25rJ68Sr91Z0xkGaOXei3vidu/VfZ/1cn/3Mn7MnPrYhN1H9XSOLEwYTECAFC4AUTWrJB00KSPlx6aEG6c62R+/zMnnL5rxW+sip1UDd5N11p6mn18u9TYChnkHlO3pVF0hpwAy3m9mBv5xoVHnYyk0NnlY0tCK+WsD5IkDnNGRkp77H2psxyvlUYdC2b1+sfFdnX773N0sKc//lVp32jb/q7GXtOtgC3vkVeyo6xLtgKnDnZRtW3lwVf1PjBhC2U1/FI3Jta7kRbLYxmE2OX5REBpMOsxkzuVGyLLU9geslV49sklZ0SgcYYucfoYzt+iMe3aSPf+DG7DcvvWHK265b0rdg+IYMcWTcGUNFzXbRbWhSQMrufp4K2tma+2CDdBeDdIlBerMnxkqDsdVas91aq3NgQAGkvQUNWouilAob+ry7N8N6n9nUXiXzKLBau0WFSBMT1bfRsGZBxm5nFe41ouJMnhkL6HK/frCw+IPXZs756A2ZLyzriK86bL6O9S3OZAC51IJ+oNVXYwOSj6E036Kb6kGd1CBNyIryRdC6FwG0iHu4zq0ZdPJSdN6k4cJPlhNFyRT352Bbfa/dR3rlntLi6UJhjAKtx0MV/8oiaH9ZMJQlDFGGdAD7l5bioJ6+r3TeYVo4d5LO+eY9E/7fWb9o/vd/uzn30nVtfTO85bG+11SXS21Sqwrtmsvr8M6cdmnrNf4H9EfbcEsN0o22Sdt68urs7Vd3z4D6AKnPSQNIXX+Ss5Y3WM2uvodxbW6untfDPDrB55F1a1djRoWcAKvbNppXtZi1nZlpX75NrznvZ/rKQxvjL5y4q05/w96aC1ge8lnB3yzUNd2Sd43qMlB9YGxLXcHg3sV3IrMMdTTRRIOWoymfJMhHYcoYcdba1aqsGTfF680R1myv9wC+aLFk2dbM+0QmcEnBJvGU3STaAoAnItwqlQZBu68jk0L8yEiH03iKeLOj+zYo0B6G47uPVOMpu+ugld3Zyz99+4Svf+Nvmbcu3VTgr6xYF2uhNelBNjx39bXokjWdutXL+2Ne2lt97NYeQDqgHmvTANJ8QSWQutrwoG6Dp86XTb6aOauC1bmjJFINfDt19JO37WpYjU5g/5VRPtnUk2/6xX066DM36ML/vVtf3GOG3vXmA7T3AfPV6Ks33bFOWrVZ8hITNgn9VvEsY15mbKFLCNlXcqLzM9wyQDvdQPO5alHLZhS0bNYjUgu0DBoEuPf0QL3iedLr9pZ8uyU0nI+uqnXgSY1jsk11v5hAb9hPeuGu0uyJCuYPGrLUGDpSClTxON1PMcEeP8Ef+U0dLIcGoP62XiLsCRKZZnnPcvp1S+OP/GmFzvOt3ik2x1au7dJNLb1abo3JnzHd5GvKTtum3YDUYB50/CiQyv+2VqtmPTmnmFy06hNXjXWktWuTl/ia6c5S8fgGoM8RqUwEQAv5fHTHimjh527OvOkbd2T+2bupy30vf9xB89XU0a/oL2sl20/h5oCBoLB3l/L5ozxLbfQYvG6Ez+0CYH2wHEDrYxB1e2qwQdkJ08CDO8nLKUsI5oPPbYPhHUBLo8wYM8E2sE7cWXrjvtKJu0hoMuKdJSyd92+UGgg8TYjVAu33auu5Vz5f2nOW1BhLAK2uJrrfgNOOcF1UyAT5sGlgVZrgDsNvRYfkMZEvVPSCXZXZ2KPdvn+3jvyXm/W2r/1FJ/xljTKNkdq9w++y4uj3/iGAdCAJzaGKUU1q99j5GRVfK2Ku25I11Uqn/TXT3DjrsFrJlfEZKWftOpjRYOHelsKcr92ReZlBevnta+JPzWrW3+01S/OwggEERr/viYPNGUA63NVhR2ymECCajp2/jz7k2SzKGPACtDbu5bNWWGqnydJ825tTAa1nJgPAYDAwaKXDbXW92vbg35nCgLuxaV1pL5Z5sBi8p8oMSNtRy8VEOmlXCdv2uEUK2rZcdiPLlfePCYksrICEXJjQ2P2YUuwBZnqUF9pKnegJf6cVyG+WSmjdxb6T8go2z2bY63/6kD730Rv0wW//Vcf6DJVVjOEpr6aiCWjV9q6KqDEDHjaxYo6VaSywymeitg7DpByLhxh72y+Zb95ZOODjv2+87Of3x5+2XXPWjCYdaE3QyIxd7SW+3dowZUQvESLagzjCuIGGAwwGwEXberkpatohybO7pGlt8MvClOsJmzDs2WkW/p7ev57qZf5V1kiHGayzJgbOVV/WFILPXjYNqmZ4GkViYx84T3q1te2rTLsbUMhxWGQKs9ftRZMCUGxhZOzlPdyzM5ExnTB7pltOC70ywfMxT9Z7bRKs9MnBJq+RbMge8ErDEZg3YjpmoSY53wu9p/jop2/Wf/3rzTr7nhbNtUnFELnGygdzzWwqI8cIzTXSxtKqFB0TrM4QWxBmY9+IB4Ba28W/fkS7X36d3vmBX+t797bEV1tAh3rGTmIZ9w1GcYlPy1qi9AwQQkQz04PfacF1pL1hWbY3yJ5wMA3sKYHW60uwZw1ewLapX2E9YmPCRulIb5oQMoMFn1qEBr93g7T/XMlnvHqm/KNfmEC+wdObDpCYkL6KVmSU+lHskSUPS74BpQBSa04DToB03mSJlegxg/NugxRNCkhRLMjTO/0wdsh4U6+0wcSGdv/ZiqxtF3YN6e3/+4C+97Eb9emf3q8jPNbZbBKGS2jVrTkByFro42lVZ5G7hFObChkBVvofNGji1f5vazXzH/+kV196jb7wf/fraz7GeL07Pntys2KWbDRhwSyNrQA6QDjS7+TQM0+GsJMP6Y7EtVN6CJfIHsDFRBh0BcXJYIMAABAASURBVJ4s8uTQbtYutoUFUBkIJgANZuBSRoRTf7mL9th9usRAlMc/VX7vtgU4MHno63jtoI9WDjpqofTmAyXAu8hLenNGQZNyooA9z3LPhnSezSVWHk5b7jFIw4pnFQhIMa8AJxcuyBfFQBsymaIioG0+XxVjtrM18q7T1JyNdMJdG/S5f71V3/ninXrLAxs0eyCrui8A6N/MCdJ4WpV8Ma+xyO2MG7JqbO/NNXz3bh36/muzV37xdn1raZsuckP38fIa+S46AA70ASDsTOOKYKCUP3ElvwOAmDCzHxdyNE5FuRDhF2lMBISFVjlld9kYVtjNT25SRRnASecYTBFweRzI3vAwUAB/gQUfIp4GL2xy77SDWYJNjpajjfU0jeX+eTZlMA9846d9ZkvTDQQrEs2ZJE1rUrDzSyD1agT4ACmTgxMYfvpBfRBADTJ05fgZrzAGKAqvbMShHNgzTM5qV298z//h/frvf75RH7ltnfY22GObHwUXH/OZ0zxmcimRtpQC1Tzs6L95h06/4vrst29crs/6aOkU26KT+bKJ3TeDzxJNw2kVHWL3nsbROdKIhz9uCBMwkc5yFRpCwOTHKcOPA5SxEzZRJy+WzjhAOs22qGe2KEsauXFDGwgME3w94TQStNiorT0S9t9w1uC4P36C96l50QnXTHuZmIAJu9G7c/X5yAVZOHncB3Ae7Y3Yi/eQfPoSlnQfRQmbFHsSvpxhe1cf0tCkPvgXioZ6gxzdFjZloU77fZoovl4ijJ9xJD8uZgZnpMbGJN9KvvT+DfrG9+/Vf//fA3rrui5N9m2lOYxu9lxPpnq0KiUZS9yqtKlHzZ+7OXPJw206xzNnPhqURiFIaqbBNLyc6CSmAGAlD2kwx4Xwl4gMw4HG7LBn2CEvxPLM8v4P+0mv2Ufad45EG8qKhrtwlijiKEMbIMLD7ERHIdpu+ypoGK4g0dJpHrtRFIkosurp8C+dOaxYbX2R1vcobC4ByFjtQ/6cU6M4mrMK162+GdTsSRLLfKpJAak1oAJALTDkF/jaj4kFEYc8WbocjSPigt+v4HcG2gR4MTlmNymalNHOnf06/4bl+s7Nq3VsNcDWY6uG9vhVc1Bae/ITvvs3vc/L0FFNsSJ2j1HaMLs0jEa6jcXGm1kIO81PmK0hTLwpfUjDjxuIlyNsUgSUwJflzJcGYik762DphF0VhAyKnLXiAaRfulP6z3uk29YM0+riDQ3aY5h9KIPm6LB9xuZhH4OeekhIARFLsQenKVIwhR1URPrTiQCDASBMhM7+JGhC5Jy2EfkBUm+AhDkBENMzprmTJUyntxykYONyfEV+CB6prHAh5JPGEw5+e0J+V5iGccEB9QB+gO/kYDMD3MaM5nkD98kbV+j0OBvgQrK4AGhuCN66XgzI6Iz5vH75UOZNfXntTwZrG0X2eCAVGuoG08CUaGjqpynkCdrV+WCOE4iXI8hrp/QQJondu69edaaFyQceHIgjsFLGER7q4cyWDcY+ttWOXiix0YL4lsArgnzUEgYNjfTd+6S/+iqXywTs5AgoQuaL4zZkPWkmu5/8UQ5Ow+yVe/7kgZYK3Q63aPRDG2kzRIv6cz6l9+TrHkw0ZIT0245k1UBrBtvTjBxdoQXhiuI5fhfp/COk0/eWdvGGDN5oY9JdTNaCwcQiHMiR6TgRDv7huHT8+bKeMSEMsfIStkzVGKnR9vh77lipFzvOJaW5U+BUP8Ujs9q+S25YmTnMZ6IncQRhxiWAslRTCw1JG5umB3eYGXkQ0oCPldJ8xJFMGBdQY8Qzu/efp3Bu6OtXYWexW03zh7xVXkyG261JAeqbbSIcMr+YiXIQPA738RV29SNtxUNuTAp2xqmGpvNQGHwXd3yDtcBMH5rz0fckA6eZOOexWICHM418DJCRUY8nzME8sqEPKR+ARBshtyeofQDARGbS9ecjre2OxIYRexSTgfFgDJA3ftyUX+pSFtmfc5h0zqGe6AbwxAaJcfHGKGSjHG3BJQI35Rf8jiRMXf0GBn7iCQN+3EBOM5+4K6dL1/RoN8bFit6l6388DpWZPSsbH2rVmwYG1cDspPKUPHhCYCHsYq68OGvtcVuCnzSETbjfU4uwk4kqkYuGA/xX7Clx3PJCb5oWTpM4GyQv6WMRGuTWVQq73cXDx04AsVoZnwmGTRRgfv0+0oFzPRjOmNYT2Y8QAIHdKdYAuzVEmmPQznB/pxqlE51mS0iODjhxNlHMJbf/43rFGWjWNhdmCzW4/lCx26Osa2bTk4KJj304H001Kv6Wbmmjz0UxkRgHeIxHyOlVHo/3HKPwIQ3HX4AWOQE+CF6lsBmmYXuVjnUApjORv5zAQf+AVMiLvxXw3vlTDIetMAGoA8HjBnIguX2VDveOf6FvoAL4qNBsFci5OL8jjsohR4V8pLuNOIGIpzMsDcQTibY71nfzzOLX7Ctxy2QtRhLZ6yImELYpu3j4UYijF9vWeKsS9UMe5/BtAS5h2odLIeJMecvveT47P9ygXei2zbL2mmF3snesEwyWJ8WeBbALpkRaNE2a1MBJexJmh9tSOiLEHm+zCYD9jSZlpcFmBCy4nJe29BSPqsiTjhV9rUWJE1h5+HnMxUdL7z7Kk3uewgQhLSVnC2Mewn5RJ+OS1gE+IMK4KRH2mTzFD7qnRcemlwhEjEteweKRmVZ06Pj+QYlZnQ4mLkSlLB0etABeKicOHriBHAgunXAhNPG+s6W/318618sNO1JAhrZw1q164HvnOgWNytFZWpgbGgMqDY7pogHKM7iZ5ZOlP4l1bxSr3X08zKA9yJNzXqag2fZPsxk0KdMg7NlUDMgvKue3Pf2Ac8aESAsmR5ralATAAlK+PgOA9IUNDZsuAAMxJlAy3BDS2/plM0HCRGBcyzs8nK3k0Bnq5UiQq9wzD5GuPFF62fMkNktB25q5n1CGMWGiUDcRhEkruY40DEKVxPtYS/mcMmt79TpPyryTx32o010Im4fE71DIxxwNNoKfb80amNPplKi8YLZUCDgIOxg+OiEOCmF7/Ig7Z46a3nesdPo+Eh9FbAtA4ZnSEtueHHWwEUvjcOEL4R+TPBJ8aUX7yvMRDn2LxEKw0f6VUaJ7bAJkvOweY6HuaU072ydA/H2DKY4r2bPKytkCjspZ1uN3a8bPhpwBY67g7H6QPWNic00BJG4sQCEOoi/VuJK22UpobY+00RoZEwHeI/MCVBRMefwMn4W+ci/p6hcq2LZofAACiOBLO6gXfim5WWQp7XfIB8F3YEB8BrrXqm557SBmbGJQyBG3+21D2N2Q1nQW5trfSCKM04pxy8PYTHSIeIi0nFvHbQYfj1zlmfiB48RPhDW1OShh1/L4Ho5q0Ax7zRrNhyUPTTM6ZUSMJeoD6prIKiQJ8m/zirMxF6ulEGuJNex9HsAZBugJtgF2t+E61+ANfxnRmnaia2gyNZgALZrW3pqP4WbVoADwtExFZpZT+sPuHhBg4kAs9TQOu54/eLFgijTFHHJubNjIVnCpHoiGozlnxUTgsmGzVRZ8h5P4mir1VrgWXfhK7shF0lUnSR8/pXgMBhYGPfbgIJBLkRc/uICYTCmxJDFRfKQ2bV2/Zo9nCtjGBdjmqiA4Bs9llfQX4glmGhmwRYSFWp1v2A0NcJCHg2Ya4oEUm5dLbON8xJ04zTMwaL5Iohh5Hy8hTI6oqIdJMpIf14mYFiPjq4UNtGrRw3FRvpBTjwHDjxjD/7lmSNrgfiyxpuXPH+1h7XqUtexCgxdNO8NhNrUpaB0MMnXvh1lucYgDzIC60dHWVzLc7Ct7GHg2kC09kVZuLn5j6vbI4xJ+RhzGwA1iJUER7DxdNhMUjppQMqSXsavpRY7Ytu2D0tpuCfuXcSe+ZqGyBG+QdIaPGP/xRRJn4QsmK7SR+iGwEchlCEN0nnbTF0+yyOfF8yxf56j9MLHSVMrjd/e9qhQKMQ0GZUSkRIaUSI8c4KqTnfw/v1h6p8/rOALBbqSMk7fr82CrxLcATJBqjNFE7IarpY2Mm2I9OEYbEy8xgxZy+J+AGCSdVhqtVl4bbcuuMd1rpG30BD3EbA62luXADF3vk0pNcl1eRwQQy0GLuJAzcaQBUg+tWALNxqX8MJiuT1yBchWMNrVZJlYTwMQuH41EPmcvPYBrormyNDMmE9xAA0FM8JF5S4XKPDQOeSBD6uJaFxPDMijLVd3LasqG7CW2Z//5JdKHraz4oxuWjwBk4AFzF8dBq9orMERZt9MtJ6Y6YZvaYiglIkTsTisODZhJWAcxj2CeEhUzCzkTZTd/kbXo+4+XXuR7Z2Y3Aitx3M4eBo1jmN2sQWqxZmCgWunl8Sx9DFB5XOp3PxIjqhDGOxGg7fVSzJ894n+31GZ5bLBpsNL57zYlBusxBrMtcvlATL6WUDloASKakwHBD0gBNCAlL2UmAChAymTzfiF8YM6S73rD8hcG1RUjB46kuNzgPj8AwY0ofzjO4paKr9AwruHNhgq3PF81v1cKofWom8mC2TXSRCgvB0+W4zSODRmfWV5mXPzbyyUuG9hfMC7gh3zUQTmI9htvRNekbtBqAacZAliHAwU3dAAhBWbOREe5xuEOnSu6y0+Q/v4AadcxgDPMa7s5fCF0sI9PDKSaPNGWTJqaGcoS5njB9tiXxVT1BhEYtEP29BtMvbadGDt+qYGmBbSPKNF9SUGzLCof8sgGkGabG0CcZhftmRIgRmpoYUDKX3vezYM9A4ACROTOwDougBR/GFA3FteOsNcGXBkbJIDLZ33srjXiH7Ka5qmx2K2Y5+nBITFjCc8RWUtBxjkNUB6AcYZLPXyyiGmSpuOSTrvwlxPt5COatx4sfeFUiSMwxs+nKiK/5WmxyTduJvelvGy536uZ+EVCeVw5WNUzGA8GY901YsC/fn/pihN95HS4hGGNyndSefkn1I9G5YaK3ehYFXGcw8CNlSdN46SjlmZN8+Baw9LVxIDNx9ayQ4lXnrxsz+Y3G7ybLGdMg3WDse639lthJbDIcd5WylsQzTEPgAs4IfyA1Hdq2sXA3NvHT8222brsD0smgw+5XCnM4JonURUEmFjp6HeLD/83eIdPvwBCZUaJMcO+5NB/qnW8b9LDsWR5PjQemrE8Dj9yQgj8MsPt1fquLR/RMKnIU4sox9jxLQKnCGjblz1f4SMk+gXOuCFtqMGAc3PLtCK1Aqx9ljobkEstcpb5k3aTxgNKBbftHFhiW3VvhnocvrQZGidbSOb4hkEIgfpfgDZnIds0yPS5PAqx07N/kwdlYz7WWgv2PmuuFruHmq2ndwDtAvsBKARIn9/ar0mruvSQl/P7rCW7Aaj5ClACNuxya+uiFnLhsR5A6/rD7RFf5mPiYPO6HaOKYUfO8qrCqjjXLnYfWpk6y7XqqIKOcH/9tiZ0ZSgFrnUxFTxpw+VASKzxchFhnmCanOe9zZdPk861dPhpDRvCGsV0E3LmAAAQAElEQVTk6/5RSRVgJZUZxmEwFRB+qgiB8AU5m7bx2oCwOX8cLx/pfLQBMPBvJVXaszn1mk+XB6zDbjANDN5VeelegwUMesrrAKNwN2vBfdp7NXN1lx7d0KX7rKXWtnZro8v2A5YSuUFMOkyVrP2AaTy7ztlKj+sJg5xuyMx/FJiwSyc3STvbRID4JYHbK6jEaBwPlxF81bXOGp3Vj40gfahVLN1Ykc7JDR+H7+21ppZ29oQepf0pWwFWBAOR8FTToz4A5jPBetrh5VTtffXklAwYTL/6MlfPhZYFjHmDiZOmXoOC/wlIexSLv4zIX/peZQA/kvgQo6+gPQzQdbYzH+oYVMvGfrV6Z7/Jg9xpgNi6GH3Ex2dzfCuxaKrE7t71bBWYXK/KwVTVRHDfmBjUwYUNJgJ2LTQW8FgF6LyLhwfg8vssgFtNq/ucOmzcQuayF3zKgiUvpgGnEqWIMk8FWImno7hPJbETDRuDbH2t4KcbaOF6cqNZ6sk3Xh43DXkHe9aesAnzmeFma9d2mwXtBiIad7Vt0vUG7AbvbNvaerTJk6pjU4+62gasmRNZEdeuiVVl3hSJJZS//4R5AHDHAlPKLV26AdN627VoWya1Lb00SwBRCqYZNg0A7TxvCYljiR6puMCG+1Mqn3owR+DLjzapxxOxNLmYEGm+cpc+eEKXRwU/QB25mQsJfo0Cq+Oe0odO8B3qHtPrbwbnglA9JZgECL2evOPlMWBhFTStATtorTTgiD4LFRPBEFGftVCvhd/d3aeern71Wqv2G9GD1sYA1dkrawEM2IXlZ6pMMH6lwSaJa2wfmSmAaVTpSl5pCDC5HeJvLWDX2gyR2xQ+iiEtzYc7wTuenazRqYujSvdJAJGq3EeFpYCMVQhe5OOj77XejNFuqErWqlFoVWzvqomOtFz9fho9HJWwg0Wr1NssBtjHbnVlX94hbW2nPQCJD7AjH5jPvG+DjrfmX+TjpmYqdBpjWDBwC55omI1DvlgY8rXoYKFQGLKGHTKwBvoLGnAbB005xxUMgArFEpiYGUspm0BvwAR1mxlp1AUYMBEA026ezFNcaQCTYe+6yTImUd5VCDABWDZJXFOn/MsLc406y8debMj4WwycN2GbVstbXg5/5Bc3T+6nffU/XV6W/NQssLXjVpPR9khAEA+2KfzOCqHWyxNh8pdX6sk/2+ePtXh7wEsAcp6gMb1sT31gg064o0Uf903a//Mgf9SnFN+5e52+fftaffyutXrbsg4d1NavGa4/Uj6fs1DBkK2BGIWWN9/wt6C8rAJos5aigrdeUgEwLt8k/XWtxJ9TYmMJgNh8oP24BkUbuh3hbFLD/9gIAyY2w2zI2N1TKTIczjKmw6bHE0bW9EJBBBPBoB9ZCIBzjo1ty/kpZ7ZeFUrL/Mj8aRiN6v6mwXFdQEofx8pouY6V/OSm8ctLjlX4inxrakbgaIm6yjDta2f0VPF9fJ+m3bdep9y0Sh+6Z4O+bhvs6r5BHWMwNDMAaAz75/T261hrwTPXbtbnHmjRd/66Tp+9uyVz0fI2ndLeo3mKwWaoLHyUWpA357Hy1lq7e/U48861OuZm34exmTQfobkAL8DhIJ7B47wRbQto13hptXYP+TwBAmNegGkXa9oF1oRsyKqdpZIvJQYdsBIGjACc+lt6JOSISVXOn3xMHo7VOH/nRGWaz2zRttjQpI8kQD22qCtL9HuDjGatjK0M0e7KmK0IWcuIv10VhEtlvsgNamMreKRZma0PW8PwW/et5cGGAEp5jeWytNYSotXgw1nlktvW6rxVHXq/7cYX+FhssoXknlVypY1QAK/Vgt1Jff3a31rx5DvX6C1/WK7jXA9ZSgV9uL4gN6iv+pLhyxMada75LwT4AAMXQKDtIPzIhMNzQGy+4Vet1z8mLdlU/D6VKzXKpRWYZ/iVAfbmTBspiTVlNTBx5gpI03K4biuOWL6ZKGhbJgn8aR9tChn84liTL7/4nRsfsLg/wYYmn5OFVrUZhLcusvg0lq2aMvE4pN6tc5l9v10m/Xpp8Zek/G0kL5O63nE3WKAsXWnj6+HMH7rdf44qf6RWT0Hn4aaEP3Jhb3jQFLXqZuNmDRfyjXixVN9BXC7SBO/eG727bbRmazL/ht2nq99l+71B67c93R9ZSzpvEYyREu96h0yDNgviv7Uo8plWMc2Z0sdtmmntsZ+PsSZZW8ce9Dx/EI3zTswYzoppOwAx+D1tJE+gcKjO5uhrd0k/fEiy3RvifRQWPqpGG2K3m3+oChOBE5KgbX2a4Fs4AVrS3W6lWjVkrvZyJuoNN2TdEjdk1En58uwAPnxE4w1Z+Uc0WZenPtktz1/Lz8bKcqmVXIrfJrAub5duXiUdNFd60WKJj1v4fO/IhQp/voa/u8SfsrzGQEaQpdpqeB7rkNCMLDE1sowZzRKZLo9L3bZb3LZbVktMHpZSNBQMEC42YY1O3+vd0RrypeRw5OUxWtqh+I51av7rejX7nLbZA9mcRBqy9hsw9dl86f/jCmW+eZca72u1OToKpilHhfEzIKOeIcXLOpW5bZ1kTa7lnZI3YSGDeQZAos1cn/iZ+Wdul5Y6z0jWhK2xw/9DAFCVf+RCf/ltGhOCjRImAku367c9orr+kZfbJJQP/NHwxFUUjiRPPPERze4zJfYF/H0CT/KKbLUCPoeulVQRH1eE6gg81CpxAHyKQbrYdhJLAUJJiyI8bKgTdjGIfUt+q4efnz+jKdI8uO4fTviL1vwp9kPnKwyktuIfPLyUyjtzYff9YYXE365CC3Fex4T50yqJeH4Ju6xD4rAcEFA2rcoTpWBg/sBt9+NYVC8+kx9H+HEBg1TUhSnR2qdGA7nZ4eYbl6nJ9cYFL7vOuVWP2QYNai0eAEs/AO4K26e2mfWNe6SHvOyX2lGDO2Pg61tZa4cNk1cE0c80O0s/YHq+wTS9SWI8mMQjtWWaP3U5qqLulL/7HfijdVkB0nypa7NJfFvMeS1l0vhaLmYHXwfVSi+P3yqw3r9B4lL8WGtQbBIMbv5+UjnD1E8H+eUAf116io3xnz5szWCth3CYpdhe3ryIAXnhYm318o8ZAgh//5gEKOk0M75cQPixn1giuWWh/WiH61wGzbu0PQnXegbqb71s3xGpOF/sFj3yP3eENttBKZWIPE4VdZKGn3ylDERsJcGTNkPwZXIwQBC7/RLvtMIq/Cnr/ojJygE9/cXmpW0sz6mJwP8Tlm+EARegrQY8yqDly6tJ+XMWXM6fPLSfSYG/XqrHVk15IYfUP6bL34ViuUUDpiMJQGj0WAXpHLOZn7tQ/mcG7Q/ulwAMBjx/0Xlrd//UB1j5TZZtv2DQz/CGgokzlj1GWyjLTnXJ+kSf/6M4c9xgjfQVj78fUlXCBMKHQqxT/YQ0wvhxSYfwByIBCoHH9wJY5ayoB6qHaxQVc3GDhbZlNWTSMgmKKQo/U+GGjA0Zd/YAFuCmdTJZyvOn5XCRJflK/L0ScNQGwEmvh1jAOMmpJy956gIrnbzRRyz8pRM0FQUhhImtgn88QgvzN1P569PnHCy9fI+imbC1M7G8HgTGss7PPwAuSxOARfjc9KDR0/bi8tGGrHauvb+gX96fqL1X/Z5AH/WgdBkEfrZwR+iBHEUCFJDqEUrjETYTNwjR8UH7OX94QmLwbfMr1Elp88ZJiXrYwNQCUpqv3KXNyIffoKV2PHHkYRxn+PwZuYUzW0f6IkMA0d66HotV2LOsmvAH+OMVJD8nAePlS9ODnNNALffPtjv5nf5IYLKsAMJa5arFAzBm8f6zJfx6HP9oPANnsKnP9iL/Aw3+hw6YFvxkmxMKNL83M2rpTPSTv+X1zdsKWtLqY0+P1FAuGbDAVhsUfrY0JMUGeHO20makaiYXox0pkIPruJKLfxvJtnRRzVOeRploA9+nsldgwwRo6wEGy33KJsjDZ6ocPaYmAmmMB6cqXACw2W10ZTmjqV7+lHcTxVmxb/lKcoP3SEK2rI6+hBuZVDMc5Fwz1QnYPHSO/7uJgxUPZgC2UUVkHQHLIPx8o46sNbMgFBLRzAgzkCNTbcPmAmF4EyTOgR/ekGjdZom6AVIAoXw0lC9G2bvlMR/S0wgEC1+IuMADj/OhsTP2M2kow8cm3E05ybGP78GkCTzNzA/NDgTXRo8ymxg+cuHvm1Iv2pB8pJcTSgXtWR5HHziOArBoQ2Tki45iFpg4AyYCH7ewu6dPgT9pxVylNyCirWkEoEX2TIQ0bqSLLcyYjYwfK0w9NdPdXt1ircqGqkobhVZl2a3JoEYCfL2LrpFafzSABCwIh0EFTCmhbQFZGm9Iok4FqKg/1FKlU8ZACRB4KE/eNCvh1A+fQH5RL/ns3aINiSijvP1pWXvHfZiI8INoS4nKStL/ybbXWcIX+Uy1wWloW3b79oYHIAUeIVT5Qna0ndMDTjk4auTbgbQ8/Dnd4Sw48DcjQEuZlFNop+PTMC79rAVG0gAr+baGxgQryyp2H0cR1ZgCFozqamljxQEiPsQYK8+4ae4xAoMQFjzxpwSogt+MnBUADd9COeTECtA6T/kTeDnCOf32g8fkp4gXe8wi+D1GkeuP4UccdTqZ+lzw8T3mPQgvyH7PNwVSlX+ALv3IhTNVvsTn2pVGBnOiSpnyKMpTD6sl17pcvbKc0x/ykZ7y57ddkz2r4Q8g0dzkqZfADbKqN3+aryZYEQ626hH8MCPNPcKlUpaSEdHjBuGNPTluxjEyIFgEiQYNnXAEYYCGIILfcfjJQ50MXKDAl8TgGfWiDBR4lae6CEGcQH6heaif/IG343DtUKUdSpTR6JiyxEpvgwFBdoi2QPgrc20JpT5PHnEov9jn4HwvQEPY5SOTNE8tlzzIy0d5autXuCFjwxRMhOHKs7Z7Uv7zJypc6NTLn3rBTc1ZR4YahJyrJnHTg/pnM1Q1gyP59pE7aHu36omcm6XJzuN6EGxKaA+EzExnZ5rGE8aPzZYERLlKhA7Zmz4OkprvLEQLDMCZDocNAmXT5Zs4gJgSYfrCX/wLqtQc0LAsoY2N2rctFx+bjzS9EGPxFWsif1q+GFP73Rx7SKmkjNyfnHfpD2Qy8tandllSkAmr4qJpCn8Ig1+Yunw4Wya9GnHyQ3Wk0Vb6v3nIoPWGjGNCbFF3k2ShbflGoIK/hQVw+XUC6SFj2QugwrMsqm5vXC2nB0u+NlQ4U62WYTgOA9pHP8Oh+h00BDOz/hKjcyJQQAlA6TyXFAgRP2BJ40PYmQNYzcaGq7HiCPvtCW+PerRxSIevHNLHNiSZrxsI+1MOfuTEpc0pEUfB4fJBs6R+BU8it2GqN6aHdQzp9IFYl8SNOsxAzlA2CoX9ImCn1mMNFlH3MMvA2nyH/vs+ffq+9XqHz4d/E2c0bN5UcoE1pzcpYFjCucFip88xFaAFVOWl6DM3VuVx+NP2cuISzmy7JY7BaBdYIU+JvycGv9rgr/LwkNJi2wAAEABJREFU3QBpJXKjtsVWTctXBSu2CjOM/6FBmrGaS0NZcqqljRVHpY/56nOsPHWkJSkgUxdNgr9ERhcDAI20qxJL2gDPDk3Q61YN6rvdiT5l8J/g5W4K+QEJVO4nbHm7pEpEnZnY3EgMmYdb7owEDa4GA2D/pFGXz56lD7tJkSmUDzmdb0sgxJRePm6Kgk5O89j1Q1zhvo1a8suH9XG+8OrO63uu3rqvVFTImLZtiSn6mLRoWzZk8yZJAJENk8urHiCR33ISV9ooKg71Q3kV/6X8OUkAH8XY4ptxQSbF0Na/6dOoUg/7WpRD9dCTUalbIvhKiB+abYmpz2eBi6+M6su9JReCMg26XXe2D+i7CAMNgQAgBsfgEP6UEBB5rKW2MBr2xXF+koHzFufdyYOVSUHjcPDSTjxOCyYBxfCT7nIkyW0R9ZKB/JgaUBHOCv8o46Ol2AVmGHxxCDuF/HYc7XcasDd9rBmtjNNQ0U0j3HeLQlreobXXPKwv3bhKrzN4/t2r8BpPwgJmFu3knJnvOVZ1KhzaswxTFRoXzcdHLgCXsWSlRFa0r1hb7TeTHx6YBRxv8iERfuqsVaqeyVCrLPGjwEpl/Aaqnv81JBqYO3cYbTUhsToLMSqm3iTSH2wDXjGg/D91DBaWpH/miDYHIZufByp8Pkc4ANX1ACwPnlk4Q9njpLJQmdcJ5WUdBIthEjCQJRouYuAMA845SaRBTnPIbz/2+Al5cB0TsEzWNBxcXik5U2nVKovD66SKx/VHPnLq+sMyfe/aR3XG0jZ9+9F25W5cIUF8J/y3Fun65Q4/Jlkbh+8p0Ip8CIQ2xPZkQzajyawtMK8wob8OVX2s9ZmnxTRLlpXYbRCXARyDDYugmO53Oh72bvMzCqwAkANnjqzG48oGizv58fKNTHffxEH0yPiRYRrngVjnjv/XYKSLbJx92bb+aufLWJ5CAGgKyHkEwJjxId6jynKFH7JN1ehydT3wChralVAWvtZYYfBIA2S45IFhAJXr81MEpDsYtKsjyGsngJ3E4HehkmtPKc9wvJ0A5jDB3IaQ7nzWyuGcOKSHV/HltiSmhR638xzz7SWb9DZr0yzfXrgpjvKDx8QZKuepThd/6p5vj6E71ioAGHuWj1xYWSd4ADizRQbmUHpYSQB4KWLYg6ZFVlwwtHS5C7TZaTiPV6uaTTBtcAO5beKcbb9ZQi4hbqwXIOn37mSsPNXSLH/t5evWamnEWabM2kcMts/0SucPxvqZy3Q7zYcmfg8/CNGDFECEkFLwIEz8pBMPWbjpCjpcuoZjyfIVtusLMkj5l1wXI60EIOenPphDABJytHNWPl4ZKiMcIh8UytjjB69TFH59SgC+EH7qDYllL/ct70uWc9oH9RZfH8/3RU1+1+nK7T5DBTY7Bn1xsrhMyj91J3kKM4bfvUf63v0SK5OzlT5yMR/xE5aCZyvalrQKrUrECAK0TArMCpJoM2OAP6XIHrfb7/qfuCKrQ2hUloOK+BoBOskf76qRXDPa1egx28VVMhifutsn4Vf15HVBX0HXFHLqtpCqTglAQwEEkRKgwj61bAOICZOGTValvlIUAu3sTfTgurw4VwTslC2RKyv5PdIOgp0A6Cj4HAkTcwzAshsej4qf8HFyo6ca5SDnDqVCHr9KYXtgY8exCqzwp0RkDYqtvTIGSJMvcxruXa/M/W2SlU/e+4P8TpOVM4gHvQqE6pEHIMY0+PwdEt8U07+RvJ1fmAiAlg2Zj36VymZk3vJw4gajLIgbeepAnFdMVapKYscmcFPKQWD2ZKkhLkWN6XHntdD5x8xUI9E75JAS+e2GG5e6YSDRxb15XWKh3+Jom6coWDFiVrAVYyvfnrD0hUikj6ABJST/My6CWUAY4QJgR49+LNTNrv3BdTk9ZKB29bOzV7GsGcMXcragnbxREmEI3jCkD6EhDlSgy2G0bpPvQBl0B4s8zIzBDGFeZeSkYsge+JIPCvwdZz9NsK+YrfxNfm/KaF/ktkW9g4oN3My9G5S5Z6OyyzrU4E3YkI/UBq5broEv3ylx8VO62KnKtVgD2hItjCLjXJUzW04BUkAWc41+IycUysgU5AHwR8aPFa6AZdalm0xjFShPw77dlg2WMSC+cXXl671J+qEPud/lM7yr3fGHLHBHl9cS/PR30D7EmXTmoufFDdEpzFiAiEACOYMHScQhDPzmyVeBxSXV6eUP+Za05HTf6rw29znFlQMKfpNKWXhSMTwCufY0nrKkQxRzaVE2JZa4AFLPGgY6pPMyDwMugJaywe94R6dFg4uMiAuq24GQzxGuq3GXmTqpoVEzk/yWv+hCOva6J765bWlKCPjlctQZWWZNBmvj2i7RzfDzGcqadajXWWs+8ECurBCc2fKRCwqLggAXPiMLYyqOjKMu29dq9CQemTZWOC5PRKPCpDxuLD+VVmvgWGXosAW6ZnW3vtVb0Pm2bb5iQKx0vIe1eknXUzCYMxsGdPLqAX2iIxd/JM5EL7J2LWnAEoicGRMAnex6AlBJo28judP2Di/95MVPuotX8jRQKB/IfgAWyJlxKVfwaFkfh7ejYReOs9wngiWCt1kAGuc1oBzhx6jZ4i9lxhMS7aHQMMUFZWZP07kzZ+g7c+fogxMnaQ9AS11oVeeueBKHIDsVD/kNXDEJ8UMei022WbsqJldZKWRYnoZ8+WEimpY/vMFkAbTIxaZb6KNXyTIOW7zgDH5bYsb3VYCVAMvW+MWKOfhBGDcVxdC4b2S2zMv/l3zlfNnimflrHTFkIVUFqdMSdzhuzWtfH9q/b+2AvmE79jzHPd/rYEPQbK5yeAzDgCN4BAUBIoRBPoCGpiPORUY/rozINJ3ylPEkEm4api7C1AMRD1E2pSJo09BoNy0HH8pSZyBnDa7b4schA7j0dkxIlHCYpN7wzMhk9eqpk/X1nRboq5OatDPjF4pUeZlDKRbAkZf7fyLTdixr18O3r9EbfKT1Vedf7zQ7fg8/aNVh7yiHL/AWTJV2mSbxkTsmw1irNLwAbNXNyCjuxQjaXPT5TYCO2FvXw4GzbaKaeQ1EtMyQX3+zAfqJgUhX5mP90RIYknVPktGE8sKOZyySriHNWJvTG1cX9B+dOX3BAH+FBTqdAa7InxbAdYKdAFrnDS4z33ULwJLmLHU9aXnKUScU/EZr8JtLmoewgxXPeIClLaGj9sDHTlHb2uNHIQ5PIL/8FCuwJy3oCPJZfTW6j4dNatZehJ3DKdWfNM12deRJE4Ul2pEOsy+QlYBW96jd9uz/u3ap/sGmwifcvyWWYx6tXQ822Btwlc4nhS5bvSGOtQb3e+se8FkqEcW+NyyFxvcwm4LNMiJr5LCpz0c1N1t1fsjno5/yDPLBiEUri1bFf1apsQXAxjQ/KDVaix68Kq8PtUb6ru+9z7NAd3dOs/Lbj7ESGNhbfCxoIhg/BiqQU4LrNFyOWYJZ4LCTaj4BYCFPErQpgobggVvSsm6E2xUARTxUamCJe2BUCqWe0E4HaA85zCrwoQ6IOPJAIc156V/QsURCjgv57PIQxSBChMlPHHlCeMQrjafd5C1PTvsRR4p8GzV482pd+9MlOmdFh95v/ncYYIMer/IiNf1MhLSuapkiR5qf3/U/bsOWzI0NhX53YKw6tmS2z52q+FVqaEAkNk3fH4x0sUH6eQ/MCrKaRj5WrCp05bTPY4O60Jvx73QX9K8+hD7ZS9xEBD6yAOEgZDwm8kD2lsaTQYdcbwACyw3tGqtTIS28YBOFcgg7JcCZUgraNIw7XDQ0Y7wXGto2pihHOymLC5XiHEm4wIsOpq7jRdhucOxSH+YO3hDnCPwexzSrYyof0p03Mils4EKE8+DaSR+PL6KTr99vu2e9LlrZoTP6h/SDKFbXWECDby1bNeWNa+AzTHjrogqw7j4zXuezUy/RdZUNv7XhZxH0yB1b4eX6Cz56eqe15E+sGTabS8Y08kmsZZs2DugFj/XrYx0Ffcomwmtti85lIEdmHhk23zAIxCPbQH4hIOJKg+Q4xpj8aNeQNs4L7ZqWZ1KUyEz8KITtAVQpaAF0qe5x+Rsbblfe+Wgbyy4u5GiqDhPFVQSXepy1+IQMfqWV2UuCBzycdBBNFC7x+HFhWvI7Aj9tDpOYgIkykJOrPvMmKLLNn2nt1Rqfx35h+Sad0TOgrznzBtOoBznRh1EJaYTrJI9t1tatOHxSBVinN6g/k9Gt4fOvlPEYrm9H8r6Wu9eH+B/pzolP1n7qRnQYeCPbmlhbZjbntFvLgM5a06cvebN0gQdjHwupMXyGNEY9I5Ng7v4yDpXkSPMrZh/2E8aOKkbW9wY8blsRMOYDuAi7b0ERBZd4E6Al/5icna/fGVs6knA6QX4IvkxQ2kgYctZQL3GAiglUpOEanMFPsd/2MBHpX9B0DpOLsoEcICr47fETeNP+hkhZwlCwWZ03MMUtoxlGk6+qQ0wUKbJSio2PtiVt+s6SVr3JV7qfNI9HnIFhCYoErRo5otZjUchnwB2+ql/ro8uxslawqACrMtLxu+ibSzu1qhYH4k1e4XWLBfQe70gvduNuMtec4yPIlm96iF/oL2jahkG91Bumj7YP6VM+U32ZhcdVgrO6lJ9QyG69D4NsAQXZ4iIlXAge5h+ElvrJaCETrEmhrF+UZTDhGVx7UqASLvkdD9CG3BjiajEecqE1mwp6cE1Bbd2JKJNzPY4OmtpsBEiJp278TqbJ4uMQJSnnxHGQQt8QnjWT+F8IsesOZfyCR6mEwyU/HocDTynyhiljhmYWnsATTa8R/6yQRsQUgx6zyGPZv6xD1/i27GyfILzPbb/D+xTrrmKeWm9voPn7Wb+c1SxW31rZRsVXgtXJe8xUq3dz7/U26ObyRPymDR6bH/vI4wIvA1fYvd9C8+OCw4/Bm7cpELcO6FAfN71745A+6wuis61tn1cuyOHswYGB50nwpy8Gz51Pg6NcL0tiZ5by9DgErcfg4w/kF+kQR3IxFY3itCXCA6DZUyJNaIwEAKk/BVVwzbzcBXSeqEIDbuFS9OWcsc1G+Nr2JIAUILg5crToGy51UD74nYhLWiCHuVkKTbZ/C7ASNVrb8SNBgGqFESoki5tXlIED9JkE3JRCfR5A4pFHGh/a5jLWoJOspRu80sFK/PERfmtF/rHIRZOVnbrtrhZd9NBGXWAw/q/b1WEaVcz9KVgr/2CPafqG2zNy2EflL48w/sqDwR/NbNYmL9kfsw16lVv9U8hXoZ/yIf47fDj/Rccvj7KqqMiBvDdLC1b06R0tib7RWdAHPItP8JngFIQROI/xAijuiAxqdfk2qdVzrs3UN6Aw60cWnTJBet0h0sELVRW0FmAYX8oxKO6DJjSYFxEjiLwzJkY6YFFWe83PqNEjGYDqQgFAzlByh+MIQ7R3JFjpB9e2fGug4X9mEfrhAQqApSx1QGlc8Ds/acTx+V4o5zh42rEOkSY2SUPEdzEAABAASURBVA0GbENMjIlEZ3TTimB1FH76HchhHiuXIBOyu7gqMrvArMnab/o0/desOXrT5EmaNq/ZORooOT55/CKPVeb2dXrgF0v02ZtX6W1t/bZrYy2zaZmYpFir1vXoH9d06N89FrnxuVbmSLtbGetQRsp5Cb/Z4Pw85I7+zsLsilQEqTWoxSN519/UMqiTlg7oXzcapF4D3mT7dIGFHTm/OY3/INBBb+u6eiQA2uNbA8qahzptULR1Sf3etZGvnNuERumIXaXXG7RHLVb4H5Sl6TQuJeIAlDWHjEOCJZoyIdJBBuk+O2U1uTkKg+lx8ygNj6WZ0I5A+F0ytA2/M7q/whRw9KjHA1gR5yJCGwdeLgsoAy/nwk8bSSPOyfLOW6FBLkjY2QJYibPNqXL+yAYiDZf8KFEXLU4Se9DidkK5BttqIYEIEwrFFFur75rN6N3Tp+gHE2boiqGs9jQfTg6cixbUJv5ulVevqDGjjM9o2377qL59zSN6+42P6bSbVurvrn1UZ/5ppa7ZGju1vLa4PDDSHyn0i/GFHJQM4oK1ZcazZndfqb9rVb++bzx9yB061J1tRlAa/ofAhr2jHPIxMPwvD1sNxg4D1cdWIR9peFIX7UV6AK1BncbDHwkCwgN3MmgPll6wh8Q3mZRPB508brPoBKYD8ZObpRcdFOuQXbICsOUDXyrrgmkd1Ek5CGDhQgCM9lFmXIKfifKBzBwZQPByUCF+OE/JDICx42iDnTAoBhSxJSKedPjgBnKqxwX8inbCm3hHKxvxhkJJXwrY9UMMPDwZpjj/KwsN+kYyUV/KN+plbt9Ep9khVyUxsbyyVkT6xCHmvHZ9jzoAb8+gBgBzRaatCMT15HUf6GPeB/VT1+T18rXSZ22Kfd3L1GtdfpoTS113uPTQK6eVwnjcWfHXnDuM8I1e5gGrZzNJgTwZgpuWS10iAUWHgb2p2xod0DqyPJ0B3GuudPpB0il7SvwOyFlEnV4ZgiKZPtFpB8S68NSsjt4zo2p2Ffnhm5IHLXwxQjxtxSWO/tEmgEA91QgexCfeeSQWJMCkbDkFfmZGWvA7H/XYjArARLhQkY9kEMiDTrBE8KZsSoQhkEpdAJ+wWRMVeASBDEcSjxrHhTd7Apg7OTbPA6NGXaXJ+n+apHdGDZobFzyvksCKbNrg1TB4nsBXzP+1QSpEcbGSKNgyRb8MHItQceuQjlw5qE+szeu/vVn6wGBOB1qYqfyGc1d3mNnlKQjDxxYa8LKedpW4lGJz9VNeZItMyeRETAa0LCaDZ25FXgJoyd1mSX93gPSaA6U95khZd+y4vWO94yVZnXJARs3eRJG3FnmQ5EGqIAad/hAPsCCWVtxafLbEe2TddswAwI2mxy2R+wYfKJDDAGxLecnFA5VsVW35F9rkMrQRv8dHgRyHmUI76ROE3AF8QkanF3/VEDzy6ij4O0Q28cIfeBU0L8roLQbs96Pp+lLUrJO8WmUGB1XgG+AtrXlifDFsY8WuUxkLMOMD+oi4zW6YAfqWx4b0LSuzT3qQjneDJ5pIrptAO51NC1AR2m3mFIVNgtIMaSbXTp40mLpp+SDs4YAnjXfatnPdwNSEGE4KDmX5P5q88PnSwXvEOm5vg9TrG+eKIUONF+UgktP6cCHGF0CQHvxufw4PmWsQeRl1yqdABLTwKZH5VPgdpn8jWQIkJvTIeGcXzQh1uELC+IkD9MHvQoSdbM2cBODLCRikuPaKiY78nTU8Ce/wkstIkdyTvJrc1kPjZn28MFnfG5qoMyY0a7p5D+fUE/IvNlfa12QXmuyz0BNWDOpTrTl9qz/R2RbuIs+2DB1xnq160jLuREU5KuT4ZeZkyYa8mOXM4ADcgkSjKJD2HDcl4ivICWhqTAPsWpZlR1VkIcCylsYz2BGRVYh42k3eEtlTihv2e7DkCey1UIxzFU4jotJyjrZMA7ACD8cTTv0BxORxPNrQ3orHm5eKMAHaZkUT2gIfwsic9qFV0d5mF9pJPEQ/LeogdngwgckTxsIR8CBMPmSHiTXSZLLiwkRYGGX1zgVz9KPdFuqq2TO0r7VvxnVQ3Jy23xNbKWV8mr+wLafX+RD1M72JLnNDj3QvAO821YTwe23DtNu27PYxVCqskcwALZujWVOlaZMkhEEPI2fM4Emlid9xPGVegoHIxiBhC2MebO6RqDMk1nilE6JGsruvMHeor0R4XADHMgqDT72Qo8d9KINsyB9A6YZ7wEsgIy2EHU+eIY84skgZsymq0HpuyGYP2APe6bb1JKG9LlLih98H92Fi4IdcJPRN4V0MJfbjoy7AGvwOMDGqfkCeNsguE8p8GcqJBvTLrHy+tvvO+orB+9KJzZqUxMrHWVfgvI/3ic/4uXb7/Rq91hUeFxXE7ZoQCMSAus111YGgOV4CoJyRcuTEMhbOTD0jugxeBqIaM3o6oUmaPU2aOlEBtNSP0BjgQB7AMBqO9BN6X+4CzpDPFbAz3eQ6aQOaxVGjnjhSWNJU5R9VwYsk6ghhB4LfL9JSAlSWnVNrPy4S2svAIwNkFcgJPrNW8LsSAAwRpj9DtsnKuTZlHXK7YbbJt2EPerd73+pC+JUD7Qm8zTNtExs0wBTC5k87IfKak08A/HZ+v80y8QlBEsYeBTKpScFMY2xIr0bwGcpXphDnJWffqZP14Vkz9Z3pk3WJ+422Lbju4doqy9Qbin++TA2v/aWiK69X0t6rfHNGic06N1yh4YAmNrfINNaDVgMcuDQ47SQuwmf3z1LdW+OQH94AaFKzBGinTFSo3x0MGoxeBvLLZomgFLyWdPAWYGJylqBN+ryJA7SbexUA4aTSE9mXMY18GNgX7C7t7VMF+k1fyBN42oNbIntIh5xU9XEWMfh7+LJhj3lRaBd9CsByg3EDQJ0ROQXCP0wpU8aB5Zi+PuidLtq03SsI6c4q2g3BDxc+fT52B/TUF+KckXTCaTnkAE/ciQ1JUBa0l3Ejz1gEUM1yVBaUVGunOCOfb636xkmT9KVZM/TFGdN04uMxERgPfocTfXeJ4pf/WPHX/2Ic5FRgswwxmYOg3Bsy2xnVOCK4VZnt5Ry3Vh46x1EVoAVItQYZ0E7xDdVOM6XJBi0qkLwIGTcVEG4I4/HAM0DCT4OGiSA2LeYBWj7kGU5jQKq1lU3Zy/eV3nakN2a+IWM5hA/FcKHUT5vwV6OsBTd3aqQ9DdSZkyJ3owysLkBZ2pMvSME14wAq9wVQEedsoUucD+OnTK+vE53V8bwda4d4gAnw8XNUB+EPPIfzoAgJp3JzVWYghQ9iLBBkHyLGeVEerZ1mM3sNeJnYuDkR5+ZodTewODnzarT/0KZmfWLuTP3A9LbGJvmMRqRTNGUzpgv+ihki76r7Ff3jHYpf+b+Kfr9MuYysZZ0DTWu/6IizWegKpBH/mPks44C2uXFEooMI0o0OAwNwAC1LNh138qgH+2mmbdl5MyTbP6LSgtwod49BoJy9sAzEYDHIQc2WJ7gM+Xus1REkE4YBoy/unlNHPx43TfdEOdnntWcfLR29q8T/UyqtM7RjuBi8h72hHRyTLZwZadGMWJOaomDWaPgf5aibMrihmX7hp+0A1ApRyIo8FAu2aq2GksFEXsqmFGxVVwZfKKS7HlyIvkM02NEBrGZT94OsKYc8+g3S9R2JWnxu3u/GEw8jXNJLbkFxIi3INugd3oj9cKd5umrGVB3o/Uk2KoRRo1hNqiqCZZsVnf87Zc/7lZKlrTYNYiXMvAazCYJzLyloxzGjH+6Bpxtks6ZItldKGdxQmzOlYABtp5cyljOWDtK3pBZ9GTsNfsFr3jT5fNRgdRx5A/mFQBgAXAbZyZWZPGgMCoT5wEThjJZr3Vp9CDyGXxPc8WN3k848SjrpedJUmyqhPqe7egFs6may7rMw0t8fn9WBu7rRI5gnDlMOAkCUwUXbEVcitxfQ8cWWqwjfPlAH/hJRsQkexFE28HIcGm/AoAlh80rTgusw8c5GsUCsoPAvjwsJNV7kA6wDBuk6g3TNJomVMsjXZWhTSg6Oeijv9EYrv5dOn6qv7Lyzvjhnjl5p5TQ5yRchkrX47I8VK/LG2wcOUjyK03AEgvXGK/67/1Pmkt+qsK5T+QlZBXs2aNpIwaaEQeQykJ2Kh48tZkyWABqgpZF0EjfNGLkgx00Att2bImzeNA3XHZKz4BU/3Z1rwM63pm2y5rbckc8WckbLL/SWNIi6AoWX2djlmKZghGDLshnst8a18Jw49tOUlQ7dWTrLoD3dlw38opOBd7U6YNdIF7w8q1cfk9F0L/m1+AEYN0GkUxZCoxKPHyIMWCFbEmISVGtZ4BN6X2ZGuNOprYqsmbzIF16BXIgwkxaetL0xg69+2tyXaNnGRMtNXfabZWgFfYLQFGkcCfSNeCjU4kT8dkRfTfvbrr1i10X64W6LdJXP4PczxuLmJmVtRjc6r0ebBSqWISLrt8Cm8uWe8KHGz5Yp86qfKP6PO1XI54r2rJnJYyeEmQLK2SvLD4cArXeF4lw1zBhaOZyWOpRFuGzSMA/QtGnaSFlyRjvX9vEcE1ocYUDuVAABfALCzZSqqhG8newOST3egG3ssNtvMZOZxDGI/nJDxgc0bzxUOvfFWb3+2KxmTI5C/WMUZezCemdMBT9tBqAp0Q/Po5CHprCqMKFr8nQmPyE//WayshSn/EoAdSaASxiX+uEZVko0DoFxqM9geGxjQUtaCuJIEh5mK9qMG4gXfIbdYafYV8fT3/K4UgKdTjStsVGnzpiuf5syU5+JG/QCj+8kX4Q0WQaesxdH97mnB5nPL0xePPwe+XhUO4cUffpOZU79saJrH1HeACo0upMNTqsHtM4WTALPmrBpcs2hlrThITD8YuZzwA9xM+WGBuwNJweHODZzO82QsJHdKTFACI6NBYPiGRtkkRamrmoEQzRNh8+FNxi0Y51YkDclQLtourTA9mkaN5abDhSDXE6hTX7R9rQP+B0Vrj5r8iTDcCK8KQNQASN8UhkEv/OSjh9QQwhnPK0KX0C6zIfwD/kUgvPcXMGTksLmWZQtHjfEDuNsh9QwcSlP2KnWBOEdXmmcl3gxIcFDmDhOyCZqMK72jTN6+0Csi3OxjvJdwFTDzWUvipbq4uhVXj9f4dDfRI32VHtWdCl69x+UOeNn0r0tyjel9qzLpKC1tyYLQMZyPmOyxI6fRrp9Sqm8TrQr5gGH/LZfypNKfvjxBdWimRI8CTNInDwEQJgxoGWg7C2WcwMxcwinBPDwU47jro0+esEOQ9jFQtvpTSWJBF/aNxy0vijyD/GOpL3WKKI/xZTqb2c1KJJQPmeGgJX+0+cATBcjXCIXwKZltx7AUUSAc41+2Dgt21DQfavy4lyXtiEfXHInFmJifiVyZOoPA0rYhN/ZcNxWIiT6ZrNSTBbbqjI4RXtQgM2xZFzJJyCR801d16X9b1ylwxxdLBze741+q3Ydr0SjIwq5AAAQAElEQVTvtDX7sDyoIb7K67YNit/8S8WX/17Jik0qpOezVIppAMG8FgvLVXyPimkA2AJY3CM/rr44CfFTNZsFtCygRdMSN5IYVHbvC2cZtJPkeWfKS2HQXFlpsIb9gAH+KUVubKkNjmSisAkDtEHTjqxwG8OuvlQy2M6uC1AR7+aGvqdtw2QqZR7HAw9OAAAsfsyBUp+H6wga1xWRh9ULoCC3ctaMV4+PxpauL+juxwra0OmJ4PKAEH7I38EwOWgsfsrjVlJC8hZyIrwx4fgDGJzlAlIACmYAKQA1jtRsrTfRxOb7T8ul3zwsPdyiDg8RVZXR1VGvLo6+qiEdo0SfMmi9OJall3n7Cop++Iji1/5c0b/eqsLAYNGebYwUZgmAhWKXcZTfW56CvQgAgExq8ibMmhbQhnzumJPDgzel9GsrgIuwQ4YRLwSAhl1oTcvFAmWpC2IQIQAMIfwQdibCCA52DrrrCsSGD9BusHnAMRvp20rTmqXnzS7yTesI/TVDZEEc7cSlLWmak2s/zjzLtjL/sxLaF/pkJvQngNPpgDONJw7Nysc3IycDcSz1d6/Ii10+sgkVm4cfDZgvbhCMEwIcHeGnqDHtCf3AJd1uyGu3yeCbOkECqCz79A9iwkCAdKLzTG5Q0tev5JblSv5ooFqrKp1Q4MhsqzzvjTbp4ugKT6FDneqT16Cs7K18YNRle/aLdyvzCufCno3dCwALZZw9ANaSpzI7jik+aJKiT8J2AaycHGCLyh0sEZkchg9elmd28ezmGQTiRhIDwfcGXCwwGcqFaJmX7FtsVQYWbQbBx1UJfyhDRCShadGyGw1aAEwekraGaAff2r7d57YHLJAwgWgLPCK/qC/Ua7+XvyIA7K/1cOpw0OKM9lnka0cPBEBEpvAAaMgmkBsb0lwZaYCX+lxkC2tHsLPnF7iUKU6pYrKLCxkN+foXP+0M5OTEpkA6TqQ5KhQNfr849ptlRcTvxQAlY9jgutCkAJQlf6KBMdFA8XV9cqsBeuNSRettbsLLWXECOVtwa78ujh7RxdHrNKiTFAl71k1QxT8Yxn6t6VX03huUeevPldyzTnk3KpzPMoPcFpGHCp01lLfsRg0IA4gtC2jTi4WkrEY6K4f9iEN+PuDmLwAWBRzYll7kQdNyaoCmRXCAM5AT/XguqkgOMJC0k4HBHwbc8fCmDVDfkLw0SlwnoumJK1VYhweAzPHgvXI/6fxjpSN8FMayR32pXJAX+Uayoy5kON2alHPc/XfOaOoEl3Ib0XrwIA8uhD/0wYKmT+yeASp+0kfyrx2ONAhQXU8xT8kTgoSsn8JY4icSe3SeT2tm2CRj6Wfc6BcghQApYAWkXpGTO1YouX6JIl8sRLSb/rtnsCoR2CkFxvS8L7rJ6cd4ZN+tWGsjlyxnCGMGmgbd06r4rF8rc9UflGzsVn5CRglatsEMaDQCd3FjX+DOsaOfoBknSpwesIQgBIg6QiECJoDHjRSg5bB/5CCgaeAOjwU+OeCMlqO0MGBOpHwgeEF0xAQfCMHhhkF3eur2DMpLpcL3tEPmQx1bS1NsFrx4L+k8g/ZEXzZMbJSoq9HCwXV1gSVtAAy7zZPOPiXWsXtmNW1iJORPhtAmAzK4LoRLeZqFS3nc0GenUw7QUrYqOQ8yphxeyqb5Q5wjg+vCfLjtoMjvYLjlW+ATknm+ZuZsHTxknUCfIABqPGiSI3NDSu5cqcQ2abS6U5GzFV94qpDFUiW2VtRF0YAuib6sHu3rAf6QMmqT/1ELq0HGfhoOGIm7ZrniN/yf4s/fooKX7rx3d7K2DQRoIfKnHXXxUQ/2DTYoSwkzNNTjVlMuJcq7PeFXsRs6FVwGBmYhDy8CJgCxyJuwBTMlQMsgMBhoT4jLgozzB/8wAEK643ChUprTMUW4wVnvejEVXEWNp3q02YaN5nG+IXvn8dIbDpbmWyNRT8aoAqR7LZTe9bKszntJVrvNiysYAZpBoxI++CHKAljaGVwn4iIT0s1WbForGI0IuIjFylvhB5HuagBkMcZee+BlR1ZgmtwUaddZkRbOiDTRmiljADDWKUABKVp0im1SNCk26a8eUPRYu9B7AaSRy9AM3GGvSPARVrvNxEcqe646/10Wderi6JNJv451TT8ygAoAlQqYSfgBLGStE/3oIWXO+rniax5SPuuuuS8BsPaLPHJBPzg1GwCwAC3fCrBsjswYhOZIBgQNi33JwTUC9Vg6ZctDXRj6AbTWAhaEGFgGmUEJvPwKcS4MTyYDLnngiZvmJR9Xt2t97cgHM4S31Fafz9UJk4UfPr7lSIPWO4V9d5LOfVFGZ74wq11m0+rRvAAhRArtgeAV2uhI2kl6cB2mr/SDOAfHfSjHuTUZ4Su//Djotx/s8MVzIi0yUDndAaRgAJBCKCg06eSskiFr0puXSb96UNHKDkX0qARAB/xI4aXiv0j9bu/nkyEd/MFjo5+W8mpb/l0aPZxv1T94Q3WSG3iHqQBDWkGjAS2AdLw29Sn63G3KXPBL6cH1yhuwCZsIZh/5AS3tTKlac0hjacGe5c/JY99Wy0ccg4EtG0Db72MsC5b4cqJO7OPFc6Q50yRPvCJoPeL0w46MVcELAEJoXgYbMEAMZuqSr6tXajFoO/s8K2Gg+v8hs8idpF+7z5ZOOzTS8xbEIq4aF7pkZSAXCeYD1aVEGu2CiKNt+BkT/PSlGs9SXGAg8cc6KJfGE41/kgdw93mRdp8ba4q1KmMMMaYcQQFSNOmkWPJxV3LTUukn9yp6tE0RR3aOtkdFkkQf5H+hr5F6Xc/XvSnc/4NHR++57AXRSieJMrjbTldHhdxF0Z965+oYC+XsKKM1aAiAgPCpAKIjxK3crPiK65X5pxuVtHap9P0sQgz53Wo/gmo1ig4xo/lOgK+84ItAoZFlcm4UV7gs0zZFwiZgZB7Ko7F3N2ixkdPK0abh5yLmEQbYEgyuw/AlDfAy8AAY4DopgLvHYOVD9L4BifSRdVYLY/KM1e+RZaiT9hAfyrl9yMAOKzNKMBAv4pFv4oyUyRFBwTEIPkO+rSIL2QlPtF39fJsie+0Ua3pzFI4oGe8UpGycgibNuN85JTc9puQHd0lLWotSBQeMHzKH3ByVwllx7f/duEGHXnFc9I6rjvNlFZUPEzga9j5O5w1Rvufd0XeGCjrckvq4tUMrDUNA5USFhP+yzhcKv1P8vb+q4OW6QGfRsmkZOkFe3GotI57Octw1d7rCR8OuM4AxCNaSTV3KY9dxG8Z3B7VAS/m5U6TdDFp2sQwCQAtkFRtcozEA1S6DHsh+a4EASvIE0Lp+XMyDlnaJugE3balG9AW5VEurGmf+6fJMuoM4Qi70m7oDOdbNA6/BzEjTcJ005hP66Yx+xGbw+fNj7b8o1oxJkRgn5BOWeg9UCaRZCZv0D0uVfOev0n0tblKiiPxe0hW7gfQTgNorXMd3W8n9p5f7Ey8/NnrbB4+IllRrmKupFr3tcT0XRC2tF0QfLgzqyCir73hXP0SnMmYJGGg0LuD0wX50zSPKfOz3im54VHk3ptDgHpAHiu0PnXFZe/2ufOBJDPlYzlnKcSmTkDBMCBtC+F6SxM1Im686OEQPozicL3XYyLGj3Wu+hJ0MACmbukGjGQGAjzioXMOGsBuQgoWlGlt2+UYJl/JpXamLPGh3Gh7PTScJ+egb9mJaH3HIy01QGofMQ5wjQxwqlow1yNnEr2IneYnfZyEgzWjulEhZC5uxob0ANQUpu/u8Nel1jyj5zzulu9Yqcj0R+bIeWOoHpC5eBKgbk8loyHuR/0pyOuqyo6NzLn9B9JcazQnRZhPc7f5af2G0fOVqne0xPcWDcLtnT0InaTiApGIaz0Gxzy6jH99v0+AG6ZENArAJeUJ+tyx2x/woJUeFx3xDXAj4hUAwC/judVKTI/wg9JQY4AAUR/jYRHy4AnhqHfIDWmzHfbwbnzxBJc2JFi0HL+AkLrjuMK4HShXkeCZKS4f0aEslaOkXcnFz636YAGlmd0enPF9682FeFXzKQbyrwymSMwAsOxUrTzGx+pu+72VNesiuGc0xSAPo3FD4YJOmIMUuDSB9WMm/36roztXinDRiXOkTY8L4MdYQfo9bzvQLH1kf1nut3nbFCdED1VtRGQtmKmO2Z+jqqLD83OhPS1brGB8HneXGrqADNJhOOByWhRC2INb3KP7GnYq/dacSb1DyFkoR4E4jrzsYwOlgaCVutQ54xgaNOG+6wrEQmdE+gAdQhUELkcH4Fx+ubNosVTvkp21oredby+65QOJ2LQDVTAA/wCx3qQOgEEed0Mg8fGyy1qbBIwYt5gEyoW80qR6CH/0oz4s8F8+S+GTxLJ8m7DNPIo76g+ycGb+bXQRskKQj08cJfoK89vKm7sBds5o3LbYmVVjyUR4ANQUpmtSrSYIm/eyfpJtWKkIRYHfTH4gy1E07rKzkI6jBSPq1N+THfej46FUfPja692pjRHX+i+vM9/iyuUH3vN32bKMOUaRPuEPdpiBMZiydyroXdJCOLW1T/KVbFV//sApeagveWQZN2+BW0HkGloa7iELY8dUemyDi5IBvX5so7EwMMmBiYFJytDgjRcuyKUIDEgdRR1rX1AkSWhbgws/2efj5CeCFb3DNHDeA1hXgAlwAViLbv+TBdl7ZKi1fL/G9A2CizvGIemvlob3zpkr8JZqzj5IOXiRNbvSq4Lb4CWYBbnl5DvZn21Y/Zf9Yh++W0RyDlEnKmDA+jWbqMRD/L1dAmuR92+Tl/h+9El6/VJH7EjQpY0p+KB1LxtPjkLd7vcu9+MMnRK/40AnR7eX11+tnHOrN+7jz3fvmqP22t0ZXZfu0vzvw9casgj1LxxwOn40hIMKWT/TnVcr8x5+9tKwQe9JCEIITyIMwU9Bmx2lZo4E6d5o0z5q2yX4LV540SswrkCQGEMKO5bsDgAuAnRQmBC7kIuLk4ACDANAyQCzJnlSCL4BEwwTXDMuBCsjIA5GOy2Tj2niZAfvgGm/Eut0Wl6OuahTA7wlRLa08DuDzw8dX7Sdd8ALpxXsrfERCedhTL38+aM7URG86PqP3npbRYXtk3NdItB8tCkCDJrWAJ5sspMKvHlLhyuukny9R5E1rAGljRiI/48Y4BjeW+EuTDv/SNulxyfV6ydUnRn8sb+PW+s1ya4s8/vy/f3u04rdv0HlRXidls/qTOxSWGwBIRxEkhN9AiP64XJkf/k3Rmg6F81lmetDGbgplPGstZIE/jfXPk0N8qD1jqgWZkRhzBg7AhsKRS5sIY8f6aE1oWoAYO6n8oV7Oeg/23f7ucyVMDwAIONGygAKCfxqHSx7SASrpkZkSRxqgXWrQPrRG4rgNwDm54rE8jJmKqDEDyAYz5ohdpHOOlV62r8T/i3X6JOn1x8a6+NSsDtk9VqM1AH2MzM1e2QQTR1DYpF62C9d6lbv8d4oM0thtL4LUBQAqpLuP4gAAEABJREFUExYCsA2OY9w8rtf76O/kTF6v+fjJ0W1bs9y7CVUfs64a/8RHRlHyq3+Ibmm/RydboG82raCjgNR+QQiNMJ1v71Pkm4/Mrx9U4sP+vPMGe5Z0404NbjGChuyt+aCN+ZYS84BBox5AA1igCgCbizd/2mB7lsN+QOuoigeQ7mSNfdhiadEMCf6Bj1EK30BmGgA5vPzj94CLtqLFCEPEAeTN/T6XXOvLExPXuSlo4UUe1fmPCYV8yO7miH5jFpx9jHTByzI64nkZNXrWAwLyoQSQJcs9n+tFBSW/fVSF91yr6Ef3Ke4dVASIXSRoUo9BWA1xGSNT3nRrktepTSfoJZ9+YXTD1S+M+H5G2+Mf7dwefLaZxw1XR7kfvDr63kC/Dooz+phnZCeaNuORjN06BG4nbMQcpdWdiv/vXsW3LlfBQil4mUoQHgS40/zkHatRxo/4KzDYd3y0TV2AAkBUgM1MGGg+wOabVjZEPnJzbOXjQdLi2dLB1mBzbP9RBl4Q/CCACNjwEw+w+Ug6kBtEPOkpoV3vt5ZdYtByhUw8fCtrrh1C01FHeQ7kQlvRiMiYSQ5IfUIVAGiQJo4vXG+QXnyt9N27FfcYpIwJoKRcOQWNmvE1ekZ3uq7T/+VF0bH/8tLomqsjQ7284u3gBwfbgc3jZ/E/b4g6v3lq9JHCkI426P7D528DFlrQsAAJEBKmwQZV9NB6ZX56n6L71iqJEhUYGGY9phX50BDkZXBqtS4FDAfeC6ZK0ycomBNevsKOmfSg+YwQK0WhCgEQO/laoG3MSrt5V77nPIWDdLdV8IDQnhCgk/8RlxLx5QSwUxt3o+3Yu1dJ95iwqV103CfICwEM54zsEoSQD5MbSoEHSL27L/xiiRKDNPrKXxR39itCrgGkLpj6hwFqrSzIZwE6Y3Cmjv23l0Q/dzVP2OMmPGG8t4nx106LHnKnz88UdJJn8w0s0wh+FMWSl+joL6sV//J+Ravblbd2CN/PMggZjw4UyrklDvpd+ViZyTgMkUwIzmjnT5OmTQxRAqyADfBi4MLD1YbzVsC6pt0bIl8QArhiieIbnk0GLee9i2wawBeAojkDuWLahp94aKS/ArjOD0/sTIBSrGXsNwCj72mb8VMnWpU0+KQbqEab779+WMm5v1L0H39V3NKtKIDYnS0HKGWIx5xobtJf3IJXNxb04q++PPrB1w6PfGzqmCfwcXOeQO6Pg/U/vzj686YpeomB8iYLeJnBxHgJ7eblBicQg9A1oOhPy3zUZa3Q22/QxkpY2gJopWBC0FEocjh9YAgY0zAukwOzADt0cpOChiWP8RLAmzEDypEXkHLktHrTMGjTBBKHiYFFy2IecPQFCM0i8MUfyOWC60rgCXgh4pwkPrQ5yOYFE4n2DbOu6dBPAEk9yIc2e+4E+xLwsQJhl2a9Iv3eN4dv+Zmiz96meGOPgk1KHgj5wQc/ZQzUxCveEk/c109KdNy3XhH97N9PjQZqNmQ7J9Cv7cxy+7Fjtn76lOj78SQd4EH6iAEb/nc1DEKoZdiDY0BF1gjxtQ8oc8dj4nw2XCoE0DpzxpkYODsB5I4KT1jeg6/yZa0uzh4XWjNOai6muY7gsdkRwIbmhdiho2lXtyl8S5vmC5n9YnLxs44jvAk7bFeJjR2alHzGZ5gE8IGIDyA1StHMR+8hLfKtlPtuTuM/9M+gCuYTfQ4gdWQKOH5CkkmU3Lhc+bd60b76lvA/q4hseglwWjEEN8gtoyLAs0rM82H342xfox/436+OfvxkgjTtdZx6ns7u1YdHvR85Pvq4B+xwy/2H3oEPVAMeffAYa2mrMr+6X/FD61TwIBQYqDAQzuCw6DRkXsEMoIyTqj7WJGLDhFYLP7NxIU+cUjnKQgDN547ix4UtHRIH/oCxnKkHWwtsZrxgT4lz2kbvboIGNYMAUrvwQbMfuXsxD3UyGcr5VPO7WaFfAJTlvRyk9J9jKJtJhT+vVv6cXyr5wI3K8AVckIsLB9dCwW3ANWHK+Fx6uXm+O9ekQ37y2ujb3lsMVqv/yYhzk56MarZPHXwydtXx0d8bBEcbML8yeLcwtsD9hDCg8ABHd61R5pf3KlrZFkyDLaB1xowJwCMAABIKjvFiOQdo0CQbeWSlXCAH0JDGmgrmyw0Y57Md3RLntW6vcxQfayhR7y7WliftJR24SOIrekDL39ACpGhTAEsJzALqwF+NXJ3oA/1BK/Lbp+ElW4AWkHrJL9y4TPnX/K/0rt8p81C7YvIwcSmDLRpcM6J9TKLGRi0x77N63cRfvD768i9Oi+yt1oInL87Ne/Iq2141XXlcdNeyRr2mkNM/RLEeZV23YEexB7S9Q4puW6n4uod80N4TQJs0OnMYKJdgkClvb+rgrUmAFi3Lxqkxa5uWnEYpgIQAVgpcdvQcOaFpfUYp6sqUSRz/rj45OMGgPdbL/bHPk7hogCVktvKkwzuK3IUSSOFLf9Cg3tUL10d6muDLqNtWKfdGL/eX/FHxii6VQIoGpQwuRJlAGa1wty4c6NERv/uH6Ns3vCHylBtV/VMSUSa6p6T+ba4Ue/bKE6IfDAzoEG/CPmRgbqrJLFHU2mPALlGG89mhIZXOZxkwm2ahKACAQmCMl+vSFGtXPhwBuBlLEaAmw2VSF1sBP9e262warGuXOK8lbjhrcBqNDkwN+ISI4RdaFcAPB4ND+1xdEfgOAFRAhhad5I5gk3q5T3xKknuTQfqO65R9oE1xJlEEKMlfcs0oXfLtrnP9H9xc0H43vDn64s3nRF2hwqfRy819GrVmG5py9Quj7itfEH0yinWQVeN37PbXYpM4YcUmZX79gKIH1qrANaIHNmwoEETswQ/kfPb6XfsBsAw8Gyd+YcDlAmXSzVG5hqVe+QX4MAvw1+a8JYVz1jQEb4j2US+TDJA2u+Fe5gVQpzSocO96DZ17jQpv+62yf2kV2UP/WOYpA1BxKcvyb5u8xSD9kCfFvn9+a/TP97w16knrfLq57urTrUnb1p4PHh2tvvzY6ExfKrzMN2HYs4ZHdV62D6N71ipz7YPSslblbb8VGDyEYeUURhhgpFSdi0R+0gDuDN+18//b4gTBgx92+IASjRs5E2DmCIo/l0R+R435AHq30/NPoR5QB8gAG211m4Oty939pKwKd65V7oLfKHnzr9Vw0zrRjQBSPGlZykPDIF3lyXqVN3aH/PXM6JN3nRVZ94/ZpKc8MZX3U96Q7dWAK06Iblya1WtsGrzGoL2/FjCI7x5QfMcKZX5r0HpDlDcIEi+H4ftNBhUNRj6EFFVpIGmAIU3yKYX4yfgi26FcLJDO9687O8wxFNqt5gxKmQy7XOlSZwq0kSBl4zTFIF2yUUPvvFbJ+dcpc91qZcJRnAvSflsXoj+UJRz8WbW5zVcPSYfd//boE/efFbUMV/m0dxiHp30jt7aB2LOXHRf9bGOnjrJm+5DLt5uqPgCqrVfxHx5RfMsy8fe68ungAlYPrMjj8RckVbIBTJUxEuXYzfOXYLjK5afj9YI0gpkz+ylNGkCWalJAam1aWNamoXf/VskZv1H2jy3K5KQoCoVVLCe7sYp+x3tT2eX0T9g82e/hc6OPPnp2tNFZnlFP/Ixq7VY29rMvjXouPy76ZL5fB/gg/5uK1G8axcVjybIdrWxX5hc+n713jfLOX/AAh6UUrQQoPdhhSSZ/ygR/LSGSn3wVR2xEVKGUD7w8wQLIUpACVEBqu7SwukOD77tehTf+Sg2/X2OQFtwjF6acnTBR0Ki0GU1u6vTk+ddkSHuveEd01fJzo/VVqn9GRNHHZ0RDH08jP3RKtOay46O3J3mdZHvyBoMHxVWVpW3F6F7bfAatVrUr70Hf8lWXS6SgjexPH4Mh9Y5yXd5oGhVdioAPgxBcv/Bj69okUdg8WbWzcVrfpcEP/1H51/9Cjb9ZqWxY7oe5uFjwUdb3DALk2aw2O/wfNocOXXN+dOmqC6O1IdMz+OX+PINbv5VNv+IF0W29fXqxtcxpRtB9UY3eoxF9Lhr/aakyv3pAyYbNyhk4W+xZ1wtAAS4sIGPKsaMfT4zRkY4BYJQLPBwA1JgfhLkk8FKvqd7dr+vU4EW/U+HVP1PDT5aqYYBp5vxmIfdBtDXlA0i9u98cZfR5T8z9N7wzOn/9u6Jlepb8o5/Pkq7U1w0fdeUuOyH61cCAjink9X5FaqtVEiB09AV7NnPD0qI9G0wDSw1wAVDygB3CuFAtfsS7aDAlguvM8GiwiyYNrv3s7jcMa9I3/FIN169SdmB4uYdHSs4aeLHsu3y/V42vaUiHdpwfvWfTBdGqNN+zxUVmz5a+bFU/DNruK46PPmtNta8B900X7jeNegCElVmwZ39pe/au1coZ5Bx1BfMAkJa0rDP7kflJeLTlH0HiIbQnRFm0oYEm7FJr1IJBOvCxPyr3ml+o4cfWpL15c6LwFlZyjCjP4LnuPvu/52ve/brepfM7L4qW6ln6j/4+S7tWX7euPi7acNmx0dutkU4wJv7gZTs/siRhpxmliu5fr+zP75OWblT4SAZtCOjQbvjJlxK2ZyjrCAQNoUnJj4aGbF6IjVNHtwY/fbOGXvtzNf7oUTX25eRSlB5BjgXwNmH6nPJj5XV034XRm/vfxXLvbaEjn60P8nu29m2r+nX5SdEdu6/Ri3PSmwyEv5hqlu/P+ZjrMWV+86AS25RcKgR7FvBBABKyxguIs/Yr7e5TLcr16GTbpC22ST99i3Kv+qmy335QTd05FzEgq1ZOfKx+D9p3vRE8OX9R9PrBS6J7quZ9Fka638/CXm1jl97whih/5THRjzITdaKX+vdEsTbWYoXgNvYo84dHFf9uiQpdfPSdUQIYWdoBKHlw0aTEkcZy781T0turgc/eoqHX/EzZb9yvxrZBxYZprerktIJz/FhDOiZ/oc7URdGf9Rz7Fz/H+ltXd99/UNRje/bz+SEdZGX2FRcaZc8mjuTx0VC0urN4Pnv7Y16U8yqgXQEo2hWXMCD1HX7S26/+L9yugZf9nxq/ep+aNltLG4iwqkV5p/9cBR2tG/X3ek90l/TsXu5V498OsNYQDNFXnhCt803YuwyNw20nXm9NmyNew0jFgSJH+no0umedst+/S9FDLcplEtu0lm6DE22XJgODGvjqnQbp/6rp3+9W86YBRf7PJWs8kXWodJ3rOlkXRX+nS6I79D9RXs/hfxbnc7j3dXbdFwr3X3aMz2fzOsOgfcSgDSW5acKDC2ghfsR43VJl/+suJWs2Kz+UU/5792vw5f+jhs/+Tc1t44M0ZxDfpIJO08XRi3VJ9Eft+BcksAOsQQwjX1XCUZRcfnz0w4E2HZzk9I44q9UGrgBqwdlxId+9OySttz3Lb+5P+JE63n+Tmlb5vNYgDGlVX5FjI12nnE7WJp2oS6LfaMe/CgnsAGuFOMYPXH1a1HvFCdHXB/p0hDXpl5JIg4DU/lHAxZ7d0HqDrCgAAAEWSURBVKf8mCClyki32HmpmnSq3hv9SVdH4F87/lVKYAdYK+VRd8iXCi1XHa8Lk1iHGYzXWsvmSoC1Bw0L2VudZxRA/Fclepnm6wRdFP1W50VD1TPviEUCO8CKFLaZosSXCvd99ITo5dair/It0kMGrvGnopathtTYybHu9nL/Jv1JR4rl3kdm2vFvXAnsAOu4Iqovw8dOiq4pDOnofKL3KtJKA1f2bylctEk5G32rhnSM3hv9SM/x3b228t8OsG6lwMbK/k8vjjo/c3L0Od9CHWH9+S8G7WAixf7vPhX099amJ+vC6L/03oir0rFY7UirIoEdYB0WyvZ0vvrSaMO/vSR6n8F5dEY6R0Nhuf/hDpA+Pin/fwAAAP//O+8NXQAAAAZJREFUAwBBQXTnka946AAAAABJRU5ErkJggg==",F="data:image/png;base64,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",A="data:image/png;base64,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",s="data:image/png;base64,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",Ee="data:image/png;base64,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",F="data:image/png;base64,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diff --git a/umi.a7636b37.js b/umi.fdcf733a.js
similarity index 99%
rename from umi.a7636b37.js
rename to umi.fdcf733a.js
index d4dbc59460..8b8c76e3e0 100644
--- a/umi.a7636b37.js
+++ b/umi.fdcf733a.js
@@ -1480,6 +1480,6 @@ Schedule: ${Y.map(ft=>cu(ft))} pos: ${this.timelinePos}`),ue.length&&this.log(`R
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main")})}))}getExistingTrack(t,n){const{media:s}=this;if(s)for(let _=0;_<s.textTracks.length;_++){const E=s.textTracks[_];if(Wf(E,{name:t,lang:n,characteristics:"transcribes-spoken-dialog,describes-music-and-sound"}))return E}return null}createCaptionsTrack(t){this.config.renderTextTracksNatively?this.createNativeTrack(t):this.createNonNativeTrack(t)}createNativeTrack(t){if(this.captionsTracks[t])return;const{captionsProperties:n,captionsTracks:s,media:_}=this,{label:E,languageCode:I}=n[t],j=this.getExistingTrack(E,I);if(j)s[t]=j,D(s[t]),tf(s[t],_);else{const Y=this.createTextTrack("captions",E,I);Y&&(Y[t]=!0,s[t]=Y)}}createNonNativeTrack(t){if(this.nonNativeCaptionsTracks[t])return;const n=this.captionsProperties[t];if(!n)return;const s=n.label,_={_id:t,label:s,kind:"captions",default:n.media?!!n.media.default:!1,closedCaptions:n.media};this.nonNativeCaptionsTracks[t]=_,this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:[_]})}createTextTrack(t,n,s){const _=this.media;if(_)return 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s=n.subtitleTracks||[],_=s.some(E=>E.textCodec===sf);if(this.config.enableWebVTT||_&&this.config.enableIMSC1){if(Tc(this.tracks,s)){this.tracks=s;return}if(this.textTracks=[],this.tracks=s,this.config.renderTextTracksNatively){const I=this.media,j=I?hn(I.textTracks):null;if(this.tracks.forEach((Y,V)=>{let ue;if(j){let he=null;for(let Ee=0;Ee<j.length;Ee++)if(j[Ee]&&Wf(j[Ee],Y)){he=j[Ee],j[Ee]=null;break}he&&(ue=he)}if(ue)D(ue);else{const he=cf(Y);ue=this.createTextTrack(he,Y.name,Y.lang),ue&&(ue.mode="disabled")}ue&&this.textTracks.push(ue)}),j!=null&&j.length){const Y=j.filter(V=>V!==null).map(V=>V.label);Y.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${Y.join(", ")}. 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0:_.index)!=null?s:-1;E&&I&&(V!==j+1||V===j&&ue!==this.lastPartIndex+1||Y!==this.lastCc)&&(E.reset(),I.reset()),this.lastCc=Y,this.lastSn=V,this.lastPartIndex=ue}}onFragLoaded(t,n){const{frag:s,payload:_}=n;if(s.type===u.SUBTITLE)if(_.byteLength){const E=s.decryptdata,I="stats"in n;if(E==null||!E.encrypted||I){const j=this.tracks[s.level],Y=this.vttCCs;Y[s.cc]||(Y[s.cc]={start:s.start,prevCC:this.prevCC,new:!0},this.prevCC=s.cc),j&&j.textCodec===sf?this._parseIMSC1(s,_):this._parseVTTs(n)}}else this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:new Error("Empty subtitle payload")})}_parseIMSC1(t,n){const s=this.hls;zc(n,this.initPTS[t.cc],_=>{this._appendCues(_,t.level),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:t})},_=>{s.logger.log(`Failed to parse IMSC1: ${_}`),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:t,error:_})})}_parseVTTs(t){var n;const{frag:s,payload:_}=t,{initPTS:E,unparsedVttFrags:I}=this,j=E.length-1;if(!E[s.cc]&&j===-1){I.push(t);return}const Y=this.hls,V=(n=s.initSegment)!=null&&n.data?Ae(s.initSegment.data,new Uint8Array(_)).buffer:_;Cf(V,this.initPTS[s.cc],this.vttCCs,s.cc,s.start,ue=>{this._appendCues(ue,s.level),Y.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:s})},ue=>{const he=ue.message==="Missing initPTS for VTT MPEGTS";he?I.push(t):this._fallbackToIMSC1(s,_),Y.logger.log(`Failed to parse VTT cue: ${ue}`),!(he&&j>s.cc)&&Y.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:ue})})}_fallbackToIMSC1(t,n){const s=this.tracks[t.level];s.textCodec||zc(n,this.initPTS[t.cc],()=>{s.textCodec=sf,this._parseIMSC1(t,n)},()=>{s.textCodec="wvtt"})}_appendCues(t,n){const s=this.hls;if(this.config.renderTextTracksNatively){const _=this.textTracks[n];if(!_||_.mode==="disabled")return;t.forEach(E=>C(_,E))}else{const _=this.tracks[n];if(!_)return;const 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0){const{textTracks:j}=this;Object.keys(j).forEach(Y=>L(j[Y],n,_))}}}extractCea608Data(t){const n=[[],[]],s=t[0]&31;let _=2;for(let E=0;E<s;E++){const I=t[_++],j=127&t[_++],Y=127&t[_++];if(j===0&&Y===0)continue;if((4&I)!==0){const ue=3&I;(ue===0||ue===1)&&(n[ue].push(j),n[ue].push(Y))}}return n}}function cf(O){return O.characteristics&&/transcribes-spoken-dialog/gi.test(O.characteristics)&&/describes-music-and-sound/gi.test(O.characteristics)?"captions":"subtitles"}function Wf(O,t){return!!O&&O.kind===cf(t)&&sc(t,O)}function Qf(O,t,n,s){return Math.min(t,s)-Math.max(O,n)}function If(){return{ccOffset:0,presentationOffset:0,0:{start:0,prevCC:-1,new:!0}}}const rd=/\s/,Vf={newCue(O,t,n,s){const _=[];let E,I,j,Y,V;const ue=self.VTTCue||self.TextTrackCue;for(let Ee=0;Ee<s.rows.length;Ee++)if(E=s.rows[Ee],j=!0,Y=0,V="",!E.isEmpty()){var he;for(let ft=0;ft<E.chars.length;ft++)rd.test(E.chars[ft].uchar)&&j?Y++:(V+=E.chars[ft].uchar,j=!1);E.cueStartTime=t,t===n&&(n+=1e-4),Y>=16?Y--:Y++;const 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E=qf(t,this.controller.signal),I=t.responseType==="arraybuffer",j=I?"byteLength":"length",{maxTimeToFirstByteMs:Y,maxLoadTimeMs:V}=n.loadPolicy;this.context=t,this.config=n,this.callbacks=s,this.request=this.fetchSetup(t,E),self.clearTimeout(this.requestTimeout),n.timeout=Y&&r(Y)?Y:V,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(_,t,this.response))},n.timeout),(eo(this.request)?this.request.then(self.fetch):self.fetch(this.request)).then(he=>{var Ee;this.response=this.loader=he;const Re=Math.max(self.performance.now(),_.loading.start);if(self.clearTimeout(this.requestTimeout),n.timeout=V,this.requestTimeout=self.setTimeout(()=>{this.callbacks&&(this.abortInternal(),this.callbacks.onTimeout(_,t,this.response))},V-(Re-_.loading.start)),!he.ok){const{status:ft,statusText:st}=he;throw new Gf(st||"fetch, bad network response",ft,he)}_.loading.first=Re,_.total=Nf(he.headers)||_.total;const Fe=(Ee=this.callbacks)==null?void 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V=n.status,ue=n.responseType==="text"?n.responseText:null;if(V>=200&&V<300){const Fe=ue!=null?ue:n.response;if(Fe!=null){var I,j;s.loading.end=Math.max(self.performance.now(),s.loading.first);const ft=n.responseType==="arraybuffer"?Fe.byteLength:Fe.length;s.loaded=s.total=ft,s.bwEstimate=s.total*8e3/(s.loading.end-s.loading.first);const st=(I=this.callbacks)==null?void 0:I.onProgress;st&&st(s,t,Fe,n);const Ft={url:n.responseURL,data:Fe,code:V};(j=this.callbacks)==null||j.onSuccess(Ft,s,t,n);return}}const he=E.loadPolicy.errorRetry,Ee=s.retry,Re={url:t.url,data:void 0,code:V};if(et(he,Ee,!1,Re))this.retry(he);else{var Y;H.error(`${V} while loading ${t.url}`),(Y=this.callbacks)==null||Y.onError({code:V,text:n.statusText},t,n,s)}}}loadtimeout(){if(!this.config)return;const t=this.config.loadPolicy.timeoutRetry,n=this.stats.retry;if(et(t,n,!0))this.retry(t);else{var s;H.warn(`timeout while loading ${(s=this.context)==null?void 0:s.url}`);const _=this.callbacks;_&&(this.abortInternal(),_.onTimeout(this.stats,this.context,this.loader))}}retry(t){const{context:n,stats:s}=this;this.retryDelay=Hr(t,s.retry),s.retry++,H.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${n==null?void 0:n.url}, retrying ${s.retry}/${t.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(t){const n=this.stats;n.loaded=t.loaded,t.lengthComputable&&(n.total=t.total)}getCacheAge(){let t=null;if(this.loader&&g.test(this.loader.getAllResponseHeaders())){const n=this.loader.getResponseHeader("age");t=n?parseFloat(n):null}return t}getResponseHeader(t){return this.loader&&new RegExp(`^${t}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(t):null}}const 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0,enableDateRangeMetadataCues:!0,enableEmsgMetadataCues:!0,enableEmsgKLVMetadata:!1,enableID3MetadataCues:!0,enableInterstitialPlayback:!0,interstitialAppendInPlace:!0,interstitialLiveLookAhead:10,useMediaCapabilities:!0,preserveManualLevelOnError:!1,certLoadPolicy:{default:U},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},ke()),{},{subtitleStreamController:Ql,subtitleTrackController:On,timelineController:Mf,audioStreamController:ac,audioTrackController:Ou,emeController:sl,cmcdController:vc,contentSteeringController:Ef,interstitialsController:ws});function ke(){return{cueHandler:Vf,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 ot(O,t,n){if((t.liveSyncDurationCount||t.liveMaxLatencyDurationCount)&&(t.liveSyncDuration||t.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(t.liveMaxLatencyDurationCount!==void 0&&(t.liveSyncDurationCount===void 0||t.liveMaxLatencyDurationCount<=t.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(t.liveMaxLatencyDuration!==void 0&&(t.liveSyncDuration===void 0||t.liveMaxLatencyDuration<=t.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const s=Nt(O),_=["manifest","level","frag"],E=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return _.forEach(I=>{const j=`${I==="level"?"playlist":I}LoadPolicy`,Y=t[j]===void 0,V=[];E.forEach(ue=>{const he=`${I}Loading${ue}`,Ee=t[he];if(Ee!==void 0&&Y){V.push(he);const Re=s[j].default;switch(t[j]={default:Re},ue){case"TimeOut":Re.maxLoadTimeMs=Ee,Re.maxTimeToFirstByteMs=Ee;break;case"MaxRetry":Re.errorRetry.maxNumRetry=Ee,Re.timeoutRetry.maxNumRetry=Ee;break;case"RetryDelay":Re.errorRetry.retryDelayMs=Ee,Re.timeoutRetry.retryDelayMs=Ee;break;case"MaxRetryTimeout":Re.errorRetry.maxRetryDelayMs=Ee,Re.timeoutRetry.maxRetryDelayMs=Ee;break}}}),V.length&&n.warn(`hls.js config: "${V.join('", "')}" setting(s) are deprecated, use "${j}": ${ui(t[j])}`)}),b(b({},s),t)}function Nt(O){return O&&typeof O=="object"?Array.isArray(O)?O.map(Nt):Object.keys(O).reduce((t,n)=>(t[n]=Nt(O[n]),t),{}):O}function nr(O,t){const n=O.loader;n!==Bf&&n!==T?(t.log("[config]: Custom loader detected, cannot enable progressive streaming"),O.progressive=!1):Ff()&&(O.loader=Bf,O.progressive=!0,O.enableSoftwareAES=!0,t.log("[config]: Progressive streaming enabled, using FetchLoader"))}const Dr=2,_n=.1,Bi=.05,za=100;class Qn extends Hs{constructor(t,n){super("gap-controller",t.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 s;(s=this.media)!=null&&s.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var s;this.ended=((s=this.media)==null?void 0:s.currentTime)||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1})}},this.hls=t,this.fragmentTracker=n,this.registerListeners()}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(t,n){this.setInterval(za),this.mediaSource=n.mediaSource;const s=this.media=n.media;vi(s,"playing",this.onMediaPlaying),vi(s,"waiting",this.onMediaWaiting),vi(s,"ended",this.onMediaEnded)}onMediaDetaching(t,n){this.clearInterval();const{media:s}=this;s&&(ps(s,"playing",this.onMediaPlaying),ps(s,"waiting",this.onMediaWaiting),ps(s,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(t,n){this.buffered=n.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var t;if(!((t=this.media)!=null&&t.readyState)||!this.hasBuffered)return;const n=this.media.currentTime;this.poll(n,this.lastCurrentTime),this.lastCurrentTime=n}poll(t,n){var s,_;const E=(s=this.hls)==null?void 0:s.config;if(!E)return;const I=this.media;if(!I)return;const{seeking:j}=I,Y=this.seeking&&!j,V=!this.seeking&&j,ue=I.paused&&!j||I.ended||I.playbackRate===0;if(this.seeking=j,t!==n){n&&(this.ended=0),this.moved=!0,j||(this.nudgeRetry=0,E.nudgeOnVideoHole&&!ue&&t>n&&this.nudgeOnVideoHole(t,n)),this.waiting===0&&this.stallResolved(t);return}if(V||Y){Y&&this.stallResolved(t);return}if(ue){this.nudgeRetry=0,this.stallResolved(t),!this.ended&&I.ended&&this.hls&&(this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1}));return}if(!Li.getBuffered(I).length){this.nudgeRetry=0;return}const he=Li.bufferInfo(I,t,0),Ee=he.nextStart||0,Re=this.fragmentTracker;if(j&&Re&&this.hls){const gn=da(this.hls.inFlightFragments,t),Kr=he.len>Dr,an=!Ee||gn||Ee-t>Dr&&!Re.getPartialFragment(t);if(Kr||an)return;this.moved=!1}const Fe=(_=this.hls)==null?void 0:_.latestLevelDetails;if(!this.moved&&this.stalled!==null&&Re){if(!(he.len>0)&&!Ee)return;const Kr=Math.max(Ee,he.start||0)-t,dn=!!(Fe!=null&&Fe.live)?Fe.targetduration*2:Dr,Vr=Ta(t,Re);if(Kr>0&&(Kr<=dn||Vr)){I.paused||this._trySkipBufferHole(Vr);return}}const ft=E.detectStallWithCurrentTimeMs,st=self.performance.now(),Ft=this.waiting;let fr=this.stalled;if(fr===null)if(Ft>0&&st-Ft<ft)fr=this.stalled=Ft;else{this.stalled=st;return}const ar=st-fr;if(!j&&(ar>=ft||Ft)&&this.hls){var $r;if((($r=this.mediaSource)==null?void 0:$r.readyState)==="ended"&&!(Fe!=null&&Fe.live)&&Math.abs(t-((Fe==null?void 0:Fe.edge)||0))<1){if(this.ended)return;this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(he),!this.media||!this.hls)return}const Xr=Li.bufferInfo(I,t,E.maxBufferHole);this._tryFixBufferStall(Xr,ar,t)}stallResolved(t){const n=this.stalled;if(n&&this.hls&&(this.stalled=null,this.stallReported)){const s=self.performance.now()-n;this.log(`playback not stuck anymore @${t}, after ${Math.round(s)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(o.STALL_RESOLVED,{})}}nudgeOnVideoHole(t,n){var s;const _=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(s=this.buffered.audio)!=null&&s.length&&_&&_.length>1&&t>_.end(0)){const E=Li.bufferedInfo(Li.timeRangesToArray(this.buffered.audio),t,0);if(E.len>1&&n>=E.start){const I=Li.timeRangesToArray(_),j=Li.bufferedInfo(I,n,0).bufferedIndex;if(j>-1&&j<I.length-1){const Y=Li.bufferedInfo(I,t,0).bufferedIndex,V=I[j].end,ue=I[j+1].start;if((Y===-1||Y>j)&&ue-V<1&&t-V<2){const he=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${t} hole: ${V} -> ${ue} buffered index: ${Y}`);this.warn(he.message),this.media.currentTime+=1e-6;let Ee=Ta(t,this.fragmentTracker);Ee&&"fragment"in Ee?Ee=Ee.fragment:Ee||(Ee=void 0);const Re=Li.bufferInfo(this.media,t,0);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:he,reason:he.message,frag:Ee,buffer:Re.len,bufferInfo:Re})}}}}}_tryFixBufferStall(t,n,s){var _,E;const{fragmentTracker:I,media:j}=this,Y=(_=this.hls)==null?void 0:_.config;if(!j||!I||!Y)return;const V=(E=this.hls)==null?void 0:E.latestLevelDetails,ue=Ta(s,I);if((ue||V!=null&&V.live&&s<V.fragmentStart)&&(this._trySkipBufferHole(ue)||!this.media))return;const he=t.buffered,Ee=this.adjacentTraversal(t,s);(he&&he.length>1&&t.len>Y.maxBufferHole||t.nextStart&&(t.nextStart-s<Y.maxBufferHole||Ee))&&(n>Y.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(t))}adjacentTraversal(t,n){const s=this.fragmentTracker,_=t.nextStart;if(s&&_){const E=s.getFragAtPos(n,u.MAIN),I=s.getFragAtPos(_,u.MAIN);if(E&&I)return I.sn-E.sn<2}return!1}_reportStall(t){const{hls:n,media:s,stallReported:_,stalled:E}=this;if(!_&&E!==null&&s&&n){this.stallReported=!0;const I=new Error(`Playback stalling at @${s.currentTime} due to low buffer (${ui(t)})`);this.warn(I.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,fatal:!1,error:I,buffer:t.len,bufferInfo:t,stalled:{start:E}})}}_trySkipBufferHole(t){var n;const{fragmentTracker:s,media:_}=this,E=(n=this.hls)==null?void 0:n.config;if(!_||!s||!E)return 0;const I=_.currentTime,j=Li.bufferInfo(_,I,0),Y=I<j.start?j.start:j.nextStart;if(Y&&this.hls){const ue=j.len<=E.maxBufferHole,he=j.len>0&&j.len<1&&_.readyState<3,Ee=Y-I;if(Ee>0&&(ue||he)){if(Ee>E.maxBufferHole){let Fe=!1;if(I===0){const ft=s.getAppendedFrag(0,u.MAIN);ft&&Y<ft.end&&(Fe=!0)}if(!Fe&&t){var V;if(!((V=this.hls.loadLevelObj)!=null&&V.details)||da(this.hls.inFlightFragments,Y))return 0;let st=!1,Ft=t.end;for(;Ft<Y;){const fr=Ta(Ft,s);if(fr)Ft+=fr.duration;else{st=!0;break}}if(st)return 0}}const Re=Math.max(Y+Bi,I+_n);if(this.warn(`skipping hole, adjusting currentTime from ${I} to ${Re}`),this.moved=!0,_.currentTime=Re,!(t!=null&&t.gap)){const Fe=new Error(`fragment loaded with buffer holes, seeking from ${I} to ${Re}`),ft={type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:Fe,reason:Fe.message,buffer:j.len,bufferInfo:j};t&&("fragment"in t?ft.part=t:ft.frag=t),this.hls.trigger(o.ERROR,ft)}return Re}}return 0}_tryNudgeBuffer(t){const{hls:n,media:s,nudgeRetry:_}=this,E=n==null?void 0:n.config;if(!s||!E)return 0;const I=s.currentTime;if(this.nudgeRetry++,_<E.nudgeMaxRetry){const j=I+(_+1)*E.nudgeOffset,Y=new Error(`Nudging 'currentTime' from ${I} to ${j}`);this.warn(Y.message),s.currentTime=j,n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_NUDGE_ON_STALL,error:Y,fatal:!1,buffer:t.len,bufferInfo:t})}else{const j=new Error(`Playhead still not moving while enough data buffered @${I} after ${E.nudgeMaxRetry} nudges`);this.error(j.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,error:j,fatal:!0,buffer:t.len,bufferInfo:t})}}}function da(O,t){const n=Fa(O.main);if(n&&n.start<=t)return n;const s=Fa(O.audio);return s&&s.start<=t?s:null}function Fa(O){if(!O)return null;switch(O.state){case cn.IDLE:case cn.STOPPED:case cn.ENDED:case cn.ERROR:return null}return O.frag}function Ta(O,t){return t.getAppendedFrag(O,u.MAIN)||t.getPartialFragment(O)}const tn=.25;function Ur(){if(typeof self!="undefined")return self.VTTCue||self.TextTrackCue}function qr(O,t,n,s,_){let E=new O(t,n,"");try{E.value=s,_&&(E.type=_)}catch(I){E=new O(t,n,ui(_?b({type:_},s):s))}return E}const kn=(()=>{const O=Ur();try{O&&new O(0,Number.POSITIVE_INFINITY,"")}catch(t){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Zn{constructor(t){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(o.EVENT_CUE_ENTER,{})},this.hls=t,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(t,n){var s;this.media=n.media,((s=n.overrides)==null?void 0:s.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var t;const n=(t=this.hls)==null?void 0:t.latestLevelDetails;n&&this.updateDateRangeCues(n)}onMediaDetaching(t,n){this.media=null,!n.transferMedia&&(this.id3Track&&(this.removeCues&&D(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(t){const n=this.getID3Track(t.textTracks);return n.mode="hidden",n}getID3Track(t){if(this.media){for(let n=0;n<t.length;n++){const s=t[n];if(s.kind==="metadata"&&s.label==="id3")return tf(s,this.media),s}return this.media.addTextTrack("metadata","id3")}}onFragParsingMetadata(t,n){if(!this.media||!this.hls)return;const{enableEmsgMetadataCues:s,enableID3MetadataCues:_}=this.hls.config;if(!s&&!_)return;const{samples:E}=n;this.id3Track||(this.id3Track=this.createTrack(this.media));const I=Ur();if(I)for(let j=0;j<E.length;j++){const Y=E[j].type;if(Y===Qr.emsg&&!s||!_)continue;const V=Oa(E[j].data),ue=E[j].pts;let he=ue+E[j].duration;he>kn&&(he=kn),he-ue<=0&&(he=ue+tn);for(let Re=0;Re<V.length;Re++){const Fe=V[Re];if(!ye(Fe)){this.updateId3CueEnds(ue,Y);const ft=qr(I,ue,he,Fe,Y);ft&&this.id3Track.addCue(ft)}}}}updateId3CueEnds(t,n){var s;const _=(s=this.id3Track)==null?void 0:s.cues;if(_)for(let E=_.length;E--;){const I=_[E];I.type===n&&I.startTime<t&&I.endTime===kn&&(I.endTime=t)}}onBufferFlushing(t,{startOffset:n,endOffset:s,type:_}){const{id3Track:E,hls:I}=this;if(!I)return;const{config:{enableEmsgMetadataCues:j,enableID3MetadataCues:Y}}=I;if(E&&(j||Y)){let V;_==="audio"?V=ue=>ue.type===Qr.audioId3&&Y:_==="video"?V=ue=>ue.type===Qr.emsg&&j:V=ue=>ue.type===Qr.audioId3&&Y||ue.type===Qr.emsg&&j,L(E,n,s,V)}}onLevelUpdated(t,{details:n}){this.updateDateRangeCues(n,!0)}onLevelPtsUpdated(t,n){Math.abs(n.drift)>.01&&this.updateDateRangeCues(n.details)}updateDateRangeCues(t,n){if(!this.hls||!this.media)return;const{assetPlayerId:s,timelineOffset:_,enableDateRangeMetadataCues:E,interstitialsController:I}=this.hls.config;if(!E)return;const j=Ur();if(s&&_&&!I){const{fragmentStart:ft,fragmentEnd:st}=t;let Ft=this.assetCue;Ft?(Ft.startTime=ft,Ft.endTime=st):j&&(Ft=this.assetCue=qr(j,ft,st,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Ft&&(Ft.id=s,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Ft),Ft.addEventListener("enter",this.onEventCueEnter)))}if(!t.hasProgramDateTime)return;const{id3Track:Y}=this,{dateRanges:V}=t,ue=Object.keys(V);let he=this.dateRangeCuesAppended;if(Y&&n){var Ee;if((Ee=Y.cues)!=null&&Ee.length){const ft=Object.keys(he).filter(st=>!ue.includes(st));for(let st=ft.length;st--;){var Re;const Ft=ft[st],fr=(Re=he[Ft])==null?void 0:Re.cues;delete he[Ft],fr&&Object.keys(fr).forEach(ar=>{const $r=fr[ar];if($r){$r.removeEventListener("enter",this.onEventCueEnter);try{Y.removeCue($r)}catch(Xr){}}})}}else he=this.dateRangeCuesAppended={}}const Fe=t.fragments[t.fragments.length-1];if(!(ue.length===0||!r(Fe==null?void 0:Fe.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let ft=0;ft<ue.length;ft++){const st=ue[ft],Ft=V[st],fr=Ft.startTime,ar=he[st],$r=(ar==null?void 0:ar.cues)||{};let Xr=(ar==null?void 0:ar.durationKnown)||!1,gn=kn;const{duration:Kr,endDate:an}=Ft;if(an&&Kr!==null)gn=fr+Kr,Xr=!0;else if(Ft.endOnNext&&!Xr){const Vr=ue.reduce((Cn,wi)=>{if(wi!==Ft.id){const qi=V[wi];if(qi.class===Ft.class&&qi.startDate>Ft.startDate&&(!Cn||Ft.startDate<Cn.startDate))return qi}return Cn},null);Vr&&(gn=Vr.startTime,Xr=!0)}const dn=Object.keys(Ft.attr);for(let Vr=0;Vr<dn.length;Vr++){const Cn=dn[Vr];if(!Ps(Cn))continue;const wi=$r[Cn];if(wi)Xr&&!(ar!=null&&ar.durationKnown)?wi.endTime=gn:Math.abs(wi.startTime-fr)>.01&&(wi.startTime=fr,wi.endTime=gn);else if(j){let qi=Ft.attr[Cn];Is(Cn)&&(qi=K(qi));const ea=qr(j,fr,gn,{key:Cn,data:qi},Qr.dateRange);ea&&(ea.id=st,this.id3Track.addCue(ea),$r[Cn]=ea,I&&(Cn==="X-ASSET-LIST"||Cn==="X-ASSET-URL")&&ea.addEventListener("enter",this.onEventCueEnter))}}he[st]={cues:$r,dateRange:Ft,durationKnown:Xr}}}}}class Va{constructor(t){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:n}=this,s=this.levelDetails;if(!n||!s)return;this.currentTime=n.currentTime;const _=this.computeLatency();if(_===null)return;this._latency=_;const{lowLatencyMode:E,maxLiveSyncPlaybackRate:I}=this.config;if(!E||I===1||!s.live)return;const j=this.targetLatency;if(j===null)return;const Y=_-j,V=Math.min(this.maxLatency,j+s.targetduration);if(Y<V&&Y>.05&&this.forwardBufferLength>1){const he=Math.min(2,Math.max(1,I)),Ee=Math.round(2/(1+Math.exp(-.75*Y-this.edgeStalled))*20)/20,Re=Math.min(he,Math.max(1,Ee));this.changeMediaPlaybackRate(n,Re)}else n.playbackRate!==1&&n.playbackRate!==0&&this.changeMediaPlaybackRate(n,1)},this.hls=t,this.config=t.config,this.registerListeners()}get levelDetails(){var t;return((t=this.hls)==null?void 0:t.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:t}=this;if(t.liveMaxLatencyDuration!==void 0)return t.liveMaxLatencyDuration;const n=this.levelDetails;return n?t.liveMaxLatencyDurationCount*n.targetduration:0}get targetLatency(){const t=this.levelDetails;if(t===null||this.hls===null)return null;const{holdBack:n,partHoldBack:s,targetduration:_}=t,{liveSyncDuration:E,liveSyncDurationCount:I,lowLatencyMode:j}=this.config,Y=this.hls.userConfig;let V=j&&s||n;(this._targetLatencyUpdated||Y.liveSyncDuration||Y.liveSyncDurationCount||V===0)&&(V=E!==void 0?E:I*_);const ue=_;return V+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,ue)}set targetLatency(t){this.stallCount=0,this.config.liveSyncDuration=t,this._targetLatencyUpdated=!0}get liveSyncPosition(){const t=this.estimateLiveEdge(),n=this.targetLatency;if(t===null||n===null)return null;const s=this.levelDetails;if(s===null)return null;const _=s.edge,E=t-n-this.edgeStalled,I=_-s.totalduration,j=_-(this.config.lowLatencyMode&&s.partTarget||s.targetduration);return Math.min(Math.max(I,E),j)}get drift(){const t=this.levelDetails;return t===null?1:t.drift}get edgeStalled(){const t=this.levelDetails;if(t===null)return 0;const n=(this.config.lowLatencyMode&&t.partTarget||t.targetduration)*3;return Math.max(t.age-n,0)}get forwardBufferLength(){const{media:t}=this,n=this.levelDetails;if(!t||!n)return 0;const s=t.buffered.length;return(s?t.buffered.end(s-1):n.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.ERROR,this.onError,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.ERROR,this.onError,this))}onMediaAttached(t,n){this.media=n.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(t,{details:n}){n.advanced&&this.onTimeupdate(),!n.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(t,n){var s;n.details===f.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(s=this.levelDetails)!=null&&s.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(t,n){var s,_;t.playbackRate!==n&&((s=this.hls)==null||s.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(_=this.targetLatency)==null?void 0:_.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${t.playbackRate} to ${n}`),t.playbackRate=n)}estimateLiveEdge(){const t=this.levelDetails;return t===null?null:t.edge+t.age}computeLatency(){const t=this.estimateLiveEdge();return t===null?null:t-this.currentTime}}class Ki extends hi{constructor(t,n){super(t,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=n,this._registerListeners()}_registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this),t.on(o.ERROR,this.onError,this)}_unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this),t.off(o.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(n=>{n.loadError=0,n.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(t,n){this.resetLevels()}onManifestLoaded(t,n){const s=this.hls.config.preferManagedMediaSource,_=[],E={},I={};let j=!1,Y=!1,V=!1;n.levels.forEach(ue=>{const he=ue.attrs;let{audioCodec:Ee,videoCodec:Re}=ue;Ee&&(ue.audioCodec=Ee=vt(Ee,s)||void 0),Re&&(Re=ue.videoCodec=At(Re));const{width:Fe,height:ft,unknownCodecs:st}=ue;let Ft=st?st.length:0;if(st)for(let Vr=Ft;Vr--;){const Cn=st[Vr];this.isAudioSupported(Cn)?(ue.audioCodec=Ee=Ee?`${Ee},${Cn}`:Cn,Ft--,pe.audio[Ee.substring(0,4)]=2):this.isVideoSupported(Cn)&&(ue.videoCodec=Re=Re?`${Re},${Cn}`:Cn,Ft--,pe.video[Re.substring(0,4)]=2)}if(j||(j=!!(Fe&&ft)),Y||(Y=!!Re),V||(V=!!Ee),Ft||Ee&&!this.isAudioSupported(Ee)||Re&&!this.isVideoSupported(Re)){this.log(`Some or all CODECS not supported "${he.CODECS}"`);return}const{CODECS:fr,"FRAME-RATE":ar,"HDCP-LEVEL":$r,"PATHWAY-ID":Xr,RESOLUTION:gn,"VIDEO-RANGE":Kr}=he,dn=`${`${Xr||"."}-`}${ue.bitrate}-${gn}-${ar}-${fr}-${Kr}-${$r}`;if(E[dn])if(E[dn].uri!==ue.url&&!ue.attrs["PATHWAY-ID"]){const Vr=I[dn]+=1;ue.attrs["PATHWAY-ID"]=new Array(Vr+1).join(".");const Cn=this.createLevel(ue);E[dn]=Cn,_.push(Cn)}else E[dn].addGroupId("audio",he.AUDIO),E[dn].addGroupId("text",he.SUBTITLES);else{const Vr=this.createLevel(ue);E[dn]=Vr,I[dn]=1,_.push(Vr)}}),this.filterAndSortMediaOptions(_,n,j,Y,V)}createLevel(t){const n=new vn(t),s=t.supplemental;if(s!=null&&s.videoCodec&&!this.isVideoSupported(s.videoCodec)){const _=new Error(`SUPPLEMENTAL-CODECS not supported "${s.videoCodec}"`);this.log(_.message),n.supportedResult=un(_,[])}return n}isAudioSupported(t){return Ce(t,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(t){return Ce(t,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(t,n,s,_,E){let I=[],j=[],Y=t;if((s||_)&&E&&(Y=Y.filter(({videoCodec:st,videoRange:Ft,width:fr,height:ar})=>(!!st||!!(fr&&ar))&&An(Ft))),Y.length===0){Promise.resolve().then(()=>{if(this.hls){let st="no level with compatible codecs found in manifest",Ft=st;n.levels.length&&(Ft=`one or more CODECS in variant not supported: ${ui(n.levels.map(ar=>ar.attrs.CODECS).filter((ar,$r,Xr)=>Xr.indexOf(ar)===$r))}`,this.warn(Ft),st+=` (${Ft})`);const fr=new Error(st);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:n.url,error:fr,reason:Ft})}});return}n.audioTracks&&(I=n.audioTracks.filter(st=>!st.audioCodec||this.isAudioSupported(st.audioCodec)),Ga(I)),n.subtitles&&(j=n.subtitles,Ga(j));const V=Y.slice(0);Y.sort((st,Ft)=>{if(st.attrs["HDCP-LEVEL"]!==Ft.attrs["HDCP-LEVEL"])return(st.attrs["HDCP-LEVEL"]||"")>(Ft.attrs["HDCP-LEVEL"]||"")?1:-1;if(s&&st.height!==Ft.height)return st.height-Ft.height;if(st.frameRate!==Ft.frameRate)return st.frameRate-Ft.frameRate;if(st.videoRange!==Ft.videoRange)return Nr.indexOf(st.videoRange)-Nr.indexOf(Ft.videoRange);if(st.videoCodec!==Ft.videoCodec){const fr=St(st.videoCodec),ar=St(Ft.videoCodec);if(fr!==ar)return ar-fr}if(st.uri===Ft.uri&&st.codecSet!==Ft.codecSet){const fr=Ie(st.codecSet),ar=Ie(Ft.codecSet);if(fr!==ar)return ar-fr}return st.averageBitrate!==Ft.averageBitrate?st.averageBitrate-Ft.averageBitrate:0});let ue=V[0];if(this.steering&&(Y=this.steering.filterParsedLevels(Y),Y.length!==V.length)){for(let st=0;st<V.length;st++)if(V[st].pathwayId===Y[0].pathwayId){ue=V[st];break}}this._levels=Y;for(let st=0;st<Y.length;st++)if(Y[st]===ue){var he;this._firstLevel=st;const Ft=ue.bitrate,fr=this.hls.bandwidthEstimate;if(this.log(`manifest loaded, ${Y.length} level(s) found, first bitrate: ${Ft}`),((he=this.hls.userConfig)==null?void 0:he.abrEwmaDefaultEstimate)===void 0){const ar=Math.min(Ft,this.hls.config.abrEwmaDefaultEstimateMax);ar>fr&&fr===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=ar)}break}const Ee=E&&!_,Re=this.hls.config,Fe=!!(Re.audioStreamController&&Re.audioTrackController),ft={levels:Y,audioTracks:I,subtitleTracks:j,sessionData:n.sessionData,sessionKeys:n.sessionKeys,firstLevel:this._firstLevel,stats:n.stats,audio:E,video:_,altAudio:Fe&&!Ee&&I.some(st=>!!st.url)};this.hls.trigger(o.MANIFEST_PARSED,ft)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(t){const n=this._levels;if(n.length===0)return;if(t<0||t>=n.length){const ue=new Error("invalid level idx"),he=t<0;if(this.hls.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.LEVEL_SWITCH_ERROR,level:t,fatal:he,error:ue,reason:ue.message}),he)return;t=Math.min(t,n.length-1)}const s=this.currentLevelIndex,_=this.currentLevel,E=_?_.attrs["PATHWAY-ID"]:void 0,I=n[t],j=I.attrs["PATHWAY-ID"];if(this.currentLevelIndex=t,this.currentLevel=I,s===t&&_&&E===j)return;this.log(`Switching to level ${t} (${I.height?I.height+"p ":""}${I.videoRange?I.videoRange+" ":""}${I.codecSet?I.codecSet+" ":""}@${I.bitrate})${j?" with Pathway "+j:""} from level ${s}${E?" with Pathway "+E:""}`);const Y={level:t,attrs:I.attrs,details:I.details,bitrate:I.bitrate,averageBitrate:I.averageBitrate,maxBitrate:I.maxBitrate,realBitrate:I.realBitrate,width:I.width,height:I.height,codecSet:I.codecSet,audioCodec:I.audioCodec,videoCodec:I.videoCodec,audioGroups:I.audioGroups,subtitleGroups:I.subtitleGroups,loaded:I.loaded,loadError:I.loadError,fragmentError:I.fragmentError,name:I.name,id:I.id,uri:I.uri,url:I.url,urlId:0,audioGroupIds:I.audioGroupIds,textGroupIds:I.textGroupIds};this.hls.trigger(o.LEVEL_SWITCHING,Y);const V=I.details;if(!V||V.live){const ue=this.switchParams(I.uri,_==null?void 0:_.details,V);this.loadPlaylist(ue)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(t){this.manualLevelIndex=t,this._startLevel===void 0&&(this._startLevel=t),t!==-1&&(this.level=t)}get firstLevel(){return this._firstLevel}set firstLevel(t){this._firstLevel=t}get startLevel(){if(this._startLevel===void 0){const t=this.hls.config.startLevel;return t!==void 0?t:this.hls.firstAutoLevel}return this._startLevel}set startLevel(t){this._startLevel=t}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(t){if(this.steering){const n=this.steering.pathways(),s=t.filter(_=>n.indexOf(_)!==-1);if(t.length<1){this.warn(`pathwayPriority ${t} should contain at least one pathway from list: ${n}`);return}this.steering.pathwayPriority=s}}onError(t,n){n.fatal||!n.context||n.context.type===h.LEVEL&&n.context.level===this.level&&this.checkRetry(n)}onFragBuffered(t,{frag:n}){if(n!==void 0&&n.type===u.MAIN){const s=n.elementaryStreams;if(!Object.keys(s).some(E=>!!s[E]))return;const _=this._levels[n.level];_!=null&&_.loadError&&(this.log(`Resetting level error count of ${_.loadError} on frag buffered`),_.loadError=0)}}onLevelLoaded(t,n){var s;const{level:_,details:E}=n,I=n.levelInfo;if(!I){var j;this.warn(`Invalid level index ${_}`),(j=n.deliveryDirectives)!=null&&j.skip&&(E.deltaUpdateFailed=!0);return}if(I===this.currentLevel||n.withoutMultiVariant){I.fragmentError===0&&(I.loadError=0);let Y=I.details;Y===n.details&&Y.advanced&&(Y=void 0),this.playlistLoaded(_,n,Y)}else(s=n.deliveryDirectives)!=null&&s.skip&&(E.deltaUpdateFailed=!0)}loadPlaylist(t){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,t)}loadingPlaylist(t,n){super.loadingPlaylist(t,n);const s=this.getUrlWithDirectives(t.uri,n),_=this.currentLevelIndex,E=t.attrs["PATHWAY-ID"],I=t.details,j=I==null?void 0:I.age;this.log(`Loading level index ${_}${(n==null?void 0:n.msn)!==void 0?" at sn "+n.msn+" part "+n.part:""}${E?" Pathway "+E:""}${j&&I.live?" age "+j.toFixed(1)+(I.type?" "+I.type||0:""):""} ${s}`),this.hls.trigger(o.LEVEL_LOADING,{url:s,level:_,levelInfo:t,pathwayId:t.attrs["PATHWAY-ID"],id:0,deliveryDirectives:n||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(t){this.level=t,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=t)}removeLevel(t){var n;if(this._levels.length===1)return;const s=this._levels.filter((E,I)=>I!==t?!0:(this.steering&&this.steering.removeLevel(E),E===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,E.details&&E.details.fragments.forEach(j=>j.level=-1)),!1));$n(s),this._levels=s,this.currentLevelIndex>-1&&(n=this.currentLevel)!=null&&n.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const _=s.length-1;this._firstLevel=Math.min(this._firstLevel,_),this._startLevel&&(this._startLevel=Math.min(this._startLevel,_)),this.hls.trigger(o.LEVELS_UPDATED,{levels:s})}onLevelsUpdated(t,{levels:n}){this._levels=n}checkMaxAutoUpdated(){const{autoLevelCapping:t,maxAutoLevel:n,maxHdcpLevel:s}=this.hls;this._maxAutoLevel!==n&&(this._maxAutoLevel=n,this.hls.trigger(o.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:t,levels:this.levels,maxAutoLevel:n,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:s}))}}function Ga(O){const t={};O.forEach(n=>{const s=n.groupId||"";n.id=t[s]=t[s]||0,t[s]++})}function ls(){return self.SourceBuffer||self.WebKitSourceBuffer}function qa(){if(!ae())return!1;const t=ls();return!t||t.prototype&&typeof t.prototype.appendBuffer=="function"&&typeof t.prototype.remove=="function"}function Zc(){if(!qa())return!1;const O=ae();return typeof(O==null?void 0:O.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(t=>O.isTypeSupported(Zt(t,"video")))||["mp4a.40.2","fLaC"].some(t=>O.isTypeSupported(Zt(t,"audio"))))}function sd(){var O;const t=ls();return typeof(t==null||(O=t.prototype)==null?void 0:O.changeType)=="function"}const bd=100;class xd extends Wa{constructor(t,n,s){super(t,n,s,"stream-controller",u.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 _=this.media,E=_?_.currentTime:null;if(E===null||!r(E)||(this.log(`Media seeked to ${E.toFixed(3)}`),!this.getBufferedFrag(E)))return;const I=this.getFwdBufferInfoAtPos(_,E,u.MAIN,0);if(I===null||I.len===0){this.warn(`Main forward buffer length at ${E} on "seeked" event ${I?I.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:t}=this;t.on(o.MANIFEST_PARSED,this.onManifestParsed,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.on(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.on(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.on(o.BUFFER_CREATED,this.onBufferCreated,this),t.on(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:t}=this;t.off(o.MANIFEST_PARSED,this.onManifestParsed,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.off(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.off(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.off(o.BUFFER_CREATED,this.onBufferCreated,this),t.off(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(t,n){if(this.levels){const{lastCurrentTime:s,hls:_}=this;if(this.stopLoad(),this.setInterval(bd),this.level=-1,!this.startFragRequested){let E=_.startLevel;E===-1&&(_.config.testBandwidth&&this.levels.length>1?(E=0,this.bitrateTest=!0):E=_.firstAutoLevel),_.nextLoadLevel=E,this.level=_.loadLevel,this._hasEnoughToStart=!!n}s>0&&t===-1&&!n&&(this.log(`Override startPosition with lastCurrentTime @${s.toFixed(3)}`),t=s),this.state=cn.IDLE,this.nextLoadPosition=this.lastCurrentTime=t+this.timelineOffset,this.startPosition=n?-1:t,this.tick()}else this._forceStartLoad=!0,this.state=cn.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case cn.WAITING_LEVEL:{const{levels:t,level:n}=this,s=t==null?void 0:t[n],_=s==null?void 0:s.details;if(_&&(!_.live||this.levelLastLoaded===s&&!this.waitForLive(s))){if(this.waitForCdnTuneIn(_))break;this.state=cn.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=cn.IDLE;break}break}case cn.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===cn.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var t;super.onTickEnd(),(t=this.media)!=null&&t.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:t,levelLastLoaded:n,levels:s,media:_}=this;if(n===null||!_&&!this.primaryPrefetch&&(this.startFragRequested||!t.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const E=this.buffering?t.nextLoadLevel:t.loadLevel;if(!(s!=null&&s[E]))return;const I=s[E],j=this.getMainFwdBufferInfo();if(j===null)return;const Y=this.getLevelDetails();if(Y&&this._streamEnded(j,Y)){const ft={};this.altAudio===2&&(ft.type="video"),this.hls.trigger(o.BUFFER_EOS,ft),this.state=cn.ENDED;return}if(!this.buffering)return;t.loadLevel!==E&&t.manualLevel===-1&&this.log(`Adapting to level ${E} from level ${this.level}`),this.level=t.nextLoadLevel=E;const V=I.details;if(!V||this.state===cn.WAITING_LEVEL||this.waitForLive(I)){this.level=E,this.state=cn.WAITING_LEVEL,this.startFragRequested=!1;return}const ue=j.len,he=this.getMaxBufferLength(I.maxBitrate);if(ue>=he)return;this.backtrackFragment&&this.backtrackFragment.start>j.end&&(this.backtrackFragment=null);const Ee=this.backtrackFragment?this.backtrackFragment.start:j.end;let Re=this.getNextFragment(Ee,V);if(this.couldBacktrack&&!this.fragPrevious&&Re&&Pe(Re)&&this.fragmentTracker.getState(Re)!==Rr.OK){var Fe;const st=((Fe=this.backtrackFragment)!=null?Fe:Re).sn-V.startSN,Ft=V.fragments[st-1];Ft&&Re.cc===Ft.cc&&(Re=Ft,this.fragmentTracker.removeFragment(Ft))}else this.backtrackFragment&&j.len&&(this.backtrackFragment=null);if(Re&&this.isLoopLoading(Re,Ee)){if(!Re.gap){const st=this.audioOnly&&!this.altAudio?ie.AUDIO:ie.VIDEO,Ft=(st===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Ft&&this.afterBufferFlushed(Ft,st,u.MAIN)}Re=this.getNextFragmentLoopLoading(Re,V,j,u.MAIN,he)}Re&&(Re.initSegment&&!Re.initSegment.data&&!this.bitrateTest&&(Re=Re.initSegment),this.loadFragment(Re,I,Ee))}loadFragment(t,n,s){const _=this.fragmentTracker.getState(t);_===Rr.NOT_LOADED||_===Rr.PARTIAL?Pe(t)?this.bitrateTest?(this.log(`Fragment ${t.sn} of level ${t.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(t,n)):super.loadFragment(t,n,s):this._loadInitSegment(t,n):this.clearTrackerIfNeeded(t)}getBufferedFrag(t){return this.fragmentTracker.getBufferedFrag(t,u.MAIN)}followingBufferedFrag(t){return t?this.getBufferedFrag(t.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:t,media:n}=this;if(n!=null&&n.readyState){let s;const _=this.getAppendedFrag(n.currentTime);_&&_.start>1&&this.flushMainBuffer(0,_.start-1);const E=this.getLevelDetails();if(E!=null&&E.live){const j=this.getMainFwdBufferInfo();if(!j||j.len<E.targetduration*2)return}if(!n.paused&&t){const j=this.hls.nextLoadLevel,Y=t[j],V=this.fragLastKbps;V&&this.fragCurrent?s=this.fragCurrent.duration*Y.maxBitrate/(1e3*V)+1:s=0}else s=0;const I=this.getBufferedFrag(n.currentTime+s);if(I){const j=this.followingBufferedFrag(I);if(j){this.abortCurrentFrag();const Y=j.maxStartPTS?j.maxStartPTS:j.start,V=j.duration,ue=Math.max(I.end,Y+Math.min(Math.max(V-this.config.maxFragLookUpTolerance,V*(this.couldBacktrack?.5:.125)),V*(this.couldBacktrack?.75:.25)));this.flushMainBuffer(ue,Number.POSITIVE_INFINITY)}}}}abortCurrentFrag(){const t=this.fragCurrent;switch(this.fragCurrent=null,this.backtrackFragment=null,t&&(t.abortRequests(),this.fragmentTracker.removeFragment(t)),this.state){case cn.KEY_LOADING:case cn.FRAG_LOADING:case cn.FRAG_LOADING_WAITING_RETRY:case cn.PARSING:case cn.PARSED:this.state=cn.IDLE;break}this.nextLoadPosition=this.getLoadPosition()}flushMainBuffer(t,n){super.flushMainBuffer(t,n,this.altAudio===2?"video":null)}onMediaAttached(t,n){super.onMediaAttached(t,n);const s=n.media;vi(s,"playing",this.onMediaPlaying),vi(s,"seeked",this.onMediaSeeked)}onMediaDetaching(t,n){const{media:s}=this;s&&(ps(s,"playing",this.onMediaPlaying),ps(s,"seeked",this.onMediaSeeked)),this.videoBuffer=null,this.fragPlaying=null,super.onMediaDetaching(t,n),!n.transferMedia&&(this._hasEnoughToStart=!1)}onManifestLoading(){super.onManifestLoading(),this.log("Trigger BUFFER_RESET"),this.hls.trigger(o.BUFFER_RESET,void 0),this.couldBacktrack=!1,this.fragLastKbps=0,this.fragPlaying=this.backtrackFragment=null,this.altAudio=0,this.audioOnly=!1}onManifestParsed(t,n){let s=!1,_=!1;for(let E=0;E<n.levels.length;E++){const I=n.levels[E].audioCodec;I&&(s=s||I.indexOf("mp4a.40.2")!==-1,_=_||I.indexOf("mp4a.40.5")!==-1)}this.audioCodecSwitch=s&&_&&!sd(),this.audioCodecSwitch&&this.log("Both AAC/HE-AAC audio found in levels; declaring level codec as HE-AAC"),this.levels=n.levels,this.startFragRequested=!1}onLevelLoading(t,n){const{levels:s}=this;if(!s||this.state!==cn.IDLE)return;const _=n.levelInfo;(!_.details||_.details.live&&(this.levelLastLoaded!==_||_.details.expired)||this.waitForCdnTuneIn(_.details))&&(this.state=cn.WAITING_LEVEL)}onLevelLoaded(t,n){var s;const{levels:_,startFragRequested:E}=this,I=n.level,j=n.details,Y=j.totalduration;if(!_){this.warn(`Levels were reset while loading level ${I}`);return}this.log(`Level ${I} loaded [${j.startSN},${j.endSN}]${j.lastPartSn?`[part-${j.lastPartSn}-${j.lastPartIndex}]`:""}, cc [${j.startCC}, ${j.endCC}] duration:${Y}`);const V=n.levelInfo,ue=this.fragCurrent;ue&&(this.state===cn.FRAG_LOADING||this.state===cn.FRAG_LOADING_WAITING_RETRY)&&ue.level!==n.level&&ue.loader&&this.abortCurrentFrag();let he=0;if(j.live||(s=V.details)!=null&&s.live){var Ee;if(this.checkLiveUpdate(j),j.deltaUpdateFailed)return;he=this.alignPlaylists(j,V.details,(Ee=this.levelLastLoaded)==null?void 0:Ee.details)}if(V.details=j,this.levelLastLoaded=V,E||this.setStartPosition(j,he),this.hls.trigger(o.LEVEL_UPDATED,{details:j,level:I}),this.state===cn.WAITING_LEVEL){if(this.waitForCdnTuneIn(j))return;this.state=cn.IDLE}E&&j.live&&this.synchronizeToLiveEdge(j),this.tick()}synchronizeToLiveEdge(t){const{config:n,media:s}=this;if(!s)return;const _=this.hls.liveSyncPosition,E=this.getLoadPosition(),I=t.fragmentStart,j=t.edge,Y=E>=I-n.maxFragLookUpTolerance&&E<=j;if(_!==null&&s.duration>_&&(E<_||!Y)){const ue=n.liveMaxLatencyDuration!==void 0?n.liveMaxLatencyDuration:n.liveMaxLatencyDurationCount*t.targetduration;if((!Y&&s.readyState<4||E<j-ue)&&(this._hasEnoughToStart||(this.nextLoadPosition=_),s.readyState))if(this.warn(`Playback: ${E.toFixed(3)} is located too far from the end of live sliding playlist: ${j}, reset currentTime to : ${_.toFixed(3)}`),this.config.liveSyncMode==="buffered"){var V;const he=Li.bufferInfo(s,_,0);if(!((V=he.buffered)!=null&&V.length)){s.currentTime=_;return}if(he.start<=E){s.currentTime=_;return}const{nextStart:Re}=Li.bufferedInfo(he.buffered,E,0);Re&&(s.currentTime=Re)}else s.currentTime=_}}_handleFragmentLoadProgress(t){var n;const s=t.frag,{part:_,payload:E}=t,{levels:I}=this;if(!I){this.warn(`Levels were reset while fragment load was in progress. Fragment ${s.sn} of level ${s.level} will not be buffered`);return}const j=I[s.level];if(!j){this.warn(`Level ${s.level} not found on progress`);return}const Y=j.details;if(!Y){this.warn(`Dropping fragment ${s.sn} of level ${s.level} after level details were reset`),this.fragmentTracker.removeFragment(s);return}const V=j.videoCodec,ue=Y.PTSKnown||!Y.live,he=(n=s.initSegment)==null?void 0:n.data,Ee=this._getAudioCodec(j),Re=this.transmuxer=this.transmuxer||new zu(this.hls,u.MAIN,this._handleTransmuxComplete.bind(this),this._handleTransmuxerFlush.bind(this)),Fe=_?_.index:-1,ft=Fe!==-1,st=new ya(s.level,s.sn,s.stats.chunkCount,E.byteLength,Fe,ft),Ft=this.initPTS[s.cc];Re.push(E,he,Ee,V,s,_,Y.totalduration,ue,st,Ft)}onAudioTrackSwitching(t,n){const s=this.hls,_=this.altAudio===2;if(Ti(n.url,s))this.altAudio=1;else{if(this.mediaBuffer!==this.media){this.log("Switching on main audio, use media.buffered to schedule main fragment loading"),this.mediaBuffer=this.media;const I=this.fragCurrent;I&&(this.log("Switching to main audio track, cancel main fragment load"),I.abortRequests(),this.fragmentTracker.removeFragment(I)),this.resetTransmuxer(),this.resetLoadingState()}else this.audioOnly&&this.resetTransmuxer();if(_){this.fragmentTracker.removeAllFragments(),s.once(o.BUFFER_FLUSHED,()=>{this.hls&&this.hls.trigger(o.AUDIO_TRACK_SWITCHED,n)}),s.trigger(o.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}s.trigger(o.AUDIO_TRACK_SWITCHED,n)}}onAudioTrackSwitched(t,n){const s=Ti(n.url,this.hls);if(s){const _=this.videoBuffer;_&&this.mediaBuffer!==_&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=_)}this.altAudio=s?2:0,this.tick()}onBufferCreated(t,n){const s=n.tracks;let _,E,I=!1;for(const j in s){const Y=s[j];if(Y.id==="main"){if(E=j,_=Y,j==="video"){const V=s[j];V&&(this.videoBuffer=V.buffer)}}else I=!0}I&&_?(this.log(`Alternate track found, use ${E}.buffered to schedule main fragment loading`),this.mediaBuffer=_.buffer):this.mediaBuffer=this.media}onFragBuffered(t,n){const{frag:s,part:_}=n,E=s.type===u.MAIN;if(E){if(this.fragContextChanged(s)){this.warn(`Fragment ${s.sn}${_?" p: "+_.index:""} of level ${s.level} finished buffering, but was aborted. state: ${this.state}`),this.state===cn.PARSED&&(this.state=cn.IDLE);return}const j=_?_.stats:s.stats;this.fragLastKbps=Math.round(8*j.total/(j.buffering.end-j.loading.first)),Pe(s)&&(this.fragPrevious=s),this.fragBufferedComplete(s,_)}const I=this.media;I&&(!this._hasEnoughToStart&&Li.getBuffered(I).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),E&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(t,n){var s;if(n.fatal){this.state=cn.ERROR;return}switch(n.details){case f.FRAG_GAP:case f.FRAG_PARSING_ERROR:case f.FRAG_DECRYPT_ERROR:case f.FRAG_LOAD_ERROR:case f.FRAG_LOAD_TIMEOUT:case f.KEY_LOAD_ERROR:case f.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(u.MAIN,n);break;case f.LEVEL_LOAD_ERROR:case f.LEVEL_LOAD_TIMEOUT:case f.LEVEL_PARSING_ERROR:!n.levelRetry&&this.state===cn.WAITING_LEVEL&&((s=n.context)==null?void 0:s.type)===h.LEVEL&&(this.state=cn.IDLE);break;case f.BUFFER_ADD_CODEC_ERROR:case f.BUFFER_APPEND_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&this.resetLoadingState();break;case f.BUFFER_FULL_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case f.INTERNAL_EXCEPTION:this.recoverWorkerError(n);break}}onFragLoadEmergencyAborted(){this.state=cn.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(t,{type:n}){if(n!==ie.AUDIO||!this.altAudio){const s=(n===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;s&&(this.afterBufferFlushed(s,n,u.MAIN),this.tick())}}onLevelsUpdated(t,n){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=n.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:t}=this;if(!t)return;const n=t.currentTime;let s=this.startPosition;if(s>=0&&n<s){if(t.seeking){this.log(`could not seek to ${s}, already seeking at ${n}`);return}const _=this.timelineOffset;_&&s&&(s+=_);const E=this.getLevelDetails(),I=Li.getBuffered(t),j=I.length?I.start(0):0,Y=j-s,V=Math.max(this.config.maxBufferHole,this.config.maxFragLookUpTolerance);(this.config.startOnSegmentBoundary||Y>0&&(Y<V||this.loadingParts&&Y<2*((E==null?void 0:E.partTarget)||0)))&&(this.log(`adjusting start position by ${Y} to match buffer start`),s+=Y,this.startPosition=s),n<s&&(this.log(`seek to target start position ${s} from current time ${n} buffer start ${j}`),t.currentTime=s)}}_getAudioCodec(t){let n=this.config.defaultAudioCodec||t.audioCodec;return this.audioCodecSwap&&n&&(this.log("Swapping audio codec"),n.indexOf("mp4a.40.5")!==-1?n="mp4a.40.2":n="mp4a.40.5"),n}_loadBitrateTestFrag(t,n){t.bitrateTest=!0,this._doFragLoad(t,n).then(s=>{const{hls:_}=this,E=s==null?void 0:s.frag;if(!E||this.fragContextChanged(E))return;n.fragmentError=0,this.state=cn.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const I=E.stats;I.parsing.start=I.parsing.end=I.buffering.start=I.buffering.end=self.performance.now(),_.trigger(o.FRAG_LOADED,s),E.bitrateTest=!1}).catch(s=>{this.state===cn.STOPPED||this.state===cn.ERROR||(this.warn(s),this.resetFragmentLoading(t))})}_handleTransmuxComplete(t){const n=this.playlistType,{hls:s}=this,{remuxResult:_,chunkMeta:E}=t,I=this.getCurrentContext(E);if(!I){this.resetWhenMissingContext(E);return}const{frag:j,part:Y,level:V}=I,{video:ue,text:he,id3:Ee,initSegment:Re}=_,{details:Fe}=V,ft=this.altAudio?void 0:_.audio;if(this.fragContextChanged(j)){this.fragmentTracker.removeFragment(j);return}if(this.state=cn.PARSING,Re){const st=Re.tracks;if(st){const $r=j.initSegment||j;if(this.unhandledEncryptionError(Re,j))return;this._bufferInitSegment(V,st,$r,E),s.trigger(o.FRAG_PARSING_INIT_SEGMENT,{frag:$r,id:n,tracks:st})}const Ft=Re.initPTS,fr=Re.timescale,ar=this.initPTS[j.cc];if(r(Ft)&&(!ar||ar.baseTime!==Ft||ar.timescale!==fr)){const $r=Re.trackId;this.initPTS[j.cc]={baseTime:Ft,timescale:fr,trackId:$r},s.trigger(o.INIT_PTS_FOUND,{frag:j,id:n,initPTS:Ft,timescale:fr,trackId:$r})}}if(ue&&Fe){ft&&ue.type==="audiovideo"&&this.logMuxedErr(j);const st=Fe.fragments[j.sn-1-Fe.startSN],Ft=j.sn===Fe.startSN,fr=!st||j.cc>st.cc;if(_.independent!==!1){const{startPTS:ar,endPTS:$r,startDTS:Xr,endDTS:gn}=ue;if(Y)Y.elementaryStreams[ue.type]={startPTS:ar,endPTS:$r,startDTS:Xr,endDTS:gn};else if(ue.firstKeyFrame&&ue.independent&&E.id===1&&!fr&&(this.couldBacktrack=!0),ue.dropped&&ue.independent){const Kr=this.getMainFwdBufferInfo(),an=(Kr?Kr.end:this.getLoadPosition())+this.config.maxBufferHole,dn=ue.firstKeyFramePTS?ue.firstKeyFramePTS:ar;if(!Ft&&an<dn-this.config.maxBufferHole&&!fr){this.backtrack(j);return}else fr&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,j.start,$r,j.start,gn,!0)}else Ft&&ar-(Fe.appliedTimelineOffset||0)>Dr&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,ar,$r,Xr,gn),this.backtrackFragment&&(this.backtrackFragment=j),this.bufferFragmentData(ue,j,Y,E,Ft||fr)}else if(Ft||fr)j.gap=!0;else{this.backtrack(j);return}}if(ft){const{startPTS:st,endPTS:Ft,startDTS:fr,endDTS:ar}=ft;Y&&(Y.elementaryStreams[ie.AUDIO]={startPTS:st,endPTS:Ft,startDTS:fr,endDTS:ar}),j.setElementaryStreamInfo(ie.AUDIO,st,Ft,fr,ar),this.bufferFragmentData(ft,j,Y,E)}if(Fe&&Ee!=null&&Ee.samples.length){const st={id:n,frag:j,details:Fe,samples:Ee.samples};s.trigger(o.FRAG_PARSING_METADATA,st)}if(Fe&&he){const st={id:n,frag:j,details:Fe,samples:he.samples};s.trigger(o.FRAG_PARSING_USERDATA,st)}}logMuxedErr(t){this.warn(`${Pe(t)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${t.url}`)}_bufferInitSegment(t,n,s,_){if(this.state!==cn.PARSING)return;this.audioOnly=!!n.audio&&!n.video,this.altAudio&&!this.audioOnly&&(delete n.audio,n.audiovideo&&this.logMuxedErr(s));const{audio:E,video:I,audiovideo:j}=n;if(E){const V=t.audioCodec;let ue=Me(E.codec,V);ue==="mp4a"&&(ue="mp4a.40.5");const he=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){ue&&(ue.indexOf("mp4a.40.5")!==-1?ue="mp4a.40.2":ue="mp4a.40.5");const Ee=E.metadata;Ee&&"channelCount"in Ee&&(Ee.channelCount||1)!==1&&he.indexOf("firefox")===-1&&(ue="mp4a.40.5")}ue&&ue.indexOf("mp4a.40.5")!==-1&&he.indexOf("android")!==-1&&E.container!=="audio/mpeg"&&(ue="mp4a.40.2",this.log(`Android: force audio codec to ${ue}`)),V&&V!==ue&&this.log(`Swapping manifest audio codec "${V}" for "${ue}"`),E.levelCodec=ue,E.id=u.MAIN,this.log(`Init audio buffer, container:${E.container}, codecs[selected/level/parsed]=[${ue||""}/${V||""}/${E.codec}]`),delete n.audiovideo}if(I){I.levelCodec=t.videoCodec,I.id=u.MAIN;const V=I.codec;if((V==null?void 0:V.length)===4)switch(V){case"hvc1":case"hev1":I.codec="hvc1.1.6.L120.90";break;case"av01":I.codec="av01.0.04M.08";break;case"avc1":I.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${I.container}, codecs[level/parsed]=[${t.videoCodec||""}/${V}]${I.codec!==V?" parsed-corrected="+I.codec:""}${I.supplemental?" supplemental="+I.supplemental:""}`),delete n.audiovideo}j&&(this.log(`Init audiovideo buffer, container:${j.container}, codecs[level/parsed]=[${t.codecs}/${j.codec}]`),delete n.video,delete n.audio);const Y=Object.keys(n);if(Y.length){if(this.hls.trigger(o.BUFFER_CODECS,n),!this.hls)return;Y.forEach(V=>{const he=n[V].initSegment;he!=null&&he.byteLength&&this.hls.trigger(o.BUFFER_APPENDING,{type:V,data:he,frag:s,part:null,chunkMeta:_,parent:s.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const t=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(t,u.MAIN)}get maxBufferLength(){const{levels:t,level:n}=this,s=t==null?void 0:t[n];return s?this.getMaxBufferLength(s.maxBitrate):this.config.maxBufferLength}backtrack(t){this.couldBacktrack=!0,this.backtrackFragment=t,this.resetTransmuxer(),this.flushBufferGap(t),this.fragmentTracker.removeFragment(t),this.fragPrevious=null,this.nextLoadPosition=t.start,this.state=cn.IDLE}checkFragmentChanged(){const t=this.media;let n=null;if(t&&t.readyState>1&&t.seeking===!1){const s=t.currentTime;if(Li.isBuffered(t,s)?n=this.getAppendedFrag(s):Li.isBuffered(t,s+.1)&&(n=this.getAppendedFrag(s+.1)),n){this.backtrackFragment=null;const _=this.fragPlaying,E=n.level;(!_||n.sn!==_.sn||_.level!==E)&&(this.fragPlaying=n,this.hls.trigger(o.FRAG_CHANGED,{frag:n}),(!_||_.level!==E)&&this.hls.trigger(o.LEVEL_SWITCHED,{level:E}))}}}get nextLevel(){const t=this.nextBufferedFrag;return t?t.level:-1}get currentFrag(){var t;if(this.fragPlaying)return this.fragPlaying;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;return r(n)?this.getAppendedFrag(n):null}get currentProgramDateTime(){var t;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;if(r(n)){const s=this.getLevelDetails(),_=this.currentFrag||(s?dt(null,s.fragments,n):null);if(_){const E=_.programDateTime;if(E!==null){const I=E+(n-_.start)*1e3;return new Date(I)}}}return null}get currentLevel(){const t=this.currentFrag;return t?t.level:-1}get nextBufferedFrag(){const t=this.currentFrag;return t?this.followingBufferedFrag(t):null}get forceStartLoad(){return this._forceStartLoad}}class Ed extends R{constructor(t,n){super("key-loader",n),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=t}abort(t){for(const s in this.keyIdToKeyInfo){const _=this.keyIdToKeyInfo[s].loader;if(_){var n;if(t&&t!==((n=_.context)==null?void 0:n.frag.type))return;_.abort()}}}detach(){for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t];(n.mediaKeySessionContext||n.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[t]}}destroy(){this.detach();for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t].loader;n&&n.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(t,n=f.KEY_LOAD_ERROR,s,_,E){return new ja({type:c.NETWORK_ERROR,details:n,fatal:!1,frag:t,response:E,error:s,networkDetails:_})}loadClear(t,n,s){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(n.length)for(let _=0,E=n.length;_<E;_++){const I=n[_];if(t.cc<=I.cc&&(!Pe(t)||!Pe(I)||t.sn<I.sn)||!s&&_==E-1)return this.emeController.selectKeySystemFormat(I).then(j=>{if(!this.emeController)return;I.setKeyFormat(j);const Y=_i(j);if(Y)return this.emeController.getKeySystemAccess([Y])})}if(this.config.requireKeySystemAccessOnStart){const _=ts(this.config);if(_.length)return this.emeController.getKeySystemAccess(_)}}return null}load(t){return!t.decryptdata&&t.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(t).then(n=>this.loadInternal(t,n)):this.loadInternal(t)}loadInternal(t,n){var s,_;n&&t.setKeyFormat(n);const E=t.decryptdata;if(!E){const ue=new Error(n?`Expected frag.decryptdata to be defined after setting format ${n}`:"Missing decryption data on fragment in onKeyLoading");return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,ue))}const I=E.uri;if(!I)return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${I}"`)));const j=od(E);let Y=this.keyIdToKeyInfo[j];if((s=Y)!=null&&s.decryptdata.key)return E.key=Y.decryptdata.key,Promise.resolve({frag:t,keyInfo:Y});if((_=Y)!=null&&_.keyLoadPromise){var V;switch((V=Y.mediaKeySessionContext)==null?void 0:V.keyStatus){case"usable":case"usable-in-future":return Y.keyLoadPromise.then(he=>{const{keyInfo:Ee}=he;return E.key=Ee.decryptdata.key,{frag:t,keyInfo:Ee}})}}switch(this.log(`Loading key ${J(E.keyId||[])} from ${t.type} ${t.level}`),Y=this.keyIdToKeyInfo[j]={decryptdata:E,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},E.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return E.keyFormat==="identity"?this.loadKeyHTTP(Y,t):this.loadKeyEME(Y,t);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(Y,t);default:return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${E.method}"`)))}}loadKeyEME(t,n){const s={frag:n,keyInfo:t};if(this.emeController&&this.config.emeEnabled){const _=this.emeController.loadKey(s);return(t.keyLoadPromise=_.then(E=>(t.mediaKeySessionContext=E,s))).catch(E=>{throw t.keyLoadPromise=null,E.data&&(E.data.frag=n),E})}return Promise.resolve(s)}loadKeyHTTP(t,n){const s=this.config,_=s.loader,E=new _(s);return n.keyLoader=t.loader=E,t.keyLoadPromise=new Promise((I,j)=>{const Y={keyInfo:t,frag:n,responseType:"arraybuffer",url:t.decryptdata.uri},V=s.keyLoadPolicy.default,ue={loadPolicy:V,timeout:V.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},he={onSuccess:(Ee,Re,Fe,ft)=>{const{frag:st,keyInfo:Ft,url:fr}=Fe,ar=od(Ft.decryptdata)||fr;if(!st.decryptdata||Ft!==this.keyIdToKeyInfo[ar])return j(this.createKeyLoadError(st,f.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),ft));Ft.decryptdata.key=st.decryptdata.key=new Uint8Array(Ee.data),st.keyLoader=null,Ft.loader=null,I({frag:st,keyInfo:Ft})},onError:(Ee,Re,Fe,ft)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_ERROR,new Error(`HTTP Error ${Ee.code} loading key ${Ee.text}`),Fe,b({url:Y.url,data:void 0},Ee)))},onTimeout:(Ee,Re,Fe)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Fe))},onAbort:(Ee,Re,Fe)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.INTERNAL_ABORTED,new Error("key loading aborted"),Fe))}};E.load(Y,ue,he)})}resetLoader(t){const{frag:n,keyInfo:s,url:_}=t,E=s.loader;n.keyLoader===E&&(n.keyLoader=null,s.loader=null);const I=od(s.decryptdata)||_;delete this.keyIdToKeyInfo[I],E&&E.destroy()}}function od(O){const t=O.keyId;return t?J(t):O.uri}function dd(O){const{type:t}=O;switch(t){case h.AUDIO_TRACK:return u.AUDIO;case h.SUBTITLE_TRACK:return u.SUBTITLE;default:return u.MAIN}}function ud(O,t){let n=O.url;return(n===void 0||n.indexOf("data:")===0)&&(n=t.url),n}class wd{constructor(t){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=t,this.registerListeners()}startLoad(t){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.on(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_LOADING,this.onLevelLoading,this),t.off(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.off(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(t){const n=this.hls.config,s=n.pLoader,_=n.loader,E=s||_,I=new E(n);return this.loaders[t.type]=I,I}getInternalLoader(t){return this.loaders[t.type]}resetInternalLoader(t){this.loaders[t]&&delete this.loaders[t]}destroyInternalLoaders(){for(const t in this.loaders){const n=this.loaders[t];n&&n.destroy(),this.resetInternalLoader(t)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(t,n){const{url:s}=n;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:h.MANIFEST,url:s,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(t,n){const{id:s,level:_,pathwayId:E,url:I,deliveryDirectives:j,levelInfo:Y}=n;this.load({id:s,level:_,pathwayId:E,responseType:"text",type:h.LEVEL,url:I,deliveryDirectives:j,levelOrTrack:Y})}onAudioTrackLoading(t,n){const{id:s,groupId:_,url:E,deliveryDirectives:I,track:j}=n;this.load({id:s,groupId:_,level:null,responseType:"text",type:h.AUDIO_TRACK,url:E,deliveryDirectives:I,levelOrTrack:j})}onSubtitleTrackLoading(t,n){const{id:s,groupId:_,url:E,deliveryDirectives:I,track:j}=n;this.load({id:s,groupId:_,level:null,responseType:"text",type:h.SUBTITLE_TRACK,url:E,deliveryDirectives:I,levelOrTrack:j})}onLevelsUpdated(t,n){const s=this.loaders[h.LEVEL];if(s){const _=s.context;_&&!n.levels.some(E=>E===_.levelOrTrack)&&(s.abort(),delete this.loaders[h.LEVEL])}}load(t){var n;const s=this.hls.config;let _=this.getInternalLoader(t);if(_){const V=this.hls.logger,ue=_.context;if(ue&&ue.levelOrTrack===t.levelOrTrack&&(ue.url===t.url||ue.deliveryDirectives&&!t.deliveryDirectives)){ue.url===t.url?V.log(`[playlist-loader]: ignore ${t.url} ongoing request`):V.log(`[playlist-loader]: ignore ${t.url} in favor of ${ue.url}`);return}V.log(`[playlist-loader]: aborting previous loader for type: ${t.type}`),_.abort()}let E;if(t.type===h.MANIFEST?E=s.manifestLoadPolicy.default:E=y({},s.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),_=this.createInternalLoader(t),r((n=t.deliveryDirectives)==null?void 0:n.part)){let V;if(t.type===h.LEVEL&&t.level!==null?V=this.hls.levels[t.level].details:t.type===h.AUDIO_TRACK&&t.id!==null?V=this.hls.audioTracks[t.id].details:t.type===h.SUBTITLE_TRACK&&t.id!==null&&(V=this.hls.subtitleTracks[t.id].details),V){const ue=V.partTarget,he=V.targetduration;if(ue&&he){const Ee=Math.max(ue*3,he*.8)*1e3;E=y({},E,{maxTimeToFirstByteMs:Math.min(Ee,E.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(Ee,E.maxTimeToFirstByteMs)})}}}const I=E.errorRetry||E.timeoutRetry||{},j={loadPolicy:E,timeout:E.maxLoadTimeMs,maxRetry:I.maxNumRetry||0,retryDelay:I.retryDelayMs||0,maxRetryDelay:I.maxRetryDelayMs||0},Y={onSuccess:(V,ue,he,Ee)=>{const Re=this.getInternalLoader(he);this.resetInternalLoader(he.type);const Fe=V.data;if(Fe.indexOf("#EXTM3U")!==0){this.handleManifestParsingError(V,he,new Error("no EXTM3U delimiter"),Ee||null,ue);return}ue.parsing.start=performance.now(),Do.isMediaPlaylist(Fe)||he.type!==h.MANIFEST?this.handleTrackOrLevelPlaylist(V,ue,he,Ee||null,Re):this.handleMasterPlaylist(V,ue,he,Ee)},onError:(V,ue,he,Ee)=>{this.handleNetworkError(ue,he,!1,V,Ee)},onTimeout:(V,ue,he)=>{this.handleNetworkError(ue,he,!0,void 0,V)}};_.load(t,j,Y)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:t,startPosition:n},forceStartLoad:s}=this.hls;(t||s)&&(this.hls.logger.log(`${t?"auto":"force"} startLoad with configured startPosition ${n}`),this.hls.startLoad(n))}handleMasterPlaylist(t,n,s,_){const E=this.hls,I=t.data,j=ud(t,s),Y=Do.parseMasterPlaylist(I,j);if(Y.playlistParsingError){this.handleManifestParsingError(t,s,Y.playlistParsingError,_,n);return}const{contentSteering:V,levels:ue,sessionData:he,sessionKeys:Ee,startTimeOffset:Re,variableList:Fe}=Y;this.variableList=Fe;const{AUDIO:ft=[],SUBTITLES:st,"CLOSED-CAPTIONS":Ft}=Do.parseMasterPlaylistMedia(I,j,Y);ft.length&&!ft.some(ar=>!ar.url)&&ue[0].audioCodec&&!ue[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),ft.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new bn({}),bitrate:0,url:""})),E.trigger(o.MANIFEST_LOADED,{levels:ue,audioTracks:ft,subtitles:st,captions:Ft,contentSteering:V,url:j,stats:n,networkDetails:_,sessionData:he,sessionKeys:Ee,startTimeOffset:Re,variableList:Fe})}handleTrackOrLevelPlaylist(t,n,s,_,E){const I=this.hls,{id:j,level:Y,type:V}=s,ue=ud(t,s),he=r(Y)?Y:r(j)?j:0,Ee=dd(s),Re=Do.parseLevelPlaylist(t.data,ue,he,Ee,0,this.variableList);if(V===h.MANIFEST){const Fe={attrs:new bn({}),bitrate:0,details:Re,name:"",url:ue};Re.requestScheduled=n.loading.start+Fr(Re,0),I.trigger(o.MANIFEST_LOADED,{levels:[Fe],audioTracks:[],url:ue,stats:n,networkDetails:_,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}n.parsing.end=performance.now(),s.levelDetails=Re,this.handlePlaylistLoaded(Re,t,n,s,_,E)}handleManifestParsingError(t,n,s,_,E){this.hls.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.MANIFEST_PARSING_ERROR,fatal:n.type===h.MANIFEST,url:t.url,err:s,error:s,reason:s.message,response:t,context:n,networkDetails:_,stats:E})}handleNetworkError(t,n,s=!1,_,E){let I=`A network ${s?"timeout":"error"+(_?" (status "+_.code+")":"")} occurred while loading ${t.type}`;t.type===h.LEVEL?I+=`: ${t.level} id: ${t.id}`:(t.type===h.AUDIO_TRACK||t.type===h.SUBTITLE_TRACK)&&(I+=` id: ${t.id} group-id: "${t.groupId}"`);const j=new Error(I);this.hls.logger.warn(`[playlist-loader]: ${I}`);let Y=f.UNKNOWN,V=!1;const ue=this.getInternalLoader(t);switch(t.type){case h.MANIFEST:Y=s?f.MANIFEST_LOAD_TIMEOUT:f.MANIFEST_LOAD_ERROR,V=!0;break;case h.LEVEL:Y=s?f.LEVEL_LOAD_TIMEOUT:f.LEVEL_LOAD_ERROR,V=!1;break;case h.AUDIO_TRACK:Y=s?f.AUDIO_TRACK_LOAD_TIMEOUT:f.AUDIO_TRACK_LOAD_ERROR,V=!1;break;case h.SUBTITLE_TRACK:Y=s?f.SUBTITLE_TRACK_LOAD_TIMEOUT:f.SUBTITLE_LOAD_ERROR,V=!1;break}ue&&this.resetInternalLoader(t.type);const he={type:c.NETWORK_ERROR,details:Y,fatal:V,url:t.url,loader:ue,context:t,error:j,networkDetails:n,stats:E};if(_){const Ee=(n==null?void 0:n.url)||t.url;he.response=b({url:Ee,data:void 0},_)}this.hls.trigger(o.ERROR,he)}handlePlaylistLoaded(t,n,s,_,E,I){const j=this.hls,{type:Y,level:V,id:ue,groupId:he,deliveryDirectives:Ee}=_,Re=ud(n,_),Fe=dd(_),ft=typeof _.level=="number"&&Fe===u.MAIN?V:void 0;if(!t.fragments.length){const Ft=t.playlistParsingError=new Error("No Segments found in Playlist");j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_EMPTY_ERROR,fatal:!1,url:Re,error:Ft,reason:Ft.message,response:n,context:_,level:ft,parent:Fe,networkDetails:E,stats:s});return}t.targetduration||(t.playlistParsingError=new Error("Missing Target Duration"));const st=t.playlistParsingError;if(st){if(this.hls.logger.warn(`${st} ${t.url}`),!j.config.ignorePlaylistParsingErrors){j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_PARSING_ERROR,fatal:!1,url:Re,error:st,reason:st.message,response:n,context:_,level:ft,parent:Fe,networkDetails:E,stats:s});return}t.playlistParsingError=null}switch(t.live&&I&&(I.getCacheAge&&(t.ageHeader=I.getCacheAge()||0),(!I.getCacheAge||isNaN(t.ageHeader))&&(t.ageHeader=0)),Y){case h.MANIFEST:case h.LEVEL:j.trigger(o.LEVEL_LOADED,{details:t,levelInfo:_.levelOrTrack||j.levels[0],level:ft||0,id:ue||0,stats:s,networkDetails:E,deliveryDirectives:Ee,withoutMultiVariant:Y===h.MANIFEST});break;case h.AUDIO_TRACK:j.trigger(o.AUDIO_TRACK_LOADED,{details:t,track:_.levelOrTrack,id:ue||0,groupId:he||"",stats:s,networkDetails:E,deliveryDirectives:Ee});break;case h.SUBTITLE_TRACK:j.trigger(o.SUBTITLE_TRACK_LOADED,{details:t,track:_.levelOrTrack,id:ue||0,groupId:he||"",stats:s,networkDetails:E,deliveryDirectives:Ee});break}}}class Df{static get version(){return Gt}static isMSESupported(){return qa()}static isSupported(){return Zc()}static getMediaSource(){return ae()}static get Events(){return o}static get MetadataSchema(){return Qr}static get ErrorTypes(){return c}static get ErrorDetails(){return f}static get DefaultConfig(){return Df.defaultConfig?Df.defaultConfig:ve}static set DefaultConfig(t){Df.defaultConfig=t}constructor(t={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new Mt,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 n=this.logger=W(t.debug||!1,"Hls instance",t.assetPlayerId),s=this.config=ot(Df.DefaultConfig,t,n);this.userConfig=t,s.progressive&&nr(s,n);const{abrController:_,bufferController:E,capLevelController:I,errorController:j,fpsController:Y}=s,V=new j(this),ue=this.abrController=new _(this),he=new Tn(this),Ee=s.interstitialsController,Re=Ee?this.interstitialsController=new Ee(this,Df):null,Fe=this.bufferController=new E(this,he),ft=this.capLevelController=new I(this),st=new Y(this),Ft=new wd(this),fr=s.contentSteeringController,ar=fr?new fr(this):null,$r=this.levelController=new Ki(this,ar),Xr=new Zn(this),gn=new Ed(this.config,this.logger),Kr=this.streamController=new xd(this,he,gn),an=this.gapController=new Qn(this,he);ft.setStreamController(Kr),st.setStreamController(Kr);const dn=[Ft,$r,Kr];Re&&dn.splice(1,0,Re),ar&&dn.splice(1,0,ar),this.networkControllers=dn;const Vr=[ue,Fe,an,ft,st,Xr,he];this.audioTrackController=this.createController(s.audioTrackController,dn);const Cn=s.audioStreamController;Cn&&dn.push(this.audioStreamController=new Cn(this,he,gn)),this.subtitleTrackController=this.createController(s.subtitleTrackController,dn);const wi=s.subtitleStreamController;wi&&dn.push(this.subtititleStreamController=new wi(this,he,gn)),this.createController(s.timelineController,Vr),gn.emeController=this.emeController=this.createController(s.emeController,Vr),this.cmcdController=this.createController(s.cmcdController,Vr),this.latencyController=this.createController(Va,Vr),this.coreComponents=Vr,dn.push(V);const qi=V.onErrorOut;typeof qi=="function"&&this.on(o.ERROR,qi,V),this.on(o.MANIFEST_LOADED,Ft.onManifestLoaded,Ft)}createController(t,n){if(t){const s=new t(this);return n&&n.push(s),s}return null}on(t,n,s=this){this._emitter.on(t,n,s)}once(t,n,s=this){this._emitter.once(t,n,s)}removeAllListeners(t){this._emitter.removeAllListeners(t)}off(t,n,s=this,_){this._emitter.off(t,n,s,_)}listeners(t){return this._emitter.listeners(t)}emit(t,n,s){return this._emitter.emit(t,n,s)}trigger(t,n){if(this.config.debug)return this.emit(t,t,n);try{return this.emit(t,t,n)}catch(s){if(this.logger.error("An internal error happened while handling event "+t+'. Error message: "'+s.message+'". Here is a stacktrace:',s),!this.triggeringException){this.triggeringException=!0;const _=t===o.ERROR;this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.INTERNAL_EXCEPTION,fatal:_,event:t,error:s}),this.triggeringException=!1}}return!1}listenerCount(t){return this._emitter.listenerCount(t)}destroy(){this.logger.log("destroy"),this.trigger(o.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(n=>n.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(n=>n.destroy()),this.coreComponents.length=0;const t=this.config;t.xhrSetup=t.fetchSetup=void 0,this.userConfig=null}attachMedia(t){if(!t||"media"in t&&!t.media){const E=new Error(`attachMedia failed: invalid argument (${t})`);this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.ATTACH_MEDIA_ERROR,fatal:!0,error:E});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const n="media"in t,s=n?t.media:t,_=n?t:{media:s};this._media=s,this.trigger(o.MEDIA_ATTACHING,_)}detachMedia(){this.logger.log("detachMedia"),this.trigger(o.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const t=this.bufferController.transferMedia();return this.trigger(o.MEDIA_DETACHING,{transferMedia:t}),t}loadSource(t){this.stopLoad();const n=this.media,s=this._url,_=this._url=z.buildAbsoluteURL(self.location.href,t,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${_}`),n&&s&&(s!==_||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(n)),this.trigger(o.MANIFEST_LOADING,{url:t})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(t=-1,n){this.logger.log(`startLoad(${t+(n?", <skip seek to start>":"")})`),this.started=!0,this.resumeBuffering();for(let s=0;s<this.networkControllers.length&&(this.networkControllers[s].startLoad(t,n),!(!this.started||!this.networkControllers));s++);}stopLoad(){this.logger.log("stopLoad"),this.started=!1;for(let t=0;t<this.networkControllers.length&&(this.networkControllers[t].stopLoad(),!(this.started||!this.networkControllers));t++);}get loadingEnabled(){return this.started}get bufferingEnabled(){return this.streamController.bufferingEnabled}resumeBuffering(){this.bufferingEnabled||(this.logger.log("resume buffering"),this.networkControllers.forEach(t=>{t.resumeBuffering&&t.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(t=>{t.pauseBuffering&&t.pauseBuffering()}))}get inFlightFragments(){const t={[u.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(t[u.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(t[u.SUBTITLE]=this.subtititleStreamController.inFlightFrag),t}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const t=this._media,n=t==null?void 0:t.currentTime;this.detachMedia(),t&&(this.attachMedia(t),n&&this.startLoad(n))}removeLevel(t){this.levelController.removeLevel(t)}get sessionId(){let t=this._sessionId;return t||(t=this._sessionId=yn()),t}get levels(){const t=this.levelController.levels;return t||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(t){this.logger.log(`set currentLevel:${t}`),this.levelController.manualLevel=t,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(t){this.logger.log(`set nextLevel:${t}`),this.levelController.manualLevel=t,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(t){this.logger.log(`set loadLevel:${t}`),this.levelController.manualLevel=t}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(t){this.levelController.nextLoadLevel=t}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(t){this.logger.log(`set firstLevel:${t}`),this.levelController.firstLevel=t}get startLevel(){const t=this.levelController.startLevel;return t===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:t}set startLevel(t){this.logger.log(`set startLevel:${t}`),t!==-1&&(t=Math.max(t,this.minAutoLevel)),this.levelController.startLevel=t}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(t){const 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0,this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=If(),this.captionsProperties=void 0,this.hls=t,this.config=t.config,this.Cues=t.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}},t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),t.on(o.FRAG_LOADING,this.onFragLoading,this),t.on(o.FRAG_LOADED,this.onFragLoaded,this),t.on(o.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),t.on(o.FRAG_DECRYPTED,this.onFragDecrypted,this),t.on(o.INIT_PTS_FOUND,this.onInitPtsFound,this),t.on(o.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this)}destroy(){const{hls:t}=this;t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.SUBTITLE_TRACKS_UPDATED,this.onSubtitleTracksUpdated,this),t.off(o.FRAG_LOADING,this.onFragLoading,this),t.off(o.FRAG_LOADED,this.onFragLoaded,this),t.off(o.FRAG_PARSING_USERDATA,this.onFragParsingUserdata,this),t.off(o.FRAG_DECRYPTED,this.onFragDecrypted,this),t.off(o.INIT_PTS_FOUND,this.onInitPtsFound,this),t.off(o.SUBTITLE_TRACKS_CLEARED,this.onSubtitleTracksCleared,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),this.hls=this.config=this.media=null,this.cea608Parser1=this.cea608Parser2=void 0}initCea608Parsers(){const t=new ec(this,"textTrack1"),n=new ec(this,"textTrack2"),s=new ec(this,"textTrack3"),_=new ec(this,"textTrack4");this.cea608Parser1=new ti(1,t,n),this.cea608Parser2=new ti(3,s,_)}addCues(t,n,s,_,E){let I=!1;for(let j=E.length;j--;){const Y=E[j],V=Qf(Y[0],Y[1],n,s);if(V>=0&&(Y[0]=Math.min(Y[0],n),Y[1]=Math.max(Y[1],s),I=!0,V/(s-n)>.5))return}if(I||E.push([n,s]),this.config.renderTextTracksNatively){const j=this.captionsTracks[t];this.Cues.newCue(j,n,s,_)}else{const j=this.Cues.newCue(null,n,s,_);this.hls.trigger(o.CUES_PARSED,{type:"captions",cues:j,track:t})}}onInitPtsFound(t,{frag:n,id:s,initPTS:_,timescale:E,trackId:I}){const{unparsedVttFrags:j}=this;s===u.MAIN&&(this.initPTS[n.cc]={baseTime:_,timescale:E,trackId:I}),j.length&&(this.unparsedVttFrags=[],j.forEach(Y=>{this.initPTS[Y.frag.cc]?this.onFragLoaded(o.FRAG_LOADED,Y):this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:Y.frag,error:new Error("Subtitle discontinuity domain does not match main")})}))}getExistingTrack(t,n){const{media:s}=this;if(s)for(let _=0;_<s.textTracks.length;_++){const E=s.textTracks[_];if(Wf(E,{name:t,lang:n,characteristics:"transcribes-spoken-dialog,describes-music-and-sound"}))return E}return null}createCaptionsTrack(t){this.config.renderTextTracksNatively?this.createNativeTrack(t):this.createNonNativeTrack(t)}createNativeTrack(t){if(this.captionsTracks[t])return;const{captionsProperties:n,captionsTracks:s,media:_}=this,{label:E,languageCode:I}=n[t],j=this.getExistingTrack(E,I);if(j)s[t]=j,D(s[t]),tf(s[t],_);else{const Y=this.createTextTrack("captions",E,I);Y&&(Y[t]=!0,s[t]=Y)}}createNonNativeTrack(t){if(this.nonNativeCaptionsTracks[t])return;const n=this.captionsProperties[t];if(!n)return;const s=n.label,_={_id:t,label:s,kind:"captions",default:n.media?!!n.media.default:!1,closedCaptions:n.media};this.nonNativeCaptionsTracks[t]=_,this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:[_]})}createTextTrack(t,n,s){const _=this.media;if(_)return _.addTextTrack(t,n,s)}onMediaAttaching(t,n){this.media=n.media,n.mediaSource||this._cleanTracks()}onMediaDetaching(t,n){const s=!!n.transferMedia;if(this.media=null,s)return;const{captionsTracks:_}=this;Object.keys(_).forEach(E=>{D(_[E]),delete _[E]}),this.nonNativeCaptionsTracks={}}onManifestLoading(){this.lastCc=-1,this.lastSn=-1,this.lastPartIndex=-1,this.prevCC=-1,this.vttCCs=If(),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:t}=this;if(!t)return;const n=t.textTracks;if(n)for(let s=0;s<n.length;s++)D(n[s])}onSubtitleTracksUpdated(t,n){const s=n.subtitleTracks||[],_=s.some(E=>E.textCodec===sf);if(this.config.enableWebVTT||_&&this.config.enableIMSC1){if(Tc(this.tracks,s)){this.tracks=s;return}if(this.textTracks=[],this.tracks=s,this.config.renderTextTracksNatively){const I=this.media,j=I?hn(I.textTracks):null;if(this.tracks.forEach((Y,V)=>{let ue;if(j){let he=null;for(let Ee=0;Ee<j.length;Ee++)if(j[Ee]&&Wf(j[Ee],Y)){he=j[Ee],j[Ee]=null;break}he&&(ue=he)}if(ue)D(ue);else{const he=cf(Y);ue=this.createTextTrack(he,Y.name,Y.lang),ue&&(ue.mode="disabled")}ue&&this.textTracks.push(ue)}),j!=null&&j.length){const Y=j.filter(V=>V!==null).map(V=>V.label);Y.length&&this.hls.logger.warn(`Media element contains unused subtitle tracks: ${Y.join(", ")}. Replace media element for each source to clear TextTracks and captions menu.`)}}else if(this.tracks.length){const I=this.tracks.map(j=>({label:j.name,kind:j.type.toLowerCase(),default:j.default,subtitleTrack:j}));this.hls.trigger(o.NON_NATIVE_TEXT_TRACKS_FOUND,{tracks:I})}}}onManifestLoaded(t,n){this.config.enableCEA708Captions&&n.captions&&n.captions.forEach(s=>{const _=/(?:CC|SERVICE)([1-4])/.exec(s.instreamId);if(!_)return;const E=`textTrack${_[1]}`,I=this.captionsProperties[E];I&&(I.label=s.name,s.lang&&(I.languageCode=s.lang),I.media=s)})}closedCaptionsForLevel(t){const n=this.hls.levels[t.level];return n==null?void 0:n.attrs["CLOSED-CAPTIONS"]}onFragLoading(t,n){if(this.enabled&&n.frag.type===u.MAIN){var s,_;const{cea608Parser1:E,cea608Parser2:I,lastSn:j}=this,{cc:Y,sn:V}=n.frag,ue=(s=(_=n.part)==null?void 0:_.index)!=null?s:-1;E&&I&&(V!==j+1||V===j&&ue!==this.lastPartIndex+1||Y!==this.lastCc)&&(E.reset(),I.reset()),this.lastCc=Y,this.lastSn=V,this.lastPartIndex=ue}}onFragLoaded(t,n){const{frag:s,payload:_}=n;if(s.type===u.SUBTITLE)if(_.byteLength){const E=s.decryptdata,I="stats"in n;if(E==null||!E.encrypted||I){const j=this.tracks[s.level],Y=this.vttCCs;Y[s.cc]||(Y[s.cc]={start:s.start,prevCC:this.prevCC,new:!0},this.prevCC=s.cc),j&&j.textCodec===sf?this._parseIMSC1(s,_):this._parseVTTs(n)}}else this.hls.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:new Error("Empty subtitle payload")})}_parseIMSC1(t,n){const s=this.hls;zc(n,this.initPTS[t.cc],_=>{this._appendCues(_,t.level),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:t})},_=>{s.logger.log(`Failed to parse IMSC1: ${_}`),s.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:t,error:_})})}_parseVTTs(t){var n;const{frag:s,payload:_}=t,{initPTS:E,unparsedVttFrags:I}=this,j=E.length-1;if(!E[s.cc]&&j===-1){I.push(t);return}const Y=this.hls,V=(n=s.initSegment)!=null&&n.data?Ae(s.initSegment.data,new Uint8Array(_)).buffer:_;Cf(V,this.initPTS[s.cc],this.vttCCs,s.cc,s.start,ue=>{this._appendCues(ue,s.level),Y.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!0,frag:s})},ue=>{const he=ue.message==="Missing initPTS for VTT MPEGTS";he?I.push(t):this._fallbackToIMSC1(s,_),Y.logger.log(`Failed to parse VTT cue: ${ue}`),!(he&&j>s.cc)&&Y.trigger(o.SUBTITLE_FRAG_PROCESSED,{success:!1,frag:s,error:ue})})}_fallbackToIMSC1(t,n){const s=this.tracks[t.level];s.textCodec||zc(n,this.initPTS[t.cc],()=>{s.textCodec=sf,this._parseIMSC1(t,n)},()=>{s.textCodec="wvtt"})}_appendCues(t,n){const s=this.hls;if(this.config.renderTextTracksNatively){const _=this.textTracks[n];if(!_||_.mode==="disabled")return;t.forEach(E=>C(_,E))}else{const _=this.tracks[n];if(!_)return;const E=_.default?"default":"subtitles"+n;s.trigger(o.CUES_PARSED,{type:"subtitles",cues:t,track:E})}}onFragDecrypted(t,n){const{frag:s}=n;s.type===u.SUBTITLE&&this.onFragLoaded(o.FRAG_LOADED,n)}onSubtitleTracksCleared(){this.tracks=[],this.captionsTracks={}}onFragParsingUserdata(t,n){if(!this.enabled||!this.config.enableCEA708Captions)return;const{frag:s,samples:_}=n;if(!(s.type===u.MAIN&&this.closedCaptionsForLevel(s)==="NONE"))for(let E=0;E<_.length;E++){const I=_[E].bytes;if(I){this.cea608Parser1||this.initCea608Parsers();const j=this.extractCea608Data(I);this.cea608Parser1.addData(_[E].pts,j[0]),this.cea608Parser2.addData(_[E].pts,j[1])}}}onBufferFlushing(t,{startOffset:n,endOffset:s,endOffsetSubtitles:_,type:E}){const{media:I}=this;if(!(!I||I.currentTime<s)){if(!E||E==="video"){const{captionsTracks:j}=this;Object.keys(j).forEach(Y=>L(j[Y],n,s))}if(this.config.renderTextTracksNatively&&n===0&&_!==void 0){const{textTracks:j}=this;Object.keys(j).forEach(Y=>L(j[Y],n,_))}}}extractCea608Data(t){const n=[[],[]],s=t[0]&31;let _=2;for(let E=0;E<s;E++){const I=t[_++],j=127&t[_++],Y=127&t[_++];if(j===0&&Y===0)continue;if((4&I)!==0){const ue=3&I;(ue===0||ue===1)&&(n[ue].push(j),n[ue].push(Y))}}return n}}function cf(O){return O.characteristics&&/transcribes-spoken-dialog/gi.test(O.characteristics)&&/describes-music-and-sound/gi.test(O.characteristics)?"captions":"subtitles"}function Wf(O,t){return!!O&&O.kind===cf(t)&&sc(t,O)}function Qf(O,t,n,s){return Math.min(t,s)-Math.max(O,n)}function If(){return{ccOffset:0,presentationOffset:0,0:{start:0,prevCC:-1,new:!0}}}const rd=/\s/,Vf={newCue(O,t,n,s){const _=[];let E,I,j,Y,V;const ue=self.VTTCue||self.TextTrackCue;for(let Ee=0;Ee<s.rows.length;Ee++)if(E=s.rows[Ee],j=!0,Y=0,V="",!E.isEmpty()){var he;for(let ft=0;ft<E.chars.length;ft++)rd.test(E.chars[ft].uchar)&&j?Y++:(V+=E.chars[ft].uchar,j=!1);E.cueStartTime=t,t===n&&(n+=1e-4),Y>=16?Y--:Y++;const 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once.");this.stats.loading.start=self.performance.now(),this.context=t,this.config=n,this.callbacks=s,this.loadInternal()}loadInternal(){const{config:t,context:n}=this;if(!t||!n)return;const s=this.loader=new self.XMLHttpRequest,_=this.stats;_.loading.first=0,_.loaded=0,_.aborted=!1;const E=this.xhrSetup;E?Promise.resolve().then(()=>{if(!(this.loader!==s||this.stats.aborted))return E(s,n.url)}).catch(I=>{if(!(this.loader!==s||this.stats.aborted))return s.open("GET",n.url,!0),E(s,n.url)}).then(()=>{this.loader!==s||this.stats.aborted||this.openAndSendXhr(s,n,t)}).catch(I=>{var j;(j=this.callbacks)==null||j.onError({code:s.status,text:I.message},n,s,_)}):this.openAndSendXhr(s,n,t)}openAndSendXhr(t,n,s){t.readyState||t.open("GET",n.url,!0);const _=n.headers,{maxTimeToFirstByteMs:E,maxLoadTimeMs:I}=s.loadPolicy;if(_)for(const j in _)t.setRequestHeader(j,_[j]);n.rangeEnd&&t.setRequestHeader("Range","bytes="+n.rangeStart+"-"+(n.rangeEnd-1)),t.onreadystatechange=this.readystatechange.bind(this),t.onprogress=this.loadprogress.bind(this),t.responseType=n.responseType,self.clearTimeout(this.requestTimeout),s.timeout=E&&r(E)?E:I,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),s.timeout),t.send()}readystatechange(){const{context:t,loader:n,stats:s}=this;if(!t||!n)return;const _=n.readyState,E=this.config;if(!s.aborted&&_>=2&&(s.loading.first===0&&(s.loading.first=Math.max(self.performance.now(),s.loading.start),E.timeout!==E.loadPolicy.maxLoadTimeMs&&(self.clearTimeout(this.requestTimeout),E.timeout=E.loadPolicy.maxLoadTimeMs,this.requestTimeout=self.setTimeout(this.loadtimeout.bind(this),E.loadPolicy.maxLoadTimeMs-(s.loading.first-s.loading.start)))),_===4)){self.clearTimeout(this.requestTimeout),n.onreadystatechange=null,n.onprogress=null;const V=n.status,ue=n.responseType==="text"?n.responseText:null;if(V>=200&&V<300){const Fe=ue!=null?ue:n.response;if(Fe!=null){var I,j;s.loading.end=Math.max(self.performance.now(),s.loading.first);const ft=n.responseType==="arraybuffer"?Fe.byteLength:Fe.length;s.loaded=s.total=ft,s.bwEstimate=s.total*8e3/(s.loading.end-s.loading.first);const st=(I=this.callbacks)==null?void 0:I.onProgress;st&&st(s,t,Fe,n);const Ft={url:n.responseURL,data:Fe,code:V};(j=this.callbacks)==null||j.onSuccess(Ft,s,t,n);return}}const he=E.loadPolicy.errorRetry,Ee=s.retry,Re={url:t.url,data:void 0,code:V};if(et(he,Ee,!1,Re))this.retry(he);else{var Y;H.error(`${V} while loading ${t.url}`),(Y=this.callbacks)==null||Y.onError({code:V,text:n.statusText},t,n,s)}}}loadtimeout(){if(!this.config)return;const t=this.config.loadPolicy.timeoutRetry,n=this.stats.retry;if(et(t,n,!0))this.retry(t);else{var s;H.warn(`timeout while loading ${(s=this.context)==null?void 0:s.url}`);const _=this.callbacks;_&&(this.abortInternal(),_.onTimeout(this.stats,this.context,this.loader))}}retry(t){const{context:n,stats:s}=this;this.retryDelay=Hr(t,s.retry),s.retry++,H.warn(`${status?"HTTP Status "+status:"Timeout"} while loading ${n==null?void 0:n.url}, retrying ${s.retry}/${t.maxNumRetry} in ${this.retryDelay}ms`),this.abortInternal(),this.loader=null,self.clearTimeout(this.retryTimeout),this.retryTimeout=self.setTimeout(this.loadInternal.bind(this),this.retryDelay)}loadprogress(t){const n=this.stats;n.loaded=t.loaded,t.lengthComputable&&(n.total=t.total)}getCacheAge(){let t=null;if(this.loader&&g.test(this.loader.getAllResponseHeaders())){const n=this.loader.getResponseHeader("age");t=n?parseFloat(n):null}return t}getResponseHeader(t){return this.loader&&new RegExp(`^${t}:\\s*[\\d.]+\\s*$`,"im").test(this.loader.getAllResponseHeaders())?this.loader.getResponseHeader(t):null}}const U={maxTimeToFirstByteMs:8e3,maxLoadTimeMs:2e4,timeoutRetry:null,errorRetry:null},ve=b(b({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:T,fLoader:void 0,pLoader:void 0,xhrSetup:void 0,licenseXhrSetup:void 0,licenseResponseCallback:void 0,abrController:pi,bufferController:Lo,capLevelController:ml,errorController:kr,fpsController:Bc,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:ds,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:U},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},ke()),{},{subtitleStreamController:Ql,subtitleTrackController:On,timelineController:Mf,audioStreamController:ac,audioTrackController:Ou,emeController:sl,cmcdController:vc,contentSteeringController:Ef,interstitialsController:ws});function ke(){return{cueHandler:Vf,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 ot(O,t,n){if((t.liveSyncDurationCount||t.liveMaxLatencyDurationCount)&&(t.liveSyncDuration||t.liveMaxLatencyDuration))throw new Error("Illegal hls.js config: don't mix up liveSyncDurationCount/liveMaxLatencyDurationCount and liveSyncDuration/liveMaxLatencyDuration");if(t.liveMaxLatencyDurationCount!==void 0&&(t.liveSyncDurationCount===void 0||t.liveMaxLatencyDurationCount<=t.liveSyncDurationCount))throw new Error('Illegal hls.js config: "liveMaxLatencyDurationCount" must be greater than "liveSyncDurationCount"');if(t.liveMaxLatencyDuration!==void 0&&(t.liveSyncDuration===void 0||t.liveMaxLatencyDuration<=t.liveSyncDuration))throw new Error('Illegal hls.js config: "liveMaxLatencyDuration" must be greater than "liveSyncDuration"');const s=Nt(O),_=["manifest","level","frag"],E=["TimeOut","MaxRetry","RetryDelay","MaxRetryTimeout"];return _.forEach(I=>{const j=`${I==="level"?"playlist":I}LoadPolicy`,Y=t[j]===void 0,V=[];E.forEach(ue=>{const he=`${I}Loading${ue}`,Ee=t[he];if(Ee!==void 0&&Y){V.push(he);const Re=s[j].default;switch(t[j]={default:Re},ue){case"TimeOut":Re.maxLoadTimeMs=Ee,Re.maxTimeToFirstByteMs=Ee;break;case"MaxRetry":Re.errorRetry.maxNumRetry=Ee,Re.timeoutRetry.maxNumRetry=Ee;break;case"RetryDelay":Re.errorRetry.retryDelayMs=Ee,Re.timeoutRetry.retryDelayMs=Ee;break;case"MaxRetryTimeout":Re.errorRetry.maxRetryDelayMs=Ee,Re.timeoutRetry.maxRetryDelayMs=Ee;break}}}),V.length&&n.warn(`hls.js config: "${V.join('", "')}" setting(s) are deprecated, use "${j}": ${ui(t[j])}`)}),b(b({},s),t)}function Nt(O){return O&&typeof O=="object"?Array.isArray(O)?O.map(Nt):Object.keys(O).reduce((t,n)=>(t[n]=Nt(O[n]),t),{}):O}function nr(O,t){const n=O.loader;n!==Bf&&n!==T?(t.log("[config]: Custom loader detected, cannot enable progressive streaming"),O.progressive=!1):Ff()&&(O.loader=Bf,O.progressive=!0,O.enableSoftwareAES=!0,t.log("[config]: Progressive streaming enabled, using FetchLoader"))}const Dr=2,_n=.1,Bi=.05,za=100;class Qn extends Hs{constructor(t,n){super("gap-controller",t.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 s;(s=this.media)!=null&&s.seeking||(this.waiting=self.performance.now(),this.tick())},this.onMediaEnded=()=>{if(this.hls){var s;this.ended=((s=this.media)==null?void 0:s.currentTime)||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1})}},this.hls=t,this.fragmentTracker=n,this.registerListeners()}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.BUFFER_APPENDED,this.onBufferAppended,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.BUFFER_APPENDED,this.onBufferAppended,this))}destroy(){super.destroy(),this.unregisterListeners(),this.media=this.hls=this.fragmentTracker=null,this.mediaSource=void 0}onMediaAttached(t,n){this.setInterval(za),this.mediaSource=n.mediaSource;const s=this.media=n.media;vi(s,"playing",this.onMediaPlaying),vi(s,"waiting",this.onMediaWaiting),vi(s,"ended",this.onMediaEnded)}onMediaDetaching(t,n){this.clearInterval();const{media:s}=this;s&&(ps(s,"playing",this.onMediaPlaying),ps(s,"waiting",this.onMediaWaiting),ps(s,"ended",this.onMediaEnded),this.media=null),this.mediaSource=void 0}onBufferAppended(t,n){this.buffered=n.timeRanges}get hasBuffered(){return Object.keys(this.buffered).length>0}tick(){var t;if(!((t=this.media)!=null&&t.readyState)||!this.hasBuffered)return;const n=this.media.currentTime;this.poll(n,this.lastCurrentTime),this.lastCurrentTime=n}poll(t,n){var s,_;const E=(s=this.hls)==null?void 0:s.config;if(!E)return;const I=this.media;if(!I)return;const{seeking:j}=I,Y=this.seeking&&!j,V=!this.seeking&&j,ue=I.paused&&!j||I.ended||I.playbackRate===0;if(this.seeking=j,t!==n){n&&(this.ended=0),this.moved=!0,j||(this.nudgeRetry=0,E.nudgeOnVideoHole&&!ue&&t>n&&this.nudgeOnVideoHole(t,n)),this.waiting===0&&this.stallResolved(t);return}if(V||Y){Y&&this.stallResolved(t);return}if(ue){this.nudgeRetry=0,this.stallResolved(t),!this.ended&&I.ended&&this.hls&&(this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!1}));return}if(!Li.getBuffered(I).length){this.nudgeRetry=0;return}const he=Li.bufferInfo(I,t,0),Ee=he.nextStart||0,Re=this.fragmentTracker;if(j&&Re&&this.hls){const gn=da(this.hls.inFlightFragments,t),Kr=he.len>Dr,an=!Ee||gn||Ee-t>Dr&&!Re.getPartialFragment(t);if(Kr||an)return;this.moved=!1}const Fe=(_=this.hls)==null?void 0:_.latestLevelDetails;if(!this.moved&&this.stalled!==null&&Re){if(!(he.len>0)&&!Ee)return;const Kr=Math.max(Ee,he.start||0)-t,dn=!!(Fe!=null&&Fe.live)?Fe.targetduration*2:Dr,Vr=Ta(t,Re);if(Kr>0&&(Kr<=dn||Vr)){I.paused||this._trySkipBufferHole(Vr);return}}const ft=E.detectStallWithCurrentTimeMs,st=self.performance.now(),Ft=this.waiting;let fr=this.stalled;if(fr===null)if(Ft>0&&st-Ft<ft)fr=this.stalled=Ft;else{this.stalled=st;return}const ar=st-fr;if(!j&&(ar>=ft||Ft)&&this.hls){var $r;if((($r=this.mediaSource)==null?void 0:$r.readyState)==="ended"&&!(Fe!=null&&Fe.live)&&Math.abs(t-((Fe==null?void 0:Fe.edge)||0))<1){if(this.ended)return;this.ended=t||1,this.hls.trigger(o.MEDIA_ENDED,{stalled:!0});return}if(this._reportStall(he),!this.media||!this.hls)return}const Xr=Li.bufferInfo(I,t,E.maxBufferHole);this._tryFixBufferStall(Xr,ar,t)}stallResolved(t){const n=this.stalled;if(n&&this.hls&&(this.stalled=null,this.stallReported)){const s=self.performance.now()-n;this.log(`playback not stuck anymore @${t}, after ${Math.round(s)}ms`),this.stallReported=!1,this.waiting=0,this.hls.trigger(o.STALL_RESOLVED,{})}}nudgeOnVideoHole(t,n){var s;const _=this.buffered.video;if(this.hls&&this.media&&this.fragmentTracker&&(s=this.buffered.audio)!=null&&s.length&&_&&_.length>1&&t>_.end(0)){const E=Li.bufferedInfo(Li.timeRangesToArray(this.buffered.audio),t,0);if(E.len>1&&n>=E.start){const I=Li.timeRangesToArray(_),j=Li.bufferedInfo(I,n,0).bufferedIndex;if(j>-1&&j<I.length-1){const Y=Li.bufferedInfo(I,t,0).bufferedIndex,V=I[j].end,ue=I[j+1].start;if((Y===-1||Y>j)&&ue-V<1&&t-V<2){const he=new Error(`nudging playhead to flush pipeline after video hole. currentTime: ${t} hole: ${V} -> ${ue} buffered index: ${Y}`);this.warn(he.message),this.media.currentTime+=1e-6;let Ee=Ta(t,this.fragmentTracker);Ee&&"fragment"in Ee?Ee=Ee.fragment:Ee||(Ee=void 0);const Re=Li.bufferInfo(this.media,t,0);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:he,reason:he.message,frag:Ee,buffer:Re.len,bufferInfo:Re})}}}}}_tryFixBufferStall(t,n,s){var _,E;const{fragmentTracker:I,media:j}=this,Y=(_=this.hls)==null?void 0:_.config;if(!j||!I||!Y)return;const V=(E=this.hls)==null?void 0:E.latestLevelDetails,ue=Ta(s,I);if((ue||V!=null&&V.live&&s<V.fragmentStart)&&(this._trySkipBufferHole(ue)||!this.media))return;const he=t.buffered,Ee=this.adjacentTraversal(t,s);(he&&he.length>1&&t.len>Y.maxBufferHole||t.nextStart&&(t.nextStart-s<Y.maxBufferHole||Ee))&&(n>Y.highBufferWatchdogPeriod*1e3||this.waiting)&&(this.warn("Trying to nudge playhead over buffer-hole"),this._tryNudgeBuffer(t))}adjacentTraversal(t,n){const s=this.fragmentTracker,_=t.nextStart;if(s&&_){const E=s.getFragAtPos(n,u.MAIN),I=s.getFragAtPos(_,u.MAIN);if(E&&I)return I.sn-E.sn<2}return!1}_reportStall(t){const{hls:n,media:s,stallReported:_,stalled:E}=this;if(!_&&E!==null&&s&&n){this.stallReported=!0;const I=new Error(`Playback stalling at @${s.currentTime} due to low buffer (${ui(t)})`);this.warn(I.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,fatal:!1,error:I,buffer:t.len,bufferInfo:t,stalled:{start:E}})}}_trySkipBufferHole(t){var n;const{fragmentTracker:s,media:_}=this,E=(n=this.hls)==null?void 0:n.config;if(!_||!s||!E)return 0;const I=_.currentTime,j=Li.bufferInfo(_,I,0),Y=I<j.start?j.start:j.nextStart;if(Y&&this.hls){const ue=j.len<=E.maxBufferHole,he=j.len>0&&j.len<1&&_.readyState<3,Ee=Y-I;if(Ee>0&&(ue||he)){if(Ee>E.maxBufferHole){let Fe=!1;if(I===0){const ft=s.getAppendedFrag(0,u.MAIN);ft&&Y<ft.end&&(Fe=!0)}if(!Fe&&t){var V;if(!((V=this.hls.loadLevelObj)!=null&&V.details)||da(this.hls.inFlightFragments,Y))return 0;let st=!1,Ft=t.end;for(;Ft<Y;){const fr=Ta(Ft,s);if(fr)Ft+=fr.duration;else{st=!0;break}}if(st)return 0}}const Re=Math.max(Y+Bi,I+_n);if(this.warn(`skipping hole, adjusting currentTime from ${I} to ${Re}`),this.moved=!0,_.currentTime=Re,!(t!=null&&t.gap)){const Fe=new Error(`fragment loaded with buffer holes, seeking from ${I} to ${Re}`),ft={type:c.MEDIA_ERROR,details:f.BUFFER_SEEK_OVER_HOLE,fatal:!1,error:Fe,reason:Fe.message,buffer:j.len,bufferInfo:j};t&&("fragment"in t?ft.part=t:ft.frag=t),this.hls.trigger(o.ERROR,ft)}return Re}}return 0}_tryNudgeBuffer(t){const{hls:n,media:s,nudgeRetry:_}=this,E=n==null?void 0:n.config;if(!s||!E)return 0;const I=s.currentTime;if(this.nudgeRetry++,_<E.nudgeMaxRetry){const j=I+(_+1)*E.nudgeOffset,Y=new Error(`Nudging 'currentTime' from ${I} to ${j}`);this.warn(Y.message),s.currentTime=j,n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_NUDGE_ON_STALL,error:Y,fatal:!1,buffer:t.len,bufferInfo:t})}else{const j=new Error(`Playhead still not moving while enough data buffered @${I} after ${E.nudgeMaxRetry} nudges`);this.error(j.message),n.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.BUFFER_STALLED_ERROR,error:j,fatal:!0,buffer:t.len,bufferInfo:t})}}}function da(O,t){const n=Fa(O.main);if(n&&n.start<=t)return n;const s=Fa(O.audio);return s&&s.start<=t?s:null}function Fa(O){if(!O)return null;switch(O.state){case cn.IDLE:case cn.STOPPED:case cn.ENDED:case cn.ERROR:return null}return O.frag}function Ta(O,t){return t.getAppendedFrag(O,u.MAIN)||t.getPartialFragment(O)}const tn=.25;function Ur(){if(typeof self!="undefined")return self.VTTCue||self.TextTrackCue}function qr(O,t,n,s,_){let E=new O(t,n,"");try{E.value=s,_&&(E.type=_)}catch(I){E=new O(t,n,ui(_?b({type:_},s):s))}return E}const kn=(()=>{const O=Ur();try{O&&new O(0,Number.POSITIVE_INFINITY,"")}catch(t){return Number.MAX_VALUE}return Number.POSITIVE_INFINITY})();class Zn{constructor(t){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(o.EVENT_CUE_ENTER,{})},this.hls=t,this._registerListeners()}destroy(){this._unregisterListeners(),this.id3Track=null,this.media=null,this.dateRangeCuesAppended={},this.hls=this.onEventCueEnter=null}_registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.on(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}_unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHING,this.onMediaAttaching,this),t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.FRAG_PARSING_METADATA,this.onFragParsingMetadata,this),t.off(o.BUFFER_FLUSHING,this.onBufferFlushing,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.LEVEL_PTS_UPDATED,this.onLevelPtsUpdated,this))}onMediaAttaching(t,n){var s;this.media=n.media,((s=n.overrides)==null?void 0:s.cueRemoval)===!1&&(this.removeCues=!1)}onMediaAttached(){var t;const n=(t=this.hls)==null?void 0:t.latestLevelDetails;n&&this.updateDateRangeCues(n)}onMediaDetaching(t,n){this.media=null,!n.transferMedia&&(this.id3Track&&(this.removeCues&&D(this.id3Track,this.onEventCueEnter),this.id3Track=null),this.dateRangeCuesAppended={})}onManifestLoading(){this.dateRangeCuesAppended={}}createTrack(t){const n=this.getID3Track(t.textTracks);return n.mode="hidden",n}getID3Track(t){if(this.media){for(let n=0;n<t.length;n++){const s=t[n];if(s.kind==="metadata"&&s.label==="id3")return tf(s,this.media),s}return this.media.addTextTrack("metadata","id3")}}onFragParsingMetadata(t,n){if(!this.media||!this.hls)return;const{enableEmsgMetadataCues:s,enableID3MetadataCues:_}=this.hls.config;if(!s&&!_)return;const{samples:E}=n;this.id3Track||(this.id3Track=this.createTrack(this.media));const I=Ur();if(I)for(let j=0;j<E.length;j++){const Y=E[j].type;if(Y===Qr.emsg&&!s||!_)continue;const V=Oa(E[j].data),ue=E[j].pts;let he=ue+E[j].duration;he>kn&&(he=kn),he-ue<=0&&(he=ue+tn);for(let Re=0;Re<V.length;Re++){const Fe=V[Re];if(!ye(Fe)){this.updateId3CueEnds(ue,Y);const ft=qr(I,ue,he,Fe,Y);ft&&this.id3Track.addCue(ft)}}}}updateId3CueEnds(t,n){var s;const _=(s=this.id3Track)==null?void 0:s.cues;if(_)for(let E=_.length;E--;){const I=_[E];I.type===n&&I.startTime<t&&I.endTime===kn&&(I.endTime=t)}}onBufferFlushing(t,{startOffset:n,endOffset:s,type:_}){const{id3Track:E,hls:I}=this;if(!I)return;const{config:{enableEmsgMetadataCues:j,enableID3MetadataCues:Y}}=I;if(E&&(j||Y)){let V;_==="audio"?V=ue=>ue.type===Qr.audioId3&&Y:_==="video"?V=ue=>ue.type===Qr.emsg&&j:V=ue=>ue.type===Qr.audioId3&&Y||ue.type===Qr.emsg&&j,L(E,n,s,V)}}onLevelUpdated(t,{details:n}){this.updateDateRangeCues(n,!0)}onLevelPtsUpdated(t,n){Math.abs(n.drift)>.01&&this.updateDateRangeCues(n.details)}updateDateRangeCues(t,n){if(!this.hls||!this.media)return;const{assetPlayerId:s,timelineOffset:_,enableDateRangeMetadataCues:E,interstitialsController:I}=this.hls.config;if(!E)return;const j=Ur();if(s&&_&&!I){const{fragmentStart:ft,fragmentEnd:st}=t;let Ft=this.assetCue;Ft?(Ft.startTime=ft,Ft.endTime=st):j&&(Ft=this.assetCue=qr(j,ft,st,{assetPlayerId:this.hls.config.assetPlayerId},"hlsjs.interstitial.asset"),Ft&&(Ft.id=s,this.id3Track||(this.id3Track=this.createTrack(this.media)),this.id3Track.addCue(Ft),Ft.addEventListener("enter",this.onEventCueEnter)))}if(!t.hasProgramDateTime)return;const{id3Track:Y}=this,{dateRanges:V}=t,ue=Object.keys(V);let he=this.dateRangeCuesAppended;if(Y&&n){var Ee;if((Ee=Y.cues)!=null&&Ee.length){const ft=Object.keys(he).filter(st=>!ue.includes(st));for(let st=ft.length;st--;){var Re;const Ft=ft[st],fr=(Re=he[Ft])==null?void 0:Re.cues;delete he[Ft],fr&&Object.keys(fr).forEach(ar=>{const $r=fr[ar];if($r){$r.removeEventListener("enter",this.onEventCueEnter);try{Y.removeCue($r)}catch(Xr){}}})}}else he=this.dateRangeCuesAppended={}}const Fe=t.fragments[t.fragments.length-1];if(!(ue.length===0||!r(Fe==null?void 0:Fe.programDateTime))){this.id3Track||(this.id3Track=this.createTrack(this.media));for(let ft=0;ft<ue.length;ft++){const st=ue[ft],Ft=V[st],fr=Ft.startTime,ar=he[st],$r=(ar==null?void 0:ar.cues)||{};let Xr=(ar==null?void 0:ar.durationKnown)||!1,gn=kn;const{duration:Kr,endDate:an}=Ft;if(an&&Kr!==null)gn=fr+Kr,Xr=!0;else if(Ft.endOnNext&&!Xr){const Vr=ue.reduce((Cn,wi)=>{if(wi!==Ft.id){const qi=V[wi];if(qi.class===Ft.class&&qi.startDate>Ft.startDate&&(!Cn||Ft.startDate<Cn.startDate))return qi}return Cn},null);Vr&&(gn=Vr.startTime,Xr=!0)}const dn=Object.keys(Ft.attr);for(let Vr=0;Vr<dn.length;Vr++){const Cn=dn[Vr];if(!Ps(Cn))continue;const wi=$r[Cn];if(wi)Xr&&!(ar!=null&&ar.durationKnown)?wi.endTime=gn:Math.abs(wi.startTime-fr)>.01&&(wi.startTime=fr,wi.endTime=gn);else if(j){let qi=Ft.attr[Cn];Is(Cn)&&(qi=K(qi));const ea=qr(j,fr,gn,{key:Cn,data:qi},Qr.dateRange);ea&&(ea.id=st,this.id3Track.addCue(ea),$r[Cn]=ea,I&&(Cn==="X-ASSET-LIST"||Cn==="X-ASSET-URL")&&ea.addEventListener("enter",this.onEventCueEnter))}}he[st]={cues:$r,dateRange:Ft,durationKnown:Xr}}}}}class Va{constructor(t){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:n}=this,s=this.levelDetails;if(!n||!s)return;this.currentTime=n.currentTime;const _=this.computeLatency();if(_===null)return;this._latency=_;const{lowLatencyMode:E,maxLiveSyncPlaybackRate:I}=this.config;if(!E||I===1||!s.live)return;const j=this.targetLatency;if(j===null)return;const Y=_-j,V=Math.min(this.maxLatency,j+s.targetduration);if(Y<V&&Y>.05&&this.forwardBufferLength>1){const he=Math.min(2,Math.max(1,I)),Ee=Math.round(2/(1+Math.exp(-.75*Y-this.edgeStalled))*20)/20,Re=Math.min(he,Math.max(1,Ee));this.changeMediaPlaybackRate(n,Re)}else n.playbackRate!==1&&n.playbackRate!==0&&this.changeMediaPlaybackRate(n,1)},this.hls=t,this.config=t.config,this.registerListeners()}get levelDetails(){var t;return((t=this.hls)==null?void 0:t.latestLevelDetails)||null}get latency(){return this._latency||0}get maxLatency(){const{config:t}=this;if(t.liveMaxLatencyDuration!==void 0)return t.liveMaxLatencyDuration;const n=this.levelDetails;return n?t.liveMaxLatencyDurationCount*n.targetduration:0}get targetLatency(){const t=this.levelDetails;if(t===null||this.hls===null)return null;const{holdBack:n,partHoldBack:s,targetduration:_}=t,{liveSyncDuration:E,liveSyncDurationCount:I,lowLatencyMode:j}=this.config,Y=this.hls.userConfig;let V=j&&s||n;(this._targetLatencyUpdated||Y.liveSyncDuration||Y.liveSyncDurationCount||V===0)&&(V=E!==void 0?E:I*_);const ue=_;return V+Math.min(this.stallCount*this.config.liveSyncOnStallIncrease,ue)}set targetLatency(t){this.stallCount=0,this.config.liveSyncDuration=t,this._targetLatencyUpdated=!0}get liveSyncPosition(){const t=this.estimateLiveEdge(),n=this.targetLatency;if(t===null||n===null)return null;const s=this.levelDetails;if(s===null)return null;const _=s.edge,E=t-n-this.edgeStalled,I=_-s.totalduration,j=_-(this.config.lowLatencyMode&&s.partTarget||s.targetduration);return Math.min(Math.max(I,E),j)}get drift(){const t=this.levelDetails;return t===null?1:t.drift}get edgeStalled(){const t=this.levelDetails;if(t===null)return 0;const n=(this.config.lowLatencyMode&&t.partTarget||t.targetduration)*3;return Math.max(t.age-n,0)}get forwardBufferLength(){const{media:t}=this,n=this.levelDetails;if(!t||!n)return 0;const s=t.buffered.length;return(s?t.buffered.end(s-1):n.edge)-this.currentTime}destroy(){this.unregisterListeners(),this.onMediaDetaching(),this.hls=null}registerListeners(){const{hls:t}=this;t&&(t.on(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.on(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.on(o.ERROR,this.onError,this))}unregisterListeners(){const{hls:t}=this;t&&(t.off(o.MEDIA_ATTACHED,this.onMediaAttached,this),t.off(o.MEDIA_DETACHING,this.onMediaDetaching,this),t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_UPDATED,this.onLevelUpdated,this),t.off(o.ERROR,this.onError,this))}onMediaAttached(t,n){this.media=n.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(t,{details:n}){n.advanced&&this.onTimeupdate(),!n.live&&this.media&&this.media.removeEventListener("timeupdate",this.onTimeupdate)}onError(t,n){var s;n.details===f.BUFFER_STALLED_ERROR&&(this.stallCount++,this.hls&&(s=this.levelDetails)!=null&&s.live&&this.hls.logger.warn("[latency-controller]: Stall detected, adjusting target latency"))}changeMediaPlaybackRate(t,n){var s,_;t.playbackRate!==n&&((s=this.hls)==null||s.logger.debug(`[latency-controller]: latency=${this.latency.toFixed(3)}, targetLatency=${(_=this.targetLatency)==null?void 0:_.toFixed(3)}, forwardBufferLength=${this.forwardBufferLength.toFixed(3)}: adjusting playback rate from ${t.playbackRate} to ${n}`),t.playbackRate=n)}estimateLiveEdge(){const t=this.levelDetails;return t===null?null:t.edge+t.age}computeLatency(){const t=this.estimateLiveEdge();return t===null?null:t-this.currentTime}}class Ki extends hi{constructor(t,n){super(t,"level-controller"),this._levels=[],this._firstLevel=-1,this._maxAutoLevel=-1,this._startLevel=void 0,this.currentLevel=null,this.currentLevelIndex=-1,this.manualLevelIndex=-1,this.steering=void 0,this.onParsedComplete=void 0,this.steering=n,this._registerListeners()}_registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this),t.on(o.ERROR,this.onError,this)}_unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.MANIFEST_LOADED,this.onManifestLoaded,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this),t.off(o.ERROR,this.onError,this)}destroy(){this._unregisterListeners(),this.steering=null,this.resetLevels(),super.destroy()}stopLoad(){this._levels.forEach(n=>{n.loadError=0,n.fragmentError=0}),super.stopLoad()}resetLevels(){this._startLevel=void 0,this.manualLevelIndex=-1,this.currentLevelIndex=-1,this.currentLevel=null,this._levels=[],this._maxAutoLevel=-1}onManifestLoading(t,n){this.resetLevels()}onManifestLoaded(t,n){const s=this.hls.config.preferManagedMediaSource,_=[],E={},I={};let j=!1,Y=!1,V=!1;n.levels.forEach(ue=>{const he=ue.attrs;let{audioCodec:Ee,videoCodec:Re}=ue;Ee&&(ue.audioCodec=Ee=vt(Ee,s)||void 0),Re&&(Re=ue.videoCodec=At(Re));const{width:Fe,height:ft,unknownCodecs:st}=ue;let Ft=st?st.length:0;if(st)for(let Vr=Ft;Vr--;){const Cn=st[Vr];this.isAudioSupported(Cn)?(ue.audioCodec=Ee=Ee?`${Ee},${Cn}`:Cn,Ft--,pe.audio[Ee.substring(0,4)]=2):this.isVideoSupported(Cn)&&(ue.videoCodec=Re=Re?`${Re},${Cn}`:Cn,Ft--,pe.video[Re.substring(0,4)]=2)}if(j||(j=!!(Fe&&ft)),Y||(Y=!!Re),V||(V=!!Ee),Ft||Ee&&!this.isAudioSupported(Ee)||Re&&!this.isVideoSupported(Re)){this.log(`Some or all CODECS not supported "${he.CODECS}"`);return}const{CODECS:fr,"FRAME-RATE":ar,"HDCP-LEVEL":$r,"PATHWAY-ID":Xr,RESOLUTION:gn,"VIDEO-RANGE":Kr}=he,dn=`${`${Xr||"."}-`}${ue.bitrate}-${gn}-${ar}-${fr}-${Kr}-${$r}`;if(E[dn])if(E[dn].uri!==ue.url&&!ue.attrs["PATHWAY-ID"]){const Vr=I[dn]+=1;ue.attrs["PATHWAY-ID"]=new Array(Vr+1).join(".");const Cn=this.createLevel(ue);E[dn]=Cn,_.push(Cn)}else E[dn].addGroupId("audio",he.AUDIO),E[dn].addGroupId("text",he.SUBTITLES);else{const Vr=this.createLevel(ue);E[dn]=Vr,I[dn]=1,_.push(Vr)}}),this.filterAndSortMediaOptions(_,n,j,Y,V)}createLevel(t){const n=new vn(t),s=t.supplemental;if(s!=null&&s.videoCodec&&!this.isVideoSupported(s.videoCodec)){const _=new Error(`SUPPLEMENTAL-CODECS not supported "${s.videoCodec}"`);this.log(_.message),n.supportedResult=un(_,[])}return n}isAudioSupported(t){return Ce(t,"audio",this.hls.config.preferManagedMediaSource)}isVideoSupported(t){return Ce(t,"video",this.hls.config.preferManagedMediaSource)}filterAndSortMediaOptions(t,n,s,_,E){let I=[],j=[],Y=t;if((s||_)&&E&&(Y=Y.filter(({videoCodec:st,videoRange:Ft,width:fr,height:ar})=>(!!st||!!(fr&&ar))&&An(Ft))),Y.length===0){Promise.resolve().then(()=>{if(this.hls){let st="no level with compatible codecs found in manifest",Ft=st;n.levels.length&&(Ft=`one or more CODECS in variant not supported: ${ui(n.levels.map(ar=>ar.attrs.CODECS).filter((ar,$r,Xr)=>Xr.indexOf(ar)===$r))}`,this.warn(Ft),st+=` (${Ft})`);const fr=new Error(st);this.hls.trigger(o.ERROR,{type:c.MEDIA_ERROR,details:f.MANIFEST_INCOMPATIBLE_CODECS_ERROR,fatal:!0,url:n.url,error:fr,reason:Ft})}});return}n.audioTracks&&(I=n.audioTracks.filter(st=>!st.audioCodec||this.isAudioSupported(st.audioCodec)),Ga(I)),n.subtitles&&(j=n.subtitles,Ga(j));const V=Y.slice(0);Y.sort((st,Ft)=>{if(st.attrs["HDCP-LEVEL"]!==Ft.attrs["HDCP-LEVEL"])return(st.attrs["HDCP-LEVEL"]||"")>(Ft.attrs["HDCP-LEVEL"]||"")?1:-1;if(s&&st.height!==Ft.height)return st.height-Ft.height;if(st.frameRate!==Ft.frameRate)return st.frameRate-Ft.frameRate;if(st.videoRange!==Ft.videoRange)return Nr.indexOf(st.videoRange)-Nr.indexOf(Ft.videoRange);if(st.videoCodec!==Ft.videoCodec){const fr=St(st.videoCodec),ar=St(Ft.videoCodec);if(fr!==ar)return ar-fr}if(st.uri===Ft.uri&&st.codecSet!==Ft.codecSet){const fr=Ie(st.codecSet),ar=Ie(Ft.codecSet);if(fr!==ar)return ar-fr}return st.averageBitrate!==Ft.averageBitrate?st.averageBitrate-Ft.averageBitrate:0});let ue=V[0];if(this.steering&&(Y=this.steering.filterParsedLevels(Y),Y.length!==V.length)){for(let st=0;st<V.length;st++)if(V[st].pathwayId===Y[0].pathwayId){ue=V[st];break}}this._levels=Y;for(let st=0;st<Y.length;st++)if(Y[st]===ue){var he;this._firstLevel=st;const Ft=ue.bitrate,fr=this.hls.bandwidthEstimate;if(this.log(`manifest loaded, ${Y.length} level(s) found, first bitrate: ${Ft}`),((he=this.hls.userConfig)==null?void 0:he.abrEwmaDefaultEstimate)===void 0){const ar=Math.min(Ft,this.hls.config.abrEwmaDefaultEstimateMax);ar>fr&&fr===this.hls.abrEwmaDefaultEstimate&&(this.hls.bandwidthEstimate=ar)}break}const Ee=E&&!_,Re=this.hls.config,Fe=!!(Re.audioStreamController&&Re.audioTrackController),ft={levels:Y,audioTracks:I,subtitleTracks:j,sessionData:n.sessionData,sessionKeys:n.sessionKeys,firstLevel:this._firstLevel,stats:n.stats,audio:E,video:_,altAudio:Fe&&!Ee&&I.some(st=>!!st.url)};this.hls.trigger(o.MANIFEST_PARSED,ft)}get levels(){return this._levels.length===0?null:this._levels}get loadLevelObj(){return this.currentLevel}get level(){return this.currentLevelIndex}set level(t){const n=this._levels;if(n.length===0)return;if(t<0||t>=n.length){const ue=new Error("invalid level idx"),he=t<0;if(this.hls.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.LEVEL_SWITCH_ERROR,level:t,fatal:he,error:ue,reason:ue.message}),he)return;t=Math.min(t,n.length-1)}const s=this.currentLevelIndex,_=this.currentLevel,E=_?_.attrs["PATHWAY-ID"]:void 0,I=n[t],j=I.attrs["PATHWAY-ID"];if(this.currentLevelIndex=t,this.currentLevel=I,s===t&&_&&E===j)return;this.log(`Switching to level ${t} (${I.height?I.height+"p ":""}${I.videoRange?I.videoRange+" ":""}${I.codecSet?I.codecSet+" ":""}@${I.bitrate})${j?" with Pathway "+j:""} from level ${s}${E?" with Pathway "+E:""}`);const Y={level:t,attrs:I.attrs,details:I.details,bitrate:I.bitrate,averageBitrate:I.averageBitrate,maxBitrate:I.maxBitrate,realBitrate:I.realBitrate,width:I.width,height:I.height,codecSet:I.codecSet,audioCodec:I.audioCodec,videoCodec:I.videoCodec,audioGroups:I.audioGroups,subtitleGroups:I.subtitleGroups,loaded:I.loaded,loadError:I.loadError,fragmentError:I.fragmentError,name:I.name,id:I.id,uri:I.uri,url:I.url,urlId:0,audioGroupIds:I.audioGroupIds,textGroupIds:I.textGroupIds};this.hls.trigger(o.LEVEL_SWITCHING,Y);const V=I.details;if(!V||V.live){const ue=this.switchParams(I.uri,_==null?void 0:_.details,V);this.loadPlaylist(ue)}}get manualLevel(){return this.manualLevelIndex}set manualLevel(t){this.manualLevelIndex=t,this._startLevel===void 0&&(this._startLevel=t),t!==-1&&(this.level=t)}get firstLevel(){return this._firstLevel}set firstLevel(t){this._firstLevel=t}get startLevel(){if(this._startLevel===void 0){const t=this.hls.config.startLevel;return t!==void 0?t:this.hls.firstAutoLevel}return this._startLevel}set startLevel(t){this._startLevel=t}get pathways(){return this.steering?this.steering.pathways():[]}get pathwayPriority(){return this.steering?this.steering.pathwayPriority:null}set pathwayPriority(t){if(this.steering){const n=this.steering.pathways(),s=t.filter(_=>n.indexOf(_)!==-1);if(t.length<1){this.warn(`pathwayPriority ${t} should contain at least one pathway from list: ${n}`);return}this.steering.pathwayPriority=s}}onError(t,n){n.fatal||!n.context||n.context.type===h.LEVEL&&n.context.level===this.level&&this.checkRetry(n)}onFragBuffered(t,{frag:n}){if(n!==void 0&&n.type===u.MAIN){const s=n.elementaryStreams;if(!Object.keys(s).some(E=>!!s[E]))return;const _=this._levels[n.level];_!=null&&_.loadError&&(this.log(`Resetting level error count of ${_.loadError} on frag buffered`),_.loadError=0)}}onLevelLoaded(t,n){var s;const{level:_,details:E}=n,I=n.levelInfo;if(!I){var j;this.warn(`Invalid level index ${_}`),(j=n.deliveryDirectives)!=null&&j.skip&&(E.deltaUpdateFailed=!0);return}if(I===this.currentLevel||n.withoutMultiVariant){I.fragmentError===0&&(I.loadError=0);let Y=I.details;Y===n.details&&Y.advanced&&(Y=void 0),this.playlistLoaded(_,n,Y)}else(s=n.deliveryDirectives)!=null&&s.skip&&(E.deltaUpdateFailed=!0)}loadPlaylist(t){super.loadPlaylist(),this.shouldLoadPlaylist(this.currentLevel)&&this.scheduleLoading(this.currentLevel,t)}loadingPlaylist(t,n){super.loadingPlaylist(t,n);const s=this.getUrlWithDirectives(t.uri,n),_=this.currentLevelIndex,E=t.attrs["PATHWAY-ID"],I=t.details,j=I==null?void 0:I.age;this.log(`Loading level index ${_}${(n==null?void 0:n.msn)!==void 0?" at sn "+n.msn+" part "+n.part:""}${E?" Pathway "+E:""}${j&&I.live?" age "+j.toFixed(1)+(I.type?" "+I.type||0:""):""} ${s}`),this.hls.trigger(o.LEVEL_LOADING,{url:s,level:_,levelInfo:t,pathwayId:t.attrs["PATHWAY-ID"],id:0,deliveryDirectives:n||null})}get nextLoadLevel(){return this.manualLevelIndex!==-1?this.manualLevelIndex:this.hls.nextAutoLevel}set nextLoadLevel(t){this.level=t,this.manualLevelIndex===-1&&(this.hls.nextAutoLevel=t)}removeLevel(t){var n;if(this._levels.length===1)return;const s=this._levels.filter((E,I)=>I!==t?!0:(this.steering&&this.steering.removeLevel(E),E===this.currentLevel&&(this.currentLevel=null,this.currentLevelIndex=-1,E.details&&E.details.fragments.forEach(j=>j.level=-1)),!1));$n(s),this._levels=s,this.currentLevelIndex>-1&&(n=this.currentLevel)!=null&&n.details&&(this.currentLevelIndex=this.currentLevel.details.fragments[0].level),this.manualLevelIndex>-1&&(this.manualLevelIndex=this.currentLevelIndex);const _=s.length-1;this._firstLevel=Math.min(this._firstLevel,_),this._startLevel&&(this._startLevel=Math.min(this._startLevel,_)),this.hls.trigger(o.LEVELS_UPDATED,{levels:s})}onLevelsUpdated(t,{levels:n}){this._levels=n}checkMaxAutoUpdated(){const{autoLevelCapping:t,maxAutoLevel:n,maxHdcpLevel:s}=this.hls;this._maxAutoLevel!==n&&(this._maxAutoLevel=n,this.hls.trigger(o.MAX_AUTO_LEVEL_UPDATED,{autoLevelCapping:t,levels:this.levels,maxAutoLevel:n,minAutoLevel:this.hls.minAutoLevel,maxHdcpLevel:s}))}}function Ga(O){const t={};O.forEach(n=>{const s=n.groupId||"";n.id=t[s]=t[s]||0,t[s]++})}function ls(){return self.SourceBuffer||self.WebKitSourceBuffer}function qa(){if(!ae())return!1;const t=ls();return!t||t.prototype&&typeof t.prototype.appendBuffer=="function"&&typeof t.prototype.remove=="function"}function Zc(){if(!qa())return!1;const O=ae();return typeof(O==null?void 0:O.isTypeSupported)=="function"&&(["avc1.42E01E,mp4a.40.2","av01.0.01M.08","vp09.00.50.08"].some(t=>O.isTypeSupported(Zt(t,"video")))||["mp4a.40.2","fLaC"].some(t=>O.isTypeSupported(Zt(t,"audio"))))}function sd(){var O;const t=ls();return typeof(t==null||(O=t.prototype)==null?void 0:O.changeType)=="function"}const bd=100;class xd extends Wa{constructor(t,n,s){super(t,n,s,"stream-controller",u.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 _=this.media,E=_?_.currentTime:null;if(E===null||!r(E)||(this.log(`Media seeked to ${E.toFixed(3)}`),!this.getBufferedFrag(E)))return;const I=this.getFwdBufferInfoAtPos(_,E,u.MAIN,0);if(I===null||I.len===0){this.warn(`Main forward buffer length at ${E} on "seeked" event ${I?I.len:"empty"})`);return}this.tick()},this.registerListeners()}registerListeners(){super.registerListeners();const{hls:t}=this;t.on(o.MANIFEST_PARSED,this.onManifestParsed,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.LEVEL_LOADED,this.onLevelLoaded,this),t.on(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.on(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.on(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.on(o.BUFFER_CREATED,this.onBufferCreated,this),t.on(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.on(o.FRAG_BUFFERED,this.onFragBuffered,this)}unregisterListeners(){super.unregisterListeners();const{hls:t}=this;t.off(o.MANIFEST_PARSED,this.onManifestParsed,this),t.off(o.LEVEL_LOADED,this.onLevelLoaded,this),t.off(o.FRAG_LOAD_EMERGENCY_ABORTED,this.onFragLoadEmergencyAborted,this),t.off(o.AUDIO_TRACK_SWITCHING,this.onAudioTrackSwitching,this),t.off(o.AUDIO_TRACK_SWITCHED,this.onAudioTrackSwitched,this),t.off(o.BUFFER_CREATED,this.onBufferCreated,this),t.off(o.BUFFER_FLUSHED,this.onBufferFlushed,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this),t.off(o.FRAG_BUFFERED,this.onFragBuffered,this)}onHandlerDestroying(){this.onMediaPlaying=this.onMediaSeeked=null,this.unregisterListeners(),super.onHandlerDestroying()}startLoad(t,n){if(this.levels){const{lastCurrentTime:s,hls:_}=this;if(this.stopLoad(),this.setInterval(bd),this.level=-1,!this.startFragRequested){let E=_.startLevel;E===-1&&(_.config.testBandwidth&&this.levels.length>1?(E=0,this.bitrateTest=!0):E=_.firstAutoLevel),_.nextLoadLevel=E,this.level=_.loadLevel,this._hasEnoughToStart=!!n}s>0&&t===-1&&!n&&(this.log(`Override startPosition with lastCurrentTime @${s.toFixed(3)}`),t=s),this.state=cn.IDLE,this.nextLoadPosition=this.lastCurrentTime=t+this.timelineOffset,this.startPosition=n?-1:t,this.tick()}else this._forceStartLoad=!0,this.state=cn.STOPPED}stopLoad(){this._forceStartLoad=!1,super.stopLoad()}doTick(){switch(this.state){case cn.WAITING_LEVEL:{const{levels:t,level:n}=this,s=t==null?void 0:t[n],_=s==null?void 0:s.details;if(_&&(!_.live||this.levelLastLoaded===s&&!this.waitForLive(s))){if(this.waitForCdnTuneIn(_))break;this.state=cn.IDLE;break}else if(this.hls.nextLoadLevel!==this.level){this.state=cn.IDLE;break}break}case cn.FRAG_LOADING_WAITING_RETRY:this.checkRetryDate();break}this.state===cn.IDLE&&this.doTickIdle(),this.onTickEnd()}onTickEnd(){var t;super.onTickEnd(),(t=this.media)!=null&&t.readyState&&this.media.seeking===!1&&(this.lastCurrentTime=this.media.currentTime),this.checkFragmentChanged()}doTickIdle(){const{hls:t,levelLastLoaded:n,levels:s,media:_}=this;if(n===null||!_&&!this.primaryPrefetch&&(this.startFragRequested||!t.config.startFragPrefetch)||this.altAudio&&this.audioOnly)return;const E=this.buffering?t.nextLoadLevel:t.loadLevel;if(!(s!=null&&s[E]))return;const I=s[E],j=this.getMainFwdBufferInfo();if(j===null)return;const Y=this.getLevelDetails();if(Y&&this._streamEnded(j,Y)){const ft={};this.altAudio===2&&(ft.type="video"),this.hls.trigger(o.BUFFER_EOS,ft),this.state=cn.ENDED;return}if(!this.buffering)return;t.loadLevel!==E&&t.manualLevel===-1&&this.log(`Adapting to level ${E} from level ${this.level}`),this.level=t.nextLoadLevel=E;const V=I.details;if(!V||this.state===cn.WAITING_LEVEL||this.waitForLive(I)){this.level=E,this.state=cn.WAITING_LEVEL,this.startFragRequested=!1;return}const ue=j.len,he=this.getMaxBufferLength(I.maxBitrate);if(ue>=he)return;this.backtrackFragment&&this.backtrackFragment.start>j.end&&(this.backtrackFragment=null);const Ee=this.backtrackFragment?this.backtrackFragment.start:j.end;let Re=this.getNextFragment(Ee,V);if(this.couldBacktrack&&!this.fragPrevious&&Re&&Pe(Re)&&this.fragmentTracker.getState(Re)!==Rr.OK){var Fe;const st=((Fe=this.backtrackFragment)!=null?Fe:Re).sn-V.startSN,Ft=V.fragments[st-1];Ft&&Re.cc===Ft.cc&&(Re=Ft,this.fragmentTracker.removeFragment(Ft))}else this.backtrackFragment&&j.len&&(this.backtrackFragment=null);if(Re&&this.isLoopLoading(Re,Ee)){if(!Re.gap){const st=this.audioOnly&&!this.altAudio?ie.AUDIO:ie.VIDEO,Ft=(st===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;Ft&&this.afterBufferFlushed(Ft,st,u.MAIN)}Re=this.getNextFragmentLoopLoading(Re,V,j,u.MAIN,he)}Re&&(Re.initSegment&&!Re.initSegment.data&&!this.bitrateTest&&(Re=Re.initSegment),this.loadFragment(Re,I,Ee))}loadFragment(t,n,s){const _=this.fragmentTracker.getState(t);_===Rr.NOT_LOADED||_===Rr.PARTIAL?Pe(t)?this.bitrateTest?(this.log(`Fragment ${t.sn} of level ${t.level} is being downloaded to test bitrate and will not be buffered`),this._loadBitrateTestFrag(t,n)):super.loadFragment(t,n,s):this._loadInitSegment(t,n):this.clearTrackerIfNeeded(t)}getBufferedFrag(t){return this.fragmentTracker.getBufferedFrag(t,u.MAIN)}followingBufferedFrag(t){return t?this.getBufferedFrag(t.end+.5):null}immediateLevelSwitch(){this.abortCurrentFrag(),this.flushMainBuffer(0,Number.POSITIVE_INFINITY)}nextLevelSwitch(){const{levels:t,media:n}=this;if(n!=null&&n.readyState){let s;const _=this.getAppendedFrag(n.currentTime);_&&_.start>1&&this.flushMainBuffer(0,_.start-1);const E=this.getLevelDetails();if(E!=null&&E.live){const j=this.getMainFwdBufferInfo();if(!j||j.len<E.targetduration*2)return}if(!n.paused&&t){const j=this.hls.nextLoadLevel,Y=t[j],V=this.fragLastKbps;V&&this.fragCurrent?s=this.fragCurrent.duration*Y.maxBitrate/(1e3*V)+1:s=0}else s=0;const I=this.getBufferedFrag(n.currentTime+s);if(I){const j=this.followingBufferedFrag(I);if(j){this.abortCurrentFrag();const Y=j.maxStartPTS?j.maxStartPTS:j.start,V=j.duration,ue=Math.max(I.end,Y+Math.min(Math.max(V-this.config.maxFragLookUpTolerance,V*(this.couldBacktrack?.5:.125)),V*(this.couldBacktrack?.75:.25)));this.flushMainBuffer(ue,Number.POSITIVE_INFINITY)}}}}abortCurrentFrag(){const t=this.fragCurrent;switch(this.fragCurrent=null,this.backtrackFragment=null,t&&(t.abortRequests(),this.fragmentTracker.removeFragment(t)),this.state){case cn.KEY_LOADING:case cn.FRAG_LOADING:case cn.FRAG_LOADING_WAITING_RETRY:case cn.PARSING:case cn.PARSED:this.state=cn.IDLE;break}this.nextLoadPosition=this.getLoadPosition()}flushMainBuffer(t,n){super.flushMainBuffer(t,n,this.altAudio===2?"video":null)}onMediaAttached(t,n){super.onMediaAttached(t,n);const s=n.media;vi(s,"playing",this.onMediaPlaying),vi(s,"seeked",this.onMediaSeeked)}onMediaDetaching(t,n){const{media:s}=this;s&&(ps(s,"playing",this.onMediaPlaying),ps(s,"seeked",this.onMediaSeeked)),this.videoBuffer=null,this.fragPlaying=null,super.onMediaDetaching(t,n),!n.transferMedia&&(this._hasEnoughToStart=!1)}onManifestLoading(){super.onManifestLoading(),this.log("Trigger BUFFER_RESET"),this.hls.trigger(o.BUFFER_RESET,void 0),this.couldBacktrack=!1,this.fragLastKbps=0,this.fragPlaying=this.backtrackFragment=null,this.altAudio=0,this.audioOnly=!1}onManifestParsed(t,n){let s=!1,_=!1;for(let E=0;E<n.levels.length;E++){const I=n.levels[E].audioCodec;I&&(s=s||I.indexOf("mp4a.40.2")!==-1,_=_||I.indexOf("mp4a.40.5")!==-1)}this.audioCodecSwitch=s&&_&&!sd(),this.audioCodecSwitch&&this.log("Both AAC/HE-AAC audio found in levels; declaring level codec as HE-AAC"),this.levels=n.levels,this.startFragRequested=!1}onLevelLoading(t,n){const{levels:s}=this;if(!s||this.state!==cn.IDLE)return;const _=n.levelInfo;(!_.details||_.details.live&&(this.levelLastLoaded!==_||_.details.expired)||this.waitForCdnTuneIn(_.details))&&(this.state=cn.WAITING_LEVEL)}onLevelLoaded(t,n){var s;const{levels:_,startFragRequested:E}=this,I=n.level,j=n.details,Y=j.totalduration;if(!_){this.warn(`Levels were reset while loading level ${I}`);return}this.log(`Level ${I} loaded [${j.startSN},${j.endSN}]${j.lastPartSn?`[part-${j.lastPartSn}-${j.lastPartIndex}]`:""}, cc [${j.startCC}, ${j.endCC}] duration:${Y}`);const V=n.levelInfo,ue=this.fragCurrent;ue&&(this.state===cn.FRAG_LOADING||this.state===cn.FRAG_LOADING_WAITING_RETRY)&&ue.level!==n.level&&ue.loader&&this.abortCurrentFrag();let he=0;if(j.live||(s=V.details)!=null&&s.live){var Ee;if(this.checkLiveUpdate(j),j.deltaUpdateFailed)return;he=this.alignPlaylists(j,V.details,(Ee=this.levelLastLoaded)==null?void 0:Ee.details)}if(V.details=j,this.levelLastLoaded=V,E||this.setStartPosition(j,he),this.hls.trigger(o.LEVEL_UPDATED,{details:j,level:I}),this.state===cn.WAITING_LEVEL){if(this.waitForCdnTuneIn(j))return;this.state=cn.IDLE}E&&j.live&&this.synchronizeToLiveEdge(j),this.tick()}synchronizeToLiveEdge(t){const{config:n,media:s}=this;if(!s)return;const _=this.hls.liveSyncPosition,E=this.getLoadPosition(),I=t.fragmentStart,j=t.edge,Y=E>=I-n.maxFragLookUpTolerance&&E<=j;if(_!==null&&s.duration>_&&(E<_||!Y)){const ue=n.liveMaxLatencyDuration!==void 0?n.liveMaxLatencyDuration:n.liveMaxLatencyDurationCount*t.targetduration;if((!Y&&s.readyState<4||E<j-ue)&&(this._hasEnoughToStart||(this.nextLoadPosition=_),s.readyState))if(this.warn(`Playback: ${E.toFixed(3)} is located too far from the end of live sliding playlist: ${j}, reset currentTime to : ${_.toFixed(3)}`),this.config.liveSyncMode==="buffered"){var V;const he=Li.bufferInfo(s,_,0);if(!((V=he.buffered)!=null&&V.length)){s.currentTime=_;return}if(he.start<=E){s.currentTime=_;return}const{nextStart:Re}=Li.bufferedInfo(he.buffered,E,0);Re&&(s.currentTime=Re)}else s.currentTime=_}}_handleFragmentLoadProgress(t){var n;const s=t.frag,{part:_,payload:E}=t,{levels:I}=this;if(!I){this.warn(`Levels were reset while fragment load was in progress. Fragment ${s.sn} of level ${s.level} will not be buffered`);return}const j=I[s.level];if(!j){this.warn(`Level ${s.level} not found on progress`);return}const Y=j.details;if(!Y){this.warn(`Dropping fragment ${s.sn} of level ${s.level} after level details were reset`),this.fragmentTracker.removeFragment(s);return}const V=j.videoCodec,ue=Y.PTSKnown||!Y.live,he=(n=s.initSegment)==null?void 0:n.data,Ee=this._getAudioCodec(j),Re=this.transmuxer=this.transmuxer||new zu(this.hls,u.MAIN,this._handleTransmuxComplete.bind(this),this._handleTransmuxerFlush.bind(this)),Fe=_?_.index:-1,ft=Fe!==-1,st=new ya(s.level,s.sn,s.stats.chunkCount,E.byteLength,Fe,ft),Ft=this.initPTS[s.cc];Re.push(E,he,Ee,V,s,_,Y.totalduration,ue,st,Ft)}onAudioTrackSwitching(t,n){const s=this.hls,_=this.altAudio===2;if(Ti(n.url,s))this.altAudio=1;else{if(this.mediaBuffer!==this.media){this.log("Switching on main audio, use media.buffered to schedule main fragment loading"),this.mediaBuffer=this.media;const I=this.fragCurrent;I&&(this.log("Switching to main audio track, cancel main fragment load"),I.abortRequests(),this.fragmentTracker.removeFragment(I)),this.resetTransmuxer(),this.resetLoadingState()}else this.audioOnly&&this.resetTransmuxer();if(_){this.fragmentTracker.removeAllFragments(),s.once(o.BUFFER_FLUSHED,()=>{this.hls&&this.hls.trigger(o.AUDIO_TRACK_SWITCHED,n)}),s.trigger(o.BUFFER_FLUSHING,{startOffset:0,endOffset:Number.POSITIVE_INFINITY,type:null});return}s.trigger(o.AUDIO_TRACK_SWITCHED,n)}}onAudioTrackSwitched(t,n){const s=Ti(n.url,this.hls);if(s){const _=this.videoBuffer;_&&this.mediaBuffer!==_&&(this.log("Switching on alternate audio, use video.buffered to schedule main fragment loading"),this.mediaBuffer=_)}this.altAudio=s?2:0,this.tick()}onBufferCreated(t,n){const s=n.tracks;let _,E,I=!1;for(const j in s){const Y=s[j];if(Y.id==="main"){if(E=j,_=Y,j==="video"){const V=s[j];V&&(this.videoBuffer=V.buffer)}}else I=!0}I&&_?(this.log(`Alternate track found, use ${E}.buffered to schedule main fragment loading`),this.mediaBuffer=_.buffer):this.mediaBuffer=this.media}onFragBuffered(t,n){const{frag:s,part:_}=n,E=s.type===u.MAIN;if(E){if(this.fragContextChanged(s)){this.warn(`Fragment ${s.sn}${_?" p: "+_.index:""} of level ${s.level} finished buffering, but was aborted. state: ${this.state}`),this.state===cn.PARSED&&(this.state=cn.IDLE);return}const j=_?_.stats:s.stats;this.fragLastKbps=Math.round(8*j.total/(j.buffering.end-j.loading.first)),Pe(s)&&(this.fragPrevious=s),this.fragBufferedComplete(s,_)}const I=this.media;I&&(!this._hasEnoughToStart&&Li.getBuffered(I).length&&(this._hasEnoughToStart=!0,this.seekToStartPos()),E&&this.tick())}get hasEnoughToStart(){return this._hasEnoughToStart}onError(t,n){var s;if(n.fatal){this.state=cn.ERROR;return}switch(n.details){case f.FRAG_GAP:case f.FRAG_PARSING_ERROR:case f.FRAG_DECRYPT_ERROR:case f.FRAG_LOAD_ERROR:case f.FRAG_LOAD_TIMEOUT:case f.KEY_LOAD_ERROR:case f.KEY_LOAD_TIMEOUT:this.onFragmentOrKeyLoadError(u.MAIN,n);break;case f.LEVEL_LOAD_ERROR:case f.LEVEL_LOAD_TIMEOUT:case f.LEVEL_PARSING_ERROR:!n.levelRetry&&this.state===cn.WAITING_LEVEL&&((s=n.context)==null?void 0:s.type)===h.LEVEL&&(this.state=cn.IDLE);break;case f.BUFFER_ADD_CODEC_ERROR:case f.BUFFER_APPEND_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&this.resetLoadingState();break;case f.BUFFER_FULL_ERROR:if(n.parent!=="main")return;this.reduceLengthAndFlushBuffer(n)&&(!this.config.interstitialsController&&this.config.assetPlayerId?this._hasEnoughToStart=!0:this.flushMainBuffer(0,Number.POSITIVE_INFINITY));break;case f.INTERNAL_EXCEPTION:this.recoverWorkerError(n);break}}onFragLoadEmergencyAborted(){this.state=cn.IDLE,this._hasEnoughToStart||(this.startFragRequested=!1,this.nextLoadPosition=this.lastCurrentTime),this.tickImmediate()}onBufferFlushed(t,{type:n}){if(n!==ie.AUDIO||!this.altAudio){const s=(n===ie.VIDEO?this.videoBuffer:this.mediaBuffer)||this.media;s&&(this.afterBufferFlushed(s,n,u.MAIN),this.tick())}}onLevelsUpdated(t,n){this.level>-1&&this.fragCurrent&&(this.level=this.fragCurrent.level,this.level===-1&&this.resetWhenMissingContext(this.fragCurrent)),this.levels=n.levels}swapAudioCodec(){this.audioCodecSwap=!this.audioCodecSwap}seekToStartPos(){const{media:t}=this;if(!t)return;const n=t.currentTime;let s=this.startPosition;if(s>=0&&n<s){if(t.seeking){this.log(`could not seek to ${s}, already seeking at ${n}`);return}const _=this.timelineOffset;_&&s&&(s+=_);const E=this.getLevelDetails(),I=Li.getBuffered(t),j=I.length?I.start(0):0,Y=j-s,V=Math.max(this.config.maxBufferHole,this.config.maxFragLookUpTolerance);(this.config.startOnSegmentBoundary||Y>0&&(Y<V||this.loadingParts&&Y<2*((E==null?void 0:E.partTarget)||0)))&&(this.log(`adjusting start position by ${Y} to match buffer start`),s+=Y,this.startPosition=s),n<s&&(this.log(`seek to target start position ${s} from current time ${n} buffer start ${j}`),t.currentTime=s)}}_getAudioCodec(t){let n=this.config.defaultAudioCodec||t.audioCodec;return this.audioCodecSwap&&n&&(this.log("Swapping audio codec"),n.indexOf("mp4a.40.5")!==-1?n="mp4a.40.2":n="mp4a.40.5"),n}_loadBitrateTestFrag(t,n){t.bitrateTest=!0,this._doFragLoad(t,n).then(s=>{const{hls:_}=this,E=s==null?void 0:s.frag;if(!E||this.fragContextChanged(E))return;n.fragmentError=0,this.state=cn.IDLE,this.startFragRequested=!1,this.bitrateTest=!1;const I=E.stats;I.parsing.start=I.parsing.end=I.buffering.start=I.buffering.end=self.performance.now(),_.trigger(o.FRAG_LOADED,s),E.bitrateTest=!1}).catch(s=>{this.state===cn.STOPPED||this.state===cn.ERROR||(this.warn(s),this.resetFragmentLoading(t))})}_handleTransmuxComplete(t){const n=this.playlistType,{hls:s}=this,{remuxResult:_,chunkMeta:E}=t,I=this.getCurrentContext(E);if(!I){this.resetWhenMissingContext(E);return}const{frag:j,part:Y,level:V}=I,{video:ue,text:he,id3:Ee,initSegment:Re}=_,{details:Fe}=V,ft=this.altAudio?void 0:_.audio;if(this.fragContextChanged(j)){this.fragmentTracker.removeFragment(j);return}if(this.state=cn.PARSING,Re){const st=Re.tracks;if(st){const $r=j.initSegment||j;if(this.unhandledEncryptionError(Re,j))return;this._bufferInitSegment(V,st,$r,E),s.trigger(o.FRAG_PARSING_INIT_SEGMENT,{frag:$r,id:n,tracks:st})}const Ft=Re.initPTS,fr=Re.timescale,ar=this.initPTS[j.cc];if(r(Ft)&&(!ar||ar.baseTime!==Ft||ar.timescale!==fr)){const $r=Re.trackId;this.initPTS[j.cc]={baseTime:Ft,timescale:fr,trackId:$r},s.trigger(o.INIT_PTS_FOUND,{frag:j,id:n,initPTS:Ft,timescale:fr,trackId:$r})}}if(ue&&Fe){ft&&ue.type==="audiovideo"&&this.logMuxedErr(j);const st=Fe.fragments[j.sn-1-Fe.startSN],Ft=j.sn===Fe.startSN,fr=!st||j.cc>st.cc;if(_.independent!==!1){const{startPTS:ar,endPTS:$r,startDTS:Xr,endDTS:gn}=ue;if(Y)Y.elementaryStreams[ue.type]={startPTS:ar,endPTS:$r,startDTS:Xr,endDTS:gn};else if(ue.firstKeyFrame&&ue.independent&&E.id===1&&!fr&&(this.couldBacktrack=!0),ue.dropped&&ue.independent){const Kr=this.getMainFwdBufferInfo(),an=(Kr?Kr.end:this.getLoadPosition())+this.config.maxBufferHole,dn=ue.firstKeyFramePTS?ue.firstKeyFramePTS:ar;if(!Ft&&an<dn-this.config.maxBufferHole&&!fr){this.backtrack(j);return}else fr&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,j.start,$r,j.start,gn,!0)}else Ft&&ar-(Fe.appliedTimelineOffset||0)>Dr&&(j.gap=!0);j.setElementaryStreamInfo(ue.type,ar,$r,Xr,gn),this.backtrackFragment&&(this.backtrackFragment=j),this.bufferFragmentData(ue,j,Y,E,Ft||fr)}else if(Ft||fr)j.gap=!0;else{this.backtrack(j);return}}if(ft){const{startPTS:st,endPTS:Ft,startDTS:fr,endDTS:ar}=ft;Y&&(Y.elementaryStreams[ie.AUDIO]={startPTS:st,endPTS:Ft,startDTS:fr,endDTS:ar}),j.setElementaryStreamInfo(ie.AUDIO,st,Ft,fr,ar),this.bufferFragmentData(ft,j,Y,E)}if(Fe&&Ee!=null&&Ee.samples.length){const st={id:n,frag:j,details:Fe,samples:Ee.samples};s.trigger(o.FRAG_PARSING_METADATA,st)}if(Fe&&he){const st={id:n,frag:j,details:Fe,samples:he.samples};s.trigger(o.FRAG_PARSING_USERDATA,st)}}logMuxedErr(t){this.warn(`${Pe(t)?"Media":"Init"} segment with muxed audiovideo where only video expected: ${t.url}`)}_bufferInitSegment(t,n,s,_){if(this.state!==cn.PARSING)return;this.audioOnly=!!n.audio&&!n.video,this.altAudio&&!this.audioOnly&&(delete n.audio,n.audiovideo&&this.logMuxedErr(s));const{audio:E,video:I,audiovideo:j}=n;if(E){const V=t.audioCodec;let ue=Me(E.codec,V);ue==="mp4a"&&(ue="mp4a.40.5");const he=navigator.userAgent.toLowerCase();if(this.audioCodecSwitch){ue&&(ue.indexOf("mp4a.40.5")!==-1?ue="mp4a.40.2":ue="mp4a.40.5");const Ee=E.metadata;Ee&&"channelCount"in Ee&&(Ee.channelCount||1)!==1&&he.indexOf("firefox")===-1&&(ue="mp4a.40.5")}ue&&ue.indexOf("mp4a.40.5")!==-1&&he.indexOf("android")!==-1&&E.container!=="audio/mpeg"&&(ue="mp4a.40.2",this.log(`Android: force audio codec to ${ue}`)),V&&V!==ue&&this.log(`Swapping manifest audio codec "${V}" for "${ue}"`),E.levelCodec=ue,E.id=u.MAIN,this.log(`Init audio buffer, container:${E.container}, codecs[selected/level/parsed]=[${ue||""}/${V||""}/${E.codec}]`),delete n.audiovideo}if(I){I.levelCodec=t.videoCodec,I.id=u.MAIN;const V=I.codec;if((V==null?void 0:V.length)===4)switch(V){case"hvc1":case"hev1":I.codec="hvc1.1.6.L120.90";break;case"av01":I.codec="av01.0.04M.08";break;case"avc1":I.codec="avc1.42e01e";break}this.log(`Init video buffer, container:${I.container}, codecs[level/parsed]=[${t.videoCodec||""}/${V}]${I.codec!==V?" parsed-corrected="+I.codec:""}${I.supplemental?" supplemental="+I.supplemental:""}`),delete n.audiovideo}j&&(this.log(`Init audiovideo buffer, container:${j.container}, codecs[level/parsed]=[${t.codecs}/${j.codec}]`),delete n.video,delete n.audio);const Y=Object.keys(n);if(Y.length){if(this.hls.trigger(o.BUFFER_CODECS,n),!this.hls)return;Y.forEach(V=>{const he=n[V].initSegment;he!=null&&he.byteLength&&this.hls.trigger(o.BUFFER_APPENDING,{type:V,data:he,frag:s,part:null,chunkMeta:_,parent:s.type})})}this.tickImmediate()}getMainFwdBufferInfo(){const t=this.mediaBuffer&&this.altAudio===2?this.mediaBuffer:this.media;return this.getFwdBufferInfo(t,u.MAIN)}get maxBufferLength(){const{levels:t,level:n}=this,s=t==null?void 0:t[n];return s?this.getMaxBufferLength(s.maxBitrate):this.config.maxBufferLength}backtrack(t){this.couldBacktrack=!0,this.backtrackFragment=t,this.resetTransmuxer(),this.flushBufferGap(t),this.fragmentTracker.removeFragment(t),this.fragPrevious=null,this.nextLoadPosition=t.start,this.state=cn.IDLE}checkFragmentChanged(){const t=this.media;let n=null;if(t&&t.readyState>1&&t.seeking===!1){const s=t.currentTime;if(Li.isBuffered(t,s)?n=this.getAppendedFrag(s):Li.isBuffered(t,s+.1)&&(n=this.getAppendedFrag(s+.1)),n){this.backtrackFragment=null;const _=this.fragPlaying,E=n.level;(!_||n.sn!==_.sn||_.level!==E)&&(this.fragPlaying=n,this.hls.trigger(o.FRAG_CHANGED,{frag:n}),(!_||_.level!==E)&&this.hls.trigger(o.LEVEL_SWITCHED,{level:E}))}}}get nextLevel(){const t=this.nextBufferedFrag;return t?t.level:-1}get currentFrag(){var t;if(this.fragPlaying)return this.fragPlaying;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;return r(n)?this.getAppendedFrag(n):null}get currentProgramDateTime(){var t;const n=((t=this.media)==null?void 0:t.currentTime)||this.lastCurrentTime;if(r(n)){const s=this.getLevelDetails(),_=this.currentFrag||(s?dt(null,s.fragments,n):null);if(_){const E=_.programDateTime;if(E!==null){const I=E+(n-_.start)*1e3;return new Date(I)}}}return null}get currentLevel(){const t=this.currentFrag;return t?t.level:-1}get nextBufferedFrag(){const t=this.currentFrag;return t?this.followingBufferedFrag(t):null}get forceStartLoad(){return this._forceStartLoad}}class Ed extends R{constructor(t,n){super("key-loader",n),this.config=void 0,this.keyIdToKeyInfo={},this.emeController=null,this.config=t}abort(t){for(const s in this.keyIdToKeyInfo){const _=this.keyIdToKeyInfo[s].loader;if(_){var n;if(t&&t!==((n=_.context)==null?void 0:n.frag.type))return;_.abort()}}}detach(){for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t];(n.mediaKeySessionContext||n.decryptdata.isCommonEncryption)&&delete this.keyIdToKeyInfo[t]}}destroy(){this.detach();for(const t in this.keyIdToKeyInfo){const n=this.keyIdToKeyInfo[t].loader;n&&n.destroy()}this.keyIdToKeyInfo={}}createKeyLoadError(t,n=f.KEY_LOAD_ERROR,s,_,E){return new ja({type:c.NETWORK_ERROR,details:n,fatal:!1,frag:t,response:E,error:s,networkDetails:_})}loadClear(t,n,s){if(this.emeController&&this.config.emeEnabled&&!this.emeController.getSelectedKeySystemFormats().length){if(n.length)for(let _=0,E=n.length;_<E;_++){const I=n[_];if(t.cc<=I.cc&&(!Pe(t)||!Pe(I)||t.sn<I.sn)||!s&&_==E-1)return this.emeController.selectKeySystemFormat(I).then(j=>{if(!this.emeController)return;I.setKeyFormat(j);const Y=_i(j);if(Y)return this.emeController.getKeySystemAccess([Y])})}if(this.config.requireKeySystemAccessOnStart){const _=ts(this.config);if(_.length)return this.emeController.getKeySystemAccess(_)}}return null}load(t){return!t.decryptdata&&t.encrypted&&this.emeController&&this.config.emeEnabled?this.emeController.selectKeySystemFormat(t).then(n=>this.loadInternal(t,n)):this.loadInternal(t)}loadInternal(t,n){var s,_;n&&t.setKeyFormat(n);const E=t.decryptdata;if(!E){const ue=new Error(n?`Expected frag.decryptdata to be defined after setting format ${n}`:"Missing decryption data on fragment in onKeyLoading");return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,ue))}const I=E.uri;if(!I)return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Invalid key URI: "${I}"`)));const j=od(E);let Y=this.keyIdToKeyInfo[j];if((s=Y)!=null&&s.decryptdata.key)return E.key=Y.decryptdata.key,Promise.resolve({frag:t,keyInfo:Y});if((_=Y)!=null&&_.keyLoadPromise){var V;switch((V=Y.mediaKeySessionContext)==null?void 0:V.keyStatus){case"usable":case"usable-in-future":return Y.keyLoadPromise.then(he=>{const{keyInfo:Ee}=he;return E.key=Ee.decryptdata.key,{frag:t,keyInfo:Ee}})}}switch(this.log(`Loading key ${J(E.keyId||[])} from ${t.type} ${t.level}`),Y=this.keyIdToKeyInfo[j]={decryptdata:E,keyLoadPromise:null,loader:null,mediaKeySessionContext:null},E.method){case"SAMPLE-AES":case"SAMPLE-AES-CENC":case"SAMPLE-AES-CTR":return E.keyFormat==="identity"?this.loadKeyHTTP(Y,t):this.loadKeyEME(Y,t);case"AES-128":case"AES-256":case"AES-256-CTR":return this.loadKeyHTTP(Y,t);default:return Promise.reject(this.createKeyLoadError(t,f.KEY_LOAD_ERROR,new Error(`Key supplied with unsupported METHOD: "${E.method}"`)))}}loadKeyEME(t,n){const s={frag:n,keyInfo:t};if(this.emeController&&this.config.emeEnabled){const _=this.emeController.loadKey(s);return(t.keyLoadPromise=_.then(E=>(t.mediaKeySessionContext=E,s))).catch(E=>{throw t.keyLoadPromise=null,E.data&&(E.data.frag=n),E})}return Promise.resolve(s)}loadKeyHTTP(t,n){const s=this.config,_=s.loader,E=new _(s);return n.keyLoader=t.loader=E,t.keyLoadPromise=new Promise((I,j)=>{const Y={keyInfo:t,frag:n,responseType:"arraybuffer",url:t.decryptdata.uri},V=s.keyLoadPolicy.default,ue={loadPolicy:V,timeout:V.maxLoadTimeMs,maxRetry:0,retryDelay:0,maxRetryDelay:0},he={onSuccess:(Ee,Re,Fe,ft)=>{const{frag:st,keyInfo:Ft,url:fr}=Fe,ar=od(Ft.decryptdata)||fr;if(!st.decryptdata||Ft!==this.keyIdToKeyInfo[ar])return j(this.createKeyLoadError(st,f.KEY_LOAD_ERROR,new Error("after key load, decryptdata unset or changed"),ft));Ft.decryptdata.key=st.decryptdata.key=new Uint8Array(Ee.data),st.keyLoader=null,Ft.loader=null,I({frag:st,keyInfo:Ft})},onError:(Ee,Re,Fe,ft)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_ERROR,new Error(`HTTP Error ${Ee.code} loading key ${Ee.text}`),Fe,b({url:Y.url,data:void 0},Ee)))},onTimeout:(Ee,Re,Fe)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.KEY_LOAD_TIMEOUT,new Error("key loading timed out"),Fe))},onAbort:(Ee,Re,Fe)=>{this.resetLoader(Re),j(this.createKeyLoadError(n,f.INTERNAL_ABORTED,new Error("key loading aborted"),Fe))}};E.load(Y,ue,he)})}resetLoader(t){const{frag:n,keyInfo:s,url:_}=t,E=s.loader;n.keyLoader===E&&(n.keyLoader=null,s.loader=null);const I=od(s.decryptdata)||_;delete this.keyIdToKeyInfo[I],E&&E.destroy()}}function od(O){const t=O.keyId;return t?J(t):O.uri}function dd(O){const{type:t}=O;switch(t){case h.AUDIO_TRACK:return u.AUDIO;case h.SUBTITLE_TRACK:return u.SUBTITLE;default:return u.MAIN}}function ud(O,t){let n=O.url;return(n===void 0||n.indexOf("data:")===0)&&(n=t.url),n}class wd{constructor(t){this.hls=void 0,this.loaders=Object.create(null),this.variableList=null,this.onManifestLoaded=this.checkAutostartLoad,this.hls=t,this.registerListeners()}startLoad(t){}stopLoad(){this.destroyInternalLoaders()}registerListeners(){const{hls:t}=this;t.on(o.MANIFEST_LOADING,this.onManifestLoading,this),t.on(o.LEVEL_LOADING,this.onLevelLoading,this),t.on(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.on(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.on(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}unregisterListeners(){const{hls:t}=this;t.off(o.MANIFEST_LOADING,this.onManifestLoading,this),t.off(o.LEVEL_LOADING,this.onLevelLoading,this),t.off(o.AUDIO_TRACK_LOADING,this.onAudioTrackLoading,this),t.off(o.SUBTITLE_TRACK_LOADING,this.onSubtitleTrackLoading,this),t.off(o.LEVELS_UPDATED,this.onLevelsUpdated,this)}createInternalLoader(t){const n=this.hls.config,s=n.pLoader,_=n.loader,E=s||_,I=new E(n);return this.loaders[t.type]=I,I}getInternalLoader(t){return this.loaders[t.type]}resetInternalLoader(t){this.loaders[t]&&delete this.loaders[t]}destroyInternalLoaders(){for(const t in this.loaders){const n=this.loaders[t];n&&n.destroy(),this.resetInternalLoader(t)}}destroy(){this.variableList=null,this.unregisterListeners(),this.destroyInternalLoaders()}onManifestLoading(t,n){const{url:s}=n;this.variableList=null,this.load({id:null,level:0,responseType:"text",type:h.MANIFEST,url:s,deliveryDirectives:null,levelOrTrack:null})}onLevelLoading(t,n){const{id:s,level:_,pathwayId:E,url:I,deliveryDirectives:j,levelInfo:Y}=n;this.load({id:s,level:_,pathwayId:E,responseType:"text",type:h.LEVEL,url:I,deliveryDirectives:j,levelOrTrack:Y})}onAudioTrackLoading(t,n){const{id:s,groupId:_,url:E,deliveryDirectives:I,track:j}=n;this.load({id:s,groupId:_,level:null,responseType:"text",type:h.AUDIO_TRACK,url:E,deliveryDirectives:I,levelOrTrack:j})}onSubtitleTrackLoading(t,n){const{id:s,groupId:_,url:E,deliveryDirectives:I,track:j}=n;this.load({id:s,groupId:_,level:null,responseType:"text",type:h.SUBTITLE_TRACK,url:E,deliveryDirectives:I,levelOrTrack:j})}onLevelsUpdated(t,n){const s=this.loaders[h.LEVEL];if(s){const _=s.context;_&&!n.levels.some(E=>E===_.levelOrTrack)&&(s.abort(),delete this.loaders[h.LEVEL])}}load(t){var n;const s=this.hls.config;let _=this.getInternalLoader(t);if(_){const V=this.hls.logger,ue=_.context;if(ue&&ue.levelOrTrack===t.levelOrTrack&&(ue.url===t.url||ue.deliveryDirectives&&!t.deliveryDirectives)){ue.url===t.url?V.log(`[playlist-loader]: ignore ${t.url} ongoing request`):V.log(`[playlist-loader]: ignore ${t.url} in favor of ${ue.url}`);return}V.log(`[playlist-loader]: aborting previous loader for type: ${t.type}`),_.abort()}let E;if(t.type===h.MANIFEST?E=s.manifestLoadPolicy.default:E=y({},s.playlistLoadPolicy.default,{timeoutRetry:null,errorRetry:null}),_=this.createInternalLoader(t),r((n=t.deliveryDirectives)==null?void 0:n.part)){let V;if(t.type===h.LEVEL&&t.level!==null?V=this.hls.levels[t.level].details:t.type===h.AUDIO_TRACK&&t.id!==null?V=this.hls.audioTracks[t.id].details:t.type===h.SUBTITLE_TRACK&&t.id!==null&&(V=this.hls.subtitleTracks[t.id].details),V){const ue=V.partTarget,he=V.targetduration;if(ue&&he){const Ee=Math.max(ue*3,he*.8)*1e3;E=y({},E,{maxTimeToFirstByteMs:Math.min(Ee,E.maxTimeToFirstByteMs),maxLoadTimeMs:Math.min(Ee,E.maxTimeToFirstByteMs)})}}}const I=E.errorRetry||E.timeoutRetry||{},j={loadPolicy:E,timeout:E.maxLoadTimeMs,maxRetry:I.maxNumRetry||0,retryDelay:I.retryDelayMs||0,maxRetryDelay:I.maxRetryDelayMs||0},Y={onSuccess:(V,ue,he,Ee)=>{const Re=this.getInternalLoader(he);this.resetInternalLoader(he.type);const Fe=V.data;if(Fe.indexOf("#EXTM3U")!==0){this.handleManifestParsingError(V,he,new Error("no EXTM3U delimiter"),Ee||null,ue);return}ue.parsing.start=performance.now(),Do.isMediaPlaylist(Fe)||he.type!==h.MANIFEST?this.handleTrackOrLevelPlaylist(V,ue,he,Ee||null,Re):this.handleMasterPlaylist(V,ue,he,Ee)},onError:(V,ue,he,Ee)=>{this.handleNetworkError(ue,he,!1,V,Ee)},onTimeout:(V,ue,he)=>{this.handleNetworkError(ue,he,!0,void 0,V)}};_.load(t,j,Y)}checkAutostartLoad(){if(!this.hls)return;const{config:{autoStartLoad:t,startPosition:n},forceStartLoad:s}=this.hls;(t||s)&&(this.hls.logger.log(`${t?"auto":"force"} startLoad with configured startPosition ${n}`),this.hls.startLoad(n))}handleMasterPlaylist(t,n,s,_){const E=this.hls,I=t.data,j=ud(t,s),Y=Do.parseMasterPlaylist(I,j);if(Y.playlistParsingError){this.handleManifestParsingError(t,s,Y.playlistParsingError,_,n);return}const{contentSteering:V,levels:ue,sessionData:he,sessionKeys:Ee,startTimeOffset:Re,variableList:Fe}=Y;this.variableList=Fe;const{AUDIO:ft=[],SUBTITLES:st,"CLOSED-CAPTIONS":Ft}=Do.parseMasterPlaylistMedia(I,j,Y);ft.length&&!ft.some(ar=>!ar.url)&&ue[0].audioCodec&&!ue[0].attrs.AUDIO&&(this.hls.logger.log("[playlist-loader]: audio codec signaled in quality level, but no embedded audio track signaled, create one"),ft.unshift({type:"main",name:"main",groupId:"main",default:!1,autoselect:!1,forced:!1,id:-1,attrs:new bn({}),bitrate:0,url:""})),E.trigger(o.MANIFEST_LOADED,{levels:ue,audioTracks:ft,subtitles:st,captions:Ft,contentSteering:V,url:j,stats:n,networkDetails:_,sessionData:he,sessionKeys:Ee,startTimeOffset:Re,variableList:Fe})}handleTrackOrLevelPlaylist(t,n,s,_,E){const I=this.hls,{id:j,level:Y,type:V}=s,ue=ud(t,s),he=r(Y)?Y:r(j)?j:0,Ee=dd(s),Re=Do.parseLevelPlaylist(t.data,ue,he,Ee,0,this.variableList);if(V===h.MANIFEST){const Fe={attrs:new bn({}),bitrate:0,details:Re,name:"",url:ue};Re.requestScheduled=n.loading.start+Fr(Re,0),I.trigger(o.MANIFEST_LOADED,{levels:[Fe],audioTracks:[],url:ue,stats:n,networkDetails:_,sessionData:null,sessionKeys:null,contentSteering:null,startTimeOffset:null,variableList:null})}n.parsing.end=performance.now(),s.levelDetails=Re,this.handlePlaylistLoaded(Re,t,n,s,_,E)}handleManifestParsingError(t,n,s,_,E){this.hls.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.MANIFEST_PARSING_ERROR,fatal:n.type===h.MANIFEST,url:t.url,err:s,error:s,reason:s.message,response:t,context:n,networkDetails:_,stats:E})}handleNetworkError(t,n,s=!1,_,E){let I=`A network ${s?"timeout":"error"+(_?" (status "+_.code+")":"")} occurred while loading ${t.type}`;t.type===h.LEVEL?I+=`: ${t.level} id: ${t.id}`:(t.type===h.AUDIO_TRACK||t.type===h.SUBTITLE_TRACK)&&(I+=` id: ${t.id} group-id: "${t.groupId}"`);const j=new Error(I);this.hls.logger.warn(`[playlist-loader]: ${I}`);let Y=f.UNKNOWN,V=!1;const ue=this.getInternalLoader(t);switch(t.type){case h.MANIFEST:Y=s?f.MANIFEST_LOAD_TIMEOUT:f.MANIFEST_LOAD_ERROR,V=!0;break;case h.LEVEL:Y=s?f.LEVEL_LOAD_TIMEOUT:f.LEVEL_LOAD_ERROR,V=!1;break;case h.AUDIO_TRACK:Y=s?f.AUDIO_TRACK_LOAD_TIMEOUT:f.AUDIO_TRACK_LOAD_ERROR,V=!1;break;case h.SUBTITLE_TRACK:Y=s?f.SUBTITLE_TRACK_LOAD_TIMEOUT:f.SUBTITLE_LOAD_ERROR,V=!1;break}ue&&this.resetInternalLoader(t.type);const he={type:c.NETWORK_ERROR,details:Y,fatal:V,url:t.url,loader:ue,context:t,error:j,networkDetails:n,stats:E};if(_){const Ee=(n==null?void 0:n.url)||t.url;he.response=b({url:Ee,data:void 0},_)}this.hls.trigger(o.ERROR,he)}handlePlaylistLoaded(t,n,s,_,E,I){const j=this.hls,{type:Y,level:V,id:ue,groupId:he,deliveryDirectives:Ee}=_,Re=ud(n,_),Fe=dd(_),ft=typeof _.level=="number"&&Fe===u.MAIN?V:void 0;if(!t.fragments.length){const Ft=t.playlistParsingError=new Error("No Segments found in Playlist");j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_EMPTY_ERROR,fatal:!1,url:Re,error:Ft,reason:Ft.message,response:n,context:_,level:ft,parent:Fe,networkDetails:E,stats:s});return}t.targetduration||(t.playlistParsingError=new Error("Missing Target Duration"));const st=t.playlistParsingError;if(st){if(this.hls.logger.warn(`${st} ${t.url}`),!j.config.ignorePlaylistParsingErrors){j.trigger(o.ERROR,{type:c.NETWORK_ERROR,details:f.LEVEL_PARSING_ERROR,fatal:!1,url:Re,error:st,reason:st.message,response:n,context:_,level:ft,parent:Fe,networkDetails:E,stats:s});return}t.playlistParsingError=null}switch(t.live&&I&&(I.getCacheAge&&(t.ageHeader=I.getCacheAge()||0),(!I.getCacheAge||isNaN(t.ageHeader))&&(t.ageHeader=0)),Y){case h.MANIFEST:case h.LEVEL:j.trigger(o.LEVEL_LOADED,{details:t,levelInfo:_.levelOrTrack||j.levels[0],level:ft||0,id:ue||0,stats:s,networkDetails:E,deliveryDirectives:Ee,withoutMultiVariant:Y===h.MANIFEST});break;case h.AUDIO_TRACK:j.trigger(o.AUDIO_TRACK_LOADED,{details:t,track:_.levelOrTrack,id:ue||0,groupId:he||"",stats:s,networkDetails:E,deliveryDirectives:Ee});break;case h.SUBTITLE_TRACK:j.trigger(o.SUBTITLE_TRACK_LOADED,{details:t,track:_.levelOrTrack,id:ue||0,groupId:he||"",stats:s,networkDetails:E,deliveryDirectives:Ee});break}}}class Df{static get version(){return Gt}static isMSESupported(){return qa()}static isSupported(){return Zc()}static getMediaSource(){return ae()}static get Events(){return o}static get MetadataSchema(){return Qr}static get ErrorTypes(){return c}static get ErrorDetails(){return f}static get DefaultConfig(){return Df.defaultConfig?Df.defaultConfig:ve}static set DefaultConfig(t){Df.defaultConfig=t}constructor(t={}){this.config=void 0,this.userConfig=void 0,this.logger=void 0,this.coreComponents=void 0,this.networkControllers=void 0,this._emitter=new Mt,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 n=this.logger=W(t.debug||!1,"Hls instance",t.assetPlayerId),s=this.config=ot(Df.DefaultConfig,t,n);this.userConfig=t,s.progressive&&nr(s,n);const{abrController:_,bufferController:E,capLevelController:I,errorController:j,fpsController:Y}=s,V=new j(this),ue=this.abrController=new _(this),he=new Tn(this),Ee=s.interstitialsController,Re=Ee?this.interstitialsController=new Ee(this,Df):null,Fe=this.bufferController=new E(this,he),ft=this.capLevelController=new I(this),st=new Y(this),Ft=new wd(this),fr=s.contentSteeringController,ar=fr?new fr(this):null,$r=this.levelController=new Ki(this,ar),Xr=new Zn(this),gn=new Ed(this.config,this.logger),Kr=this.streamController=new xd(this,he,gn),an=this.gapController=new Qn(this,he);ft.setStreamController(Kr),st.setStreamController(Kr);const dn=[Ft,$r,Kr];Re&&dn.splice(1,0,Re),ar&&dn.splice(1,0,ar),this.networkControllers=dn;const Vr=[ue,Fe,an,ft,st,Xr,he];this.audioTrackController=this.createController(s.audioTrackController,dn);const Cn=s.audioStreamController;Cn&&dn.push(this.audioStreamController=new Cn(this,he,gn)),this.subtitleTrackController=this.createController(s.subtitleTrackController,dn);const wi=s.subtitleStreamController;wi&&dn.push(this.subtititleStreamController=new wi(this,he,gn)),this.createController(s.timelineController,Vr),gn.emeController=this.emeController=this.createController(s.emeController,Vr),this.cmcdController=this.createController(s.cmcdController,Vr),this.latencyController=this.createController(Va,Vr),this.coreComponents=Vr,dn.push(V);const qi=V.onErrorOut;typeof qi=="function"&&this.on(o.ERROR,qi,V),this.on(o.MANIFEST_LOADED,Ft.onManifestLoaded,Ft)}createController(t,n){if(t){const s=new t(this);return n&&n.push(s),s}return null}on(t,n,s=this){this._emitter.on(t,n,s)}once(t,n,s=this){this._emitter.once(t,n,s)}removeAllListeners(t){this._emitter.removeAllListeners(t)}off(t,n,s=this,_){this._emitter.off(t,n,s,_)}listeners(t){return this._emitter.listeners(t)}emit(t,n,s){return this._emitter.emit(t,n,s)}trigger(t,n){if(this.config.debug)return this.emit(t,t,n);try{return this.emit(t,t,n)}catch(s){if(this.logger.error("An internal error happened while handling event "+t+'. Error message: "'+s.message+'". Here is a stacktrace:',s),!this.triggeringException){this.triggeringException=!0;const _=t===o.ERROR;this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.INTERNAL_EXCEPTION,fatal:_,event:t,error:s}),this.triggeringException=!1}}return!1}listenerCount(t){return this._emitter.listenerCount(t)}destroy(){this.logger.log("destroy"),this.trigger(o.DESTROYING,void 0),this.detachMedia(),this.removeAllListeners(),this._autoLevelCapping=-1,this._url=null,this.networkControllers.forEach(n=>n.destroy()),this.networkControllers.length=0,this.coreComponents.forEach(n=>n.destroy()),this.coreComponents.length=0;const t=this.config;t.xhrSetup=t.fetchSetup=void 0,this.userConfig=null}attachMedia(t){if(!t||"media"in t&&!t.media){const E=new Error(`attachMedia failed: invalid argument (${t})`);this.trigger(o.ERROR,{type:c.OTHER_ERROR,details:f.ATTACH_MEDIA_ERROR,fatal:!0,error:E});return}this.logger.log("attachMedia"),this._media&&(this.logger.warn("media must be detached before attaching"),this.detachMedia());const n="media"in t,s=n?t.media:t,_=n?t:{media:s};this._media=s,this.trigger(o.MEDIA_ATTACHING,_)}detachMedia(){this.logger.log("detachMedia"),this.trigger(o.MEDIA_DETACHING,{}),this._media=null}transferMedia(){this._media=null;const t=this.bufferController.transferMedia();return this.trigger(o.MEDIA_DETACHING,{transferMedia:t}),t}loadSource(t){this.stopLoad();const n=this.media,s=this._url,_=this._url=z.buildAbsoluteURL(self.location.href,t,{alwaysNormalize:!0});this._autoLevelCapping=-1,this._maxHdcpLevel=null,this.logger.log(`loadSource:${_}`),n&&s&&(s!==_||this.bufferController.hasSourceTypes())&&(this.detachMedia(),this.attachMedia(n)),this.trigger(o.MANIFEST_LOADING,{url:t})}get url(){return this._url}get hasEnoughToStart(){return this.streamController.hasEnoughToStart}get startPosition(){return this.streamController.startPositionValue}startLoad(t=-1,n){this.logger.log(`startLoad(${t+(n?", <skip seek to start>":"")})`),this.started=!0,this.resumeBuffering();for(let s=0;s<this.networkControllers.length&&(this.networkControllers[s].startLoad(t,n),!(!this.started||!this.networkControllers));s++);}stopLoad(){this.logger.log("stopLoad"),this.started=!1;for(let t=0;t<this.networkControllers.length&&(this.networkControllers[t].stopLoad(),!(this.started||!this.networkControllers));t++);}get loadingEnabled(){return this.started}get bufferingEnabled(){return this.streamController.bufferingEnabled}resumeBuffering(){this.bufferingEnabled||(this.logger.log("resume buffering"),this.networkControllers.forEach(t=>{t.resumeBuffering&&t.resumeBuffering()}))}pauseBuffering(){this.bufferingEnabled&&(this.logger.log("pause buffering"),this.networkControllers.forEach(t=>{t.pauseBuffering&&t.pauseBuffering()}))}get inFlightFragments(){const t={[u.MAIN]:this.streamController.inFlightFrag};return this.audioStreamController&&(t[u.AUDIO]=this.audioStreamController.inFlightFrag),this.subtititleStreamController&&(t[u.SUBTITLE]=this.subtititleStreamController.inFlightFrag),t}swapAudioCodec(){this.logger.log("swapAudioCodec"),this.streamController.swapAudioCodec()}recoverMediaError(){this.logger.log("recoverMediaError");const t=this._media,n=t==null?void 0:t.currentTime;this.detachMedia(),t&&(this.attachMedia(t),n&&this.startLoad(n))}removeLevel(t){this.levelController.removeLevel(t)}get sessionId(){let t=this._sessionId;return t||(t=this._sessionId=yn()),t}get levels(){const t=this.levelController.levels;return t||[]}get latestLevelDetails(){return this.streamController.getLevelDetails()||null}get loadLevelObj(){return this.levelController.loadLevelObj}get currentLevel(){return this.streamController.currentLevel}set currentLevel(t){this.logger.log(`set currentLevel:${t}`),this.levelController.manualLevel=t,this.streamController.immediateLevelSwitch()}get nextLevel(){return this.streamController.nextLevel}set nextLevel(t){this.logger.log(`set nextLevel:${t}`),this.levelController.manualLevel=t,this.streamController.nextLevelSwitch()}get loadLevel(){return this.levelController.level}set loadLevel(t){this.logger.log(`set loadLevel:${t}`),this.levelController.manualLevel=t}get nextLoadLevel(){return this.levelController.nextLoadLevel}set nextLoadLevel(t){this.levelController.nextLoadLevel=t}get firstLevel(){return Math.max(this.levelController.firstLevel,this.minAutoLevel)}set firstLevel(t){this.logger.log(`set firstLevel:${t}`),this.levelController.firstLevel=t}get startLevel(){const t=this.levelController.startLevel;return t===-1&&this.abrController.forcedAutoLevel>-1?this.abrController.forcedAutoLevel:t}set startLevel(t){this.logger.log(`set startLevel:${t}`),t!==-1&&(t=Math.max(t,this.minAutoLevel)),this.levelController.startLevel=t}get capLevelToPlayerSize(){return this.config.capLevelToPlayerSize}set capLevelToPlayerSize(t){const n=!!t;n!==this.config.capLevelToPlayerSize&&(n?this.capLevelController.startCapping():(this.capLevelController.stopCapping(),this.autoLevelCapping=-1,this.streamController.nextLevelSwitch()),this.config.capLevelToPlayerSize=n)}get autoLevelCapping(){return this._autoLevelCapping}get bandwidthEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimate():NaN}set bandwidthEstimate(t){this.abrController.resetEstimator(t)}get abrEwmaDefaultEstimate(){const{bwEstimator:t}=this.abrController;return t?t.defaultEstimate:NaN}get ttfbEstimate(){const{bwEstimator:t}=this.abrController;return t?t.getEstimateTTFB():NaN}set autoLevelCapping(t){this._autoLevelCapping!==t&&(this.logger.log(`set autoLevelCapping:${t}`),this._autoLevelCapping=t,this.levelController.checkMaxAutoUpdated())}get maxHdcpLevel(){return this._maxHdcpLevel}set maxHdcpLevel(t){it(t)&&this._maxHdcpLevel!==t&&(this._maxHdcpLevel=t,this.levelController.checkMaxAutoUpdated())}get autoLevelEnabled(){return this.levelController.manualLevel===-1}get manualLevel(){return this.levelController.manualLevel}get minAutoLevel(){const{levels:t,config:{minAutoBitrate:n}}=this;if(!t)return 0;const s=t.length;for(let _=0;_<s;_++)if(t[_].maxBitrate>=n)return _;return 0}get maxAutoLevel(){const{levels:t,autoLevelCapping:n,maxHdcpLevel:s}=this;let _;if(n===-1&&t!=null&&t.length?_=t.length-1:_=n,s)for(let E=_;E--;){const I=t[E].attrs["HDCP-LEVEL"];if(I&&I<=s)return E}return _}get firstAutoLevel(){return this.abrController.firstAutoLevel}get nextAutoLevel(){return this.abrController.nextAutoLevel}set nextAutoLevel(t){this.abrController.nextAutoLevel=t}get playingDate(){return this.streamController.currentProgramDateTime}get mainForwardBufferInfo(){return this.streamController.getMainFwdBufferInfo()}get maxBufferLength(){return this.streamController.maxBufferLength}setAudioOption(t){var n;return((n=this.audioTrackController)==null?void 0:n.setAudioOption(t))||null}setSubtitleOption(t){var n;return((n=this.subtitleTrackController)==null?void 0:n.setSubtitleOption(t))||null}get allAudioTracks(){const t=this.audioTrackController;return t?t.allAudioTracks:[]}get audioTracks(){const t=this.audioTrackController;return t?t.audioTracks:[]}get audioTrack(){const t=this.audioTrackController;return t?t.audioTrack:-1}set audioTrack(t){const n=this.audioTrackController;n&&(n.audioTrack=t)}get allSubtitleTracks(){const t=this.subtitleTrackController;return t?t.allSubtitleTracks:[]}get subtitleTracks(){const t=this.subtitleTrackController;return t?t.subtitleTracks:[]}get subtitleTrack(){const t=this.subtitleTrackController;return t?t.subtitleTrack:-1}get media(){return this._media}set subtitleTrack(t){const n=this.subtitleTrackController;n&&(n.subtitleTrack=t)}get subtitleDisplay(){const t=this.subtitleTrackController;return t?t.subtitleDisplay:!1}set subtitleDisplay(t){const n=this.subtitleTrackController;n&&(n.subtitleDisplay=t)}get lowLatencyMode(){return 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