解码器收到一个RTP的AAC流,发现RTP流里的音频里带有4个字节AU头,然后才是AAC的ADTS头。
这种情况之前已经出现过多次,每次我们都告知对方,不要往AAC前面加AU头,解码器不支持。而且在这种一个RTP packet只打一个音频帧的情况,AU头完全没有用啊!
但是发流的同事也很为难,有的地方,你不加AU头,人家解不了。说是标准协议里面要求的。
算了,还是自己动手,在解码器侧,检测AU头,并自动跳过吧!
查阅RFC3640,关于音频AU头信息的使用,一般是这样的:一个packet,包含多个AU。但实际很少有编码器这样打包。
网上很多帖子都说AU头是4个字节,添加方式如下:
. packet[] = 0x00;
. packet[] = 0x10;
. packet[] = (len & 0x1fe0) >> ;
. packet[] = (len & 0x1f) << ;
但是协议具体是怎么规定的呢?
但是在RFC3640中,并没有发现AU头的具体定义,只找到下面两幅图
继续看文档,发现关于AU头的格式,并没有协议描述其刚好是13bit来定义帧长度,具体的长度实际还是要看sdp文件
下面的两个截图,分别是13bit和6bit的。
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" alt="" />
每个RTP包的载荷,最前面2个字节一般是0x00 0x10,这是 AU-headers-length,表示AU header的长度是16个比特也就是2个字节。后面2个字节,高13位是AAC帧的长度,低3位为0。
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dADba4y2oyXkhbg5L6LVjA/xZDWPt8BiGUNH8nHRXIXfpb+W9WT7Lq23DV4L6bc6KV8NPhiMkv1743S+2Bp9WHsfZh0dWHseZW2K1LMUsMFa1BmcpP342WH8XjLP89+1Hs6kCfkL7v1i7EzXsPTnfY7ytobqhA3d/4R5p6rB8tta8j2t4i/PYLXOlYjynLquFy11853PIzWx3ocqezKnQvw1Ech8UNn6NfPTb0OaqWxRiEbla5isaKFMyvbcV1w/Ocp2w2iSAI4glhzITulY5CpJXv91gQH53CvvxZukEsQL48gCXhK7Hj4HLE5u6WLZn3G1Cy5xBafuBprAw2chpJEBRWo1myhqpWoulIsp+UhcfgcWyO+A0yak8ygdgFx47ZCJmxBvZ7/ei9a0NGeC7qJMspGzjLs1HQ1ASXZJni19qP7BkpKOnvVe7JUaZWJ8VjdcMJnOPiQbUm/eo1lPQFamk1ELpMAJxyZGjecf/daiw2sPIOB2n6OzILZX1X0f+gHuuifolpBYdwZrAP7Q1vYYoqPHg5MbEUmpSLqp6Lclk8Og17cQJ+kVYG5/eKVezH06haGY8lNgdOqVa97j3IemURE6+yNfDG0FnY8+KRWnFYsfxxC+EJVBXGMwEXoxM2t9DVXYS4dH6PHiZOhi90++99gGVz07G5tR2XJYHF8tZTjdVJ7ENHFH9WnoEjvZNQTM3ahhrJ0skF4U4khan1SE53/XY13pi7FNtdLvm+gxfRWPs2olJ2oFlvcfTbHgSk+mwidKVnmKd5xzceuVBnX44XzISu9AGVgDeOdXgEow/671RivkboGuFdf3nIZldDFuJq27yF84JdaHH7y1oUukN/QVVWOkpviR9cXGCned3DzTcOrH5xBWz3fH2kk9AlCIKYiIyj6wITIa5cTM4+gA7D8xaQxAITqDs+8vb3kwhA6EYV6MSfMqWpWuo0wkB3XV+iQaILdVtjdCKLD8ThiNxRjy6NZZVbixLwvM2pzTMT1/XliQidlIB1HZ0GYuImzhxbgcicvXA+VASWIsQ8zy+/87B39+DDT/IlH8KQiDnIKD+IFuk3+mv6RhK67vLTCgvNOamcZrN86yxk0hR0omKBZXnryMf0lQdwRvM+FJcMxe/zWk8xor2shoyvDyP71zqh+6AJWxakKx8N10YgdK+h2bbIwIIn+6ROdos/a88gHePvJCwPdX8X3rtXPeqGozjRWzxKojLR2z/Ub3sQMK2zyjPk2NCuvwa/vonQlT6gXtyEeh/T/W4Gz+HwjoVI9mkRZXWIu9ikvInSAfED0aQcvfLG62MU4rOzkMrrObeE5xbBPqDzvTV8D776DW49zsT0skZc8TonQkKXIAhiIjKuPrpaocQQp2D1GC0i4YNb+EbU/0M4psG60J2smfZU+Ecj8sOVQXBEQtdocOYDsfH0aE/nRkzRfwC4hW4iCi6YTKkyAeGoXIKp0jubjKicTdi2JV6wTMn5llwtKg7B+VU/er/6DDYmpiILHejUiDP/BCR0f621VMpcRX1ZvPJe+BRyotbNQuXbeuTNWA/Htzd9lKf2/jd+7mHi9HXMVy3yvoSuYb0TXSD01xbQCCwrz6AIQSPRqK9H/DcRq1Dzjf69ydP304rrtWLLb3sQMK2z3OUnBakNf9Ed9wX/EEhBrL3Fp3CVkERuIqblHoDLQDCryH7ks5B17HNdWVsVulfQ/EkRitSZlUdnUN+0CalRS7HntiCcAxW6P5zA9thUlPTr/Ia9sNL3EARBEOPNGAldvZ+hgF7QBYKRWNBgZbCR05gK3UhFaFgVunyFuXOb4h8pPqt+xb9voTs1/zA6dccDZug87LkpyO+8ohy7hc7WVXhGvyr+gQOrwo0ElW9GR+gmK8KQ/95glbyK9KFzE1c6N2G6xj9TQW/R9fXRJPrTWuIKy2ei1o9TQm/RtfIMiqCyInR5GqPrKHh8zRX8tgcBn0I3GfMd7ZZcECQsTeUzHragqiARsT4tzqyv6K9GdlIK1rUb7bjAXRcyvVyeJNeF9Eqc8vmxdh1Oe6r2t5Lrwms6tyLuurDE4B0olnkvi70RJHQJgiAmImMjdPkU9bwMFHUp/pkKXpbL4Vh0R0nohsxYh7pvxOsri2tUUWVJ6N6UfhPt3vlAvZZouVSPcVEUjmlellTuurDQQFQFiuLzqVsZLgmClPfgFKf+ueUw3OD9+iEgoRsSjdUunaVT2nM1C1V3+bvi7h0JTPR2atPo+fEU9iyLEXxg2b3uN2NPQZyBj67ISFwXuK9sFRZH/c7jKyv53lbKixHdddDiM3CsCF3+ARKxBjVfWyyXURG6X8gfE0buIUxkXvhbp26xnOwyM7243vtDUaD33r9hS9Y8ZBxskv3RB7vQcv2s8i5V+CK6IqTOzUJJt9xX9H7VjuN/05bpNdbGns8RxSZfZLcSz/t1JzDy+eW+2ynIONbhSef1gage74BtJfeD79YeN4SELkEQxERkbITuAyakXsxE2YCyGEedRowMHWOLrjxoRyZtgUMRnr1f/Rk1H29ARuGHijVMEbq6xWjdAwewOmWhx03AktC9Ifs3ZlfgM0mE3cLlu02wladhqqFFV78Y7SpajuUhNmUr6jWim5/z56MrMHgJztZiLJkx39vNgQ3iNRvmC4LjIo4ezMLMvA8sWKm0BCZ0dYvRHrbBVpiM2PIGZbcK9mHRV4b5Kbmo7DzjEUBD1+Dq/AAl5RVoVP2IH7ZgH/ute1cLaV/Wcmx6M2HMhK5saRT2bpV2U1iBoo83YYG7DgbwDFaELsuz056O2MJ92m3g+F6tzjIU1B5Ht3qMMypClyEtRosW2gM7xhejfbgSs8MF9wspbQtKUlKwvcfsvbP31leFrLnJyHPy7cCU4/q88r1sHdmYmbIedmUbMlOx+GMrSjMWui2+si/va9rFft+cxMGTx5QFoexvXgYd7yFD77rAuD6wG8kpG3D4Hl+QJm/LF7vAe7Hf9f73EBtbjGb9wj5DSOgSBEFMRMbIdUHc7ohvB/U6cms/QYtrkyxWjKy1vjCz/BpdZ+gSE3LLla2eGEwUZZbtgl0VXMqANGXrHtirM93pQl/JxHZxs3pJGLBz0rS3Ko4jkMkXBInn/nEODpt6ncl4Yek6lLpOoG5vjHxd93QzF4ZxWPWxDdvcLh3cr3YHHNKAq9xXZagTjpIElu4l/L71vLfQ/acT219St24zWXijohGKEXi18H1lAZtBWh9IYpYJPnnhnCrc5TLQnOOiJnwVdjv/4HHpmBSNDK+gAdxKakPBWnULL+VZ1m5EqVMQLYZohbYH/ZZajIBdF3zgJS79PQM7r8mP7Avc21OM593HlHrFr8d3WWjYjEz3tmwMtQ6rYtpye/Bsp+eF/p1otkhjTPotFhbvRt0dQUwyEWu8+E5EqRf6+3HE98bfo1EahpFY7L3nQEGaGjBiEQpcWjeH/vuN+FfddoYvLH0XexVLsXgtqX9ybUGSlJZvHbgFdV5t0GRhoA5tOYoIZUoQBEE8NsZ1MdrE4HFZXsyEWRASiKVxuAy1Y096srCAbHyQtskaTeH8JCFN5Sd4u6QEIf33DuCNF/XuTQRBEMSTBgndcYOE7vC4ifPXGuDoEfw7h3pwqnUTXp27GfXDsExbYugSjn/egGbRX/SRCzVlizCz7KjWheBp4X4tshcU+YwgFhwM4FzrWsRVNOv8kwmCIIgnjadM6BpM5QbqRjEcDKaavVbQBwUGbgMjnsLtgdOxFksWRwnX5dPS67Gv38RVYzT4rgV7NmTg1WhhNw1pOn//sNw+CIIgCIIYf55Ciy5BEARBEATxNEBClyAIgiAIgghKSOgSBEEQBEEQQQkJXYIgCIIgCCIoIaFLEMQTgbxXs0nQC2LcoHIgiCBDig2gD3IVPDxZQnfoIurdwRkUfp2LugeBroJ/XFt96aJtRSRj9act6DbafH/wIpqPbUOWO3DAGG9APx573445QbCFm0kgheDcpYMRQJv2KbD0O5uMJAKjZfS7jEykgWLs8haI0NUE1BhO/yJFGTyMfbWFWJU9B2F+rzGAix0bEDWhymIYaAIC+Qp1PjK8Ap78ajls924OO50EDz5TuRwxSvAWKWDUB1uQGRbox5F+lySD37vfU/CKtJHQf/9TFLkDVMlM3urwDt9OQncCwUVA+EbU/8PgXEA8JkH0jQOrX0xHUZcS15+HMk2K846lP3gOh3ckYmraelSJoWXHEhK6E4OgKIcAGLU27UESYuMidEVGGnJ6LJkAeRtuvf7nSZS8mYbs4iKU2tdgtr9rfHME62ITsfCNl4Jk0B6fPq3/bjUWv7gceRvjsbjhc9NogH7TSeHE5yBpx/vu8PqX7zZgd0EcE1sjmAXwFcJ8Qre9x4kSBbasET2G558exkjofoGrt+tQpAvJGbW2HEe/MvkK9IlZKFPVyqlaLyZj1prlSI1k9+RhQk/UolJqYKGYmrUTR3mUI82XstG1tPcLK30fh20r3F+n3Aq7qrYRHQELkVvobF2FsOJ6XHEfG2DH1mBK/mF0isdc6xCZthPNo7Ff69BVOD/Nw6vucghHzOp0xP/K02mYhjHV7zEsWs2kAUcM9fwsYko+wTlVlGtCyoYiLGklSi6c1wbp+N6FGttaLEnwhLsNfWU5SrovKR2oWg4xWJqfiqlSuNZN+GN7BbITnmXHZyDV1oSL/J5WylVj9ZND8cp5EesXS//HIiXdbKxv+gBFuWp4X3b/xe+grFP3HFae1SrjKnQFq1/Eu7C179TMILy6dS/qv1RD42othFLAFfZB5g5/PSkB6zo65XIb6kFba7FwLTk0tva9+WvTajq9ZdL/YOlX6I5mebnxM9iydtji3OYJiR0Rj+yDnyr9iP4Z1bp5Hc22eOUYQ2yPAT3DaAiBAMqBhxwvfh0vqHnjbaZhCxaMtF77axtD3agvX4jFjmYcGVPho74LC+ONlJ6JPTYebnf3I4qVUz+OSH31eixU9+6WxpoKbH4zQSd0b6F7oAab3ZY61qfnlwttNVD60VL7GiLLjuISGwteXrALLT8NJ91NnDm2AtM31HrGAZV/NCI/fGyFbtqHHwj1jofX3yaExQ+g/xptpLZfJPSHPGT/Six9dZ62XB+1s/FQ0BrSvu0VnnJ1j19sXDpWizLxWXOr0fK9EMjHYO9++Zo+xnRfVnEvK/1CrDq4l9XNKexvcSydmIyZ0L3SUYi08v2ov6sU5KNT2Jc/C9H2FvR5pbeIz46OV/Y5mJqzF86HN9HVUYDIkJeQ7exgFdqFqpw4rHJ1KWmtfCXLX0OSgCus9nyd3j6EvKTpSLKfDDBqkpHQVULKznsPTjWk7NDnqFoW723lHSbXWIcUnVaEein/7NjgJTj/vA0LBaErEYjA4mnDV2LHweWIzd2No/za9xtQsucQWn5g56Wv+ngssTlw6hEX6zdwrnsPsl5ZxBpEj+c63zag4O1NsKlWay6QPl2JaeL7kDq43yCj9iS6h7rg2DEbITPWwH6vH713bcgIF6e5LZTr0EXUFcZhfm0rrgvHrw/sxvwoMeQrv9ZzrGOIx+qGEzjH3wvPn3M9Yn71Gkr6lHtYfVarjKvQVeD35J1XUi6qeuTZhhuPTsNenIBfpJXBKXagSruYsqUYJStTkFV7jL2bmzjXsQubnKdx7edetDUsxzTxWnz6+ewu9k6SUXBBbYMKgTyvz8HOg0+hO9rl5caXmOTvZAVmZhej7o58j977zSjLnYNY2588/YjU9hOR33lF+O0V1JfNQyzrN931NeBnGA2hK+CrHNx5a1BEHM9bGTIkMTjCeu2zrtxCV3cR4tJ5fe0Z3ec1xPp4c/12Nd6YkeDpR/g4crcBpaz8Y8ob5A91dx3Z6RY2vfebUJLzGzYGaV0XpOvNXYrtLpfcbw5eRGPt24hK2YHm4UQt/LEFJSkprO6we/xwAttjeWh1gz7UXzoeIjxnvq7+KvzUgbo/7h++8cav0I1h7+k3njah9tVR76Dmvmhc89d/idcdDZRyzdqGmttK2+SRPV3vITM6zlOuUruJFrQGO/boDD7h5Zq0FfX6cSlyCTa3tsvl//A4itJmC/pGJZAosD76iKGzsOfFI7XiMNqk/obXzROoKoxnHw5j51Yzmoyj6wLriFy5mDySKUWfHZ2uoDRp9YUYgNCNKoBD4y/4Ba52b8PMl4rRrIoxJf3FC1sRM0ln2RSQ4udHZaGsT/7KdFcW8ZkeOLAqIhu7T1ViHfdJY19/s3M24333l2kgyM/wTKEDl8T8/PMUqt79AxzfCM8ViODgafkHwI6PcMYrPSvnjnxMX3kAZzTvQLZUT889ZPhu3PDn/7XQoWk6OF3D9er8rJSrImpjt3lC2RqKX36tcETuqEeXJr9XWV1KwPM2J8vDCJ/VCP5ufzUPS/7L6/JsSMQ8ZFXWoMVkgJAGvchfsgG3SvtFHwhSec7Gug5dR/ldMzbPTWSDmfi1rrQLbgFpP+fdgT6oR96LS7Hndq/2uPSuCjA9oxJtohUokHo3YqE7BuXlxsdAIb2TFd4+jZIr00rBwsKtTjmYIvrQ8d9GZaLqrjL4DesZfORtOJiWg1nebsDVsFTbzw0HX3XlQRO2LEhXPkD9P+/I243V8aYbDvbBuNhxSvNhLcHKdt2LGaytMGFrUkckV4FJopjg10vEG8c6tNZHqQ9LRNYw1nFwY8jLsWw840YKyWr7OmYahL/2m85i+xwWPq/N33cMQrOq0KapG7yvno+42jbBuOan/xKRxCf70Ih8C3sGhinmpHJ9i7VfvbVdHKuUdrOM5f9HMQ1DMu7EI9lxWnkG/rs5WO26JKQzq++68dIn5m1GMpal70aLPm9fH0b2r0noeuE1AJmZ1zlGoXl9DopWOx7+t3Wha+i4bTgNIwhd91e6Hj7VXyRPdbFnDH0lE4XVKzFTnALi+Zamvgph77uEXm6BPfYu+zIVrY3W6b/3AZZFPosXFmdiVdlWbK4oRmlDDT5RLEtufL5bHTytqV/lZakjzm696H3uW9boZ6yH41sfA4u+Q9P8PTpC98bQedhzZ7sHC29rLodfK8bgK/mv6OnciClSPbb6rGbT9BzdVP1DJ/aW71Ss3Nzy0wRbeRoijTpBhnvAXllteN4SvDwNF4BdRX1ZvK7zk8vAzO9LcoNJr8Qpo/rP30m4rl0HUu8sDqTmQjeQumlUZqHKB47utxJmAwWf3VqPMI17kgrPz0LkdVz2HOODR3iO8o6YeG1dgyka8Tqc9mU+iMkE+Kym5cBdLVKQ2vAX3XGlXrjLWe8GocV04aVpXelh930d892zbP6edzTajcXxRnKpSseeO+qHiggvy3ip/UvvJ6saLn27kX4/x9On8TKOWIUa0UghIdezaeqMoeWx9Rp7d8l42XbCbc2U/XA3oV5jHbaQTsqr//YpM1p1jsPf9zydoJXhfXWYpj757r80uIXuclR5fbhbw7RcNfB2k4z5jnYD1wm5XKe4n8FojDOr76MhdH1dQ5eXQPXcODJGQlfvQyTwhFl0TYVupFFnEyi8w1+J51mjc7szfMMGujB1oFPTdaFua7zx4GaB3q/+jDpnNUpt25jQ3Yy8d1Pwwq9Y58stCWq6QASHz7T83T6nLXMRUz9DEaFDGwuhq1rlU96D8wduCUlARoNL15D5tcyF7lRJuATwrCNBmjJchJL+4XW2fuHlaSp0k3X1znfn6VPo8nYT8TiF7liWl++BwvB+EnqfZO6qkCx/hPGp4JWJOjem4TyDWd6GyYiF7jAxqyu+BlivmbfRwuJ441Po8vaVGJjQ5fcxek6FgHdn+Y61ySjFJ1RDlLbvs5TuImryeX0VPtxGi1EWutbE38jx2R+68SV09c9gNMb57ntGJnSZ0O7chOnLDOrmU2/R5VOe8zLcuwuoxz2WMOXYE2DRDZmht/TJIullo4IPFMm3JoXlQ3BL+KkNpQteY6JGnC72fPl7jlnBrPIaWOp8vlsdPtNyUZ7AxFGnwTkRPq20CKm2RsVvTUFvLR8TocuQREQCVlbna90Y3PBrhWNaoQOdmnLm+V6orDi2+qwBWHSNGGrHnvTUsRW6IdFY7dJ9SPF2HJslTJtz/HSeplN1t9DVuQUvP1bXBavlNRzM2hp7blcuwgrYh5HF/kKaKmT9S/v/UY3FXnVzOM9glrdhYloO8rNO8XJd6EVLbZrgujDaFl09o/y8hujuocmbeE52NfD+kGY8OIqC2DcV1wUHVoV7b9klzTaJrguSa9sa1Hztuw1YG1vNRIxSju6ZBKvpWLm2voPIHBvarbTnQPArdGMQ6pU/3lenCNP+nPEVutIHwotLUDrg3Xf3/49z+IvkNsPeI3ddMHpv0gLLZJ3rwngKXcaPp7BnWYywJoD1sfebsUdaeCnUzafOoisNdpkoG1Cmxx+dQX3TJnnKfkJYdOUFHjHlRxSRdQPn+z/C7tIVWH1SFR2K0NUtRuseOIDVKQu9F9Ww9P58dD3w+9Vie3a0gZvDTdZZrMXLOWXyIi91Mcfcf4HdbN9CU/hzz8HUrE2wqQuD2DNIC+pS0lDSJ4hp6Yt9Pgo6LsjpuMtEWwXW56wP8IODfQj0lWF+Si4qxa3RpP0wP0BJeQUaJX9TeQBYUtuiLETj5/ejIGsGe+dChxaQ0LVSripy5x3JhKaXv5sE71CeYw1UXIx2FS3H8hCboi4OsPqs6jX9wepQz0ewi9dibcdhzzRxXZCntZ4JmT4s3zw3vDxZZ6RZjPawDbbCZMR61U9/nafRYjS++OJfkTk35TEvRhvt8hLxMVB8fxIl6SlYXd8IlzJQSO3w7jHYD25DabfOAiZZ8OdhSbZuEZrEcJ7BR96Gg69y4M+aNgsZB5uUNsPLvhhLxnwxmoi/5x2NdqO7h4/xRnKT0C9Gu+PAjrVxQvu6Bqf9dUxz9/tymu3Z+sVoPF06Ygv3eRZ6c1g/0eAsQ0HtcXSrx/zCP5pijLcJ0whvq+nY30aLqqSxpAzZb/wBjZJ/7zCwIHSNFqN5+mo1bQDij7uJhIXgFyPy3TfrD8uRnRDjsX4bLkZzoe6PyzFT8wyPQehy+E4qbDxQdw2R1o7YyrHJa0eQickYuS6I206xAVTaSuUTtLg2yS8qYHVvZhETrWFqZVe2ulAHb8k6oDvH0vd/1YSStbMUqwLfnuct5Nd+6KlkSiWZsnUP7NWeDe25X+32DiMndr5ycyMTuqGYZrS9ys/iVkH8fsuxxdlmHCxCsyUY354nD/v6h7MYjT/3PMxa8y/ITotyW1BCo9Ox6eRpzyApcRPnu8uRqW5/xLdAWbsRpSdPKp0zw+yLzas8uTi3oWCtZzsd9/Wcx9yDfe+9I9iuurdIW6nsRt2tj7EpgqdXylbq4Njf0hSkXCbG5+R7+y9XD9f730PsXCNrLod3KHFY9bEN29wuOHzLmh1w3BOtldae1RqsDnXuwmppEaJyLem97EOjQf65b2JjRRxCZuTrFkwGCG8r4auw2/kHz/ZXk6KRYTsiLDY0t8J5WeC8ttMZyfZiPqzh4rS0qTVB7/c3muXlyzKp3XKn9/5xVJW/5dk6yF03D6FBFCwSyuKtSUt11nTPef/PYD1v1rBYDozeLxtRtlUdFFnZZ23E++1lSJP+DvDe0tS90ZS5Qb0zemZD14XRaDeBjDeyK98Wf9uLDZ5Hfe077q0gQ6OXIL+5BqVvc1cVoR7zXRYaNiPT3b4YTHhklu3SfiT7QvdePe/SV73xlU4oV69tsqKQlF8kGFusYqHOuZ9jChZU7EVJfry73mn7avPn8q5HMte6t2F6yKyR74Ak9YfC1oJKf1iq7pqhptNt4WW+vRhHqQ9m5WhprB5pH2Ekuicm47oY7ckikK8h4olDWqW8CL9vPW/oF/VENOJ/tqBk3rOaBSLDwrKljCCCgNFqN0QQ0wunPRkh7l0mCC8klzq+xVwAH66PCRK6ppDQDV6U6d8Mgy1T3Ex8odt3axfiTK1+AUBCl3iKGLV2QwQv0lqZ6T6jxD093MT5aw1w9JwVXKV6cKp1E16duxn1w3b3Gj9I6BpiMGXymJ2pidHA4tSmwbSP2fTW46T3q9NovCZ0PgFjNHVlYXEcQTzBjLzdEEHPYBdaLrcE6MoUrPTA6ViLJYs97o+y+8X6YbpUjj8kdAmCIAiCIIighIQuQRAEQRAEEZSQ0B0Ba5tAPGEYlSNBEARBEMEJCd0RYCSkiImNUTkSBEEQBBGckNAdAUZCygp5Z4BBAIdbjM8TY4dROY4r0t6/z/nYzJ4grKLs1zqSIDwEQRBBztgJXR6ppfV9lFa8gyUJ4SbbdPWjo3Mf8t0bn4cjpmAfnIbbVfTjjGsbUqOVIBRmgRsGz6GuIh0vSKvmjTb4Hz2MhJQVxk3ofgZc+d/sRsK/hwPs/kZpHxOFV9i7+MI8T1u6gf/kGf9/gL3NxmkCwVN+N3Cux67dxH08dlYYA6ErxVNXnmHE0adMMdiJxHAz/seFhe0A3btpjGJ8dr4ZfPNGd78kRwwSA22MJWMgdDUb0I9NHHtNfRXh766yBi0Bb1ek3z3ER/sata30Jnp7YPh71qBrDwRhzJgJ3d6e97AgKxt51WUo2crEhOEAdAUN9k2eCCGDF+AoT0ZkcT26dGn7blciOWol9t3mYYVvobtvLzKiVuhig/ejzZGByPz9aOPbgvAIY7VZiPSKvT46GAmpiYg/Mfk4sZQ39kHQN6pCl300tW9ATORCrGsQw7I+4YzHfrgTds9dq/tej+b+yIrAemUt3pf6Jdbv3T+OstzZiLN/9oQHIxjjfaQNQrr23j+BqsIETMv7YAT9NRf/PkKZjnb9nbDtgWEpb9QeiOBnHFwXAgy88LdqpHo1TrkBhZU1osd97DIcxfEG4UITkd8p7O3G41WHj80euG4BdQL46L/JVlrpHxNlPV8D/8EoFESW2zqp/DOz6B5mvzP652WNZfc9xETi/1SstoM/AKx/9xKNlsTkMeBfWf6u/yRfiz9D5w32W0FcHrovnxq8A1T3AbeG5L//k/3G0e59rcssP9I/lr877P04WB74P/U5drH/Gv37T3afLeq1OIrQrTkDfPbfPe/5OstDAbuXO50FpLL7xoHVUa+hqOeKV5mOGZq9eY0sToJVKuJd2DoqkLv0t/Lfk2Yhq74NV8X0PPZ48evKzAUPE/0Oyhq2YIG+7ejDT0bEI/vgp57Qo5p8qWEfRWuVbl9dS4OnHPJ0szt0cjhi8ss9oSyF64eV7oejdh0WumdqclA5IA66+vCpk/FC2hqU1LNn5X9LVjQxvLYWbys9H9gTsP7EEdjc4TZDMTVnr8lMki9Y3nr2o9jVgT7huBSQYN57cI6ZdU9nTfSy6AZYl7hB4NP17jIIiUjGqtoKbNbHsfdXlzT5UkPWCnlhuMvDQOhK/HAC22N5tCXhvjw0asVSJQw7D528EiUXxHDSIuZC19SS7LVH+nW0te7UheKehcyDTTivF+BWha7PZwi07WtDxYZGL8Sqg3tZeU1hf8tt2PqzBkN7IAjfTDihe73/PcR6NQq5I5hSXI8r7mNdqNvKOtrWi0I63tHGI6/jsufYAwdWha9CzTejb7VTxRMXbHeYiNuiiMK8z4CD7G+90HXD0rUw4eZL6LYwUaf+veU88O/fA/v/LKRj1/j4fzAByO69gwleKR37zWUmOk/8RUjHsCJ0d/QAX7P77j8l/82f4VMmKv+dXf9dIR2/Fv83wK4n3ZcJTf78PzMhu0FJs42J3K//DtiVa/G87mLX/5IJXn0+LFt02T3/kwnnf2PPyNPmsXdx+T/Y3+o9LMJdFlwNmYazBuODBYsTH2iytqFGnb3o2YmksFzUqXH5fzyNqpXxWGJrUETGDZzrLkNGJBukNINuL9oaVmBmdjHq7qgWlmaU5c5BrO1PwuA5gIsXtiI2ZSMc928yQdOF+vJkzNz2Mc4NY2C/frsab8xdiu3umZqLaKx9G1EpO9D83RdKOrlfCAmZgdSKw8oMzBUmWFPxzFaHu2z6732AZXPTsbm1Xdngn7ucVGN10rO6Zw3EovscG/DjkO1oxjn++8EzsOW+hPnsa200oiD136nE/HEa2Hu7CxFm5rpgpS6568hO94dI7/0mlOT8hpWNOKVttS4xvmlAQUoK1nV0svcp162Yue+ijtctNY2Z0GUis9mW7CkLd1134JQ088Lr+h5kvbKICTo5H1pGw6J7GY7ybBQ0NSmzPbdw+fZ+ZM9IQUl/rzatletZfQYr5TV0Fva8eE+bYcdkS3g8E8Y6FwRLzxpc7YEgjJhAQvcGzvfXYnt2PN5oOI3ruvPygKcOnj041b4NC6NWwq5xXbiJM85/cXfG/Y9cOFyRhkizqTCpA2IdeuRb2KOxIllDFU9cmJ7t1Aqq3NPAJSbgNgrH3PgRutXsdx+z3/P/f7cduP5/Acdc2jQbmPh9xITuNp1FcxPLxyMmULcIx/2KSSZYP/9fLD+ikOacZM/Fjh9iolc9xq8liVrh+pLPsSrqjzOhPchEsmjh5bD09nsjELr/HxPhTu1x/QeBFeQPpASs+PgD7N3xJmZH/BJhCUtR0NyGbqM6wpCEW+QvMTWnCi3fq0JtuFgYiMPyUPd3ZWDjaETBLXR15GO6lzsOF/BLESoObA/qkfei3r2HwS3aL7K2o7HsXEOL4y3MXLkLtUeyMS2lCEfdYkjA7+DZDUdxIt441qEdJIcuoq4wEVlu67DcLzxT6MAl4Tm0wu0aEz2LML+2VdcfDKCzdQ0ma/IRiNCdg9WuS8Ixq7+1wOA5HN6xEMleeZYZ3bpkQej6rEvsb5M60n+3GosnCcIpoLr0Ba4OVCFj7nLsPl2BLCYQt3QLxgeOqdAVy8KsrrPyd63D9NxD3h9ioyJ0jeD9Roz3df1eL4BnsFBe13qKEZ1uELr868PI/vVwhe7jaw8jHYMJwgoTROgKU4+RS7DFcJHZWdQUxshpJEIxreCQl5N7771arH7ll0K6l5Dt7DC+t7uRLUfVbd2XugVU8cQtmD/+b+DufeAUE20tA0yosmOqpdULP0LXDROabT8wsXnJWwhW3wU62XHxmMSfmGj9v9l59l/1mKGYZMJz/w1gF8vjeiaaB79kIlk8r8Dv8zk7r/5tdC2N0OWilD2bkT+t0W8tC12Da+qFrupaYfTvCisPnsZtwWD1bLOzBecH+3G+7wDyknhnL84OeHCLk5XVaNMPMAEzjIFYM9jxtpKC1Ia/eM4rSNOV7t9+gSsd6xGWfxidunSy289C7cwHZ7AD9oKXEDIpDaUDJu3BcPBkIttVgSruCsJdhSKMZlDk/Exzz8oY9wta4cbLysR/0CsfVgdno2vqf6tzDdDgI0SyNKgnYlruAbh0/ZLK6NYlC0LXZ11S6kxWNVx6wSgtSpujvKdh1CXuB+9cg2khUww+VBiWhC6/dqJu1k6B17MZ6+H4Vv+xMFZC1+S6/tpDIM/gt7x81XGDem3pWa20B637iR7TRbwW2sNIx2CCsMIEc13gU0R2rJr7Gkr6uK+gepwvMnsTM7fa3dM1Nx6dxvtb47VO7j+dxp6MBKxqPq1Mc5pdb3RQBRZni4sJrR7gBBe6fwUuPQL+4yETuzqLq4QVocvSHP7vwB0mmo38UM38eKV/THTrrbBeYlLIAz/v658qEs2upRG6TGCf+l9M6Ld6zkuM1KJrQeha4cbPF1GTP0ewLHJuocuViymGA/loM15CV253RgOTjLdg6713CNlRs/Bqahwyak8aW7gNB0/hmfh5w/vJeAZF435BK9yuoL4sEYsbPtdNoY7UoutvYB8GD1tQVZCI2B0fjesK8/ERuoHXJfmjKQazFs/DTCN/T1Ohy4VhnNI+eFmxj1LDezK8/E05oyB09b7Ibgx86/21h0CewW95sQ+Ozk2YvsygvEZk0Q2e9kAQRky8xWg/X2WDW7yuQzFqjAadvN9ORzw+ciTxZCZajzPB9/8aHOf4E7pMFFYw8fcPJnSLFHG38TwTz0xI5ypp9v83E4uuAf6E7oZOdp6J0E1GolyHX6HL2HEd+Jb9rfr78nvtZcf+z5H46FoQutYsuv1oqU1DrL1FsDLJFqsp47G92IiFriLKvaZCe6Xn8rguyOnCCph4NxKseh46UZIVI7kNXbv/CdZxH8t2g5kVf22M+8RHrEHN13oBose4X9C36eu3q7A46ncef9+fuX9jJbITRuKj629gD8yi23vv37Alax4yDjYpPo5daLl+Vsnv2DJSoSuvYVju5ZJwfWA35rtdFwKsS0wonjiYgUhutf7hAhwlKd6Cx0zoPqjHuqjXUHqL+wvLbkbZrZ3aND4ZqdD9Ale7tyE6ayeO3r8hHDcalxh+x5wAnsFKef14CnuWxQj+vqwO3G/GnoK4Efjo+msPgVl0H2d7IAgjHq/QHbqE4583ouUrtUNRFtVEZaHqrtjJmFl0E5DsOO1Z4Wlq0X0Te24b7KXLp47CQvALQ18v/0gCSxGMA7eBXaoVlQnGHUxY/ft3QCkTvKoQcyOITK9zDO4K8e33TOwKrg96QfiuC7jN0jjOAvmqQGX/LWJ/H2N52evjtxJiHlgejz0EzjIhXST8Lr+ViccbwKeCmLQidHk+Sq8Cd9n11X9fMtF+5K/ev13P8vvtD0C18u74Ijg7E8XXmZB377xgUehagZdb//1a/D42CyXdF6U6KS++ScAy51mDxReyCH4mZLrOCjxcRip02d/fn0RJ2izPQMJ91l3FWKJfjMbTpadgdb24hRprE3ePwX5wG0pVv0nJLSgesZVN6FLagbyg7C2U9Qk7mHD8DuzX4LSnI7ZwH+rvCoMn31fbWYaC2uPolo5ZE7o8v93972P1Ys9q/rCkFSj6eJNuhwnZ2hWZtAUORaD0fvVn1Hy8ARmFHwoD8WhasFje+qqQNTcZeU61z2GYCozRrktG70vASl2Syut1TMspU4Qdqx93HNierVuMZrUucZeF1nWYKfp4K4uxNLMEXvng12rA7oJ4YREkE519ZZifkovKzjOe9zt0Da7OD1BSXoFGr50B/LSv7xqRHzUfBR0X5LIevARnWwXW56xXLKuKT212BT6TnpPnqwm28jRMHZZFN4BnsFReDL7jSmGyZ0cIaa/acmzS75Lh91l5usfZHhgjHIMJwgpjJnRNtzcRLSLfu1BjWysFlJDPTcYLS9/FXkWAaK45eB71B1e6t1Tx3tpGpvfLT1GSH690Ar63ornGvtynh8xCXke31zkrSOJJEYxXmTC7o2y3xf/9/e9MJOp2BDC1OP7MRLIqVpXrGf3Ti0S+y0Ibu6Z7WzP270v296dMKEuClYlGfcAI/T9VbHOB+TETyF8K9+bblZ3qAyoVNwRN/pU8a7YI07lM6DEU3OwaFUxMq1uk8W3Nrtxh1/mLnE6/JZu0o4TuuQIJgiGXnU48RSRj9actJovRetigFYeQGflwGC3OsoQvi4i6pZc+jdE2QZ620/tlI8q2qoMdazdZG/F+exnShN9K6e4fR1X5W552I7WJt5BfewgNd69o7+meRtVt1yVt4eXLyskRRADfZaFhMzKT1HbNYINxZtku2KXBXnctoy3CDKelBYwGT/bhfPTgcmULJ4Z6zx6lP9FspaZuf2WUF+GaPuEiwWRa2nBgH426xNA8h4jxll7+6pLUt9a+g1eVOhIavQT5zTUofZs/m3pNf3WJCSVNvoS6qrlvPLbY1xuPDZJgq/MYMyS48cOGAndQIU44YtZuRKnzmCK6rbQv9Xo3cb67HJlutwTlWidPyh+NPM3gOThsmUo94mPSOpS6TqBur7xGRLZgBtAe/D4DOx9IeRliJFj9POtjbw8jH4MJwgrjYNGdqPTCaU9GSCxryD8YnfePkZAizOEuDY87MptROfrkny0omfcsXradoA3PJxDSlkUBDcITAKpLxFgx1I496Xz/4dFfizJ2jHwMJggrPL1C96c2lC6YbrDQxTpGQooAcj8D3j+vc4M4BZz6lnFWm3a8MSpHX0ibnU9aqnOlIcYNyb2pAc1/EyxVj1yoKVuEmWVHFTeIJwOqS8TIuYnz1xrg6BF8XrnrUusmvDp3M+oDDvLwGBmFMZggrPD0Cl3uIH+5RfA3CxwjIUXI/sOdXwN/F9wL/nMI+Pxq4JHMRhujcvRF71en0XiNFlI8Nr5rwZ4NGXhVjdrFmfRbLCzeP4zITY8XqkvEyOmB07EWSxZHCa4O3L1iPfb16/zpJzqjMAYThBWeYteFkWMkpIiJjVE5EgRBEAQRnJDQHQFGQoqY2BiVI0EQBEEQwQkJXYIgCIIgCCIoIaFLEARBEARBBCUkdIkxhG+cHoMQsw3tCYIhBT0I0W2KTxAEQRCjwFMqdI021x4HfEWIYZgG2eAbqVfWoGUirDL38wxaJqLQ5ZGOmlHz6S5s3pqB2RFqPH/jtP4DS7A0AweRn/VbZRV0OGJyd8JxzyASn8QALnZsQJRRlKUnHl3QBzc8sMBybHG2GQblGFehqw+2QB9hjNHsD+WoWtry5/gLeEAQBDE2kNA1PD9GWBGJBiEfe++fQFVhAqblfYAzj3trooCE7kSEiTF7JlLz38W22h1YlTDPvB5814zNc+OUkNJMIN8+hLykZJZe2MZHEk4xnrDTgxdxrHYFIhe8B6fRJujfHMG62EQsfOOlIBS6Mt5haW/gXE81VifNMgmz/HjwGT73qWL0hW7g4WMJgiDGhjEUutzSVYMtuWrYQ27VycKqNTHaTvBRO2psKzxhJaU9MitQ/6VqEfOEJAwr3Q9H7TosVPbUDH0lB5UDYuess8BJ90zHktQoj6j4pxPbX1JDWIroLQ5f4OrtOhQVcqufmn4yotaW4+hXN5U01vNmaq3Vhzo1im3O+eEEtsfyyDfXhGsJ6dzPJVoKxXCOctz63ntHsD0nWrI+hiZthOM+f5braGvdidXZczwhKifNQubBJpwXhLXlZ9CHkTQVE1w81mG7u47w8KOvI7e2UQntLIT2jHgXto4K5C5VLKcsf1n1bbhqeF2r+Brgv8CVjvWYsqwaLvc7uAFXw1I8s9WBLjXdw5Oo+qMDrp/UNAxpI/RFKOnv9RzjDHWjvnwhFjuaccRXPP7RQLVcvvo7ZGfNYO82AknlB3D4yBrM5scj01HU3SWn9QrFzevvcpR0X/KIUo0lVA2rKpazEPLVREBeY/XnZXcUJH3YVh8WXYPY/r/LnodfSPfQ1ZH2nchyhx6OwKtb9wp9iRZzoWul7atY7OeGrqLFuQ0ZajhWTQhz9RkmY9aa5UiNZPeMWISCE7WoLIhjx0MxNWsnjn4jvJ+HbbBXLFXC1PJ7iqHOA2g3lvtDq5DQJQhiYjFmQvf67Wq8MTcdm1vblQ3Smai58wlK1kZ7OsEfT6NqZTRiCqvRfF+JFvToDD6pfRtRSVtR7+7Y1emwGUitOCzHQh+6gmZbqlZ0cDE47zVsudCpdLI3cL7/Q2xmnbxWVFixYHChU4i08v2o53Hc+bFHp7Avfxai7S3oc6ezmDfOMC26MnxaOBnzHe2y+DBMx10FjAQUf944rPpjEd5IyUZp90X0DnXCcXAn7Le4YLkMR3k2CpqalM27uQDdj+wZKd5iLUCLri+rmVRHZiRgdcMJJc48dytoQGnuHMSUN+CiKjD5PaXBfhtqbvdI6bp7diIpLBd1D0bizuGrHtxkojYLcbVtQlkr0a0W7EKLKGz1SOE4U3Xv7ha6uosQl14G5/c9JuU0ukjvPjILZX1X0f+gHuuifolpBYdwZrAP7Q1vYYpaP79tQMHbm2DrPCO31aEetH26EtPmvQenJsTuAC5e2IrYFOUDaaiLCfdkzNz2Mc6JH0RmZS6JqnTsuaOLDGZa5znXWL1fhKTKBqWOsOt/9WccqnhdEbpKOqmO8I+3XFT1sPrNjz06DXtxAn6Rxt/5F8I1ZXwJXWtt32I/93Mv2hpWYGZ2Meru8PrL7n2/GWWsnsfa/qSITt5252Bqzl44H95EV0cBIkNeQrazA72DLlTlsPbrUj5MpH4zHktsDpyS2usNnOveg6xXFrEPEPn6EpbbDVl0CYIIXsZI6HbDUZyIjAaXrrMTO0E28HfkY/qyKrT9KKZhsAHUsSMeyY7TyqAi/+6ZQgcu+RpQecceloe6v4udeB9aGtZjc8cl4dhwO3aWZ1cuJmsGR4t541gRiaaDvm4ACVjoPsdEwAYcNvUd1dOFuq0x3tey8gwC5mKC15EELHacwnX9OS7KXszAnttKXo3K1ac4soqvemDyLv0+fz/OtG9AbMZutIj1+kETtixIR0kfv5dZOQlIYuY3CIl8C3s0sxbW0b577bOal4vCAwdW/dro/V5Di+MtzFy5C7VHsjEtpQhHdR8b5tc2ed8+y5L/Zg5Wu8T2yz84qrGioh4X1WO8XEJmY12HIgZVJPeTRMUCLRxn+H0HGozavpV+jv3N6nPeiytgu6ezBn/jwOoXVyqzIbo6oaln4jml31x5QOfGNIBO1zpMzz3k+eiw3G58tYNAkZ/9F6kZWJ4VgzDJ2mzun00QBDHWjI3QlSw3S1H1N/00n4jOQqlBmTZeyzpt6W/dwKHgNVANnYU9Lwqh0fOxdOsGbK7Yhu211bCf/VyxtqgMv2P3Hhwt5o3jVyQxxkzoxiO/M5AQkcMVelpMxYSZdU/iMhMQ8Z6pU6N7ej2/zl1Cg9k0rK96MJznl0VuzIwc2O6KHxQ9rK6/jvn2k4L1zqicBNxCdzmqbuus6hbRvnvts5qWi4ov8TnYAXvBSwiZlIbSAe+8mV/b5H37utfPN3HGuRJTJ0Xh1TXvIL+iEJttu1DlPKpYM5V0vFx+bWThv4r6snjDd+33HejwSm+pn5P7srD8w+j0Osfr+ULkdVxm/6+rE5p6Jp7jv0lEdutFOZ3It0xQz1gPx7eK9dpSu+FY6A/1i/hENK5L3GpcjQ22A7I1fOgaXJ37UZA12/ijliAIYowZQ6FrJmJUfAndv6KncyPCAhW6nMFLcLoOoaq2mAndQmwqXoGk6AjBOsyx0LHzDnugBpsVf1ZNx66553gJXT7AxXkGQsN0ZgLKz/Pq/QfdGOwMYOUZBEzFhM86wsVJYoBCdzj4ei/cdSHTa6pacl1Ir8QpvXWKvUNnwxrEpBhYzX2JhJeK0axxDxg9tO9e+6yacxp/TxHj99t77xCyo2bh1dQ4ZNSe9LLUmZY5F2JhBtf0W5bcBekI7A27sJ0L3b3/BSvSovCLjEq0qS4kvI6YCt1kQ2Fomk+rbd9SPyf3D5praFA/wqwKXV6OzxlcR0EUnZbbjZX+cGRc738PsV6uMARBEGPPGLkuXGGDSwLm17Z6f8EPXYbr3/k0ojIFl2NDu140SYt2kr1cF/yJSbOBi4vmKZrjFjp2PuU5LwNFXYq/n4L3tcZJ6Eo+lq+h9JYioqR0v9Nak4bOwZ43K0Ch+wWudm9DNF/sovpJS5hYwqw8g4C5mDCb9mU8OIqC2De1rgt+B+zRtuj+FdfYe3k+R5wi5ot8VuL5skZcEdMOnoOjMh0zc8qUd8iE2a02xd9ZSOfG7INkdNG+e+2zes5dZXlZhFRbo9sHVuIfjcgPN6iHD50oyYrBGw2nce3+J1iXkoJ17ef8132pvRcg0si/2ZfQNTunzx+vIyHRWO3SCVrejmOzUHXXW4ya1k3Lbd9iP+fKRVjBYXT6nLq3KnS5S1ECE+6dyu98YKndcCz0h5Ytusb036nEfBK6BEE8BsZ2MZp+odGdT1CaH4cpxfWyUDBcjOZC3R+XY2aK92I0S0I3Mg0Fx9R7MqQFKSmYZ/8M15R08gA1DzHlR5R03GL0EXaXrsDqk4ogkvzqMlE2oCzueHQG9U2b5BXRmsEuAKH7HRuco+ajoOOCnJZbn9sqsD5nvWeg8BqI5AVauwvitYt+hjpgy3kJqQedskWNP2fZIoQZ7s/qayBTPjiyK/CZuhDtbhNs5WmYanQtK88gYComGMZ1xIEda+MQq1+MZmnADhQ/A/yPrSjNWOgWcr33PmLC7jXtgp+Hn2FPLstv8SF5IaJ03J9wsCB0JetnCH4h+lwGiPbdmwld+YNjSW2LshBNnWrmOzXo3u/gWdQUxiO2sgldSp7kxVhvSQve1HReZc6veXYvshPiscZ1wXsGx6/QnYHU8gOePoIvlnOuR+wiYQs3SejqFqM9bIOtMFlblwRM66bltm+xn/v+JErSU7C6vlH4+OHt7BjsB7ehtDsQ1wX2YdpXhvkpuahUFw/y9FK5fYCS8go0qvttW243FvpDqwx1o/mzWjSoi/ik56xHSU4MuS4QBPFYGDOhyzs4/fSfvHXUJ1rfOj5tWrnc0vZiEtJUr25jesWiIA1cry7FqvwUvKBaH9j1Uvd+KIgQmf6vmlCydpaSN75g4i3k137oGUy5v2XHDvd0vpr3FtcmeRsh6Z4dlvMmX/MmzneXI9PtIhCOmLUbUXrypDTA+AwYYavTPQN7v5pgBny7og9hK50t/R0quX2YWTl1Fk5ukbRlKlPXk/HC0nUodZ1A3d4YKb18LfW+vp9BSmNq/QnF8zan8EEg1xHP1kzqezbYXkxC3tZK+54C3QZJVz4iBpap3nsOFKSp73gRClyi9dLXtLS8nZt4Le/nYZi4LnBr8vSQWcjr6PY6ZxWpPbjfORe6z2nbinTuBHqELefk9rcbdbc+xqYInkf+fju0+Xa/J927fGk9SirNAkaswHb3zgQcHxZ48Z1IwiwGS7dyFyS1zrE6mrUVdmknASUdF3Xhq7Db+QePC86kaGTYjuCMKPQs1U0rbV+tJ9b6ud77x1FV/pann5PeCe9zDimikItZ3t6UrdtU4S61Pd05aZcFGwrWetqNux06jzExzc4H2G7894cWGbqI+g9ytVvVsfeR90mzp38gCIIYR8ZQ6BIEMTx64bQnI8S95yzhFyPrJUEQBPHUQ0KXICYaUsCJ6Vjc8LnhQk3CABK6BEEQhAEkdAliojHYhZbLLT4WsxEeDNxBAnZnIQiCIIIVEroEQRAEQRBEUEJClyAIgiAIgghKSOgSBEEQBEEQQQkJXYIgCIIgCCIoIaFLEARBEARBBCUkdAmCIAiCIIighIQuQRAEQRAEEZSQ0CUIgiAIgiCCEhK6BEEQBEEQRFBCQpcgCIIgCIIISkjoEgRBEARBEEHIX/H/A2AWcUh3zbiGAAAAAElFTkSuQmCC" alt="" />
格式不固定,那么我们就没有办法检测判断AU头是否存在,然后跳过了。
算了,还是先按照一个AU头4个字节来处理,sizeLength为13。