Những điều cần biết về loa
Nói đến loa là nói đến sóng âm và không khí. Công nghệ loa rất đơn giản, nhưng hiểu biết về độ dài sóng có thể giúp bạn đặt loa sao cho âm thanh nghe tối ưu.
Âm thanh nói chung, dù đó là âm nhạc phát ra từ loa hay tiếng của ngón tay gõ trên bàn phím, thực ra là không khí đang chuyển động. Sóng âm làm di chuyển không khí và khi không khí đó đến tai bạn thì não bộ của bạn xem đó là âm thanh.
Các loại loa, bất kể kích thước, thực hiện một công việc đơn giản là tạo ra sóng âm. Nói cụ thể hơn là loa nhận một dạng thể hiện bằng điện của một tín hiệu âm thanh từ bộ khuếch đại (ampli), rồi loa rung lên để tạo ra các sóng âm tương ứng và tái tạo âm thanh ban đầu.
Khi thu nhạc, âm thanh được chuyển đổi thành dạng sóng âm kỹ thuật số hay tương tự. Khi phát nhạc, bạn cần trang thiết bị để chuyển đổi dữ liệu đó về lại thành tín hiệu điện thích hợp để có thể đưa đến loa. Các bộ phận của dàn âm thanh hay một hệ mạch kỹ thuật số và hệ mạch tương tự của một thiết bị được sử dụng cho mục đích này.
Cách vận hành của loa.
Trong tiếng Anh, thuật ngữ "loa" (speaker) hơi mơ hồ về mặt ý nghĩa. Nó có thể dùng để chỉ từng loa riêng (còn gọi là driver) hay để chỉ một thùng đựng nhiều loa driver. Trong bài này, thuật ngữ driver được dùng khi nói về một loa trong một thùng hay bộ có nhiều loa và thuật ngữ speaker dùng để chỉ thùng hay bộ chứa một hay nhiều loa.
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3rTbz83BPrWbqGrZjOT1HPuaxb/AFnZExyNuPpmuiFMydRI1r7XCpO44I/D8ayLzXhIzISygcAg8d/yrDv/ABGTKxDDBOM55FUI3vNYufLtIZJm6DaCTXTGlbc55Vb/AAmrd+INuNrLgcEEYz2rPuNf4JYrg/w5NdD4c+BGr60wN5MllGeSDy35V2Wh/AnRNO2G4Ml4wxy5wM/QVMq1OOi1CFOpLV6HkM2ttcONik+yjNTW8l/NIPJsrmViOqxkg+/FfQejeDdGsgpt7G2ixxwg69vx6Vt2USRSBUVFUgKuFwDnp/OsnjUtom0cK92z5wgh1iEFv7Ovgcfe8luf0rW0Lx3Ppc22WOWJx/fQjP519J206xMAFOMklh29v8+taUei6b4gDRXtnaXA2lf3iA+3Xt7Vk8SnvE09g1szhvhF8YQl9EPN82Pd0c4zk56c4yea/QX9kH4tb5LNA0m5XUBg2O3T/D8a+Jb39mHSPEk5m0Gf+xrxclU3F4W54znkc9xXqP7JviHVPhx8QV8Oa3ALa+dgYjuHlTr0LI3Q9QeDx6VndPYbT6n7IeGNVbU/D0F5HKo3RhGHJBLE4yR6E56jpjORVfxJYyL4aK5zbxKAzEAZBJyR9CcgDjArC/Z41c6r4GiLNu+QsBnlmxz1+px9OnArpfFTySaXMCpdIpG+dsLjILKPxxxnpmktGT0Pj79oyJlurj5ljXgAMMknPzcdufb3r5G+JEsZu5zlwd2cA8AHv9eOntX1Z+0zftHJMgXc6lmYA8nGep75IJ/GvkHx5cFtQdnySWLE+n4fSs6zNaK6nhH7RES3PhuXapDAt82M4BGP8K+kv2PJVuP2XfA/32P9mlTkcIVnlXA/Kvmr48t5vhqZMuQTzyMjH9a+lv2VbV9F/Zi8DogOTpgcrjn95I79P+BCiL/d/M0l8Z6pOiyWylf4R+tfFH7euri9/aHuYo23C2soI/TPy5r7Zs7ZwdkQEkmzOX6A1+fX7VOvLrv7Q/iWZdu2KcQrjoNqgVKZUdyj8P8AVBZeGdWYNgnVbH/0TdV/Qb/wQg+Iz+Mf2OH0yRQDod8FRt2SySQowyPYq351/Ozo919i8IXHylTcayuWz9/y7cfy80fnX72f8G6d6Z/2fPFkRz+7n09/++rdj/n60qnwoPtH6J0UUViUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcZ8f/iEnwx+EusasXVJo4DFB82CZH+UY+mS30U12FzcpZwPLK6RxRKXd3YKqAckknoAK/LP/gr/AP8ABTTSvD9k+l6ZdiTT7PctrEDhr6XBBkI/uDoM9uepIpxV3YUnZHzx+2H+1bY+Abe81HVbz7Rd3ErGC3D7pJjnOMZ4H+FR/sBf8Ex9a/bP1m1+NPx++06V8PFAu9D8OSO8U2uxdVkbo0doeMHh5twI2oQz9L/wTs/4Jcy/Eme3+PX7RVq32FsXvhvwfdoR9qXhkuLqNh/qzjKQHl+GkGwhG9o/bJ/buxJcWGm3Wy3QsVCOoVVGcBR0xz29D6muz4fU49Zeh137UX7a9j4I8OJoWgJa2GmabEtraW1pCkFvbIi4SJFUAKiqAAnRdvXgV+c3x0/aSu/F00m+4mcSOWBZ84/zj/PbnPi98bLvxPezSSXEhaRiWLEt+Ht17+9eKeI/FT3BcFsLnPJ5OKS1KSS3NLxZ43luju3Drz3xxXGarrxZ8liSp7nP41V1DWid7EgqBnp/Sudv9V3Fs8K1awgKUy9d6wGDAkBsZrF1DVSrkbiSf7x71Rv9WSNOu71x0rEvdUkuZVSMM7t0Uc5z/OumFIwlU7FrUtc2biH9Kz7S2vPEdyILOKaZm7jp+tdb4O+Cl5rUi3GpMbeA8hP4m5r0zRfD1l4ftRDaQLEV7qME4Hr9aqVeENI6sUaMpayPPvCf7P5l2zanLuI5Manp9TXo2jeG9P0KHy7S2jjCgc7eWJ9/w/WrhDDeDu3MMYx2qKe5WwhLTOkSL8xdmAAGD1J/GuOdWU37zOmFOMPhQSMUdiF+6cEjtTEO2UKoZmPXPb/JFcrqnxi0/wC2m20yK51m7U4xbJ+7B56ueAM9xmop9U8V+ItjRLZaNFnsDPKfz4/SpVOS30Kc49DurSDY2VAKk9MjBNT+esACtIFfOfnIXHfHP+eK4RPBF3qIxf6tqlyHOSnnlIwev3VwP8/jVq0+GOlo4Y2kMjHgsyhj+Z/z/Mw4ruWpPseiafcQbFxcRO2fuq4J/wA/lW/pKKRkjc6rxjvk8Z5HtXmNr4B00MD9itt2e0YH64/z7Y43tD0L+yXD2c89rjnCSNj8V6H8qiyuVc9c0QtDKNoKhzk9MnGTn1yP6e1ej+HdLtPGcloJSDc2sxktpyPnt3APzD1GMA4wCueleK+HPFcsMardlZs42yIoB+pHr16ce3WvV/BWoB5llYZUkhSjAAc+voOufpVIzbP0m/Y81H7d4EjDbhiNDuTnBPBHrjqeP06j0X4kNJp/huSZJ/3Uh2lAOcBeHyfViB9MeteVfsH3ck/wxgl8zCuhUyLk/wAbLx6dPw/WvRfjLcxweHJ4Cw8yWNvmxkquPlwM4PQnA7VXUyex8TftK6xHJfSqQCY94ifqOnP4Hg/h+FfJXja7/fTNjD7irHJ5ySc19G/tF62jXcz5KpI52LyODz/9avlvxvqQd5RnHGAFHB6isKsjoorQ8g+OmpND4busAHZyfU819u/DLwyNC+FvhOxl/cvpei2Vu4K4yyQICfzzXxH4k0Q+PPGegeHEfYdd1O309m/uLJIqM34Asfwr74vtRimvJmbLRMMqvZV6D8AMCmn7iG1qRalrw0rSLiT5WRYmYnGOACa/M7xdqza94y1TUCxY3N1I+fX5jj9K+7v2nfGn/CL/AAa1u5jbysWpjjAODucbR/P9RX5/HCWpLnBGSaI7mkVoaGo3P2bwzoURyHubm7vW91ZooV/W3b9a/oQ/4N39DFl+yp4lvP45tZhtD/2xs4B/NzX88+oRSXvjHw/pODvtbG0hx7zf6SfxzckH3Br+kn/gg74f/sn9hNb3bhdb1+8vYzjqm2KMf+izV11aMTODu2z7QooormNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvNfi9+1T4W+DV+LXUZpJ7hf8AWpBhjDx0OT19qwv2sP2oLX4MaFJp1jMja9dR8bSD9kUj7x/2j2H4ntn8pP2tP2tIvh7oN7rut3ImM0h8mDzMy3cnXaDn15J7VcY3IlO2h7x/wUo/4K6LoXw+u4LVhpumXBMUFmkv7/UWxnDt2QdT2+pry7/gnt/wT1m17Ubf9oT9oi1Ml3OFvvCnhK8iOyJMbo7u5jYYGPlaOFvVXccqoyP+Ccf7Bt18Q9Ysv2jvj/aK9u2Lzwb4WvE/dbBh47y4jbgJyGijYfOcSN8uwN2/7a37a02uXF/a2l07KHZXdW5fv949vmrojFR23OVyc/Qt/ttftxvrL3dlbyhM53OCA2Dgke5PX8q/Pv4n/FqfW72R2ckNknJyB7/z/Oofij8UbnV7wtLMzBs5G7OMn/61eSa74kNw5YnBY8n39vxpqN2XsWvEHiZyGIdtpGSMk/5/wrkNS1Qkfezk8d+lQ6tqTEkfNnrx34rCvtSEaNzlyOO/+elbwjoZynYm1HViYy275R0x1rn9V1oBTg7se/T2qtqur7sgtgjkHHStDwP8MrvxdL59yXhslOechnrpUVFXkc7lJytEyNE0S/8AGV55Nqh8vOHdvuj616r4O+GNp4WUSOgubo8GRuSD7D1rd0LQbXR7QQWkMcaL8vQDnHOa0WRXY8MWYAL6EHv61hUxDkrLRG9Kio6vcjlcuFGCSDgYJ5HT8u9FyY9PU3E0iRRoN5kdgFUd+Tx/+qua8c/FPT/C1x9jt0bUtVPCW0PJBP8Aebt9OvPvmsWz+H+sfECSO58SXb+QfnjsYcrEn19f1NZRp6Xloi3U6R1Leq/F86jfy2vh2xk1WVMr57kpBG2fXqf0+tU0+GupeLblbrxHqEt33W2jO2CP8Bwf85NdvpPhu10S1SG3jjijQcYAx/n8qslTGffPOf8AP/16rnUfgDl5n7xm6P4btNFt1jtreOJF7AAcev8An86t7BE3IwD7f5/z+dSOSG4znPB/z/8Ar+tI6b8EDjtjv/n/ADjpWLZaVtgiwg9P5f5/z71YjcAgnI7e/wDn/PWoYxlc5BA6YH+f8+neSLlhzgHrx0/z/nuKhopFu36DGMnoP8/5+vFa1h8oXI5Azx/n/PrWbbRKOSxz/L/P+ffWsXErDGOmf/r/AOf160ITNvTVRgNyncpyTz0/z9O34dv8PL77NexxF2a2ncbmzkBsYBAHGQQMge5yO/EaVIEmUMflJycDJx/9f3rqdOkAuWBJMfOwjo38iR/n6UkDP1V/YF077J8FdOkTbFuDsAQdqgyN6c9T0Bz2FXf2i9YnsNNYv8pSNhGQcCQDJPuQMAfiPfOp+yd4eXw7+zn4bt7oFCNNgknBbaS/lK3QY9T098c4ryX9rjxoljFcRhkxtdQzE8fMx6dvlJ/Kh7mb2Pj74761I95P5rg4YZOd4A5HX1/+vXzj401QPK43OuMsDj72enFerfGbWfM1SdtzBXYll/M/rwa8I8Z6ltWZnG5sY/nXLPVnXBWWhr/sn+Gk8a/tOWl3NkxeHLC51Qg8qWK+RH16EPOGx1+Q+lfU11Ot3K6qxLj0yB+XTGf88V4h+wloL6b4S8U+IZYsyaxdx2NqxH/LOBSzn3BaXH1i9q9s066+1rIxBIXuf6AfQ+xrTpYhvU+ff2/fE32HwfpukiT95fzhnXPVF5/mB+dfK8eny67e2lhBky3txHap9XcID+bV6h+2b43/AOEn+NT20cnmQaVCIeOm48n8eBXl2m3h0+/ub4OUOk2U12hHBWQgQwn8Jpoj+FXBXNL2iaHgfUV8afH2fUoATBLezXcAx92NSzRL+ChVH4V/U3/wTI+HR+Fv7B/w00tk2PLpC37DGD/pLtOM/wDAZFH4V/Mt+wD8Kbn4qfGrSdJso991q19babbjH/LSWVcfyx+Nf1o+GPD1r4S8O2GlWSeVZ6ZbR2kCf3I41CKPyAp4prmSXQzprS5fooormNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAM15h+0z+0XZfAnwfLIrRy6xcRk20JOdn/TRh6DsO+PY1vfG74x6b8E/BE2rX7K0uCttBn5p5MdPoO57D6ivy+/ah/aOk8QrqXifxDqiRQRl555HfCQoMAKB0+g+lXGNyJyscl+01+03Z6Fp2qeJ/E2puyxhpH3NukuJWyVRR3ZjgAfU9BXFf8E7/ANiC7/a78WR/tC/Gixjh8CWDM/g7w1dD9zqrRsNs8yEHdaqw4BB89+TmNSJeY/Ym/ZYv/wDgqH8ZJfiL46tbuw+Bfgu7KWti26M+JbpcEwAjB8sfKZnHIUiNSGZmj+sf2zv2srew0IaRpggtbG1iFtFHb7Y4440XaiKq/KoUAAKOAFHYV0pcvqcrfN6HM/tyftmyazcTWNpcK8KEKfm9sLwPTjJ96/Pj4r/FabW76QtPJICecnIHX8//AK1Xvi/8WZdcv55N4JYklt2M57Y6V4v4h17zy5LZJJJPbvSWpa0I/EniR5jvJO5uc8muS1bVNxGDyOKdrOqAPgN909f61zOpaqYQ24nnOTjtXVCnpoZTnYm1HVtiNhhjHJ6Y5rmr/VfOkYRqzFjhR1Jz7Ck1C/lurhYo0MkjthVAySa9E+GPwmWzK3t+ivO3Kofm2DtW8uWCvI51zTdkZPgL4VvfPHfaorbVAaOE9/TP516fbW8dqBFGqgJwAOO2OPrUgdBldyLswwIIBH19qp+JfE+m+DtFa9v5jGvKIgXLzH+6o6k8fQDvgVxzm5s6oQUEWr2S3020nuLiRIYYhveSQhUjAz3/AMfWvPdT+IWr/EjUZbHw1vtbFSY5r9gVZhnnYP4f/Qv92oIdI1f436mlzqHmab4fiYNDaBiDN6Fj3OM89u3qfTND8OWugWKQ2sSQxRjaAgwB+VVaMFrqyOaU3povzOf8DfC6y8Hw71TzbmTl5XOWY/57V0wAKYAGM88DA/z7ippWweVG09SMf/qqNs7gPXnjP6VE5NvU1UVFWRGyEk9+5HOf8/mKYy8DHH09P8P0p7SBV5GR39P8/kajldfXPuePz/yKgpIikQEE9ePTp/n8vpTXU45Ygen+f8/WpMsT0xz6Y5/z/k0xz5ZyR149Bj/P/wCrvSYxrIQPQH/P+f69KdCQGyTgDn/P+f8A6ySBnkyoBH5/5/z2pyghBtOSff8Ar/n+tLoM0YmwFYYAHY9x/n/PatK0uFQ7iec89sf/AF/19u1Y9mxR+OMd+w/zj+g9tC1kWIjggrx34x/Lj8aQWR0OnnjhgB1zjof5fzNd/wDCfw7J438a6RokZbzNWvIrYjnkyMFzg/7x5Poa860i52ycEgE/ePIAPpj+n519Pf8ABML4eN8Qf2mtMkZWe20KKTUJMjKq+DGgPo25wRnJ+U9KteZLP07lit/CXgaEiTEdugVBhgoIX+Ig8cFfz7V8PftUeL/7S1C4USRLHG5QMxxkDgcc9vy96+xP2ide/wCEf8IOkoELgLtVs5AxyT6HoCOvI7Yr81/2ivHH266nCMSASxGSe/HP0/P+USehMVqeG/FfXBcajJ5bArjGRx/nrXivxA8QfZ7d3PzAIcAck8dMevt3ruvHGrmRXYogdQSfm68en+etYn7PHg9fi1+0RoOmzIXs9OmOrXvy5UQwEMAw9Gk8pDn+/XOldnXsj6i+HXgxPhh8HPDmhSlY7zTrNXu8A7RO+ZZs+v7yRx+VVPip8dfDnwT8FvNql/bW188ZKQM+Xl4+UKo5/H+tcl+2H+1FbfBTQrhbcR3OuXx2W6MB8h6lsegJ756cV+efjf4gan471+41TWLya+vJzuLyOWx7D0FdNKk5sylKyOxu/FcnjHWr7VZyfOvZ3mIY8qCeB+WKpardm28JXMmfm1W8WFMHnyrddzcejSTL+MPtXHad4na2m2KrESHbt7n0rq/FUDR6raaWoJbTIUsyMc+czNJMD64mkkXPoorphS5ZEyqc0bH6Mf8ABuD8HLXx/wDtm+GZ7xUePQo7jXWUnGWiTbDj3WXY/wBM1/RRX83/APwQu+NkXwU/ap0i884LBPMLCUKfmMWBx/wMA1/R+jiRQwIKkZBByDXBW1m2ax2FooorMoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKzfF3i2x8D+HrrVNRmWCztELux6n0A9Se1X7m5js4HlldI4olLu7ttVFHJJJ6ACvz6/b2/bCfx7qMmj6LO40e0fZGV4Fy4IBc/yHoPqaaV2KTsjgv2w/2sbn4meJL28ll8mwt1dYIt+FgjXJGfr1J9a+F/hJ8L/En/AAVp/aR/4RHS7u80j4U+FJEu/EusRHGYwx2xx5yrTylXESkHG13IITBwPi/4l8V/td/HbTPgn8N0a91vXrryNQujIfJt0UEytI6g7Yo0BeRsE4GACSAf0r8N+BvBv/BOv9mSw+H3hHZKlonmXuoGNVuNYvHAEt1KRnG7auFyQiIiAkLz1Rjyq5yTbei+ZT/aF+Mmhfs6fC/TvAvhCztNH8O6BZC0srO2bbHbxLwEH8TMT8zMxLMWYlizZr83Pjt8ZrjxRfyO0jMuGbk4HXn9a6/9pH44T+J9Xu5ZJZJGkYFSSQB3AA9s49unavmXxb4me5nlZ2yzc7ievXqaa1KSsUPFWufaJpTvYgnJ/CuK1nWsFsnPoM1Y1vV+C2cAk8Z6GuXvbtRlmIJP4Ct6dPuROdiPUNSALOzZJz+PtXO6hfSXswhjBdpDhVHVv8/0qTWL5ppRFF8zSHAUfxE16F8KvhaNNaO+vYxJdOMqp58v3rpbjBXZyWlN2QfDT4XrokK3t6BLdS4bBPEdd47goFYsNvHyr1PTP6/yp8JZNqrgADcOOgx1PpXM/Er4k2vgGyFukRv9ZuR/otuDnknAd8c7eDwOSRgdyONuVSXmdiUacexJ498fWXgGySSYNNeTf8etrHgSSnoCfQf7Xf3Nc14Q+Heo+NtXGueJW3yHJgtSCI4FzkDb0/D15OT0ufDj4U3NzqTa74gkN3qtwQ4DHKwegA6fQAYGcD1r0pLdbdQqjaB06jFXzRgrR37mSvPV6IisrFbWFVAHHTA4H5flT5FyMDJ9+uPy59Ke678cZx24NNdh7kj17fnzWLNk+hGUC4JJJHXByf8AGoJhkkgHaevv/SrKqXIGD7A8/wCfzqN5PLfg/rz/AI/zpFFfdngnacf59/50xl3fdwcdP8/4flT26lsjr1HT/P5VHIrFjxlj1z2/P+oP1oBEbsQoB6DoP8/59qgdshurHH+T/n9KkYglt0mXPRVUtk+nP/1/pTo7B5G+bbH7Nl2B54xQosTmQwxSXJ2xjfzg/L3Pb/P/ANerNrpstyQivFuyBhpkXqfcjv8A/X7Zup4Zd7ZyyzuPwQY/XvirVppSwSrGmm4UcszSsS3T2H+TVezbIdVFS30W6hnyAkx6YhlWU/gFJP8AkfhIrGCRg6FGjOGRlwy/UdR16Vqx+HLAo7y295FgE/u2DZPbgjP6/wD1ug0fw3c3fhqS7sxa6zZWf/HzbTKTPbqMfNtJDKvOdynHHPbJ7MFVTMTSr3549pJQ4AIHQc/n36elfpz/AMEa/hEnh74S674v1FNh1m48u2ZsLmKE7Rg8cmRpBx2XOa/Nrw94Sl1zxNYWWjRyTTapcR2ttFISzrLI+1I2IUAnO35gAMc4HKj9r/BfhCw/Z2/Z20jQFQAaRp0ds0h+XzWxhn+rEszY/vHpjFS0W2jxj9sr4nwRo8ccsiyRkRhg2CoI6D8/5mvzs+NPi06jcXDeaMbwAM8cdh+RFfRn7UXxKbUJLpzMzDbtU55znBOfwI9a+NPiHrf2q5mWQgPkkYOc+3+fesKkuhpSjocJ481lsSjcdrHPXJI9K9U/Yo0tPDfg7XPFk8T+frErWtu4OMWsHLEezSkgj/piDXheuWl54s8SWej6avnahqtxHZ2yZzukdti5PYZIJPQDk19iXXgKw8P/AA8h8P2Hy2Gn2S2kbBRuk2r/AK1vdj8575JqI7XNZPofnh+0b8TLn4mfEjUL+aRmgjkaKAE5woOOPxzXmN7drbIzswVVB5Ney/F79lLx34HF9eTeHNSl0y0WSeS9ij3w+UvJk3Dtg555FeF6haNq10tuciLO5h7Dsa9TDNNKxz1bo7H9nPTW8WeNb3WrmD/iSeEbF9WnDHAmkDLHbRH3kuHjGP7oc9jXT+G7CS9uNQ1CVy/9n20l5LIxzufO1ST6mV0H410V14YT4UfALw7oiRiLVPGrr4o1IYCvHaKGh0+Fu4DL9ouB2K3MRr7M+BH/AAR5l+Jn/BOBviidTvNR8Q69IdWg8M2rrbNfaVayurxLMQxE8rI7IAjAbEyrcgOVRXuZJWjpufJv7DnxSn8M/HkSwymNnMd1Dg9HgYED/vgt/wB81/WX+zd4yT4g/ATwhrKOJFv9Kgk3A53fIByfXjn3zX8nWrfBzS/hhq2jfEbwHq03iPwD/aEUclzKnlX2k+YWVra+iBIimCeYQQTHIEJRjtdU/ov/AOCIHxx/4Wd+yN/YM8xkvfB92bXaTysEmXT/AMe8z9K5sdGPMpRNcNKTjaW59mUUUVwnSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV4h+3N+0vB+z38JrpoZ9mtajEy24Q5eCPo0nHOey+/PagGeZ/8FC/2wLfwxYy+DNGvE+0zR79QljYHK/8APMH0HG4jvx2IP5K/tvftOn4eaH/ZelPJN4n1rKWkMYLvbq3HmYGcsTwoHJJr0P44/GBfhJ4Y1nxn4mkaXUrlAkdo8g3QgklLcf7ZJ3OR3AH8Ayn/AARo/Y6ufjP441H9pr4nW4k03TLl08I2k4ylzeRnabsKf+WVs3yRnvMGPBhGeqnBLVnLUmz6F/4JxfsWW3/BOD9mu68TeLYoV+K/jaBJ9ZlnIL6PbcSR2CnuQ2HmxwzjGWWJTXg37W/7Rs3iDUrlPtYlDkjA6Beo4yTj2J9eK9n/AG3P2lgz3Nsk21o0A2B+CWBI49un4H0Ffnh8WPHp1K/mkLbmK/KM/TJ/z61Td3qTCOhzfj/xW9/cPumIUHAz6A15lr2rfNIxcYY1f8Ta79oY7mPHOc964zXdV3EnjjjPY1pCNxzdlcq6nfhhln+mfTpXN61rLg7FJyfTqafr2rbQck5I6VvfCb4etr18upXaN9ljb92mOX/z/WuzSC5mcjvJ2RtfCT4au6rql7DuZx+6RsfLnoa9HihwFHyKeyg4z+NLEGt1iVQsacgEHgAdvasX4l+PYPhzoYndfOu5vls7cHmZwOSR1CjPJ+g6muOUnOR1RShEofEb4lx+AbIQ26C71e9O20tuWxk4Dtjnbnp3Y9O+Kfwt+GM8N8+ua07XWr3h3s0hz5WfT0OMDjgDAHFN+Evw0uZryXxBrhafVr478uP9SD6DtgYHoAMDvXpghW2AVcLwB6Y/z0/GqclFcsTNJy96RCiqnA4wO/P86d5QB4BwO+P8KeRtJOSzH3z/AJ7imupA4UkfTr+X5ViaDGG447j3Bx+dIUI4bt2zjB79alU/LwQSeeuP50yQZBHAA5zyBQVaxFJhBtBCg+3H+FQSSdd3TqMjj/D9asGIYyMn3H+Iqul8TIILRFknc480DcF/3R3JHc/hjGaAvbchvrqPTxiYOrkcRjO8+mfQdPwqCx0q71SfaqOcnAiTt+PSvRvh3+zfqHiy6Sa6iZEbqP4iD/U1774A/ZuttHhUJalmZTtDLzj1/wA+vbOa2jT7nNOufPXhP4H3d4qyukiB+NoBx24/z/Wu60P4F/Y0JkjIcHaNqZz1/qP84FfS0Hwrg0eAZjU7h/CcYyfU8cngn3/Gl1Tw1bWcpSFZT05dcE8DdgdNuT19DzWqikYObZ8+P8KFjjOIBvwAAemPX3PGP096rz/DaGGKRTbovP4L/if09fWveb3QQLhEZcqvz46BCy85/Af/AK+/O+JtKEFxLF5YeSJtpDLxgn7x/wA/pxTsCbPEbzwsFnaMR9R95lOBn+X86xn06bQNRS7snaKePhSnAPXI/H/6/XivXNb0CPy/3iqrSAgqM8jnGfcGuU1TQo1DryzAYCgDBJxjPr0PH0qWWj6C/wCCXfwGt/iz8dR4yEPkWvh+Lfc2wj/dy3jEeUyjoBt8x9vZlX2r6t/bU+KA0XTXsRKkqrub5Gwq/KNxB643A469Pxq/+yH8I4f2WP2Z7C2uxHbareodS1Evg4lkUfuz3JVCqccZjyepr5O/a8+Lq61rssSsxQtlmzkt1IP056H8q5aktTqhHofO/wAcvGa3txcFJsENlgzg5Yj/AA/SvnXxlrA8uVskAEgMD713HxJ8SG5ui4YFANvXI/H0/lXjXiy+m1C5W0tYpZ7q5lEUMMYLPNIzbVVQOSSSMD1rle52QVker/sQ+AP+Ei8dap4uvFRbXw+jWtiScbryWMhnH/XOInj1lQ9RX0DJeMCG2kKo2gnq3Xr2x/iKzPhX8O0+FHw40vw0WRbrT4zJeyR4YS3b8ynI6jd8oP8AcRR2q7431y18LaNLeyJH5dvCWLSdSRkYx07imS9z50/bg+J/2lYdBikLNMd8oxjAU5yfqSB+dfOnw7+FWk+Pvi5oum314dH03ULoNqt2uC1rZxgy3MqA8b1hSRlHRmAHetT4leNpfHXjPUNWmbPnOQmf7mTj/PvWX4VgkEV5fZKvcg2cXPIj4Mrfj8ie4eQdq6aV46oU0mrM6fxjrd98ePjDNewWIguNevI7ew0+EkpZQgLDa2iZ52RQrFGvsgr+hz4JfCxf2d/2Z/CHw+ivbrZoGlRWrxxxK4v7hY2aTBwWO8ySBVHKZZiEwGb8IP2Hdbg8J/tY+Bru40pdXe41MW0ELPsEDOpX7T7+SWWTBx930Ffu18NfEk3ivwTYtaEwXlxCscgtTvkbY21/K4B3sqDbtCDKlS5yN1Kd5cpEY2R+Fv7WF3H+xd+3J8TPCdlF53gDxpJPBdWdymIpbWdzudAPu+XKrtGwGV2IdoZRj9Dv+DbD9qJ7b47jwlfXCtJ4k0h7SYbsKby3AfeO3zBJMe0g9a+NP+Divwzb2P7TXh/VLVZHll0eKG5lyWhLqzptjYs2VVopBngZ3AIgAUeV/wDBIj9oy7+DH7WngzWvMby9L1e1ll56xq6owPsUIX6CuutTU6HMuhzU5OFbkfU/reopkE63MKSIyvHIoZWByGB6Gn14x6AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFDxR4ltPB/h+71O/lENnYxGWVz2A7D3J4A7k1+T37aHx2ufjF8Q7/V5dQbT4YG3xSZUx28aA7AQRgquc9MkgHrX1N/wUu/aSGnWyeDNMnJMbo9+UbG9zyseR6A5PucdRX49f8FB/j/PZ2yeC9GM0+r6yypcLCC0gDHAjULyWY7QB1ya3pQuYVZ9DG+Evw68S/8ABWX9t2x8Hw393D4H0KSS81LU44tiWVhG4Ek+OR50pKxR5z8zqSNoav1N/aR+Kmj/AAV+HVl4V8OWdnpWj+HLJNP06xgVlS0gjTYiL34Uck5Jxkkk1zf7Cn7LNj/wTS/Y4i0/UIYf+FheKkTVPE8quAYZCh8mxDA8rArFcA4MjzMOoFfKv7W3xwm13Ubj5ozuYoAD94Ct5NdNjGKbep4/8ePirN4h1m7dpfMyzbD6DG0e3QY9se1fPninWjPLIQwJ6ZzxXR/EDxU000pd9xIxlu3NeZeItU/dNgj5icY/pSirmmxna5qR2lQ2T3z/AErktZ1JRMVA4Hr6ir2vaiqRkEncRjI6muctrSbxXq8FnArNLK+M9lHcmuynTsrs56s+iNHwL4Qm8d63hl/0OFt0jE8AccV7vo2jRWNkkCBIo4l4zk9v61Q8D+EofCWkQ2sS5ZQC7AffJPTPXtW+jARuXkiSKMbjJI2FTqck9AB6n0rnq1Od+RrTpqKMvxT4msfBugz6hdyPHBAmCABukboqL7k8fn2rg/hj4TvPiJ4jbxVrUZIkAFlbnlYI85XAPYDp6k571WikuP2ivG6SOX/4RnRm2QIRj7U2eWI9/wBAQOpNex21hHp9qkcaoFUAADp/+rH9PShr2at1ITc3foJDCLdcBQD7L0/z/iKGOW6j8/8AP/6iKkLgtxjJPr/nnr+PHeo5WCEYKgdfvYA4/l/Q1kaJWFWME4HPsDz6f/W+tNkUFSCMn1xn/P8AjSgsgwM+vJ/T+n1xTGOUy2W7k459f/r/AFzQProI2QByBn39f8RUU5MVsXwRGOrdAM+49RzViBUEbT3DNFaRHDtnDE9dq+/f2Ga0/hx8L9S+NfiBBaxNa6ZG2MkcL/i1VGLZE5pK5i+EvDOp/EXVxZabA7xnh5MHGPUnsK+pfgj+yPa6DapcXCR3NzgDe/GPXA7D/wCtyM5r0f4J/s3WPgqzit4o4o1jjLyO2M54xn6/5xXsugeG4dGk84IkgdxHb5OCTxwMH0wB9R1FdEYJHHOo5aI5Pw/8LYtK00Zg2SRD5YvL5bkAk8Z59MdiPSuwg8LRQOhdV3cFo14zkAlx7YB+o55q/qLpCLOdI1uAHPmbckIrbjgEdMfXuffF/UJIrV1ksiE3gOynON3HJzgYwcY6DHbkl3ISOSvPD6S3aR+awhkPyFQSeR2HP4MMjkdapa5pMVjp83kSQFw5O9lHmE4wFz6HnH5+uL+s6ncxXqSecRAFO10GDIAOWJPbOOMcZPQ4Nc34g1JbwSgzNJE6jbH0HJJAAPOfmAI5/I5pjOH8RKsty0p3eZAwKAZwGyR27cAjHHOep5wfEk/mXrSlsl8koin1xwB7Efh1997WdUige58h2keUFZADhT3wD2xkHr27iuTv9UFiJJVjdnHZegA6/wBPy9OKBpHP69LJCxlkBRmJCZbccZzkjnoCPy59a9J/4J4/AZvjr+0BFeXsLf2H4QIvrhinyNMpJgiPPPKliM4whHQ15vqbSakyQQwvIbnCxxAEtljhVUDqx/mT0r9DvgT8M7f9lX9nSy0y6iUaxdr9t1I8bjMcfu93ooAUeuz3NZVJWRvTjcz/ANrz4wwaH4clt4yhcJIrIG52hQOfRuF6+x7ivzP+N/xCk1G+ufMlRTI5O1T1HY/lj/OMe5ftY/Go67fSyRSr5jZAVfu4yOOMY+n8uK+MviD4paaWQueucZOe5/p/OuCcuh2U49Tk/G/iENbvkhULZ69T/hW1+xl4Ak8YfE6bxXcZS08LsDZMMjN6w+RlOOsSnfkEEM0JFeaeJ72bXLyKxsomuLu8lS3giQZLux2qPxJA/GvrX4SeD4vhH4M0rQoZYzJbxFriT7ouJnJaVj6gsSB6KqjtUx7m7dkdZqRgSNo41IC/M5Y8DjGT+Oa+bf21vi+8Nmvh+0l+aT5ZCDgqvcfy/PvXvnxA8Xw+D/Cst/cFdwhJjCnADep78YPX1r4B8f8AiyXxv4tvdRuCxEjHywT0XPH+feqSuxRRT8OaOPEmqxWJk8oyg/N0xwTjPbgE/hWvDaIixQWwYxIBFDxgsuTz9WYs2OxcineGbWHTPD73DRAXt8zxRSZ5SEACQgdtx+QHuN/pUWptcTRR21qHa+1WUWNoi/eLNgMw75AOAezOlbxZMjq/gB4hk8L/ABb0zxbDIVt9IvY4reRf4owxV2Hb5gznP91l9K/aX9l/x7ZeIfA9xHNNqEFnfXggK2SO90Y7mNELx7CpPAJBZgVA3DbsJr8r/wBoz4HWfwCs/DnhW1Mkl5a6Yk95MCBFLM4w5UYzgMHUEnkKtfeH/BMjx3J4j8F3VvHdOLi+tYo5HaT93Eyl+cbtygbogxjUHnJZSc152DxPtcRJHo4nDclCE11Pm/8A4OCLC11bQ/BdzFDFBPHDLFLGLQW7oIniQjCnaUWWS4VXA+fDHc67WPwv+wm0cPinXpJMmWzFtJF0G35pQxHfPK+3XPavv3/gvhfafD8PfBltZ3P2hIH1Rxum8x2ElzaSsWGcD99JOMooU4xklM1+dv7Id6LXx9r2CA72IIGPSVT+Fe9TlelUX9dDxqsV7WDP6/v2S/Gh+IX7MvgTWC297zRbYu3qyxhGP5qa9Dr5y/4JQeIW8RfsLeCmZt32W3MA9gMN/wCzV9G147OsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuL+P3xbtvgr8MtQ1ydkM8amO1jY/6yYg7R9Bgk+wrtK/On/gpB+0n/AMLE8ZSaLpVwJtJ0PdEPLfImkz878duMD1C+9VFXdiZOyufK/wC01+0ImgLrXivW7iSV4GM6hmy80pyQM+55PfmvOv8Agij+zBP+0Z+0JrX7Qvjq3abQfBt8w0eKRcre6sV3oVByCtrG6v8A9dJISDlGx4P+0NqPiD9rb9ojw38JPBkRur/U7+OzVCSVaduryY5CRoGkc87VRj2r9bb/AML+G/2MP2afDnw58NOItM8M2YthPIAsl5MxLy3LgHG+SVnkbtl8DAArrtZWONu7ueUfts/HQtJLbrKyhTg4bAXaOABnoAD9MV+d3xb8YNealM2/qxwM52g5r179oz4nSa7rN07yPvZm+/8AeUEYHT6Dj3r5e8c+ITOXIcM3J98dKm5rFW1Oa8U6wbiVmbPzD6+nXNcJreqh977hhc7R2Hqa1PEepmRiDkY689a4nX9UWIMoPbGO1dFKFyKjsjO1/VzLKQpYliAAv5fzr1b4IfDw6Dpwv7kAXl0PusM7ATwP8+lcR8G/AUnjTxKt1cKTaWjBjxwzDFe+QWYNv5caqsYJI7Y6Zx74xV4mol+7RlRg2+eQsNuGT93tO0g4bPByOPpXmXxi8U3XjjxFF4K0T5ZJiDqk6jIReD5ftjq3vgetdZ8W/HyfDTwobiBVfVLxjBYwkc+ZjlyvXC8H6lR3qn8B/he3hPRmvbzL6nqB86Z3+Zvm5xn1JPPqSPXjGmklzv5Gk3d8i+Z1Hgrwdb+DfD9vZWy+XHCmPcnkkn36n8/Stdh5QI5B6YI5/wA9f1HcVNIg+UfLgdDnr0/+t/nNNZMAY2nHJwCAeP0/+t/sms229TRKysV1h8vkDaDyQDxz3/lz7g+tMjUgnjJ6k4/Hp+Z/MVYlDBc5PP8As/Xt+fH1HpSyoduFHGevU9v/AK36HvSCxVdWd8YOPTAwfx/IfkaTyIvJeaV/Kgh5kcDBOeij/aPPHqG9KmhtXlcpGE3su4seAqgZJJ7ADP4H1FWvBvhCf4u+LIdMs/MGlWknzyYxv9WPbc38sU4pt2JlJRVy38K/hjf/AB18UQwLE0Gl25C7UBKhe4Hqx6mvuL4SfCLTvA+j21rBEFEY3FUA6g+vc4z69DVf4O/CbTfh94UgihgjR0VcbVB5xz/k+teqeFPCazWmd0kDL8qll+ccAM209M8jHPFdUYqKOCcnNk1rZqunhY1DKP8AWOVI6c/zOR3746UttiXULaVLOTyIwdrvkKrDAJ9ehYn6j2I6LxNaxvZC2t0MoJVQUUYXIDbuTzzxjvgjPSsbxVqkGn6Qqt5qPcp54kf5VX/ZJBz0BwM9h9CXCxDcyvDby3UssS2tuVEaMOGJ5GT1wcA9aqPrSnUR5s5kmXY7EfKPnBIOcnoBzgnaMgntWFrurwnTbV01GEXMn7v5cZkKjbxjhTlfu9uvynq2w1GLSxm4uEK3kWz5WIACsGI9juGSDkfdJ/hwx6Iu6nrKzWc8UKFYHd0klkPynaekYHIHuvPI7HFcbqCszC+aRodm7YGIypBKk5HcgcY9AMA5FT+MteTTngijf7QsByNv93PJ9Twx6/rjI4TxV4gVLTf54yR8u1uh3dPwGep/nRcNTL8Va9H/AGtK8BHlhSEULhsqD/M449h9K57VL6a6gO+QxNKRvG3lRxkD24Jzj1pmqa3FDKWRR8xyXUfd9Pqe3HpTvAfhXWvjV8QtK0DSovtF9rFykMZOQkIPWRu+1VDMx9AahspRPoL/AIJyfARfiJ49l8aarBGND8KtmzaXASe8IyAM8HYDu9mZPSvTf21vj7JprS2tpJCgQ4Ujj8cfxYI6nGeRXpHiu00T9mH4LWHhfSmVI9NiVc7uZj1Z2x/EzEn2yMEAjH55/tJ/GBvEWqXEzSllbK4wcEjqT+dctSZ104dDyD4yePZL6+l3MuSCMLx9D6/j9a8K8a+JFSGUqy4HPPpXQ+PPFLXFy4DH5cjOewH+NcD4c8KX/wAYfiLY+HtMcpLeOfNuMZW1hHMkzeyrzjuSqjlhXNudq0PUP2KfhW3ijUNT8Z3iKy2G6z0mOUEK8zDbLNx2RSUB5GXfjKV9CCzM8qXHmRKFBWNG5JYc/wAmH5HnrUPhrw1ZeDtDtNH0mJ7exs4Vt4lbqVHUk/3jyWPcknvXC/tAfF1fhn4JurkyeXcS5igQcSNlRkg/Xj86d+iM7XPKv20PjHH5g0SGcudrR7VPYcEn2/wr5ohma/v4oYwXLvgk9u5P0AGSfSrHiDV7nxXrU13dMzz3DY4/hHQKPwrV8JeFGsLpp5fvkZAI5Uentn+WfUVvBJLUp3N/7O19JHHGrDIWKFO6qOFH16k+7E96yvDWui78d2uq25D2ekzxi0fH3gjhjIPXcwLf7uwdql8SC+1AWeiaXFLca34mmFjaQxf6wq7BGI92LBF93JH3aueO/Cq/DKGXSkdZZdNIikaPJV5B94jvjPA46DpXLjKyhFJbs7cvw3tKjb2R9L/tqXiaz8TbKZNySTaRYl03ZXm2jYsOByXaT1PA7YA+gf8Agj9qNxd6Z4hMSvKkNtbxuwZlY4klfywwGMskOPmbgA4VhxXzF+1RckfFC6ti27+x7C3sTls4dYF8wHBKg+YZAcccdzk19H/8EaYUl8IeJr66gLJHcWkaSyKHhiOZGOVZlBIJRgEJkztxjGT5WUPmxkmenmUeXBQ+R5N/wX58SzW3irwxodzcLO9lpclwyRqEhjNxfyyYRCWkQBIVXEjFzs3H5nYn4J/ZalMPi7WZh0+zxxk+u6T/AOtX0L/wWn+Jlx4r/al1O2mID6fb2NoQJhMD5VnGW+cAb8tK3zYBYHOBnA8A/ZasWuLu9Kg7ry+t7dR67Tu/rX1sFahKXd/8A+Xqq9WK8j+qr/gjaGT9hrQEbqkxH/kGE/1r6or5y/4JWaEdA/Y60OMjAkmkZfcKqJ/NDX0bXkM6QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqK+vYtNs5bieRYoIEaSR2OAigZJPsBmgDx39t74/L8EfhBcJbSous60rW1queY1Iw8n4A4HucjpX47/tf/HOL4RfDPUdUeVZNTuSIrVQcmSVge/cKME4r6l/bS+PU/wAZ/ineXiOw061f7PaRknCRKSAD6ZJLNj1PPavzF+JVnq/7fn7bfhv4Z+GJVFrNqA02KaMbo7cDc91dtzysUSyP7hCB1rqo0+rOarLXQ+wv+CAn7LbeEfDHiL9oPxRambU9YE+meGWnTJ8rcVu7wf78o8hWHIEcw6OK9B/bF+MCz3E8bXK+Scr5YAJccZJwOOCDkdwK+hPixcaN8BvhDpfg7w5FFYeH/C9iml2FumdyQwrtTJ4LsepP8RJPfNfnL+0v8Qn1HVpFVnG8l5MseR7eg6fl+Vt9SLa2PF/if4skuLuR2YbW9TkE/wBPwrxjxRqSuS5+Zck9emP8/wA66vxrq5Z3DjuWCk9Oa808R3wEjBe2c/3etKKuaXsjB13VdhkJ4LDt2rkfs8uv63DbW4Zpp2CADkk+tXfFOptvZVOGzwPX/Oa7r9mvwM1zJJrc4xI2UtyRwORlh/nvXerU4cxyN88+U9G8EeDk8IeGobGMLu48xh3bv+v4VuSXken2stxPcLFb2yNLIzHCLgck/ln6U/YqxqFB3N2x94YPWvNPj3rs+t6pp/gzTiTc6rtn1BlJLRwhsqCe27GT7AdmrgiuaR1SkoxuZ3gLT5vjd8TJvE95G40ixbytLgk5+VTw2O5ycn1Ygdq9tiTyosBRjHbnOf59fxz/ALQxneDPCMPhfQoLaJAkUSKgAHGAB1H5/mc9WxrFCSSTncccjr/nJ/M+pw5yu7ImCtv1ImJdB3z2xnPP69fx3f7Rw1ZAwYjnHPH+fp+nqanw2ANpZj19f8/4+5wwxZPQEA+uc/4//X92xC7FshYBhnAAA4wcf56foP7pppiJPck8cDr14/8ArexHUCpiNzsoK8Hk/wD6/wAPrkZ6tUes3cnhrSo7qBgt7ckrZgckY4Mn4dB789qLsTdihf2tzruuQeH9MEj3dw3+mSDpGdxynHYcE/7RIr7H/Z1+Ctn8PvDMH7tdwUNIW+8SeN3uT/IV5R+yL8E/7Lt47+8i3X90N5Zv4B2H+e/0r6u0ewltNPCxrhSAIiw2gt0zn04P45rqhGyOGrPmdkavhzSpW1GOB0Yl2Eh6fKODz7ZHsT6cYr0iTSGt9NmjgMcJiIYuQOD1J9TgAn9c1i+Gvs2g6U8j+dHIpxuUjfI3OD7gNgnp0PJ5qPUPF32x2jLKkpRwN5aLDkjBXtwB3+vNNu5KVkJ4r1OWArbxvHMyr5SLHJhghB+7jqcnpx16cE1x3izWEv8AShZlCssGPPJO3p2+h5G0nuM9KvXUE072s8Uo8qNvMk25WRyCcDdnsMcYyP5cf4tvLfU9YlulEzjJYgnADDOR0549fUYHBBENkWqXjaxFFbM8aqJizyKAMg5zgdMjIA9iO1UPE3iMabpp3F7q4QKFklb5YsbQWI/uhRwPYZ4rNh1HEjGHIdmJbywMYwOefbHYZH65niXXYbK5kh8t/L8sykjuSc8jnk9c/gMcVVxWI9c1JmuleaR5I0LEgAYDY6Zxkc/kD3rhPFniJlmS3kkCIw+cgY7Ej+YH5Vb1/wAR3FjFLEwXfMNwBHDZzzx9B+VefazqaJcKzMsrhTgv0yQR09f8+tZtlxRqX2uNA8Z2rMMbmbfwe+fbGRx9DX33/wAE+f2dl+Cnwrl8e6+iw6/r8B+yRSJ81javhgD0IeQ7T6hdo6givnD/AIJ2fspp8efHzeItcix4P8NyLLcCQDbqVyvzJbjsQBh39to/j4+pf2vP2j49H077JaSCCKFsDy8qxOOVz1xxj69axqS0N4R6nin7X/x+bVLye3BZdrFSSfnlwTnPUHtwK+Dvil43a+uLglioUk8N97tx/ntXoP7QPxYfW76V0kYDcckdScc59uDx7V83+N/ErTK6FzkfeOeCetckm2zshGxz3jDxPhZMMEz1PBwMGvpX9k74Hj4YeFptR1e2aPX9ej33SyDBsYescHqGz8zjH3iFOdgrw39mT4VXvxa+IzaihhXT/DrLcO00e9J5+sUQAIJ5G89gFGR8wB+tfC1hrDSXzao9lsyscckEpkWZyMuMFQeAFyeQN45z0HpoNyvoU9d1W30q2lJZEhiUyNIeF2gHJI445/HIr4b/AGj/AIzzfFrx7K6u39n2LGOBVPDY4Lele0ftyfGlNDgbwnpUwN7dHzb6RWz5SkAKg/z618nXs620RA6/r6VdKN3dhc7f4aaNbJZ3esXkUkn2crFaANtUyE854544xx1z0Fa9xKqJNcXcyoqhp7iY9FAGWb6AfyFQaJK8ulW5aFbaOJAEhXorYwT9ev5n2Ncz8RNYfWNRj8PWhzhlmv2HIH8SQn/0Nvog7mnteUhpOTSR137IV3J4q/as0LWJY/JMbyz20bjIt44YZHjU+mMEk9Azsc4rW0/Th8Tv2gvDenXJMtvrniK1hn8sgHynuFMhBPAwhbrwMc4Apv7NBg8M6t401xditoPh57W1dmVdtzdSLChBJHz+X57ALz8p4xnGt+z1e2+jfFDUPEMkKTSeF9LuLu0LDKJcygWsZ29CwEzMAehXODjjwsViFOpzdEj6XCYd0YSS30Xz/pmr8cfGreNNf8Ta67OG1a7uLr5m3keYxwN2BnBYc4HGPpX2d/wSt8NCP9n2xFxA8dhqGoSzXF6l20ZgbAhQKQAocEI+wyc4UkFtiV8DfEa+b+x7S1RV3XEv3VHUDt+eK+09b+I2m/szfsB6pdtDLeazJ4dGnW8qzeSwMzoiOHBYGJJwjKEGyQwOjENkreQR+Oqyc8a5YUkfmh+3J8Yrj44ftB+JvElzO1xJq9/PchyoUkM52DAAHEYjHTtXYfsK+D21vx54TtNu4S3ZvZe/G7Az+Cn868n174c3/jfwBrniuzMskeivG94hjwFilcRoynOSc4JGOF5zX2R/wTD+E82o/ECxuvJJz5drbDGd7HAOPxzX1c3y0FE+RT5qrl3P6V/2HfD7eGv2U/BduybGksftJHr5sjyD9GFer1l+B/DaeDfBmk6RHgx6XZQ2ikdxGgT+laleQdgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV87/8FD/jXL4A+Fw0Kxk2XuujEzq2DFBnn/vojH0VvWvoivmD/go58D9D1XwP/wAJzJe3tnrOkAWyRLKTb3yvwFZDwGXBYMuPukEHIK1HcmWx+UH7b3xqk+CnwcubtJF/tfVi9rZBCCVdgMsc85UZP4/Suu/4N6v2Yh4b8DeL/jhrVs0l1qSy+H/D5dcnYGV7q4BP96UJECOR5Mw5zg/Gn7Y+u6p+1D+1vpPgXw0v22Rb6HQ9NhB+SW7mkVNxx0G5lyewU88V+0DeBdI/Zj/Z28P+AtAkjj03wjpsdgjldhnZeHmcZ+9K29ye5Zs4ru2jZdTjTu2+x4N+118WWv727SOX92AQPmPzZ5JU/U5zn9MV8D/F3xK0t7JvfJ3bSCc7MZGPp3r6F/aH8aPd3N5MZWE6OSCCTnqD68nntxj8/kX4h6sJJ5Y8r85yMYwB976d/wAhis5voaQRwnirUyd7lsrnAGByP8/0rzrxNfGJGdzgP+ldT4o1A/MpJ4+U4rzjxnqP71j7EgE5rehHUVadombpOkzeMvFVtYQDf9ocDHoO/wClfUOi6FD4e0mKyiVUjtlVQduMEDntnrXln7L3gh2tLnXLhV3uDHDuB5Ht+Ga9pitjOhZsMAQuMHbnGc/kKWJqXlyroTQhaPM+pm+KvEFv4T8OXWpXz/6NYQmVimct2C5PcsQB7sK4P9nXwbda3c3fizU1zfa0/mqDyIo+wHfgYA+g70z41XEnjnx3o3gy3fchcX2oFeQIxwqEfmcHuUr2PR9Ij0zTYreNVVY0CgADAGMY/I/qPoc17sPX8inrL0HSQGMrjaQozj/P4foeeNySDPAz+PGP5/5/HdaaHceODgkk9f8APJ7/ANTUUqdAvB7ADp/n/ODjbncuxCsIIJIxnPUfX1/Hr75/jqFowitnBbp0+vr+PX1OerVaa3LHnjPbGfTH+fp/sCo5EERBA+974xx+P6ZH143ICv5KBX8xwkags7HkKMc5/Pv1PHc4m+Fnh6T4nePvtTxsbSAhYIz821R90ZPX19zWZ4l1cz240uDGZ2VpuMFgOAo/E8/h15J9z/Zk8ELo9vBJtDEDf3wxB68c8D/PrrTjfcwqzsrI9v8Aht4SfStDQJCCUj2/KctnOM49M569eK7vQ72LfakvItzEQNvJAXP6Dn/62OaytMmGmaUdnMpiIYNyN+CM8AjgEYz370+4xaaPE0bbJWJBc4Y8Z3HHJxyefbtXQ7nIkdbqusJBNEIZBcJ8yFRwoOCAc9lAyR9OlZ2u6uYGjCs6LIBskHAPzHjtz079Bx1rNt/EFrosDNIscrSrs3yKz7e5fqBnK9um7jvjE8VeKpZl85mZIYZmUybc4APX269PUmlYo0L7XLq2WS6jufLjjTa65DogzuyAR1y3X3GOhFcF4i12Wa8LSSCNZGBmckqByTk8dOgwR71Fe+I57wMY5WeORCmdpIKnI4BHoO2O+euTVKR6ero4d9wBLH5s/ieDjp9fTAoAbqmrJDGZUczt/q1CZxJjofbvwQeoxzXLeINaWWd5Y1Cp5e3BbdsIz69cdeew9ad4n8RjTUBg2qw4AA4GcZyMY/P1HSuE1zxDJcCVstKOQMtxjngHt25+veoci0h3i7xG6tmNllzhcZ6H+Zq58APg5rn7SvxW0/wvokWbi6YzXd0VJjsLdceZM3qBkADPzMyrnJritOtr/wAYeI7LTNMsptQ1HUp0t7e1iUu9xI7BVRR6k/4+9fqd+y5+z1pv7C3wSnW+ltLjxVqyifW71cZVscQRsf8Almm44P8AE5LcZUVm3oaxia/ii/0P9l/4Naf4X0OMWtlo8IhCEjdcSEsWeTH8ZfJJ9SeOMD8/v2mfjTc65fzmSVyfu5ZiRgH9PTA/rmvRP2tv2k5Nb1i5jW5JgQlgwfhs/wBcHn69sV8UfEnxx/al1LKMLuPAGMenT6CuSc7s6qULamB468TvetKzt95jnnr6V5tJZ6h4+8VWmj6VF9ov9RmEECA8Fj1JPZVGST2AJ7VN4u11Y95Ytnnn06V9B/sWfBOXwzok3inUrUx6tqtuFthIpBsLVsMp9nl4J7qoUcEsCox6mrdj1n4M/Ce0+GnhfTvDmluD5KeZcXhADTyYzLMw926LngeWvYVW/al+Kun/AAJ8I3l+Si3EMflwxA4dnJO1Tgkgk/MR1z371ueIvD9lP4eN1davqejNZqZftVjcJG8QBJYMGVlYELnBXjAxzX5w/tI/tFXfxU+JGy4uXk0CwmePTpWXZ5/zcSSgHAdgOowMehJqowcnYi/VmJ4h8S3fiTVrzU9QkL3l7IZJGPb0A9qTwBoJ8T6yt0c/ZrY5HozDv+Hb3wexrO2Prl7DaQ5DyHnAztXoWP8AL6mvUdD0mDwzoyxKY4Y4ULSOSAqgAkknpxySfqa1fuqyG9WZvjfxRH4J8PNcrGklw+LezgPAmlI+Uf7oALMf7qmoNI+HR8A+ANN1XUJhc6x4kSTUXdmBYRFjhzjo0jBmweihMcHJ5HSFuPj58UdNitpEtre9uPsOmfaPkjhhJy9y/uwBYjGQiKBkmvQPixro8c+MBa6LASLp49P02HjJUBY4l446Y9evU9a8/MavLFUVu9z1sqoc1T2stkanhZT4Y+AkM8iKlx4u1aW+OQNz2tqBBCc9cecbwdMHHByuB0vgDSx4a+DaXDxFbjxfqRmLkZP2ez3JHt9A0ss2cDJ8teccHB+ImmXOp+LbHwppLNM2lmPw9p0TuMFkPljPYF5Czt7sxrovH+sWulP9ltJGudM0C3XTrVy2TLFCuwP1IG8jeccFnJ6kk/P4mpaLt10R9FRjdxXzf6f15GB4V0r/AITz43aTp25BbQOrSl32rtU7m57dh9exOAe9/wCCtXxZXw14S8HeBINXNxPcINS1RGl814pyPLHmDy+oO8jZK3yoAViIEaTf8E+vCP8AwkHxFvNavLfzLaJWLzMY0MO0PI5R5XWNZcJ8pbgY5K9G+Xf2k/jzY/tCft2f2xrEa2fh6TWILNLdLw3UdtaoVijXzsAOAoBZlVUYliqIpCD6nJ8Ly0lH5/cfNZziOaq2umn3n0z+zl8MrbQPgQ8F/bB18SRvPPDMvJgddsSN9Iwp+pr6k/4JZaXpXhT9pfwbHdpjStKvo7mUcZKRfNg5wCSQB7k9q8k1+ZI2MERQRxjYoX7oAHQe1O0b4mj4OyWNwj7LzU5WZCDhkjjxk/izcf7hrepJyuzyYRs0j+l3w94is/FOkxX1hcR3FtMMq6n9COxHcGrtfmL/AME5f+CkNvayWtprFwZ7O6VYZhv5HTDjnG4e/YkemP0w0bWbXxBpcF7ZTx3NpdIJIpUOVdT3rm9TdotUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopssqwxl2ZVRRliTgAetADq/Nr/gtH+29beDPAGq2enXKPbaLG0a7WBS6uW4P1A6D/gXZq91/bA/btttAgm8OeFZ1eeUNHdX+7G0c5WMdex+b8vWvw2/4KsftCP478Yaf4agnJSDN3d/OeuSFX045NdFCleWpjVnZWR6l/wAEAv2fpPin+1Pr/wAVNXiM1j8PrUm1kcZEmp3YdUYeuyETkgcgyRHjg197ftReOGuopgkjRuWY8+45Pfgcj/Jzg/8ABLH4Ht+y/wD8E+/DFvcRpba14tibxHqaNHhw1yqNEr88FLdbeMjGcq/Y88d+0r4rM5kJYplNztzgkg9OTnp+ZPet27ybOdrRI+VPjj4oFybg8sH7hRhl56ccHHccc18z+MrxpZnfcFUE9c17P8YdTSSaZpcgsC+VOFY+n0+n4DFeCeML1nMrZALEnHTHcYrLdmyWhwni69IMmMZ3YyP88153cRv4i1y3tIgzSXThFHc54/z9K6fxhfCCRlJVdwzgnIAq3+zZ4UbxH4/mv5Yy8OmpkcDlz0x+X616FNqEHI5anvyUT3jwr4ch8IeGbCwUYWGPI443Dr/P+dXNU1aLQNHnvrmRltrVDK5I+6qjJ/AL29AKtFTNCXDJmTpkZzySB6/l6151+0PqlxcaHpvhu1ZheeJbtYXC9VhUqWJx7lR9M158VzS1OqXuq4/9m7w/ceIrzVPFuoq323XbhnQOMmOIHCqM9h0/DvXsBjCnnvx/n8/1/PP8GeH4/DehW1lCoRYI1jUAdgPfr/n6VrCDBHTBBx7Z/wAj8/f5nOV3oKKsrELYX5iSPx/z6f5x8qJCWk3dAvHpu/z/AJHAFWRbFxnkKDx7/wCcD/OMRvDgqCSduQfft/Q/r64qBlYgyP1+8eP8/wCev1Ji1Ax6dDJIxA8sbjnuR/n/AA5GVumPDADAzyT/AD/Q5/8A1gnH+IFyNN0eCNgBLdEyn/ZRRjr7nP8A3yPXAaVxSdkU/h9ocvivxcZJB+73AyMFwB6D8Bzivqz4Z2MNjbhY/MGzaiqB2Oe/b65/nXz/APB20EEMa5xJL8xA7sTgj+VfSXgaMwWYLFFcbSSRxzn9SCB17V1wVlY4pyvK56Fo88QKzLEREU2iN2yH+Xjn8cAZPp6Vl+ILqW2UGOaSEsTKyuwygI4BB6jPPGeexFLYzGDaIpt+0hmVUA3gnklvbBJP/wCsxeIgZBJukVnXJOwcP8uAc5zng/gfXJp3JK+qa0ZbfzUDbEThiQCmCSST2HPofujrxjA1aWea0DS7XhVsfNkDGdoznjuevP5VftbqSZbcbN4VjxwDgHJHPfn9Dms+/wDEgg1qSLy0byUY7WU/xEgMD265yeR29aGBUu7y20qBw6wRTINyoH4AI7jPpj06d+3La94wEko2qIg5wQW2lRjIPtzjI9PqDTPEXiQ3UQMgQbOcb9hPQ+nQH9DXE6z4htHuXMCOvl4CkDaE/hyM9Rgfz/CHI0jEueJNU8uMuWjkPB56rjGeDxnpz3GetcNrOuicbI8qQAV9e/8AhmoPEGpSNcNskKgngZySOnP5V9p/8Ezf2Gor6Gz+K/j60VNPt/3/AId065AAunHzLeSKeqA4Man72N/QLmG+5a7HpP8AwTt/Ytg/Z08FL8SvG0Cx+LNRgzplnOMPotu+MsQeBPIvXP3V+Xqz1zv7YP7Un2q7vILeR13bgRu3bOeDk89u/wDd7V1/7Yn7Vkcf2qwt5izSMw+Rz8oyQAOwGMYx0C/TH51fGP4rPqktyqTEhmz8p6+9c1SZ0U4GP8VPiE+oXU5MpJkZjgHAXt+f0x1NeJ+K/EgDO4IC9T7nmrXi7xOZ2kO7A6HnjHv/AJ9K5zwV4R1D4xeN4dHsC0cbtuurnblbWLOGkI6Z5AAzyxA9SM0joZ2v7NPwbPxc8XHWtWhL+GdFn2SLIDjULkDcIR6qvys/bBVT9/j69t703gR0kVEkwTxygHUDP1H+c1ifC/wFp3hPw/aaPawNbW1pGI0jQg+5LN3Zm3MSMZLE/XH/AGq/jVp/7Nvw4mlgkX+3L4eRZQK/3T3k6/w/iP1pu/QzT1PG/wDgoZ+0WlhZJ4H0W5bzpo/+Ji6HmJCcmPPYnuPx9K+QF02LVo/JkXzFk+UJtyDx6U7WtfuNf1S7v72V57m6kMksjHJYnrXR/C/wm+qyC+nUrAB+7HqvXP4/4n0NbxTiht3dkb/w18ER+HLEzv8APNJwpPYdvwH+eMVhfF/xadd1BvC9kxMQUSarKp/hPKW4Pq3Vv9nA7mt74r/EIfD/AENPsypLq1+xt9PgI4Ld3I/uIOT6nA71554d0V9N05EVpbu9u5S7ueZLmZzyx9SxPFZVKnJHnfyN8PQdWpyLbqegfB2yPhuw1nxJLDgQwnStOPKr58o/euuOuyAFccD9+p5xg7Xwy8+y1fVPFSGaCPw9H9ns5tmUa9uA6oAxONyRCaQYyQY0OO9YfiO8g8PaFZ6VbMXh0yIrJIpLC4uGO6VxxyCxIHGdqIOcYroNetZPDOlWHh1bdTfWAY3OwZa4u5W3Mc/xYXy4xgYIjBG7Iavna9Ryk5/JH1dGnGMFBdfy/r8zX+FFgLRdS12VhD/Z0LWen5jDCS6lBVmGfl/dw+Y2cEqzRkDuMb4lax5NpBaJ88k772wck+g/EmukubWPwxottpZkVk0lHeeRAAJ7lzulYHuFwkYJ6rED3rjPA+myfEn4mQxFJGjUmVwsfmlVXJBK9xnGevXo2dp5aVP2tZRWyOmc+Sm5vr+R6Z488dXP7Lv7G9xJaXOo2Wq+L7eSwgaCSFYJ0l8l51cPG7yAR4UhDEiSBDuc8D89rt3vLw9Xklb6kk19Cft9fGJPHHxSl0a1lebT/DBk0+OQyeYbiQSsZJN5+ZgWOFJ52ovC5Kjzz9mH4aN8QviVbF42ktrNw7ccFs/KP61+g4KCpUuZnwOMqc9T+tz7x/Z8tNW1D4XeG49UaS41RrSNJS3zM7YwAfU4xn3zXlf7Qnxbh1X413cNjcLLYaMg0qBlOVYwO6yMCOqtN5rA+jCvZfiP48T9nb4D674pDrHe6VaLa6WD/Ffzfu4MDodhLSkdxC1fCZ1drJdOgLNlLK33FjlstGrk/XLGs6FL2jcjCpPlVj7K/Z6+Ps3hy+iHntGoYMCDX7W/8EdP254/iTGfAeq3ZlmmR59NZjk71Xc8f4qCw/3T6mv5wPAXjeWzuUwcrkZHpX27/wAE5/2nLn4T/Hfw5q0UzBtMv4Z2jzjzArglT7EAg+xNcuIocrujoo1eaNnuf000VHaXcd/axzxOJIplDow6MpGQakrjNgooooAKKKKACiiigAooooAKKKKACiiigAooooAK8W/bt+NafBr4HXbpMsV7qxNtFzghMZcj8ML/AMDr2mvzW/4KsfGFfHHxTbRLacfYvDw+ytjODL1fjuQSR+VVBXdhSdkfJ3xH+Js1xBqepX9x5MEUTTGQtggDOcjHOQAAMcn0r4G/Z/8AAc37a37cHhnQLnzJbfxZrqC72klksI/3k+PQi3jkI9690/bw+JzeGfhJ/ZkEvlXGrOIRtPzFTkt/4717da7H/g3W+Da+IP2gfF3jy6hDWvhTS0022dlyFnun3O6+6xQsp9p69CmrRcjjlrJI/Vf4r62mmaKsMcaqsYKFCAAiD+HGMYHuB198V8TftJ6oI/PjhUNJH1XflYsAHj3yBngZAHXgj6v+L+tC9UwIHwcn5jsQHA785HQgEjAA7V8P/tDakIxKzN82Ngj4xggndjHbOec9KzWkQ3kfL/xR1AySyIu4gNwxHTn/AOsPy968T8czjymUH5uhJ/i/z61658SLwGZwyhd67jzgZx/hj8vavE/iJc8Ou4LjoQO3PFRD4jaS90808Z3QlkYH5h0zjGK9x/Zg8MHQ/htHdOgSfUXaYsf7nb9K+fdeR9Y1iG1jBDXEwjGehyQP8/SvsPw7o8ekeG7GzXcq28QjGBjBAHT/ADiuzEvlgonNh43k5E62WZ4y28qTnIPLnGcYHv8AyrzvRLV/Gn7SepTFS9r4at1tVOPlEz/O5HuN2PwFemX94mlWsl2dhgtVZ5DJgAIq5btjpu/ziuN/Zb0mW78IXmt3IIvfEN5NfyMy/wB5iF/QZ/HHcVxx0TZ1SV7I9Nt0WFtufmAyOcf56j9PSpPK3yZPr+GOP8f19jUjRbTkAZ6HJGO/U+nX9fWpBbq2N33ep3fj/wDX/wDHqi47FYr5hOM4HTbxn/D2+o9OWCHKNgEgfgT06f57jsOLZjbceMAev6f5/wB72qORTwASAeOeD3/+vn8aBeRBaWL3lykEZJluCETA5yxwP1Ix+HvXEfEXUzrfi2dY1C27SLbR4HSOPHI6+g7969I0lv7Kt9Q1FmVTp9nJKrEdGPyDj1+Y8fX0FeURzBfE0QbDpHHuznIBY9frtAq6auzGs7I9W+GERjWJY1LM75Cnpgg569+BXvHh+8VzGocZLfMjLnIHUfp7frivC/A0gso4ZVLuxA2DONo4PT36fn17+naD4gl8jcR+8ZuNvfngZz64OOnPbrXSciR3+oXsNtZLkqgVg+AemSCMEfnnkD8Bij/wk0j+YyyrtaFVxIvJB6jPb7xP16HNYr6xJLCoeT54xkSOMvG3B5P5dPTkHPOTq2vGxOd4LSuXJPLjB4+m7+f4UmUkbmoeKiqQwKU/djJkBBzkHjI9P/1j15PxV4ruIbiX5UMgbDtgoME//X6DpVO98UiKN05Ctg7idrcfxYHTuP8ADtx+v+ImurZyzO4U5Ct7jGB2z+eM+lK/QpRF8Q+IbidZGmlLnP8AeGTnp1/p9Ppy+p608keEBUpjjGOf8KrahqklxI+PMVlO046AgD+nFfTn/BPf/gny/wC0HqcHizxmZNO+HtjISiMTHLrrqceWncQg8O4OWwVXnJWGy0jU/wCCdP7A7fG++j8f+OLUx+BdObzLa2lTH9tSqeuO9up4J/5aEEdAxr6P/az/AGobLwtpc+nWM8KzpFhI4PlwvOAMc9BgAnofpVz9q/8Aar0nwRoraFogtbO0tVW2hhhAjSNFQbQqL90AEAYA/hA7V+cXx1+NMut30p+1E7m5IOD05A/QfTjpXPOfY3p0+4nxt+Njaxc3ErS7pZnO47uSTjg4/CvAvGPi95pHJkyGzntnBqPxV4naa4diysSdoA4AwDXAeKPEm92VA5c/JGq5JZjwAB656CslG50Ezy3ni7XbfS9Mgku7/U5RBbwJwZHPHJ6AY5JPAAJOACa+z/2f/gXZ/BjwdDZh4Lu8uW8+/uANpmlCnhScYRcbUB9zjLMK4n9lf9mk/DjThrWtRZ8TanFuER5/s+E/8sh/ttgl8dMBR0JPvHk29lojXdyRHb25xLI7YCqp3NyenGeev5VfoZ7lPxv4u0b4W+DrzxBqFyIbGzVzJgYLnHyqpz1Jxx7j6H81/j18a9S+PnxBvdZ1EssJYraW+TttoweFA6Dtmu7/AGxv2oJfjf4mXStKmlj8LaM5W3Utj7W4ODM3rnHHtzXiEFvPrWqRWdmplkc/MwGRGvcn8/5CrhHqVZJFzwz4Om8W6usJBFouGkOT8w/ug+/f29yK9R1fVtP8BeGp7q6kEFjYx7nYAZY9lA7sTgAD1AqTw74fj8O6aEG0OQXkbgAZ5P4D/PA48i8Z+Lv+FseKUML58OaTKfsynpfzjIMx9UHIX8T3NO/NrLZBFO9orVkFkt74416fxBqwENxdLst7fJIs4M/LGPc9WPufWup8GBrTUBrBSVRp77bJx8oNwOd49dgwRjozIewzjTXDTJHbxY8122jsBnqT/P8AzxsrFKy2mn2qzO/+qgQ8nltxPA7sST9favFxNd1JXW3Q+nweFVKFnv1Nvwc8Y1VtXnVWi0c5t1P8VyeUP0QAv35CZGCcdF4EjC6jJqzlGaxcrZBuTJdZU78dxGp3knjd5f8Ae55s5eK10yyw6oxRSSB5rnl5CT69fYAcnGa65jbaDo6GPb9ktUKqwyDM55ZznnLE9+gwO1eZWlZafI9KEbuz/pGJ8R9bGmaclmDh3GSA3bjGfxqC1+MN38C/g9fzaeht9X1uYqly9ujFFWMoGikOWVwJnztCkd2Odo5szS+MfEckjbmVN0rnBYIijJJx2AFea/tBfE8+LdeWCCWRtP05DDbIwUFV3FiOAONzHHtjoOB62T4Fykl955Wc41RhY8/1m6kv7zjLPI2MDrn0r7d/YU+CDeGdBgu7mPEz/vpOP4yOB+Ar5j/Zd+E8/wAT/iDDPJEXtLNwTkZDyHoP61+hHiHxbpf7MHwS1TxNfJFLFoNsHgt2OBfXbfLBB6kNIRnHIQO38NfU4qptSifIU49WfM3/AAUx+KzeL/iboHww0qXMGguk2o7DxJqNwFAQ9j5ULKP9l5ph1BrwrxVqCXXii+ni4iM7eUMdEBwo/wC+QKpfDi9vfG3xH1TxLqlxJe30a3Gq3dxJ96a6lYgOfczSBvwNSXdt8/Qk9/zrqpQUEoowqtyZr+H9aa2kV8kbea9h+AHxJl0/4gWMwkPMq968CileJscgDP4V1Xwy1t7LxTbOn394OKVammhU58p/Z7+zLrZ8Sfs4eANQZ/Me98OafMzZzlmtoyf1zXcV4f8A8E2/Ekniv9hz4c3UhBaHTDZcelvNJAP0jFe4V84z1gooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc78WfHsHwv+G2teILlgsWlWjzjIzufGEX8WKj8a/GL4m/EWbxx4k1G9uGEgmuGkctncSdxyT/AHiev4e1fod/wVv+LX/CE/Aiz0OKTbPrtwZHAbGYoscEdcF3U8f3a/LO9vWsfDt/q0x2RWkLzdfQZyfXn1rakupnUPir9u34gr4t+MjadC7G20OLyACAP3hPJx9APzNfqB/wQo+GP/Ctv2IrHWJI9svjLVbnV5cYWTYsgto+T222+8f75PrX4v8AjfxLJ4h8S6nqkpeR764ec8kkgkkAd+lf0Mfsv+AR8Iv2aPBvhVYfm0PQ7SykRN2WdIERyQOpMnPsSOh2121FywSOWGsmyH4tXMMgmuY9ytKW3r2CgbcgjjnJPUdRyBmvib46SMbu7CJvVmC5YZSPGVGfxXH13ehNfZ/xXtY76xvJkmSeNlOwmPcwC4xg9skngcEdcbc18afHPTVbUZhlSzSEnaoIxkE5UdTk/k3pWbXuhH4j5d+Icq7m+Y52knnjr6/X/CvDfiNMUuiCRhedxGete6/Et1aa4X7i7wdpPIzyf8+9eA/EJg0srMMEDCkmpo/EbT+E5j4VaP8A8JB8YtLtx86CYyscZ+6Cc19Zr80rFcqrHaQBkfQeg/w/CvnH9ljTF1H4vO7AstvauenXJxX1AtnIsbEKCAdv3iO3Y+gz+vfveKb5rE0FocT8drtdG+EXiBo8ky2/kLkYK+YyR/TPz11/ww8NroXgjT7NFKrbW6RkDk5Cgfnn+Yrkf2h7UXPgfS7SNVI1HW7O2AXCtt3lznHX/V9fWvUtNsjFYxLghG/u8En/AOuDx9V9Kw6WNepEkCyKp4VT6c5HXI9eMf8AjvrU7wgRkYwAME/z/l/4771bNliXccAKOw49ePwGfwWpZbZpFHAQA5z/AHcZ6fTB+vl+/M2C5mz2vlIvQLkhiTnGM/yI/JT61EYiwDAYHTBOfz+mOT7N6mtdrLfgEhFVRuH90g45Ppx/443rUC2p3L8qgL6/1/Qfg9FhLuZuvBrX4aamV+V7meCPngkDexH8vxDV5faacZ/FNw5ZjmRUxk87QFP6jP516x49sGPw8DoroqX4+YjPVAeffGCO+fM/Dzrw26N4k1Fyd489xzjJ+Ynr/ntW9JHNWdztNO1H+z1SJclgFHGPl9f8+1dNaeJZrSSMxk4UcY6g4GPoe34Vyki/OJIj5g3gHI7ZH+e1WrXWwzMSQS3K4GMgdf8AP61qzJHY/wDCTyXEaMDInIByx5Of5gfz/GsXV9aFvah9zkmTaQBkgfn/ALI/XjkVlR6xvgZCTvcYyeOP/rnH5D0qjrN35pUoy/McFRwD6D8Bj8hjsam/YtInudYeCQzTmVDt5DZOAvbBweg79fyrB1rxA0wXdgBuOAOO/f8Azk03WNZWSQoxCpAOST29fbr+tfZP7B3/AATNfx1aWfxA+KdvLY+F0C3Gm6HOpSTVcYIkmHDJAeoXq4OThfvw2Ukc9/wT5/4J6XPx1W08bePEm03wBBLutYHPky6+QTgL/Etv2ZxyxO1eu4fVn7Tn7S+m/DTwymmaPb21lZWUP2W2ht12xQRqNqxovTgFRgYGPTpUn7T/AO11ZeEPDL6bpMcdpBbRCOOGMjZGACMDgYAxtx6YHTr+bnx/+PV14hu5PPuGlaVgxIckAA88n8/esZzN4U+pH8efjpdeKNRnlkmdi3GG52nHfPJAGAPQfia+ffFfih55CPMyc8ZOQO1J4r8YNdSTM0mVOSOxPP8An/GvO/E3i0Lu+bnIyOnP+f5Vkot6m6VkO8T+JQGyWGRnknhRjvX0J+x1+zBJpc9p4z8Sxj7a4EukWcqHNsD0ncHnzD/AP4R83LFdvMfsgfswP421WDxT4qt2jsgFn0yylHFznlZ5FP8Ayzxyin73DH5cZ+yfDeltqUgLHYY8ZJBGRjP5nFXaxDdxtnZR6VaAuQhY7idvK9Ovp6f145+Nv27v2xP+Ekt5PAnhe42aXCQNUu4myLlweY1P90ZOfX3FdV+3r+2MnhY3vgvwpOv9oTfu9RvIiD9nXGDGhH8Ryc/07/EF3dGJAxaQySNx3LEn9STThHmY1Gy1HS3TtKkcCs8spCIqjlif89fSvV/hp4CHhXTFmmCtez4Z3xj/ACOePqe54yvhJ8Ov7NjGp6jH/pUg+RDyIh6fXpn8umc6/wAT/Hz+GIIrDT2jfXNRUmAEbhaR9GnYeg6KP4mHoDVzld8sQiurMT4j3998Q/EC+C9CWSU3DCLUpYzgncMi2B7Ejlz2XjuccZHClpdFE2Lb2+Y49vQheAR7HHHtjvX0l+zZ8Iovh/opubmNhqV5C+Wk+aSIPyck8l2JJY+px614Z468A3vhPxHLaTxMtoHOxgMq4zxn39v/ANdcOLlJwtHbqellvIqrct+hQ0ePObgjazcJxyBj+v8Ak960dNkZTJdsx81lKAD+FSMfrj8vrWcrC4ulhBYJGfnI/iPpmtfT7QajerFHjy8hn59Ow/z/APW8ebtqz6SKN/wfYNJKLl1w7j92SOiEfzJ4+n1ql8S/FaSGOytyQqffA4ycDPT0/wA+2jr3iVPCmlcBVuJUITHQds/h/n38zutQ82WS4lbCr8xJrLDUXVqc/RbDq1FTjqyDxj4qHhfQH8p2SecFBg4JBGCP8+9eR2en3Xi3X4LK2Vp7m7kCoB/ESev+e1aHjzxWdf1J2VsxIcRjt9a+gP2IP2eHv7yPXb+H99OMxBhzFEe/1b+VfcYWjHC0bvdnw+NxDxFW62Wx75+yB8Crf4eeE7VvLDSqo+bHMjnq3514P/wU5+Pw8a/EW18AaXPv0jwhIz6gyNlbnUmXa49xAp8sejtN2Ir6e/aK+M8X7MXwIv8AXLZo49YnX7BocZx/x8suPOx3ES5f0LBAfvV+avg3w9dePvGNnYRu0lzqM/zSyMWKjlnkY98LuYn0BNGFg5SdWRzzdlZHongTQT4d+F0UrJtuden+0k9xBFuSP83Mp99qmq9xZFkJYEg967vxJZx3E6x20ZitbaNbe3Q/8s4kUKo+uAM++fWsW60wpFjAwBmuuM+phJWZx91b7ThRznArqPgdojeIPipoVgoz9sv4YSPQM6g1Ru9O2sTt6eleifsoeHjJ8VE1ALhdHtZrsf7+0xx/+RHSrqVPcbIgnzK5/VX/AMEkS8n/AAT3+HsjH/XJfSr7K2oXJH6EV9H14x/wTt8FH4ffsN/CvTCNrDw5aXTKeqtOnnkfnIa9nr5t7nrBRRRSAKKKKACiiigAooooAKKKKACiiigAoopk8620LSOQscYLMx/hAGSaAPzH/wCCunxCHi/43Ppe6N7TQ7dLRVHdiA7fjucr/wABr4S/au8Sy+Bv2d/EciyBJJ7UWyDOD85CkYH1P5e9fQv7Q3jFviT8aNc1aZldrm/kmwTkLmQn9M9q+P8A/gpP4gfR/hXpulIQq6nqStIAeWEYY4I7DLA49celddGOyMKrPkz4F+EF8f8Ax58DaCQHi1fX7CzkGP8Alm9zGr/+Ok1/RXoty03h+Ml1idQqg4DbiTz1568fj17V+CH/AATx0Uaz+3L8O4WJ2xahLc/jDazyr+qA/hX7zeHrkXGgh1cMY1GUZchyCCOcjAAbb7g+ldNd6pGNPY5jxrZNaWDqLOPyFiTywwKnJyOVB7ZAGDxxn3+SP2h9GNtc3E26IBCQh42qvJGB6HAGDzkjjkGvtTW9IbUbXMgChYvNmYdGIA9TjBA5yTg55wDj5l/aE8MypFL5g2RzKHwEAKjBwSc5wBkfQD3IhrTQlaSPhH4s2PmXLj5sLGSpA424Of6fnz0r55+I9uD5+NzYIA3DoOcn8v519W/GjQ5luZv+WgUnBGBgfNwAPXP+ec/OPxI0p4zIwCtvBBx64/z7dKmnpK5vLVWRU/YxsjcfEXVyQ5dLMkAKSWG7J6V9P2uksyo5+aIjIJG4t9MfiAPavnL9ii0EvxwvLFQM3Vi4TB27sHJ57cd+2a+vofCkjwvI0YV0IJDDJUkA7SeuDz0Pc/SnXTc2yabajZni3x10trlPCLsGEQ8TWg+uUlyc569P59evrun6KVsIsrjAA3dvcj0wA5/BPWuX/aA8LXH/AAhemX8aGJNJ1vT7hiy8kfahBlgeR/rSMdO/09ZtNA86O3MKmVGRWQnuMLj8x5I9yx9ax5SuY5OPTykoVsIX5x/dIOcfhjv2j96kTT/NVSijBKiMH1+UDP5xg/7rV01x4dEQDuodTkED+LCk/TLKjfjOOOalXRHjQ+citvbGfwfc2O3IuT/wFfWnyicupyTaOccRmQEHCYyX6AfnlB9ZG78VNcaAZ7kbULgAsQODJxx/30D06/6QMiu2Two5kxLiJwemM7Gzzn6Mz/8Afn2pbnw9I1isqfuZpwAjMMGJ8qFB+hmi/wDAdqrk6kuZx2q+GpdV+FWurG1vJBYvDdTdMsd5jBXufvO5AzxICRha8D8Ss2heJ7oKvzXTJcIQMLtZc49euf8APX6p0rRPKnniWMqk0TIIgoO7cgMcQzwGYSWaAngFj0Ir59+N/g+S90OLV7INPHaxrIJEXAmt3G5HA6gfNn/gfXggaQVkY1H1Mbw9rhmt3jlmLuflw3vnOPxAGM/zqRtQOwOiuyGQAEDORjP4jtXKaNq6QQOzFdzLs3NyRn/6+fzFWhrf2NEVcEuMkE44/wA/yqmSlc3o9aKu5OWVcYx29z6f/qFJZ3V3rmrW9pp8M95cXUiwwwQxmWWZ2wFVEAJJJIAA5NTfBL4KeLf2kfHUegeEdLm1S/lxNMynZb2cZPM00h+WNB6nkngAkgV+qH7Kn7E/gP8AYJ8MDWtYmt/EHj54T52oyRgLZjGWit1bJjByMuRuPO7AO2sZOxrFdjzb9iL/AIJlaf8AB+ytvHXxVhtrrXcC407QpWWaCxIGVkn52ySg9EztXHO4j5ey/ao/bCTTY5reC6LGJNoCuOAchT9TwSenHocVw/7VX7ajzT3UUMuzc2Ew3O4Zz8vYYzg/X0zXwv8AFj42Sa/fTYmwvJwM5Of8SPxzWE6hvCBvfHD9oG68SS3DvMHaY5ZRjjsB/P8AM186+KPFJeSV3Z8nOCT1HejxZ4z+1hvm+VRnHbpivOfEniwR7meQD8MDGPft/QVEYt6mrdiTxH4mX5yS2CCR2H1/OvWP2Wf2VT43vbfxP4qtz/ZAZZNP06deb88YkkH/ADyB6J/HxnCnD3f2Zf2RZdXNt4s8a24t7BV+1Wdhc/KpTG5Zpw3ReMhD25bqFOF+09+3pLPf3GheCJza2duTHNqgGJLhuh8vP3VznnqfboNd/dQr3Pt2O2s7q4No0tu97/y0iVx5mMcnGc4/+vmvA/2zv2xIvhFoj+F/C88M+v6hAPPuIzvFkhHLcfxHoo9OcV8DW3xT1jTvEKapFqd9HqEL+YtwJ280N67s57CrF541bxJPc3tzM89/dSNLPJI5d5WPUknmn7JrV7CjJXK+sal+9luJ5Xmmdi7yOcs5PUk113wt+HLXk66rqMbKQcwRtxsHqR/eI/IH1+7n/DP4dSa9qKalqSssS/PDCy4xwCHb3xyFx7ntn0rxH4k0/wAFeH2vL1jHbw4jjjjG6SeQ/djQd3bH8ycAEglK3ux3LSvqyt458aW/gLQBdSx+dcTN5FlaKcNdS44Ueijqzdh7kAy/s7fB661nUZfFXiA/aru7k8wMy/LKw6BR2iTGFHcj25pfCD4Sah8XvEp8S+IE8u1jJjjhRiViQHIt4z6d3cck5HB+79DWlmtrCsaKkccYCKqjaqAdAB0ArCUre6gtrcLeAoTjAz1rB8ceA7bxZausiJ5jDqRwfrXROQAcAYqF5MHk0k7A1c+YvHnwxvfAF27LG8ls7H5jzs+vt7/nUeizwaLp7Tu6qwGMdz3/ABz/AJ9/pTX9DtfEentBMgII4bH3TXgvxe+DN9YKxsTt4yqH7rfQ9jXJiMF7RXp/cexgs05FyV/k/wDM8z8T+In8QasxzwTgc1wvxL8YCKEafCVBAzKVP6f5/rVnxnr1x4MD288LxXxyoRxjHuf881zvgf4dax8UfEccEEMoSRgZrh1IWNSclie59B6162W4GNNKpPZbHHmWYe0/dwe+50n7OXwYn+Kfipbq5iJ0y0kG4f8APd+yD29a/RH4VeCofD2kRxARxYXdK54CADP5AV598A/g9a+AdAtYo4QqxIBGp6k92PqSeaxf27/2iE+D/wANz4a0yYDXdcTbOyN81vD0Ye2en1z/AHa1qVJVqnLE8tRUY3Pm79vD9oP/AIXj8X3t7CVm8P6ApsrBM8Pzl5fqzd/QAVL+y/4EbTNCuvEdxGBJfB7OyyPmEYOJZB7Fh5YP+zIK8n+GfgW8+J/jay0q1bY925aWYruW2iUbpJW9lUE++AByRX1fc2dtpVpbWVlEYLCyiW3toyclI1GBn1J5JPdix7111mqcFTREFd3Zzt9YhmJAGPQ1lX9hubJyOOOK6iaAO/8As1UvNP8AOUkj8qyhMJROOn0/OQy5B6cV9FfsH/BC9+IvijQtEsI86l451610m1B7RpKuT9DM8Y/4BXiiaJJeXcdvGjPJKwRFHJZicAV+sf8AwQB/ZoXxr+2XpWoNAs2kfDHTZJ2dlzHJcgbAR6N58u8f9cfaivVtGxNON2fuh4d0O28MaDZabZxiKz063jtYEHRERQqj8ABV2iivIO4KKKKACiiigAooooAKKKKACiiigAooooAK479oPxGPCfwR8VX5baYdMnVTnGGZCi/qwrsa8X/4KA60dI/ZZ8QqGCteeVADnH8Yc/ohprcD8lfEes2t3rUzsCoMjM2/5skDv068fn718hf8FMdbF4PCUCj92rXM3TaGOIxkDt3619QalbyXd1I0kQ2g4278NLnOevYf56V8of8ABTOSKPxd4UggQIsdncSsnfl0H5fKfTg9K76PxI5qmiOU/wCCZK+d+3F4QPLeXHfyHB5H+gzg89utfuX8O7tbnS1j3RAeUWdWb7gJzuOSMDPp0yBX4Sf8E3tYGiftteDpGXiYX0Y5I5NjcNj8cV+2fw38QCRbbYUjEmRlmzheMbj0G3r6nP5XiPjXoTSXunogjN5a3EMMGJI12KrNtccYU55IIXOC3Ge+BmvIvjV8PBfW7zFUjku90pSI4KE9sqMADbjjcflPYgj1vTLhb6ZI0bdIjbfunbuwGJI5J6YwDwGI5wMW/FXguXU7OVIpIzFKGWN3jDZbcNp3dSxYNnHoeMAVMXpYiS1PzP8AjP4CazMqxCR2RvlIXLMMDjHGDyOO4b618r/FHwi9sZojg5UOTj73APBI6Y7fXFfpd8dfhJ54uVMLtiTPmFABkAkKCOMEfpjqDXyD8cfhPPDK6NGF8xsDy1OFI3EDkcnFZtGqd0fLX7Od2vgj9pLQZ5NyxT3H2aT+HO/5R+tfoV4g8EpcRPIF2tgOwxu8oDOX3DtwOfYZ5r4J+IHgy40LW/tcIxJazbkdSQAVIOQfwyD79q/RX4SX9t8Y/grpHiKFoLifVLRY5Ii5BiuFG1t54x8yjOOB175GjaZOx5X8YPAr+K/hprOi26ebc3OnSfYmDY2XAG6Mjk8B0DZ6AdgQNveeAbdfF3gjStZtyFF7ZQ3UaY5jMixMin0PmXcAx/0x9q2r7w3FbvPKsZSRG3IjN9w4Pyjoevt1IGBU/wAJPDz6ZNd6UgURWYF3aeUNyMHM+UPbKXU0PAyNpjUZxikl3Jk9DKsdDW3tzMluXFuvmxKF+ZlA8yMAZz8yx2qgf7eOM1ZtfDC6bOJJIhcW1ou19xyZ4UzuJI4+aK1l545uefb0G70FLC6kkAV0ibfGzDKhY3kkQH3MVjAOeoeksfDaWSRadcBzCm2zZsBgV32lt79S1wO4+c9O9cupm5M4+18ECeV4rtj5nm+TcyMcqx3COdj/AMC+3nj+97YEF14Sl1mJkZmie6jBKsuP30m1SM/9dL/B9DCAM7ePRLnw+YNHDmRI7ma3kZiDy5a2uZc5/wB+469Se/FStoa2erurLFCTdyHAA4UXkrKuOh5hxntjj0qlEm55tfeH/PkkuCvKxeZGcBhIdk04GOv8duM+irXHfEXwWmjySTSWyHSkk+y3EiANHpu03CtJKMY+zyeRuZ/+Wckjbh5chKezx6FClgjbHIEOVfyxhcQ2y8DucbunH4c1t+DvhZqvjTXJLPSrKW6lcsJlKAxOrSTq3mE5ULtkI5PILDnNUtNyb3Pz5+LP7JWpaNf3V54agkvbUlpGs94aWAdTsI4dOpGCTjHHPHpv7Ev/AASg8d/tST2uueJIr3wP4IDktf3UGL2/VeSLeJumf+ekny8jaH5Ffox8Fv2EPB3wavF1vWd93eugK6X5ryaZauoB3xwOThtw4AwoGcKOKPj5+1vZ+F7Wa3t3t0McBVIUYDYDgfe69gOvr+PPUqLoa04NbiaTa+Av2I/hivhzwbp1npFkq+ZK4Bee6faAZZpSSzyH3JHYfLgD4+/ae/bKuvE0k9vbzNFEMrt3csPfn8cd8nOa4P8AaH/akuPEM8yiYuARyjfKODx9cDk//Xr5Z8dfEyW/vXDysfmxweg/P2rklO52QgbvxG+KzaxPK8kzmViNxZs4z9fwryTxJ4nZlcs+V7sOM8YxVLXvEKvMxLEKCWYFq4nV9duNV1CO3tYprme5kWKC3iUvJMx4VVUckk4ohG+pbaRN4m8UZjJ5LEYwDn6YFfQv7LP7H6aNJbeKfHdruv8A/Wado0wwLTjImnU9ZBkFUPCnBb5uEs/sxfstL8PrqHxL4niiu/ESsJLe0LK8Ol9wT1DzAdxkL2yRur6WtfC8mtIl1NHGVXnaeenU8dxtB6/yrS/REN3Plf8A4KG/tAXPhbwzB4QsJmiudVQzXsq4DpF/cGOmf1/CvhTUtR4IVsbeAOgFfQv7fqi8/aL8RJFMJ4LQQ28LAg7VESnacd8k5r5n8Q7rSQpuC5PPOK3w8Y79RTvYfpSXfiTU3tbCLz5oonnkwcKiIpJJP4cDuSB3r134N/Al9FMeta+pa+lUSafp8mdkEZGRdXCHglhgxRN1B8xxt2LJq/s5/DiX4WWTalcwxnXL2HMEE8YZbKNwMTzqwILkHMcJ9Q7jbtWT03w94Z1DxVfSx2cVzezMxluJ5GLksxyXkc/xMcnJOSc0V8Rb3Yk0qd/ekVNM0Wa9Sb7PFPP9nje4lKKZJGABZj6sx/MkgdTXM/C74P6v8cvFqeIfEMM2l6PZMyWVkTholzyB/wBNWx879F+6OnH0FYWNr8PNE+zQ4MrgNPL/ABSt/wDEjsPxqjH43aSf/UZX13HNcKqNbHS0jYs9Oh0u0igtoY7e3gUJFGgwqKOgAp8mN2PSobTX4r3HVD6GpyykZ4b0qbCbKsqlRwKrsdvU9fWrVwcnHpVSdcDJ6dcYpiEWcpnuDwKbc28WowGOZVZT60sag9zkUrHaQBwKpOwWOA8dfAvSvFd3DLLZQTPCSUZ0BZOecGtnwF8JrLw0yyNDGu0/KoUAfU11MKrnnn+tXo5YbSzlvLpxDaWq7pGJxnvtH5fgATWrrSasZKmk7lPxz8Q9P+DngW71/UnWNbeM+QmRl26DHvnge/sDX5sfFr4lX3xa8c32s38rM91JkDcSI0/hUZ7AV6J+2R+0lN8a/GT2lnIRoenOUgReFlYcF8enZfbnuazv2X/g/F4u1hvEGqwpJoujygJFIuV1C5GCseO6Lwz9j8q/x5Hp4WmqMPaT3MZy5nZHpf7P3w0Pwt8Am8u4fL1vxDGksoYfPaWuQ8cXsz/LI3t5Q4IIrqJZDLJz29ulW9VvJdQneWSRpJJWLOzHJdickmmWunyTxghcj+dc0puUnJmlraIrSooTgc571DI2UYAc9KuSWhhm2k+9OtLD7ZIkcSNJJI+0KBksScAChOwXutTf+CXhNptdl1aRN66aB9nBHD3D5EY98YLf8BFf0Nf8ELv2Wn+Af7Iq69fwtFrHjuZb1i4w32WPcsOf95mlfPdZFr8k/wDgnF+yTN+0R+0J4T8DwA/Y0uRNqlxHg7MAtPID0+SNSq+pAH8Vf0caDodp4Y0W006wgjtbDT4EtraCMYSGJFCogHoAAPwrnrTvoVTXUt0UUVzmoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV83/wDBUTUTbfs6xW6gFrjUUJBGcqI5AeO/3hX0hXyr/wAFYLtrT4N6SVGSbmTjGR91R/WnHcTPy7khuTK8hJMsTkoSO/8AXvx+FfKv/BQ/Q7mPWvCl7KAYZbSeGPBBGVdGI/Jx+fvX1tdyqlmd29BGG3neSBknpnk4AGSec+9fOH7denHVfAmi325yLPUpIiVRtqiSLPJ6D/V9Opyfx7qbszCSbPm/9lXVx4Y/ax8A3O7A/tZYjzjiWKWL8vn/AEr9mvhh4iaOxWVZmOACT06ZOc9OOOg7V+ImhJJoHxQ0S9iLLLbXscsZHXcM7f1r9cPg543hu7O2cFzDIgZST2xzkeuO1aYneLRNJaNH1poGo/aBbzB0O4hST2PPJHJGMkenvkAH0jRJzqltNHMUl+fIALCOPggBBkYbdu9Dhs5ODXgHw+8ZpMsMSuAyqCdhKjIIIzjvgnuOq9xmvVvCerRW8rNKgdSpjLKAGYElvmJ5H8WAOgOejbhkmDRa+IfwtTWtK3ssck6E/NDGVBz/ALI4GFIGeueh64+YPjl+zebyzcC2835iqkcjOBgc9xkjBIP17/bvhrV7XWWSJ0jPlOryKDuPHPqOMbF7cckGo9f+Gtr4idne3AkkyuAmVKqc/UDbggEZOR3G0jJPxs+Nv7Nl4kE00kLHaW2YyRGM5IORnHJPr1yDipf2IPi4fgL4xu/CevkQ+H9anUxTSoCun3QPDE9QjdDg9Qp4r9LPiT+yG+uGaZIoGcxHcN3Ujv0x1HB9h7V84fE/9gI6zdXAFmYSeCWHGB79OeP05oTKv3Oq8U/D4W5U3EQ8pVJYKQxIGe/GTyTnhcdOuBz+naXDoutWl5bxXzrZ3KTKjzZDuJBJtYe7FCQGHA4G4itD4H6Z4r+F1jD4f8QWNzreiwtstL1CRd2qDd8vJG9Bk45DKOAWGBXY6h8N0vzK9o6SuciJXyysfU/LkZwvDnPB4wOLTM9jA8PeRqOltb2ziR7e0+zTRyHZJEVsxHu565Kufw7dDvSeFVbV8OOJLvJJUbjuvTg4z1Hy5HcDHQ1GPgtq2r3am3tNRml8xvLLx7Au7+IA9D2PXIHfpXoPhL4AeL9Vuo2vRZ21unzu7vumVi6yAtgBeCuewznnGMVdEcj6HmUekm90ZCZX2fZdqoVJ2lrNQOvYmM/hnOa2dE8BXPi/WiunwT3QScyR7QwAH2jzOo6ZSVjz2zzXuWhfs/6F4Rge41Cd7/yvlZScRpjd6HoNx69gOtP8Q/FnRPh7Y+RbJb2qQg8RoCCNvTtgjn6lh0xUOqlsNUm9zkfBf7LFta2kUniSdNoXH2ZHVMgIUbcxx1XBxx93rzXReLvjJ4d+EmgiLTo7K2iUbiiAFmB5DcDoSAc9cg89a8M+OP7atvAbhILoRursQZWyWzxxjgdBx3r48+M/7Vdxr6zKs0jRsRuIlOCAeOPrj64rCdW+5vCl2Po39oj9ttbiG8isrsx7CAxx1z16c4618V/F/wDaFm1+7uV+0mbPG7PJOTk/mM8mvO/G/wAVpL65YGaUgNzubqOPy5xxXnGv+LTdyMXZFDDoP5fz/OsHJs3UUjX8V+NJbud/35YORjB5PTjJrz/X/E+8n5kKsOvqP6Vn+JfEohkYbuSM8H/PrTPhX8IfEn7QfiF7LRYVisoG23eozBvs9t044+85GMIvPrhctVRgU2ZVpHqfj7xDa6LolrJqF9eHEcKf+hMeiqM8sSAO/WvrL9n39mGD4KuLm4W31TxVcxYmvQu+KyDDlIM4I9C/BbkcA7a634O/AfQvgnpH9maXZrPdXUatdX8w3XN4w67j0VB2UfKM9yST298LZIZ5p7iO3ECNJNI52iIAH5iTxjPOcnPvxRKfRE7mr4c0O3RS7+WpCnzGYjaPb07/AOelfOn7af7eUHh2G58JeBrgveHMd1fBhItsD/ChwMt79uM89eB/ai/bXuNetbjwv4NuTDpqu32q+jGxrhjwwT0HAH4V8vXt6tvksWZye4yzE/ryaqKvuHLZ3I9X1TyBLNcTO7yEvI0jbmdjySSeprpvhX8NorjUYdbngWW7jbfaxzRho7Nu0rKeGk5yqkYBAY5wBUfw9+GFz4hvU1DUUCIhzGhHEZ+nQv8Aoue5+76H4q8T6R8LfCn22/cwWynZDDGN011J12IOrMe56DqSK0lO2kdx2vudJ4P8HXnivURZWEck8spMkssjE9TlpJHPPXJJPJNe9+FfCkPg3w1BpcJV/LJeaQLjzpD1b19hnsBXlf7DnjvWfHvh/XrrUtOj0q2iaCO2hiTKEsZWYvIeXkC+VxwqjGANxz7atsztnHNcsk72Kbujn9Y+HT65cDAJj65rJ1L4btpqZRAQPzr0nSNROnttZN6d61TFZ6upAwrY5BFLlEeB3mkyWrngqRTItVktFw+Sv616/wCIvAUU6sdmM/lXD674CKh9uD1qtgOei1YXLbgSFFSl/NX2xVG98NXGlyF4yeOoFFlqZB2SjDDv60W7CuW4VJ6ZqRlyeetPg+dSRgirlho8l9MEQZJySScAAckk9gB3pDIbDT2vJTkhFRS7u33Y17k/56kV8r/txftUrqLy+D/DsxWztyY72ZD9490yO5wN3/fPY12X7an7VkPw/wBJl8JeGbgHUZhi7uU4MPHX2bngfwjn7xAHxx4V8L6j8QPE1tpunwNd396+ETOAABlnYnhVABZmPAAJNelg8Mv4s9un+ZhVn9lGn8J/hne/FbxbHp9u/wBniVfOvLthuSzhBAZyO55AUfxMQPUj6ntraz0HSrTTNMg+y6bp0fk20WclVySWY93Yksx7sx9hWV4K8Iad8LfCaaRpjCdmYSXt7tKtfzAY3YPIjUEhF7AkkbmaryP5p9/50sRX55abIqlDlJ4cyHv9K1rC7AtwvcCsh5DbKMGpLe4OMbuvcVkO/QnvHLzsRyehOetdp8GfDLi7/tRoi7KxhslIzvlPBYD0UH8yO4rlfDWkSeItXjtYyIwQXklb7sSKMs59gP6V99/8Em/2HZv2ufjrp1vLaz23g/QQLi8kxtKWytyM9pZjgDuNzHBEZpSkJn6Jf8ELf2Mh8EvgZN491a3Ka54vTy7IuhDw2QbJbnp5rgHpysaMD81fedQaXpdvomnW9naQRW1paRLDBDEoVIkUYVVA4AAAAHtU9csnd3NErIKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAr5b/AOCrOi/2l8E9LlYHZBeOpxzyUyP/AEGvqSvCv+CiXhp/Ef7OF0Y+GsryOckdhtdf1LCnHcGfjp4sea3RovlAcnk5Gc5Axg8euK88/aBsn8W/BHVrSPzT9m8u+ePcMM6Ny3PUhC3T+9nnFer+MfDzXeqXxCnEOUUF+Dg8j2x/XiuVi0a2v4ZrS9mVLa63QzEclVbK859Rjgeh55zXWnqZNaHwHrunfYr23vAvyWdxHM3+6sisf0Br76+C/iaWHw3YeZMjO0QOccZz19j0OPQ+9fGvjXwjcaHqV7pV9EySwO0EgcHOAcEHHqMdPUetfU/wOnm8W/Aaz1e1Es95pEPnXWR84RdqSnA4wrEsTjkBiQBW81zQM42jK/c+rPAPjSCJCftG1yCrbhknjqQfXJAz0Br2Dwb8Ql+yhF2O0bjkyHcxGcgqAMcgHPXJPFfF/hD4gyGxjVXOGbuQB34/SvSfCnxLChxLKknQbSSrjpxnt+Hrx1rlUjWUT7U0nxxDZwgxvsCghcID8zHI+U9OoHTnpnnj0Pw74+S41BHlhUxlS6KFU/eP93IypHc7QSK+MvBvxeZ74FXlljGcHIOQQAAcDOD6dDtHtj0HSPjvA5DvIzSuuQFkAJ46Y4wM9uhBI9MWZWsfWWneK7HxFBM6kyhMKTOSzSIGKrnswwpyem45OcAUlxZ6bco5eSBZJSIUK7ADjJGBz1yOnrwDwa+dLP48QWjMTcSNMDlR5jHA4BLH6ZI+o78m5Y/HCCGFZIbmUhW2oMjcpJ5J7g/MeeDj64oA94m8I+HndDJFEocAqhxliCQcfiQT64474rjTdC0u5cx2sMYhI5yA0h7D5gOMdv6ZrwLxH+0lYaZGjB2GFwGVwoTB+57e+Oc4rzrxR+19b2FsBHe/IFwCcgOgGCOmOw6c80mxpH1tf/EDSNE03eAhCMDIcLjbg9OOew6V574z/aT06wPlpeRQoV8tI14Y5xg8HI5HpwSMda+MvHX7YjEzKk5lw3DB8hupz+fv29q8R8d/tQ3E7s4n+4gUbW3HOPrgdxWTmi1TZ9gfGH9s1IoZj9uVcuZQVyrORyM446EcduSeSK+Wfij+1XeavdSGO8YqSwwZD3yD9cDH58d68B8a/GafVJmcTM+CVGT1/EfyrzrxB49kvXZfMLgdRu74qHNs0VNI9N8afGWWR5S86l5M8rnvjGOfqc15Vr/jd7tyGkYBVBUemP6c/hXL6v4taZ92SWJzyc/lXMaz4tTDAuFwRznr0P8Ak0KN2M3tZ8Sb0LF9yoO54H+f51xniDxmBCzbypB5bPPvUfh3S9b+K/iWPR/Dlhdanfsu8pF9yBM4LyN91FHqxHPqcCvrD9nv9ijRfhlFFrPiR49e8S28wWPeu6xsmHQxqeXYEgiRhnIG1VNXyJbibPJPgH+xhrPxZjg1zxQLrR/DjNvjtf8AV3uogdDz/qozn7x+Yj7oAIavsPwn4V0nwhpNjpmmWdvY6bZRhI4bVTHGnU4xjJJJ5PJY55JOat3axm4ECxELwWk6bm65Bx7nj61wvxv/AGhtA+Avh/ddXCXmrTowWyjHzZxgE56DGOT1/Wpk2JanTeLvFGkfD7SJtZ1i+isbS0JMm9wWz6AZHJ7Dt+NfEX7Tv7Xeo/G3UZ7LTA+l+Hgx/dqSHuuSctzwOelcV8Zfjdrfxp1xrnVLhltUYtFaIcRxD6dz7muFDyXt0LW2XzJGODjlY88An/OT2qow6srYS5vymyOEM8jkBI15Zj9P8gV2nw2+FLSsuparku3zIueg9F9v9r8sDk6/w9+E0Ogwrd6ggmunyQHHPPY+g9vzz0EPxF+MiaNdS6XokcWpaynyyE/8e1gf+mhH3mH9wfjjoXe+kRruzT8f/EXTPhhpURnTzr24XbY6dAQJbg9P+AoD1Y/hk8VnfAH9nHxD+0x42PiLxJM0NhbNsM8YxDaKOTb2ynIMnIJc5C9TuJAK/s1/B7wj428fi6+IPjFrS7vZ1jEIgmkvdUc4xGrIpWGPPHB3dgF4av0N8O+BdE0PTINO0lbS3ttPjEUVrEoQW69QNnUdc88nqeSahVIrSDuxzpzXxqxx/hfwNZeEtCtdN0y0js7C0TZFCgOB3JJPJYnkkkkk5JrQbThHmuovNI8jIwMDvWfNahef6VPKSYTWnJzUTIY2yMg5rVuU+fAAx69qpTRHb24FKzAt2GqoE8u4OVPQ9aTVvDkWoQM8BVvSsm5ySeetLaX9xYSAxyED07GqQjntc8OPBIyvHjtyK5//AIQVtUu1VI/mLeleox+JYrhdt7ZrOD3U7TTm1O1MRh02wEDuMF3fe2O/PQCpfkB50ngtorwQIu5unsPU14L+2X+19Z/B7SJ/CvhieO4164TbdXK/MtsPf37hfYMewp37bH7d9p8Oobvwl4Luo7vXXzFf6imGjsz3Rexf+R68jbXxDo+k6z8UPFMFpaQXOqapqDkIgO55DyxZmPQDlmdjgAEkgDNduFwt/fqbGc6ltEQ6fp+p+PPE8dvbxXGo6nqM2EQfNJO7ZJyT+JJJwBkk4ya+mPhp8L7X4O+HZbSF47rVr9Auo3ycgjIPkRE9IlI5PBdhk8BVF34V/B7T/gxo7JHIl9rd3Hsvr9QdoB5MMOeRED1bguRk4XCjYuDvbOOhrTEYnn92OwU6dldlOUbl7+9NwVUdc+oq15Ql7dKc0O2MkKPlrnVjRoiVTKqjOOKktomUgIGeRjgADJJPQAUzb8wwP/rV6L8LfAk0MlpemPzNUvgDYQkZ8hDkeew9TyEB927Um7EWO4/Z++BGpeOPE2n+FtKspdR1nWJ44blIF3s7sw2W6+vzFc+rEdhX9F/7BX7H2m/safASw8OQLBJrd2q3Ws3aL/rrgrjy1PUxxj5V9fmbALmvmj/gin/wTeh+A3gW1+I/ii0I8S6vBu0m3mX57KBxzO2efMkBOO4QknmQhf0ErKcr6FJdQooorMoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuT+OPgd/iP8Kdb0aFBJcXduTApIG6RSHQZPAyygZPrXWUUAfy3f8FOdV+Kfwz+N2qaD4ng1Lwi2nzEx6ahMXyE5WQuvEm4DIcEqe2RivTPgL4uvvGvwY8JX2oqzX9zY75pCMmUhmUOfRmTH4vx7foZ/wctfslah8ffgl4D1rQbSF9b03W10uW5Mf/HvaXCOZJZGHIjjaONvbe2Bk18QaX4Si8KaFp+k6f8AuNO061isbWNgPMWONFRGyOCdqjJPOcnIruUk6aa3MteY8r/aO+EyXBj161KTR3a/Z7lVGGjlVcjIzkgptOfVWFdv/wAE4LiPUJNY8OXpMiKZGa32L++imQjaDwT86HcSflVxzhiD1trFZanpZ0+9jjZLkqJ1BGcjABDHgMMkjnBOR3zXC+H/AA7P+z58XLS/LpPompH7NLcLynlvj5sdN65HB6cg5zWkJdDOcWR+OdNuPgv8T9R8NXjTTCycvayMebi3blHGOuQcEjupxWtpXjzGN0ysmNynP0/w/lXqX/BQv4RR+O/hDY+MdGhQ6h4ciInaIky3FtiMvnk52bo29iX9yfibw78W1uJEimbBUbSM4J7D8eK56lNp6GtOpzLU+pbT4reQyksSwGUOMc4AwSDzz/Wtuw+NxtIQiuhAGR3AAHG0dR0GPwr5jg8djZw4APKn064z+dSx+PSEJBUN94duf696y5mjSx9Ox/HJ7T5hN5iFjlWkxxjrx+J/DsaoXP7RstuxQXEgAJI2uVODyOg+vPtXzPdfEB3yZJRuIJ5bGfXn6Vi6l8R3fIMuM5G0dM9OnSjmYuVH0L4h/aIuMrIbqbbjCp5nGB/+r61wviP45tdTsUkKg/NkHPPJyQfxxxXimo/EJySUfA4BJYjmuevfG0cShjKRwdxzgj2qbSZSSR6vrPxemvcRvM23J2/N97061ymr+OmZCBJuOSTluteZ6r8QkDEltuMkdea57V/ibErKS6DA5GcZPoKpUWJyR6DqfjQ7mG73ySePWud1nxepR1M20dcE/eHb271wV38QZtRvUtLRJL25umCQwQRmR5XPRVUfMxPoOa9Y+F37CvxA+Kd0s+vGPwdpku1j9qAlvGBxgLCp+QnP/LQgjrtPQ7Kkoq70I577HnepeNWuJI7aAO80zeWkUSM0srE4CgDliTngetex/BL9h3XfiNLFqHjC4n8Naa670s4gGv7gZHDA5EIPOQ2X7bVyDX0T8I/2YvCvwNVF8OaUJ9YkXY+qXZE97N6/NjEYI42RhVIHIPWu+gtH064W2nLC4xhmxjqen549+tQ5paILsxvhv8N9G+Evhl9O8NaZaabaqqyOiruedgD8zscs7Y7sSfQ966qx01bPSpTcBlSAbwXO0LkZLFjjA/l9OKw/Gnj7wz8GPDk974h1OO2R4mMEWfMmcjoFXOeT34HX6H4z/aH/AGz9f+MYbSNPll0jw7H8gijba86543kdvYcVK1YJHsf7R/7ddj4HguNF8HXCahqrr5cl8vMNtnIJT1Jzj0r438UeJbzxTqs19qV1NdXUzbnkkbJJ/pVW+vEgCheXPAHUsfT3zV/wx8PL3xfcCS5AhtAcEHofqR1+g/E9quMUldmnL2MnS9KvPGF8lvZI/lE4LgZ3c87f8eg/Q+reDPAen+BNOM8xhEsSmR5Xb5IeOWLHvjPzH8MDil1O/wBF+E/htrq6mFtCx2Btu6a6f+4ijlj7Dgd8DmvNdYudc+NNwTc2txaaFC+UsUBYOR0a4YfePfYOBx3qHK6u9IlxhrZas1PE3xR1H4o6l/Y/hP7RHZysY21BQVluvUQ5+4vrIecdMdT7T4H/AGevhJ8JfA0Y8QX+v+KPEJiZnsNNkSw0+3lyMK0xDyyjBJJXyyxyAQBk858Mfgl4y1myWHwp4F8R6luwst4LFo4s54DTPtijXPTLAfzrtZv2Vdc0PZP498VeH/CCBDJJY2bjWdWU7TtUxRMsI3Yxu847RyR0B8TGY+pK8aXux8z3MLl9KNpVJXl2RQ1b4+23gyyuLfwXomi+BLOYHe+mRn7ZKMEYe6lLTsoDNgb/AOI9yTVPwL4O8day83iqO8uvCmlwcvrmoymH7QcMwSGNmD3DMEbAQFcjBZciulA8E+AQG8KeHJb3Ugvza14hl+23MbfKd0UACwRHg4bZvUlvnPBXkPGHxJe/1Ka61PULvWNQlxvkmmMknAwBk9AAAAPpXjvEa3i3JnrRoXja3Kn33PbPB/7XMulNbWOpC81uyij2TalNDHazyuGPziJSQFK44JyDnrXqfhH4leH/AIo2Zk0LVbS8dfvwhwJYz05U818SaH4P8U/GH7UNH065jsLKJ7q5mWJ/s9vECAzyOASRllXC5JZlUAsyg93c+EvBn7Ik+gav4iuh4ov9RSC+aK3naBFtTIplSOSFyDIUEkTPHIRE6uocujiL3sBUxMlert/X3niZhhsNHSk/e/r7j6qubGS3BymAO9Z9whZOOo7V8Q+Av+Cs/iDwp4nWz1uxg8S6PPNhmQeVPbBjwIyM7wM8Bsn3r7Z8OeKNP8c6RDf6e2YZ0D7T1XI6V6rhJJOStc8S6u0mQNbln6DAp32bdggZrSa04wRx6CuY+LvxW8Mfs/8AgmTxF4v1Mabp+4pbQoPMu9RkAz5VvFkF25GTkKuQWZRzUKLb0JbNX7LFb2k9zcTQWlpaRmWe4mcRxQIOS7MeAAPWviH9sv8A4KOf8JDBeeE/hrcTQaYcxX2uDKS3o6FYO6J/tfePbHU+W/tX/tweKf2o7ltPVW8O+DIJN1vo1vKWExH3Zbl+PNk/AIv8Kjkml8Cv2SNT+JNvb6vrMk2geGX+dJ2TN1qI9LdG6g/89G+Qdt+MH0KWHhTXPVMZTbdonn3ww+Eut/GLxL/Z+j26zOg8y5uZW2W9jHnHmSv/AAj0HLMeFBPFfVPw9+F2j/BvRHsdK33F3cKFvtSkj2zXpBztA58uEHogPOAzEnG3rNL0HS/BXh2PRtC0+LS9KgbcIUO95nxgySydZJD6noOBgcVQnRmbk9RWdfEOpotEaQp21ZRu/n6nr2NVRHkkevStMWO5cHoRj6VG9gIxzzj9awNCnHD5YzjPtTZo8NkVdaMYBxnHQ4rovBPgA6r5d5eQubV22wQDKvesOoB7IP4m/AZJqdgIPAfgVbtYtSvrYzxO22ztOhvXB6t6RKfvHueBnv8ArJ/wRf8A+CWb/EHU4fin8QrHz9Ghm82wtbiP5dWmU4yVPW3QjBH3WK7OVVgeS/4JN/8ABJy8/aE1228d+OraW18IWTqscaqYjqRQ4FvCOqxLjDOOeqg7ixT9otG0e18PaVbWFjbwWdjZRLBb28MYjjgjUBVRVHAUAAAD0qJMmxYAx+NLRRUFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHyx/wVV/tCT4P6TDHuGkT3Ui3RUdZNmYwT6Y8w49Vz1Ar8s9QsPsmoXQeF2nDlRHkNhcr2Htx+Oa/cj42/C21+M3wy1Xw7dFY/t0X7iYru+zzKd0cmO+GAyO4yO9fkD+0L8Jb74deJ9QtL63ktr+1naK6jb52RlyWx/eByDnuCpHBGN6T0sTI8ljsHfUJJQ7BmXzCMD3AIPp1yT7dO819e2mpaXNbX0CXVmyNG0cjbdpPJK8dRk8gd+fSmaqyWkmCZcq4LDfh2HT5s/5H4A1TeGK9iUqHVndtuRkgYz36joOuPpWpB7H+zTrbDS7rwtd3Nre6PND5NpNctsZ4WJUxTg8FlViFblSrtyrKob4M/4KIfseaz+yl8QH1jToLibwjqszNZXQQ4tmOWNvJxwy9jjDLgj2+r9P0t100vuVTFkxlOCrYI+X3PGB64welehaH4/jvvB1z4Q8RiDX9CvlP2myvo0uIkDA/KmBlTg9VOdwBzkDGintcy5Ox+Rum/GJo1VJJDu7gj69/wDGtdfjEvQOcHg7Wzx719GfGz/gkloPjzxTPeeAfFjeH4Lhi0djqVqZkh4zjzUcHHYZT+YrxzUv+CQfxL065kSDxh4CkC/dzc3qF+p7WxA6Y69xWqp0ZK97B7SotLHJ3vxOhkgJ81V5NY178TYhb58wgkZB3cL/AJ/nivRYv+CSfxRE4S58XeA4oOskiXd3KE5/691yR6ZHWuk8L/8ABIa4vL4xa98SohGuSy6dorPxjOcySr+q/hS9nSityueb2R856r8V4wM7gFXg59Of161y+qfFKW9uAseQ+dqberknpj16V99+H/8AglX8JPDTRDV5vFniqYkFzcaittCR6BIURufdzya9o8CfA3wH8JrVU8LeE/D+hzrt33NlbKZ3H90yn5znP8TcVLq018KGlNrU/Mz4f/su/F74ySQnSvCep2dpMeLvUx/Z9unGcgyYZh/uK2ewr3z4Zf8ABKFjqSS+PPFk9w6ASS2WiR/LtHUefIpJ79Il9jmvtHWLqZbufc5jjmU7WOdzrngA45HB/wDrU/Q7MnSJpJzucDC84J6Z/Ik1k8RJ6LQfs11PO/hh8BfCPwPjFr4a8P2WnsyBZJ1UtcS8dHmbLt1P8WBngCurvIk8yKUqy4cbSCdjAe+Dzmr/AIhWHwzoctzPcwRSOPme4YKixjPA6epOec+nSvBPjH+3JoPg2GSz0lF1e/XjeMiJD/UfWueT11NYrse2X2s2nh3TJry+nhtLRP8AlpK+wR4OScnr0I9Rx6V87fGr9vuy0eKSw8IWwvdQiYr/AGhMD5cYxjCg/e55ya+ePiX8b/Enxcui+rX8ptwfktoziJB6YFcVdanFZ4jRS8jcBV5z+FNJlKC3Zq+OPGmq+O9Zl1HWr+e+upSWLSOTj2FcyJZtUuPJs1MjZ2s38Kn0+vsOa19F8KXviWbfP+7hz90HAx7ke3YfnXfaF4QtfD2jveSPBY2Nt8kl5P8ALFGT0VcDLMeyKCx7A03UUdOpoqbeuyOZ8G/DBbWRbi+LSSNxtx8x9v8AZHsOTnmtXx78SrX4f5021tl1HXEG1LBGKxWeehuHH3PXyx854+6Dur2L9mH9jr4oftv61Hb+AdNufDPhSQslx4q1SNkkuFVtri1iTMrkc5WBXkAVizRAHH1Raf8ABInRfhCxh8P6LF4iuI7czvqM98kz5KtmWaMbRbRuY3Kn5m52bmbcVzm5Jc7V/IpcrfKnbzPzt+HX7P8Af+N/EVv4j8aXskju2VhI8tvKGCEjTpFGenHzHqTk5r630/8Aa21jwB4d0rRPCekeGvCNhpYCwmx02JbibCgDfJjc2OTuPJYkkkgY9U8Wf8Ez/FkomZ/DfiFxBAZ2acC1t4gOSC7BY2cLjOzgFgWx0rDsf+CTWt61q0MGqXeleHprieOH7Le332u+YuZNuba2EshBWN2GcfLG5O3v4OIw+OxE97LtbQ9mjVwFKK0u+7PB/iJ+034i8UvI2r+K9Um8wGNx9sdiykEbTySRgkYJxx9a84uvHqShha2txcSNli7jH5+v/wBavsM/8E8fA3hnSdXv7jx1BqdtoGoS6bey6bphMUcqorKomkkEW1j5iB32AuihdweMy3vFGhfs8/srxzT6klr4laFrouNRuDPd3NtAyxxNaRxMkMb3UxwksjOIoIpZtjkxxyTHI5v3q0vxN/7Xgvdow/A+RPAfwU+IPx71GK30TSryeK5kSFZFQw2sZZto3SH5cZz6nPbPFeqW37G3gf4A6HNrfxJ8SWl3fwXtpZR6ILhrJUlnVJc3IEclwiJbsJZAYkKB4kKmV2ij5H4+f8FjrWXwrqGl6PpgvbrUPPiuHuHWOw+zybD9nWwgVICqeVBzJ5gk8tg6kOQPiX4w/tU+K/jJrFzdapqVzO11PJcupIAMsm0O4UYUM2xckAE7R6CvbwmUQgv3cb+b2+48vE5pNv35W8l/mfU37Wv/AAUb026uIrDwXo2k6HpkOnS2phgteA9xdi+mSNWZgsUcpEUa8BkhSVlErfJ8T+NfiVqfji+eW7uZpQx6M5bj3J//AFVY8G/DTX/ilqwt9Ns57mV2G58Hame7N2/nX2B+zD/wTZXzYL/W0F7cKQ3zr+6jOewPU+9etyU6PvPWX9fcePKrOquVaI+dP2bv2WfEPxZ8TWly9rcW2nI4fcUxJP6Ko9PVj0GetfqH8F/hFceAvCUFtId0xUAr128dK1NL8H+Fv2ffBcmq6rd6founWwCSXlydu5u0aKAWkkP8McYZ2xwDXzz8ev2ofil8Z1n0P4YaJfeAfDkw8ubxNrr/ANn6jdoeP3MRzLbof7yK0h/vR5K1z1KjqvXRDjDl2Ov/AGs/23/C37LEdzpUAh8TeNwMLpMcuINPYjhruRfuY6+Uv7xuh2Ahq/P3VG+I/wC2z8TLnVrsXniHUWxHJOcQWGlRZysYJxHBGMkhQcscn5mOT7l4D/Yr8KeE5PtniG9uvF2pFvMaEbrWwDE5JbB82U55yWQHnK16kmLXTILG3ht7KwtRthtbaJYLeEf7MagKPrjJ75pxqwpr3NX3BwlLc8w+EH7Jvhv4WNDfaubTxZrseGXzIz/Ztm3+xG2DMw/vSAL/ALHevSdRvJb64ea5keaaTqzHmmuCHOMVFIwcc4H86xnOUneRcYpKyK91HvUAdao3NuE4xkjitHcGk6cdqU26Pu4x6dqF2GY7RkqB0HTioriIqxY84HGTW3Hpkl9OkUMTSyvhVVFySfp3r1H4Pfs46h4l1y1t7ewk1XWrqRY7e2ijMqxOTgDAzvfOML0B9ab0RLZwHgb4ZtdNBdX9u9y0xBtbBB80/o0hHKp7dW+lfpt/wS4/4JCX3xk1Cz8e/ES3ksvCqbWtrXBjl1UL92OMdY4B0LDqOF5JdfoD/gnj/wAEYNL+GcVn4t+KFrDqWsviaDRXw8UB6g3B/jbPPlj5RgbieVH6E29ulrCscaqkcahVRQAqgdAAOgrJyBLuV9B0Gz8L6Pbadp1rb2NhZRLBb20EYjigjUYVVUcAAYGBVuiioKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwP9t39kS2+Pfg6fVdJtYT4t06HMAJCf2ii5IhYkYDjJ2MehODwcj3yimnbUD8JPF3w+m0XxLqEEtvPb3ts+25s502TWz4Jwynp1yD0IwQSDVe18LWo8PtPqEU3kyoY4lhmkidhyC4dGDKee3cc1+nX/AAUG/wCCedr+0vpC694am/sXxpp4LQXUSgGXJyVYfxKScspzyS6/MXWX8pfjT8R9S+FnjL/hGfGekX/hq8tEKxwOS8EkQYjfEwADoCcEjkEEOFYFRvGaaJ5expnSk0S+jlsNWv7qNEwlvcRrvt5AAN5lAUuAM4BXIODuJGKvWM8dtCrszGRs/Puxv989uARWJ4c8W6X4jtS9tqFjPHjPyzKTntx17d/1rXFxaNEuUV97HIUgbcZOc1aZNrF59ThsrR53b5iNqqsmCee2eP8APfiuTbUHvL6a7mlJZwUEak4xwRn24H1JJrUurP7bOiESKiSDDYJyfwqZPDyaei4RWEp3cHcAc9OB7ZpMDJu7ue6t38tmjjZhneeTjGT7f/WrzT4/ftOaR+zppCXc5F1q1wpW0tN/zuMEbmx0Xoenau9+I/jWz+HPhi/1K9ngii0yCS7cd5Nq/dAPqf6V+Wfxk+KeofFnxze67qUkkkly5ZEJ4iTPCD8KqnTc2NuyPTfEX/BQD4har4gNxFrC2kCvlIEjBXbnO0nqQTnvX398JPFh8X/CLwxrjtHE+uabBfuCPuebGHIJ4z14Pf8ASvx6u9TZmyCFHTivrfTP21tY8Q/DLQtF8PQxafZaHpdrp2123SKYYVjzwBwduQff6iqr0uRJpBB8zsfc/ir4gaF4SsWn1K9tbdIsuWkYb85PYH09e36+EfF//gohpmml7bw1ZteyJlBK2FTvycf5xXyXr/i+98Q3Esmq3tzes4OR5uFDYODjpgHB6cgdutc9caykeI4t0snXaoya54xbN/Zpas7v4o/tBeKvixqEs2r6pMY5D/qkJVQOwrz6+1WC0baCC2f4Rkk+3qals9DvtZcbR5anrt+Zvz6D9fpXZ+BfgndazeCGysZ7y5kGSsSF3x3JPUD16CiU4Q3KjTlLZaHCW+kX2uShVVoUOOMZf8fT8efau08D/CGe+uxFDay3c7DcVQFjgclmPoOvoOvFfTv7L/8AwTs8XfHzxEmmeHPD+oeJb5SPNg00Bba2B7z3bfuY19xuHbINfpx+yp/wbyafaQW9z8XNXt5bIFZD4Z0Fmjt5CMEC4nPzSYPUDdg8q61lKrKSstC/chvqz8StRvdP8GkQ28MXiDU14EUTlbC3P+3IvMpH92PAPP7zIxWPovxWsfA3xN0fXvG+lab43t4C4t9KvC8Wlx9MxBImTA5+7kB8ZYsev70/tif8G9HgTx14aupfhhFHos21mXSLqY7Ccf8ALC6IaRG9Fl8xSTklcCvxb/bY/wCCfvxE+BF1qXh7xB4Y1zSGgbMMt5ZeZHKAeCWQuCD2dCc9eO3ThqdN6M5KtWpe6PpHw5/wXP8ACGqeA5tC1Hw9b6KixIkNrZxW8NirbAsifZzD5H2cMFZItm4eXHvmcx5btPDX/Bab4YWPiaw1FtY1+GDSrlNQgAvIZZEZHbFrEJZWeOMrK53tKwSRUbymKqo/HDxL8MNW0WV8JLI4I+ReMZ/2Sc9fQGufm0LVYDmSwvdmcEmM4z6ZrtWX6XjN/gZfXWtJQX4/5n6l+Ov+Ct3h8NbfZNX1S4GnqCkUmqosc02z5pnWNQj/AL5pJlVlLB5FZpHaNTXmPxY/4LPXt9bXy2+maS5ubkyWaLbl7bSrURrDHY29v8tukKRIgyULkmRt37yQN+fY0zUQOLabaeORir+jfD7xB4oJS2sp5C4I2rC8hJ/AEA1P1BJ3lN/gjT69daRR698Tv+CjHjbx8xSO8ktokjWGMqqxtGi5O1SvzAZZmIzyTk814l4m+I2s+Mbp5L29uJ3kJJG48k/5969V8CfsF+N/HMyAadPbo38c42cf7gyf1r6b+B//AAR2ur+WGTV47q5JIJQKYov8TVKWGo6xV39/4mcp1qmjen3Hwn4T+Ger+N7xIrK1muJJOAsSF2HPfsO/U546V9O/s8/8EyNX8Y3UNzq8UsMJ5MKnJx/tPgfoBX60/so/8Eab6fS7Q6X4SkEOBi4miFvbjpyGbAb8Mmvu34Jf8EmNC8JJDN4m1Bbkx8/Y9PXZH9DIwyfoFH1rnrY6UtI6FRoJb6n5NfBH9hOw8C6ZFFbaWuIlzsjj+UepPr9TXZeKLmL4d2vlW9ktxOowNwKwwn3A5b6cD3PSv3O8MfBPwp4N8MS6Npug6ba6dcLsmiEIYzj/AG2OWYjsSeO1fIH7av8AwTKi1u3utc8HQF12l5bPGXT1x/eHv1HfPWvPlKRvFK5+PvxHvdb8Q6mbq7v7mdlBWMBtiRKeqoowFHqAOe+a4a9smYktnPc19L/FP4B6r4Pu51ls5FCE7oyOR7ivGfFng+SEGSKIgDrx0ojK5djzx4PLfPp+tRXMGc8jPpWzqGmOMnYSR6iqBtHHRDmtPQi2hlTwsntVGaJoyeM10cWhXF4eIm+uK3/DnwJ1nxI4ZLZooH58yXKqfp3P4A1RJwECCTAww9q6fwr8Mr7xQVdVEFqSMzSA4Psoxlj7D9K+wv2W/wDgkD4++M5trqy8NzpYyYI1TV1NpZqufvIp+aQf7ob/AHRX6O/sv/8ABGbwB8IHttR8XSt4z1iEBhC6GGwhPoEzukA/2iFI6pQ52F0Pzh/Yq/4Jd+Mf2iL9G0PS307Rlbbda3fgxx47gNjk/wCwgJ5GeOa/XX9kH9gHwL+yBo0baPajUvELJtn1i6jHnHIwyxLyIlPPAyTnBZq9r0rSbbQ9OhtLK3gtLS2QRwwQxiOOJR0VVGAAPQVYqHJsEkFFFFSMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8K/bK/4J/8Agb9s/wAKyWmvWcVvqikSQX6xbikgAAZgCrE4AXcjJJtG3ftyD7rRRcD+ef8Abo/4JI/EL9lLX572ztZ7zRmctb3cLM8bgZPEyKMN3IkSML/ebrXybqHxG8beCZSJNT1uwEPyhpP3kI+kg3J+TV/V/rmhWfiXS5rHULW3vbO5XZLBPGJI5B6EHg18f/tIf8EUfhf8arme+0fzfDOpT5JKx+fHnHQHKyLk997fSmpNGsZJ6M/ANf2rPHRtgE8RtKg+6fKjbH6VBdftZ/EGTIbxLcpkfeWNFYfpX6W/GH/g258Xi5lk0a40PWlkPy7blN+P9r7Qg/mfrXiXiT/g3q+Luj3ZMfhIzOuVVoHtn4+qHFNVVfVMvlT2aPgrx38SNe8fabNa6vrl/fW0w/eRtL8r9+R9eea8X8ZaCLG4/dt5iHOPXNfps/8AwQS+MEMzBvAmrSE9T9liI/8AQTWroX/BAf4wXswKeDLu3HrKfI/oK2p4uMNk2TOhzLVpH5VeE/hdqvimdZItMvypY/vWUQxAf9dHwg+ua9h8I/CS0sF02LU/EdpaadaSNNc2GiW8moX94SAAhf5LcAc8mUkbjwTiv1o+Av8AwbY+LPFN6ZPGN9pfha1QAiQj7dNIeeAiuMYxzuK9RjPb6W+HP/BuV8M/DN1C+teK9b1lImy8dtZx2YdfTlpCD7/pSrY2pU2jZEwoUoO7lf0PwJuPgvLrGqzmxg1EWLOfJF4yiXbnjcI+A2OuCRXonw2/Yj8SeJ7u3iTSJozcsPJFwhj84nvHGBvkP+4rH2r+lP4ff8E0/gh8M/Dkmm6b8PtGKzR+XJdXAea8PusxO+M+8ZXv616T8NvgR4M+DyOPC/hfQtCklXbLNZ2aRzzj/bkxvc+7E1yt1HuzX20V8MT8PP2aP+CCvxK+JUkE954dm0mzbBN1rzNplso68Q4N1IMf7Ef1r9DP2cP+CFfw1+F9rBJ4yu7rxncRkP8AYIo/7O0pW6jMUZ8yVgf4nkOR1FfcdFCgkZTqyluzK8GeBdG+HXh+HSdA0rTtF0y3H7q0sbZLeFPUhVAGT3PetWiirMwrK8X+BdF+IOjvp+vaTp2s2L9be9tknjzjGcMCAffrWrRQB8sfFD/gjN+z98VLp57rwaunyScsbObg/hIHA/DAry/U/wDg3R/Z/upy8NnqUIPZ0t3x+UYr73oqlOS2YrI+Brb/AIN5PgnYHNv9pjPr9igJH6Vs6L/wQi+Feizho7y92jnAtYl/lx+lfcFFJyb3GfNfgX/glT8KfBRQmy1C+K/wySpGh/74UN/49XsXgn9nrwT8Ogp0bwzpFpJH92UwCWVfo75YfnXZUUgADFFFFABSEZpaKAPMPjN+yH4J+OIkk1XTmtr2QEG6tCI3YnuwIKk+5Gfevlb4j/8ABEHTtZuZZdE8UwospLCG7sioX/gSsc/98ivviilZDTaPy+uv+Df3VtQmDP4q8PQpnJKpM+fw2D+ddT4O/wCDenwvbzLJrvjW7uFHLRWWniMn/gbuf/Qa/RiimF2fHvgb/giR8G/CTxyXI17VJEOcSXEcan/vlNw/BhXvPwz/AGP/AIZfCGVJdA8GaJa3UeCt1ND9quFPqJJSzj8DX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Ở đầu nhỏ hơn của loa có một nam châm, và ở đầu lớn hơn có một màng chắn rung lên theo tín hiệu điện. |
Hầu hết các loại loa đều dùng một thiết kế đơn giản. Ở phía sau của loa, một nam châm vĩnh cửu (thường có dạng tròn) được gắn chặt trong một khung cố định. Khi điện được dẫn vào loa, các thay đổi trong điện trường làm cuộn đồng trong nam châm rung lên. Dính với cuộn đồng này là một màng chắn, thường làm bằng giấy hay plastic. Màng này rung tới và lui để làm di chuyển không khí trước loa và theo đó sóng âm được tạo ra. Khi các sóng âm này đến tai bạn, bạn sẽ nghe được âm thanh.
Khi dòng điện lưu động theo một hướng, màng chắn rung xa khỏi nam châm. Khi dòng điện lưu động hướng ngược lại, màng chắn rung ngược về. Sự lưu động của dòng điện được thay đổi tới lui để khớp với tần số của sóng âm mà loa phải tạo ra. Đối với tần số thấp (âm trầm), thay đổi lưu dộng có thể là vài chục lần mỗi giây. Đối với tần số cao (âm bổng), có thể thay đổi lưu động lên đến 20 nghìn lần hay hơn trong mỗi giây.
Kích thước của loa có ảnh hưởng đến tần số âm thanh mà nó có thể tái tạo tốt nhất. Loa cỡ lớn hơn có thể làm chuyển động nhiều không khí hơn, nhưng nó không thể di chuyển nhanh, khiến loại này dùng để tạo âm trầm. Loa nhỏ hơn không làm chuyển động nhiều không khí, nhưng nó có thể chuyển động nhanh hơn nhiều, nên được dùng để tạo âm bổng. Do đó, hầu hết thùng hay bộ loa hi-fi thường dùng nhiều loại loa.
Một số bộ loa chỉ có một loa duy nhất, như loa của điện thoại. Tuy nhiên, dù có những bộ loa một loa phát ra rất tốt hầu hết âm thanh đủ các tầm, các bộ loa thiết kế để nghe nhạc thường dùng 2 loa hay nhiều loa hơn để giúp tạo ra đầy đủ dải tần số khả thính.
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) 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Một bộ loa thường có nhiều loa thành phần khác nhau bên trong. |
Một bộ loa hi-fi cơ bản có 2 loa: một loa trầm woofer (cho các tần số thấp hơn – âm trầm) và loa tweeter (cho các tần số cao hơn – âm bổng). Các tần số tầm trung (tầm gồm hầu hết âm do người hát) thường được loa tweeter tái tạo, dù vài loại bộ loa có loa trầm nhỏ hơn (như bộ loa để kệ) để loa trầm tái tạo âm tầm trung.
Bộ loa quyết định loại loa nào sẽ xử lý loại tần số nào như thế nào? Một bộ loa với nhiều loa có một mạch gọi là mạch chuyển tuyến crossover để dẫn tín hiệu điện đến loa thích hợp tùy theo tần số mà loa hỗ trợ. Ví dụ, trong bộ loa để kệ cỡ nhỏ, mạch chuyển tuyến có thể sẽ gửi tất cả các tần số 3kHz hay lớn hơn đến loa tweeter, và những tần số dưới 3kHz đến loa woofer.
Vài bộ loa hi-fi có thêm một hay nhiều loa dành riêng để xử lý các tần số tầm trung. Do đó cần phải có một hay nhiều mạch chuyển tuyến và bạn thậm chí có thêm một loa siêu trầm subwoofer trong thiết lập bộ loa của bạn (cần phải có mạch chuyển tuyến subwoofer trong chuỗi tín hiệu). Từng loại loa hay bộ loa này được tối ưu hóa để tạo các tần số khác nhau. Từ tần số thấp đến cao, nghĩa là từ loa cỡ lớn hơn đến nhỏ hơn, thứ tự là siêu trầm, trầm, trung và bổng.
Độ dài sóng âm.
Độ dài của một sóng âm riêng biệt tùy thuộc tần số của nó. Bạn có thể không để ý gì nhiều đến độ dài sóng, nhưng chúng rất quan trọng khi bạn quyết định vị trí đặt loa.
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X6nV8R/8EEv2YP+FDfsRWniTULVofEXxNuP7duHkQCUWYBSzQnPzIY906n/AKejX25XjcOYeccL9ZrL36zc389l8o2Vj9L8aM3w1XPlkmWyvhcuhHDU/wC97P8AiT00bnVc5X6q3kFFFFe+fkQUUUUAFcB+1L8BdL/ag/Z+8WeANYEYsvFGmy2iyum/7LPw0E4GRlopVjkA9UFd/RUVaUakHTmrpqzXkzqwWNr4PE08XhZONSnJSjJbqUXdNeaaufnb/wAG/fx81KP4WeNfgZ4qRrTxT8JdWmSK1lZQ6W0kzrNEAOWMN0JdzdAJ4wOlfolX5Z/tgOP+Cdf/AAWj8BfFqKQad4I+MMP9na+29IoEc+Xb3TPgcIhNldsTyzh6/Uyvn+G6koUZ4Cq7yoPl9Y7wfzjp8j9b8acHRxGZYfizAxUaGZ01Xsto1r8uIh6xqpyf+NBRRRX0Z+NBRRRQAUUUUAFFFfOH/BWn9uqz/wCCcX7AXxD+Ksktt/bWkae1n4dt5gri81a4/dWibCyl1WRhJIqnPlRSn+GgD+fH/g6e/bY1D9vb/gqFpvwc8Drca9pPwlm/4RLTbKyXzn1PxBdSxi9EahQxcSrBabDn57Ryv36+9/8AgrH/AMEP9K+EH/BuH4f8D+H7SC88a/s72yeNb2+tY0Z9VnZWbXW8xlV/I2SyzqD82yxt05Civh3/AINMP2Crz9sT/goVq/xv8YRT6v4f+EH/ABNftV+TM2p+Ibov9mZ2kB8xogJ7lnDb0lS2Y/fr+nzxF4esvFmhXul6naW9/pupW8lrd208YkiuYZFKvG6ngqykgg9QTQB+FX/BlL+2udb8BfFL9n/VLkvcaFMnjbw+ju7v9lmMdrfRjPypHHMLRwB1a7lNfvDX8h/wH1q9/wCCBX/BwZFperXc0fhv4f8AjF9C1Oe4kIN14bv1CpdSrHwzCxuYboJ0Ekaelf13hsk8dKAFooooAKKKKACiiuR+PXxf039n/wCDXifxtrHOm+FtLuNSmQOEabykLCJSeN7sAijuzAVM5xhFzk7Jas3w2Gq4itDD0I805tRilu23ZJerPzg/4KBRv/wUZ/4K1/Dr4DWjPP4M+HC/2n4o2bvLZmVLi5VmRu8ItrdWxlJbhx3NfqVBAtum1QAoGAoGAo9K/OT/AIN/Pgxqfivw38Rv2gPFcYl8TfFHWbiG2umiC77dZmluZYyDwkt0xUr2NoMV+j1fPcN05VKU8wqK0q75vSK0gvu1+Z+w+NOKpYPH4Xg/ByTo5ZTVJtbSry9/ET9XUfK/8CCiiivoz8XCiiigArM8ZeD9N+IPhPU9C1i0h1DSNatJrC+tZQTHcwSoY5I2x2ZWIP1rTopNJqzLp1JQkpwdmtU1o011TPzB/wCCLvirUP2Q/wBrf4wfsu+JLhj/AGdfyazoEk2xDc7FQOwGckz2jWs6qPurFIe9fp9X5h/8FrvDV/8Asl/tXfBj9p3w7DIG0rUI9F11ICsZugm90QnGSZ7VruFmPRY4x6V+lnhTxTYeN/DWn6zpV1DfaXq1rFe2dzE26O4hkQPHIp7hlII9jXzfDzdB1csl/wAupe7/AIJax+7VfI/afGGEc2jl/G9FK2YU7VbbLE0bU62i257RqLvzN67mhRRRX0p+JhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8Hf8Efv+Tov2xv8Asp13/wCld/X3jXwd/wAEfv8Ak6L9sb/sp13/AOld/XjY/wD33C+sv/SGfpfCX/JLZ7/17of+pED7xr8w/wDgtdrF9+1p+1x8Ef2ZtDmmxql/HreuNbhJGtlkLxLJg9GgtUvJSD1WRD6V+m95eR2Fu8szpFFGpd3dtqooGSSewA5r8v8A/gkVZSftof8ABQ/42/tIajbvJpttcNpHhxp7fbsWUBIypzxLDYwRRt6/aj61x8Rt11Ry6P8Ay+lr/gj70v0XzPoPBqKyueYcZ1bWy6i3Tvr/ALRWvSoK3Wzcp+XJfzX6b+G/Dll4R0Gy0vTbaGz07TbeO0tbeJdscEUahERR2AUAD2FXqKK+kSSVkfi0pSk3KTu2FFFFMkKKKKACiiigD49/4Lk/s1j9ob9gbxFd2sCya14AceJ7NshT5UCsLpS2M7fszyvtH3mij9BXd/8ABK/9pg/tW/sO+CPEt1dm71yytBo2tM8geU3lr+6eSQ/3pVEc30mFe/6npkGs2M1rdQxXFrcxtFNDKgdJUYYZWB4IIJBB9a/Mf/gjXqVz+yD+3J8cP2a9VnufsVvePrXh/wC0SKPMWIqA4UdZJ7OW1lIHRbc+lfNYr/Zc3pV/s1lyP/Evei/Vq6P2zIP+F/w8x+UvWtltRYqn39jUtSrxX92MvZ1H8/R/qBRRRX0p+JhRRRQAUUUUAFfzgf8AB4X+2Z4h+Pv7S/hb9n/wjY61qHhn4Yxpq+vfZLWaSK71u6iBhjIClWNvaSLtZT96+nQ8rX9H9FAHyV/wRD/4J+Rf8E1v+CcvgX4eXVrHb+Lr2E+IPFzrjdJq92qtMjEMyt5CLDbBl4ZbVWxkmvrWiigD+fX/AIPQP2B76+8b/C/4++GtJuLwapA3gvxELSAMwmj8y5sZiqDczPGbtGc9Ft4F7gV+mv8Awb4/teXv7Y3/AASu+HGqa4LpPFvgu3/4Q3xAlykomNzYKiRSu0gDO81o1rOzdN0zDPFfatFABRRRQAUUUUAFfnb/AMHCXxq1Kb4NeB/gv4aikvPEnxX1yJGtISrPPBBLH5UJB5Bku5Lcqeh8hxX6JV+XHwkj/wCG/f8AgvV4m8VSxi88HfAe1axsmeEGI3FszQRqWzyTeS3dxG3cQD0r53iWpKWHjgqb96tJQ9E9ZP5RT+8/ZPBLCUaGc1uJsZFOjllKeIae0qkfdoQ9ZVZRa/ws/Q79mn4J6d+zf8BvCfgPStjWfhXS4NPEoQIbmRF/ezMBwGkk3u3u5ruaKK9+nTjTgoQVklZeiPyPGYutiq88ViJc05tyk3u23dt+rdwoooqznCiiigAooooA8V/4KHfs2j9rP9jrxz4IihWbVNQ05rnSQSFIv4CJrcBiPlDSIqMRzsdh3rwv/ggX+0u3xz/YbtPDmoXRn134a3baHMskm6U2Z/eWjkfwoEZoV9rY19vV+XP7PDt+wN/wXY8a+AnMtp4O+N9u2pabGxSKATy77qFtvok63tqgH/PQV81mf+y5jh8atp/u5fPWH3SVvmftnA3/AAucG5vwxLWpQSxtH1ppQxCXfmpNSSW7hfW2n6jUUUV9KfiYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfB3/BH7/k6L9sb/sp13/6V39feNfB3/BH7/k6L9sb/ALKdd/8ApXf142P/AN9wvrL/ANIZ+l8Jf8ktnv8A17of+pED0f8A4LP/ALRP/DOf/BPzxncwTiHVvFqL4X07IPzPdhlmII+6y2y3DKezKtXf+CPf7OY/Zq/YD8D6bPbJb6x4jt/+Ek1TCMjtNdgOgdTyHS3EER94q+WP+Cs8v/DaH/BSz4G/s8Wkgn0nT5hq3iGOK4KfLL+9nRuwkjsbZ3Q/9PWO9fqDBCtugVQFUDAAGAB6Vx4H/as2r4n7NJKnH1+Kfz2R9DxO3kfh/lmSLSrjpyxlVdeRXpYdecWlUmr9Wnvs+iiivpT8TCiiigAooooAKKKKACvy7/4LBWc37HH/AAUH+Bv7R2nwSR6c9wukeIHhgDbliJV8nqZJrKeeNfQWw9Of1Er5e/4LG/s7r+0f/wAE/wDxxYw26T6t4Yg/4SbTSULsstoC8gQDku9ubiMD1kFeJxFhZVsBN0/jhacf8UdV99rfM/UfBvPsPlnFmGjjv92xHNh6y6OlXTpyv5R5lL/t3Z7H05aXcd9bpLC6SxSqHR0YMrqRkEEdQRUtfLP/AARm/aHX9ov/AIJ9+CbqadZtW8KQnwxqIBJKSWgCxbieSzWzW7k+rmvqavRwWKjicPDEQ2kk/vR8VxNkOIyTN8Tk+K+OhUlB+fLJq68na68mFFFFdR4YUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5V+258f4/wBln9lLx14+Z40uPDukyvY+Ym9HvJMRWqMP7rTyRA+xNfMP/BvZ+zy3wu/YvufG2oRZ1v4n6pJqLzSKwnazgZoIFct1y4uJQe4nBrjP+Dg34k6j4/sPhL8BvDksTa98RtfiuZoRMUOwSC2tUkHTy5J5mbJ6G19q/Qf4V/DjTfg98NfD/hTR0ePSfDWm2+lWaudzCKCNY0ye52qMnuc181T/ANqzqU/s0I2X+Ker+6KS+Z+2Yt/2F4aUcOtKua1nUl/14w3uwTW/vVpSkn15Pm9+iiivpT8TCiiigAooooAKKKKACvzd/wCDhT4Ual4X8J/DD46eGV8vxD8NNeihkuEhDeXG8iz20sh/uxXMKqB63R9a/SKvMv2yvgHb/tRfsv8AjjwDOsDSeJdImt7RphmOG7UCS2lPsk6RP/wGvKzvAvF4GpQj8TWn+Jar8Uj73ww4phw7xTgs1rfwozUai3TpTThUTXX3JS072On+DXxT0743/Cfw14w0jd/ZnijS7bVbYMfnSOaNZArejDdgjsQRXTV8B/8ABvJ8fpPiD+x3qfgPUSya18MdXkszbyKwlitLlnni37uQRN9qTHYRKK+/K1ynHLGYOniV9pJv16r5O6OLxA4Wnw5xJjckltRqSUX3hvCX/b0HGXzCiiivQPjwooooAKKKKACiiigArN0TxfpfiV5F07UtP1AxAF/s1ykuwHoTtJxnB/KtKv5zf+CmXw41X/g3Y/4LmeDv2kvAmnXUfwd+LN3Pc6vpdgCsW2V0GsaYEEgHV47y3V9kSyGNVUrbGgD+jKq0mqwRTiJpoVlJChDIAxJ5Ax1ya/Mn/gt5/wAHAWi/sdfBfw54T+A97Y+Pvjb8XdOtbnwn/ZsQ1KLSrK9VTa6j5QDCeaYOv2aAqRIxDsrIAksH/BAj/gg6P2Ireb46/HF38X/tL+NvOv7m61G4OoP4SF1uadFmYsZtRm3v9pu9xPzvFG2wzSXIB+o1FFFABRRRQAUUUUAFFFFABXwT/wAEibuOw/aZ/bJmmdIooviZePI7ttVFF1fkkk9ABX3tX416l+0Iv7O3wa/b/vIbhINV8UfEe58M6cGYqzyXd3qCS7SOQ62wuJAfWMV87nmKjhq1DET2jzv7oM/Z/CzIcRneW5pk+F+Ov9VgvJyxVNXfkr3fZI9U/wCCNtvcftc/t4/Hf9o3UIrl7Ge6bR9Ba4iX5Y5mBVQeokgtILaM47Tn1r9QK+XP+CNn7Pi/s7f8E+vA1nLbxwar4ogPibUSqlWeS8w8W4HkMtsLeM+8Zr6jrfh3CyoYCHtPjnecvWWr+69vkeR4yZ7QzPi3FLBf7vh+WhRXRU6EVTjbyfK5f9vdNgooor2z8vCiiigAooooAKKKKACo7m2S7haORVeNwVZWGQwPUEehFSUUAfl5/wAEe55f2PP+ChHx2/Z1vZJYdONw2r6Ak84b93CwMeO5kms7mCRva3Ppz+odfl5/wVxjb9jn/gpH8B/2hbRTb6XdzLpGvyRW+/CRMY5mY95JLK5kRR1/0b2r9QIZhOu5cFTyCDkEV83w7+5VbL3/AMupO3+CXvR/Nr5H7X4y2zR5ZxjD/mYUI+0f/URQ/c1vv5YS7vmu97t9FFFfSH4oFFFFABRRRQAUUUUAFFFFABRRRQAUUV5j+2b8eof2YP2W/HXj2SSBJvDekTT2Ym+5LdsBHbRn2ed4l/4FWdarGlTlVm7KKbfojsy7AV8di6WCwseapVlGEV3lJpJfNs+CvgEH/bk/4L1+NvGkgmuvCvwQtJNNsGkRZIVnhDWiR59GuJL24Qj/AJ5g1+odfAv/AAbxfANvh3+xlf8Aji/TdrHxM1eW9M77vOktLZmghVyeSfNF1ID3EwNffVeFwzSksF9YqL3qzc3/ANvbf+S2P1Txwx9CXEzybBSvQy+nTwsPP2KtNvzdVzbfXqFFFFfQn4+FFFFABRRRQAUUUUAFFFFAH5dfBnd+wv8A8F9vFnhRy9r4V+OVnJqFmJJQIjPcbrpZCPa7hvLdFH/PUfh+otfmz/wcKfDbUfBGg/Cb45eHFRNe+HHiCOB5hDvwrOtxbSSH+5HPb7QO5ufev0H+FXxH074wfDPw94r0hnfSvE2mW2q2bOMMYZ4llTI7HawyOxr5rJP9nxOJwD2jLnj/AIZ62XkpXP2zxQ/4V8jyXi2OsqtJ4as+vtcNaKlJ950nTfyZv0UUV9KfiYUUUUAFFFFABRRRQAV+Pn/B3D+2X8KLT9kO2/Z81DS38a/GDxrqFlqnhzTNPYPc+G5I5dqXzgKx3So01ukQG6VZ5cFQM19G/wDBc/8A4LieD/8Agkh8FRZWLad4l+Nfim1dvDHhppNyWqElP7SvwpDR2iMGCrkPcSIY0wqTSw/Ov/BBP/giV4u0r4i3H7XP7V39oeIPjz41mOr6PpWtpm58NiUcXd1GQBHelMLHbhQLOMKu1Zf3cAB8af8ABob8Gvhiv7efxK034o6LqcH7Qnw8tCnhyw1xCo0qO3c2moBYnUGO9t28qPDHcsbuEUbHI/pLr+fb/g5F/Z48T/8ABLP/AIKV/C39ub4TWsVvDrGrww+IIF/d2/8Aa8ULIyS7WBEWoWCzRSBADmG4Zn3zLX7j/softOeFP2zf2cvB3xR8EXovvDHjXTY9Rs2Lo0sBOVkglCMyrNDKskUihjtkidc8UAehUUUUAFFFFABRRRQAUUVwX7Tfxh1X4CfBLWfFeieDdc+IGqaWbcQ6Do6O97feZcRQt5YVHJ2LI0h+U/LG2cDJEVakacHUnsld/I6sDg6uLxNPCUFedSSjFNpK8nZXbaS1e7aS3bSO9r+fjxp4Q1f9pr/gpp4w+CNsJxonin406rqOpiBv3jxx3dwskvp+5tvtTD/fav0eH/BXL4pH/mz344D62VwP/bWvgX9gn9oPWYf2/fiV8edA+CPjz4mQ6pf6ndWdlodtJcnQp9QuWlBklSJxvEBlj6DcJGNfnnE2YYTGzw1CEnbn973ZfDbXpr207n9i+BvCGf8ADGFzrNMRQh7RUEqP76i0qzl+7u1UajZ+8uZrZ21SP3es7OOwt0hhRIoolCIiKFVFAwAAOgAqWvhb/h7l8Uv+jPPjj/4BXH/yLR/w9y+KX/Rnnxx/8Arj/wCRa+r/ANYcB/M//AJ//In8/f8AEHuK/wDnzD/wow//AMtPumivhb/h7l8Uv+jPPjj/AOAVx/8AItH/AA9y+KX/AEZ58cf/AACuP/kWj/WHAfzP/wAAn/8AIh/xB3iv/nxT/wDCjD//AC0+6aK+Fv8Ah7l8Uv8Aozz44/8AgFcf/ItH/D3L4pf9GefHH/wCuP8A5Fo/1hwH8z/8An/8iH/EHeK/+fFP/wAKMP8A/LT7por4W/4e5fFL/ozz44/+AVx/8i0f8Pcvil/0Z58cf/AK4/8AkWj/AFhwH8z/APAJ/wDyIf8AEHeK/wDnxT/8KMP/APLT7por4W/4e5fFL/ozz44/+AVx/wDItH/D3L4pf9GefHH/AMArj/5Fo/1hwH8z/wDAJ/8AyIf8Qd4r/wCfFP8A8KMP/wDLT7por4W/4e5fFL/ozz44/wDgFcf/ACLR/wAPcvil/wBGefHH/wAArj/5Fo/1hwH8z/8AAJ//ACIf8Qd4r/58U/8Awow//wAtO3/4LZfAD/hf3/BPLxmsMIl1PwaqeKbIl9oQ2oYzn3/0V7kAdyRXQ/8ABJL9oIftIfsCfD/WZp1n1XSLEaBqeZDJIJ7P9yGkJ5LyRLFKf+utePav/wAFW/iTr+mXFle/sbfG25s7yJ4J4ZLC4ZJY3G1lYfZeQQSCPeviH/gkZ/wUY8T/ALHfxN+MHwU0r4QfErxzqukajDq8nhuGzkh1XQt6bHknj8lmbfF9kBIVQCo7MK8Sea4aGaRxdK7hKDjN8stLNOLenVtx+aP1DC8A5zieA63D2OjTjiaOIjWw6deg3OM4ONeEbVGkoxhGq7taRk11T/dCivhb/h7l8Uv+jPPjj/4BXH/yLR/w9y+KX/Rnnxx/8Arj/wCRa9v/AFhwH8z/APAJ/wDyJ+X/APEHeK/+fFP/AMKMP/8ALT7por4W/wCHuXxS/wCjPPjj/wCAVx/8i0f8Pcvil/0Z58cf/AK4/wDkWj/WHAfzP/wCf/yIf8Qd4r/58U//AAow/wD8tPumivhb/h7l8Uv+jPPjj/4BXH/yLR/w9y+KX/Rnnxx/8Arj/wCRaP8AWHAfzP8A8An/APIh/wAQd4r/AOfFP/wow/8A8tPumivhb/h7l8Uv+jPPjj/4BXH/AMi0f8Pcvil/0Z58cf8AwCuP/kWj/WHAfzP/AMAn/wDIh/xB3iv/AJ8U/wDwow//AMtPumivhb/h7l8Uv+jPPjj/AOAVx/8AItH/AA9y+KX/AEZ58cf/AACuP/kWj/WHAfzP/wAAn/8AIh/xB3iv/nxT/wDCjD//AC0+6aK+Fv8Ah7l8Uv8Aozz44/8AgFcf/ItH/D3L4pf9GefHH/wCuP8A5Fo/1hwH8z/8An/8iH/EHeK/+fFP/wAKMP8A/LT7pr85f+Dhv4p6lrPwv+G3wa8OCafX/if4hjJtoZBm4jhZI4oXHXElzPCyn1tz6V2P/D3L4pf9GefHH/wCuP8A5Fr4m8QftkeK/wBqn/gq7pXxOb4JeOfEyfCa2WzHg3T7WS41DTJrfzQGuCkZ2PHezO/KAgxop5Brw+Ic9wtfCfVKMneo1F+7JWi37z1Wul9tdT9U8HfCrPcs4g/t/MaEHTwVOpWS9tRkpVYxaoxbjUfLeo4tOVo6atH7M/BL4WWPwP8AhD4Y8G6YxbT/AArpVtpNuzABpFgiWMO2P4m27ie5Jrqa+F1/4K4fFN+n7Hnxv49bO4H/ALa0v/D234qf9Ge/G7/wEn/+Ra9qGf5fGKjGTSX9yf8A8ifmOI8JuL69WVetShKcm228Rh7tt3bf73qz7nor4Y/4e2/FT/oz343f+Ak//wAi0f8AD234qf8ARnvxu/8AASf/AORar/WHAfzP/wAAn/8AImP/ABB7ir/nxT/8KMP/APLT7nor4Y/4e2/FT/oz343f+Ak//wAi0f8AD234qf8ARnvxu/8AASf/AORaP9YcB/M//AJ//Ih/xB7ir/nxT/8ACjD/APy0+56K+GP+HtvxU/6M9+N3/gJP/wDItH/D234qf9Ge/G7/AMBJ/wD5Fo/1hwH8z/8AAJ//ACIf8Qe4q/58U/8Awow//wAtPueivhj/AIe2/FT/AKM9+N3/AICT/wDyLR/w9t+Kn/Rnvxu/8BJ//kWj/WHAfzP/AMAn/wDIh/xB7ir/AJ8U/wDwow//AMtPueivhj/h7b8VP+jPfjd/4CT/APyLR/w9t+Kn/Rnvxt/8BJ//AJFo/wBYcB/M/wDwCf8A8iH/ABB7ir/nxT/8KMP/APLT6N/br+AQ/ag/ZF8f+BFhWe717SJRYKz7F+2xYmtST2AnjiJ9s184f8G+fx//AOFsfsKx+F7uYNq3w51ObSnR5C8ptZSbiB2B6L+8liUdhb47Uf8AD3L4p/8ARnnxw/8AAK4/+Ra+D/2QP+CgWu/sW/8ABUX4neGbL4M/EY6l8VbKXxBb+AHsZLbU4VNw08UkY8nLxxK92ihU+4c5+U58TFZrh1mVHGUG2rShP3ZaRdnF7dJfmfp+Q8A5zLgvMuHMzjThP2lKvhk69D3qsbwqx0qOzlRd1ey9zV7W/dmivhb/AIe5fFL/AKM8+OP/AIBXH/yLR/w9y+KX/Rnnxx/8Arj/AORa9v8A1hwH8z/8An/8ifmH/EHeK/8AnxT/APCjD/8Ay0+6aK+Fv+HuXxS/6M8+OP8A4BXH/wAi0f8AD3L4pf8ARnnxx/8AAK4/+RaP9YcB/M//AACf/wAiH/EHeK/+fFP/AMKMP/8ALT7por4W/wCHuXxS/wCjPPjj/wCAVx/8i0f8Pcvil/0Z58cf/AK4/wDkWj/WHAfzP/wCf/yIf8Qd4r/58U//AAow/wD8tPumivhb/h7l8Uv+jPPjj/4BXH/yLR/w9y+KX/Rnnxx/8Arj/wCRaP8AWHAfzP8A8An/APIh/wAQd4r/AOfFP/wow/8A8tPti48J6bd6kLyXT7CW8BVhO9sjSgr907iM8Y49K4n9pn9rLwH+x94N0/xB8QtbGg6PqeoppcFx9lmuMzvHJIAViVmC7YnJbGBgZ618u/8AD3L4pf8ARnnxx/8AAK4/+RazPGH/AAU/8d/ELw7daPr37FHxg1rSb5PLubK/0iW5trhf7rxvaFWHsRWdbiDCum1RnaXS8JtfNWX5ndlnhBn8cVTlmGGUqN/eUMThoza68spTkk+14tdD7O+HnxU8FftEeEf7R8Ma94c8Y6LIQGlsLqK9gVuGCvtJCuOPlbBB6gGum0zSrbRrUQWkEFrApLCOGMRoCTknA45JJr8Uviz4Ktj4iufGPgD9l39pn4C+JLeKWQ6x4Xmura0g3cs0kTwKqRADlIpIVx1pn7KP/Bef48+G/F9r4W1jw7B8aTJM1vbW0VmbTXLkgbVRHtVdG4GTmGRj/fPWvKhxlQpTVLGRs3tKKk0/k0pL0SfqffYn6NWa47CVMfw3VjUVNXlSqypQqR3+3TqVKMlo/elOn35UftxRTIJvOQHGDgEj0p9faH8yhRRRQAUUUUAFFFFAHz5/wVM+P5/Zr/YP+IniSCdoNUn01tI0xo3CSrdXZFukiZ/ijEjS/SI18if8GyFkLf4QfFWRkdJn1myRt2R8ogcjj/gR/OrP/BeHxFeftCfHP4Ffs66PO0dz4r1ePVtRIiL/AGdJJDaW82R/Cim+dh2CA16V/wAEb9KttB+M37V2n2cKW1lp/wAT721toUGFhijmuERAOwCqAB6CvhqlaVfiOnJP3Kd4esnByf3KyZ/U+Cy6jlXgziqU4/v8a4Yh9GqUMRTo0011Upe0lF9vVH3XRRRX3J/LAUUUUAFFFFABRRRQAUUUUAFFFFABX898vxxT9lr/AIOk/jR4sklFro8PirQrHVZZHZYY7W80tYZ3cjqEWVpQD3jB7V/QhX4KftL/AABPxu/a5/4Kb6hawSTap4B134feI4BFGGdoU0u/huQSeQiwTSSnHXyF9K8XiGNX+z6k6HxRtJf9uSUv0P0zwdrYCPGGDoZn/Br89CXksRTnQv5WdS9/Ldbn710V4d/wTh/aFf8Aag/Yo+HnjCeeS51O70pLPU5JGBkkvbYm3uHbHTfJEzgH+F19ag8Mf8FPf2f/ABz+09p3wZ0H4teDPEHxM1SK6mt9F0m+F+3+jIzzxvLCGhjmREdjC7rJtjchSFbHqYavCvSjWp7SSa9Grnwuc5ViMszCvluLVqlGcoSX96EnF/ij3iiiitjzQooooAKKKKACiiigAooooA4n9pD4xWf7PfwI8XeOL5Ukt/CukXOp+UzhftDxxlkiBPG532oPdhXxL/wbufBq+sv2d/GXxV1x7i4134oa87/a5m3td29szqZfZmupbsN67F9qtf8ABxH8b7jwz+yn4c+HGlLJPrPxQ1yO3FskRd7i1tWjlZVx/EblrMAdwWFfY/7LPwStf2bv2d/BngS08hl8LaRb2EskK7UuJ1QedNj1klMjn3Y18019Zzr+7Qh/5PP/AO1X4n7XF/2H4Yt7Vc2xFvWhhdfxry9HydWtO/ooor6U/FAooooAKKKKACiiigAooooAKKK8I+Ev/BTj4A/HL43+Jfhp4Z+K3hG8+IPhLWbjw/qPh25ujY6j9tgdkmighnCNchGRlLwCRAQfmoA93r+fb/gtB8UtQ+Bn/ByFovjbS1eS88JeAtF1ZEDFVl8rUSxRiOivjYfUMR3r+gmvxf8A28PgAf2mv+C8nx+8JwQSXGpzfsvLf6YkaK0sl5a65YXMMaZ6GRohGSOdsjeteXnVGpVwNWFH4uV29VqvxR914ZZngsv4rwGJzJXoKpFVL7ck/ck35KMm33tY/Y7wh4ssPHnhbTdb0q4jvNL1i0ivrO4Q5SeGVA8bj2KsD+NaVfG3/BCX9oM/HT/gn34fsbqeSfVfAVzL4auWkYFjFFtktsDsi28sUY94m9K+ya6MuxkcVhaeJjtJJ/etvlseTxjw5WyDPMXktf4qFScL91FtKX/bytJeTCiiiuw+bCiiigAooooAK8j/AGyh8Y5/hnZW3wRbwdD4qvdQW3urrxGJDb2Fm0Um6ePZnMiyCLAKSAqW+UkCvXKKyr0vaU3Tu1fqtH8md2WY76nioYr2canI78s1zQflKOl15HwvoX/BHG/+OurW+tftI/F/xl8XL2KVbldDtZ20rQrZym1lWKMg/wDA4RbkjqK+sPgp+zX4D/Zx8P8A9l+BPCeg+FbNlVZRp9mkUlyVGA0sn35Wx/E7Mfeu4orkwmV4XDvnpQ957yesn6yd3+J9DxBx5n2dUlhsdiH7GPw0oJU6Mf8ADSpqNNeqjfuwooor0D5AKKKKACiiigAoorxP/gor+0Kf2W/2LviD40hma31Gw0p7bTJEwXS9uCLe3YA9dssquR/dRj2rHEV4UKUq09opt+i1PRyfKsRmePoZbhFepWnGEV3lNqK/FnxN+wg6/twf8Fqvi58X2IufDnwyifStEkjnLRq7K1jbyIO6SQRXsuOzSA17F/wSF/5L9+13/wBlX1H/ANKbmrX/AAQM/Z5b4JfsD6ZrN5bvBq3xCvpdelEiBXS34htlyOqNFEJlz/z8Gqv/AASF/wCS/ftd/wDZV9R/9KbmvjcpoTgsJVq/HVlOcvWUW/wVkf0rx/mmHxD4iy/Au+HwNHC4Wl/hoV6cG/Pmnzyv1vfXd/cdFFFfcH8shRRRQAUUUUAFFFFABRRRQAUUUUAFfzY/8FB/+CwWvf8ABLr/AIKpft1+HdA+H/h3xrc/Gafw9ps9xr1zN/Z+nwW+juksclvDseczJeMBiaPZ5Z4fdx/SdX5jf8E9vht4c+MP/BY3/gpT4c8WaDoninw9ql94GjvNL1exivrK7UaZe/LJDKrI4z2YGk0mrMunUnTmqlN2ad01umtmfh9+wR8UtZ/as8M6x4L+JkX7YfxL8AW8v9qr4B+DenKdMuyZI1mmvsFg0Y226D9yWBkOJUY/N+q/7H37c/wh/YI05IvhN/wTK/aq8J3io8baqnw4lutXmR8bke+nZ7lkOPuGTaOwFeV/8FOv+CSPhL9jr/gpv8OtY+DHifxX+zZpPxSjWzi13wdfSwR6PeNOILkiHzUP2ZfNtZHhSSNCruoAwBX6C/sOeEP2+vgL+0tpXgr40eJfhP8AGj4Ly297LJ47tIDpfiOyMceLWGW2QRxs8j4yFjlwu9mn3BVfzsuxFBueGoq3sna1rWVrq1tLW2f6n2nGWU5lCOFzzMJe0WOh7RVHNzc5JuFTmbSamppqUXez2bVjh/8AiIj1/wD6Mc/bU/8ACAk/xo/4iI9f/wCjHP21P/CAk/xr9KqK9I+IPzV/4iI9f/6Mc/bU/wDCAk/xo/4iI9f/AOjHP21P/CAk/wAa/SqigD81f+IiPX/+jHP21P8AwgJP8aP+IiPX/wDoxz9tT/wgJP8AGv0qooA/NX/iIj1//oxz9tT/AMICT/Gj/iIj1/8A6Mc/bU/8ICT/ABr9KqKAPzV/4iI9f/6Mc/bU/wDCAk/xo/4iI9f/AOjHP21P/CAk/wAa/SquX+NXxS0/4IfCXxN4x1Ut/ZvhbSrnVbhVIDSJDE0hRc/xNtwB3JFTOcYxcpOyRth8PUr1Y0KMeaUmkkt227JL1Z+Dvxm/4K6aj+15/wAFXPBXi+b9mP8AaX1HQ/g9bpLN4SsfDEk+uW1zbyPL581upIiAvJLZH3EfJEgPzMFr7g/4iI9f/wCjHP21P/CAk/xq7/wb0fCvVPEHgL4m/G3xJ5kuv/E7X5ES4ljAM8cTvLPMh67ZLmeRWHrbD0r9Ha8Th/lq4Z4zk5XWbk9b6bR/8lSdtj9Q8X1VwOcw4Z+se2p5dTjQi1FRSkvfqpJbtVJSTk9Xy69j81f+IiPX/wDoxz9tT/wgJP8AGj/iIj1//oxz9tT/AMICT/Gv0qor3T8pPzV/4iI9f/6Mc/bU/wDCAk/xo/4iI9f/AOjHP21P/CAk/wAa/SqigD81f+IiPX/+jHP21P8AwgJP8aP+IiPX/wDoxz9tT/wgJP8AGv0qooA/NX/iIj1//oxz9tT/AMICT/Gj/iIj1/8A6Mc/bU/8ICT/ABr9KqKAPzV/4iI9f/6Mc/bU/wDCAk/xo/4iI9f/AOjHP21P/CAk/wAa/SqigD81f+IiPX/+jHP21P8AwgJP8a+Uf22fjZ8A/wBv/wC2XnxA/wCCZX7W6+JbxnlbxJonw+l0nWDKy7fNkngK/aGUdBcCVAR92v3Yr82vj98Av+CiH7bHxs8aeHIvip8PP2ZfgnaatfadpOp+GLNtT8V6/pwk/wBGuixc/Z3dACTFcW0kZJGxxyQD8kfG3/BVn9o//gj54l0GP4d6r+1BY+ANSfNn4O/aM8FqYRDEgVY7a985ZnjHdLZbVV4zur6z/wCCDH/BSbU/+Cqv/BenxP8AFLWfCFp4M1RfgPLot1a2l691bXUlvrOnFriLeitGjGQgRkyFdh+du33J+zN/wbafs0fBDxdN4v8AGuja58e/iFfyG4v/ABH8TL865JdysgDs1swFu4JGVM0csi9PMPWuI+FthbaN/wAHWvizT7KGC0stP/Ztgtra2gQRxW0a61YhY0QcKoHRQMAUAZX/AATYEf7Ef/BXf40/AuTybPQPGYbVfD8SqwT92DeW0UeeMLZ3E6sR1a3A7cfqRX5if8FxdIvP2Yv2pvgV+0fo8Fy39hajHo+riFwhuEidriOHnvNA99GxP8KgV+mGh65a+JNItdQsZ4rqyvoUuLeaNtyTRuoZWB7gggj6181w/wDuJ18uf/LuV4/4J+8vud0ftni+/wC1sLlPGMdXjKChVfV18NalUb7c0VTkr7p3LdFFFfSn4mFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXzJ/wVM/YT1v/goF8DtJ8IaR4wtfCiabqq6rIlxYNcR6g6xvGiM6upQKJZG+6+47eBjNfTdFc2LwlLE0ZYesrxlo9WvyPZ4e4gx2R5lRzbLZqNak+aLcYySfpJNP5rTda2ZleBvBenfDnwbpPh/R7dLPSNDsodOsbdB8sEEMYjjQewVQPwr4x/4JC/8AJfv2u/8Asq+o/wDpTc19x18Of8Ehf+S/ftd/9lX1H/0pua87HJLGYVLvL/0hn2vCtSdThnP6lR3bhQbb1bbxMLtn3HRRRXtH5iFFFFABRRRQAUUUUAFFFFABRRRQAVTs/D1lp+o3d5b2dpBeX+37TPHCqyXG0YXewGWwCQM5xmrlFAHw/wD8F/f2dP8Ahdf7CF7r9pbmXV/h1fR61GUj3SPat+5uUz2QJIsze1uK95/4J7/tD/8ADVP7G/gHxvLN5+o6npaQaoxXaTfQEwXJ29g0sbsB/dZT3r1Dx54I074leC9X8Paxbrd6RrtjPp19A3SeCaMxyIfqrMPxr85P+CB3jTUfgd8SPjT+zn4im36p4J1iXVLEbGXz0SRbS6dd3SMlbR0HcTse+a+ar/7LnMKv2a8eV/4o6xfzTaXoftmWf8L3htisE9a2V1lWh1fsK9qdVLyjUjCcvV7rb9MqKKK+lPxMKKKKACiiigAooooAK+Av+Dhv4+S+BP2QNJ+H+ml5Nb+KGrx2a28aM0stpbMk0uzbzuMxtEx/EJGFfftflz45cft9/wDBfXRdFjZL3wh8BLQXNz5c5CNc2rCV2weN4v5oIXUdVtj2Br57iarL6n9Vpv3qzUF/298T+Ubn7D4IYCh/rE89xsb0MupzxU/N0l+6in3lVcEl11+X31+xz8A7f9l79mHwR4BgW3D+GtJht7toQRHNdsPMuZRn+/O8r/8AAq9Moor3aNKNKnGnBWUUkvRH5VmGPr47FVcbipc1SpKU5PvKTbb+bbYUUUVocYUUUUAFFFFABRRRQAUUUUAFFFFABVFfDdgutNqQsrMai0P2c3YgXzzFnOzfjdtyAcZxkCr1FAHzx/wVT/Z1P7T37Cfj7w7b25uNXs7E6zpKpHvlN1aHzlRB/ekVXiz6TGuG/wCCG37Q/wDwv3/gn14Yt7iYy6r4Dd/C13lduEtwrW2B3UWskC57sjelfX5Ga/Lj/gm6o/YW/wCCuvxg+BMqra+HPHAbVfDsSo4jHlq15bRpnjC2k1wjMOrWwHbj5rMP9lzShi/s1E6cvX4ofjdfM/beEF/bnAebZA9auDlHG0l15ValiFfsoOE7d4t+Z+pFFFFfSn4kFFFFABRRRQAUUUUAFeE/8FFf217H9gf9nGbx3daUuvXb6jbabYaYbo2ovpZGLOvm7H2bYI5nB2nlAO9e7V+XX/BV6Y/ttf8ABS/4J/s62Ugn0fSJV1bxJHFcFColHnTI3YPHYwFkP/T3jvXjZ9jqmGwblQ/iSajH/FJ2X3b/ACP0nwm4XweecR06Waq+DoxnXr6tfuaUXOSummuayhdNNc2jW5+jfwO+JMvxi+DvhfxXPpF1oMviXSrbVDp1y4eazE0SyCNzgfMAwzwOeoB4rqqZb262yBEAVFACqBgKB0FPr14JqKUnd9z88xFSnOrKdKPLFttRveyvorvV2Wl3uFFFFUYhRRRQAUUUUAFfDn/BIX/kv37Xf/ZV9R/9KbmvuOvhz/gkL/yX79rv/sq+o/8ApTc142P/AN9wvrL/ANIZ+mcI/wDJLZ9/17of+pED7jooor2T8zCiiigAooooAKKKKACiiigAooooAKKKKACvy3/4KKSL+wX/AMFevhN8dYiLbwx49RdL8RyNK/lgxqtncyOAOAtrLbSKv8T27HtX6kV8n/8ABaf9mf8A4aX/AGCPFMdrA0+ueDAPFGmBWILNbK3npgDLFrZ5wF7vs9K8LiPDTq4KU6Xx02px9Y6/irr5n6p4NZ5hsv4npYbMH/suMjLDVun7uuuS9+nLLln/ANun1erbvTH1pa+Zf+CQ/wC05/w1R+wl4O1i6uBPrnh+H/hHNYJdnc3Nqqorux6vJAYJW95SO1fTVepg8VDE0IYintJJr5nwnEWRYnJc0xGUYxWqUJyhL1i2rrydrp9U0wooorpPGCiiigAooooA4T9pv43WH7NnwC8XePNS8trXwrpc9+InfZ9plVf3UIP96SQog93FfFf/AAb0fBTUYPgR4z+MPiKWS88RfFfW5ZBdzbXe4t7eSQPLkchpLqS53DofKQ+lZ/8AwcEfGfU/E/hT4cfAPwrL5viX4o61BLcWqTBfMgWZYraKQEcJLdOrBuxtDX3l8CPhFp3wC+DnhjwVpHOneFtLt9MgcoEaYRRhTIwHG9yC7HuzGvmY/wC15y39nDx/8nn/AJR+65+21F/q/wCGsYPSvm9W77/VsM9PNc9dtrpJQ69Otooor6Y/EgooooAKKKKACiiigAooooAKKKKACiiigAooooAK/M3/AILyeDNR+AXxZ+C37SHhy3aTUvBurRaTqI81lFwiSNdW0bbfuxti8jdu4mRfQV+mVeSft1/s5w/tZfsm+OPALqpu9c01zpzNJ5ax30RE1qxbsonjj3eq7h3ryM9wMsXgalKn8Vrx/wAS1X4o/QvCviijkHFGFx+L1oNunWXR0qqdOpfvaMm0u6R6L4E8bab8SfBekeIdHuFvNI12xg1GxuF6TwTRiSNx9VYH8a1q+EP+Dfz9pSX4sfscXHgfVWdfEHwr1BtLlilLecLOUvLblw33SrCeEL2W3Wvu+ujK8dHGYSniY/aSfo+q+TujyOOeFq3DfEGLyOtq6E3FP+aO8Jf9vQcZLyYUUUV3nygUUUUAFFFFAFHxN4lsvB3h6+1bU7mKz03TLeS7u7iVtsdvDGpd3Y9gqgk/SvzR/wCCImiX37VH7U3xv/aW12GXdrWoyaLoyzMshtlkZJpIvYw262USkdVdh617D/wXu/ae/wCFC/sOX3h2wujBr/xLuP7Ct1jkCyrZ433j4P3kMYEDf9fQr2z/AIJzfs1/8MlfsbeB/BM0Ih1azsFvNX4Xcb64JmnUkfe2O5jB/uxr6V81iH9bzenRXw0Fzv8AxS0ivVK7P23KF/q/4dYvMpaV80qLD0+/sKLVSvJeUp+zpv0fz9vooor6U/EgooooAKKKKACiiigAr4c/4JC/8l+/a7/7KvqP/pTc19x18Of8Ehf+S/ftd/8AZV9R/wDSm5rxsf8A77hfWX/pDP0zhH/kls+/690P/UiB9x0UUV7J+ZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUdxbrcoUcKyMCrKwyGB6g1JRQB+Wv/BOCVv8Agnv/AMFVvih+z5etLB4W8ck6p4W3+YyZRGuLdVLcc2rzRO/8Ulqq1+pVfnH/AMF9/ghqnhLRPh7+0R4QVIPFHwr1W3hvLkRhj9madZLWR8n5kiujt24O77Y2eBX3H+zX8dNI/aZ+BXhbx7oRH9m+KNOivUj3h2tXIxLAxHBeKQPG2P4kNfM5E/qtetlctoPmh/glrb/t2V19x+3+Kq/t7LMu47payxEPYYjyxNCKi3Ls6tLkml5SbO5ooor6Y/EAooooAKa77COOtOr5J/4LT/tYr+yx+xBry2N39n8TeOA3hzSQj4ljEyH7ROMEMPLgEmHX7sjxeorlx2LhhcPPE1Nopv8Ar1Pe4W4dxWfZvhsmwS/eV5xgvK71b8oq7fkmfNP7C0zf8FF/+CwnxC+NszG98E/C2M6Z4bZn3RMxWS3tWRWX7rILu6I6pJKh7iv1Mr5l/wCCR37Jj/sf/sTeGtD1C2Nt4l18HxBrqOrK8V1cKpWFlP3WihWGJgON0bEda+mq87h/CVKOEU6/8So3OXrLW3yVl8j7Pxf4hwmZ8RSw+Vv/AGTCRjhqHnTorl5r9eeXNO/Xm11CiiivbPy4KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8s7hh/wAE3v8AguqsreZa+AP2g4sE4doobu6lGfRd636A+kcN571+plfEf/BeT9lQ/Hz9i658U6bBv8TfC2VtetZUH737FgC9jDZG0BFScnk5tVA617J/wTX/AGsIf2zv2QPCvjN5on1wQf2bryKVzFqMACTEqvCCT5ZlXskyV8zlX+yY+tl7+GX7yHo/iXylrbsz9w49j/rDwnlnF9PWrRSweJ781NXoVH1fPS91yenNC2rPeKKKK+mPw8KKKKACiivG/wBvr9qC2/Y7/ZQ8X+PJXh/tDTbMwaRDJhhc38v7u3TaSCyiRg7AciNHPascRXhRpSrVHaMU2/RHoZTleJzLHUcuwcearVlGEV3lJpJfez4X+I8rf8FIP+C52jeG0Ivfh/8AACM3F6u/MElzbSK82VZcFmvWggdf4o7ViOhr9TK+Ef8Aggb+yzefCD9lC78f6+Lh/FPxauxq8styXM5sU3i2LlidxkLzT7/4luEzyK+7q8XhyhP6vLF1ladZ878k/hXyjb8T9P8AGfNML/bFLh3LZc2Gy2msPBraU43dapbvOq5arRpJhRRRX0B+QBRRRQAUUUUAFFFFABXw5/wSF/5L9+13/wBlX1H/ANKbmvuOviX/AIJM2a2P7Q/7XEalmB+KV5Jk+rSzsR+Zrxsf/vuF9Zf+kM/S+Ef+SWz3/r3Q/wDUiB9tUUUV7J+aBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBznxc+FukfG34Za94R1+A3Oi+JLCfTb2MHDNFKhRip/hYZyrDkEAjpX52/8EUvizq/7LPx9+I/7KXjq5xqnh7UJ9R8NySHYt0oAaZIgzEhZYTFdxooztadmr9Na/OP/AILh/s1eIPAOseEP2nvh1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Loa tạo ra sóng âm làm chuyển động không khí. Khi sóng âm đến tai bạn, não bộ sẽ nhận ra đó là âm thanh. |
Xét trường hợp loa siêu trầm, loại loa tạo âm thanh âm vực thấp (âm trầm), có độ dài sóng lớn. Lý do bạn thường chỉ cần một loa siêu trầm là: sóng âm 40Hz – một tần số rất thấp thường cần đến loa siêu trầm – dài hơn 8,5m.
Trong một phòng cỡ bình thường, bạn không thể nghe nhạc với sóng âm dài cỡ đó nên bạn chỉ cần một loa siêu trầm là được rồi. Ngoài ra, vì do độ dài sóng, tai của bạn không thể biết được chính xác là sóng đến từ đâu, đó là lý do bạn có thể đặt loa siêu trầm chỗ nào trong phòng cũng được (nhưng tốt hơn hết là đặt cùng phía với các loa khác).
Đối với loa bổng tweeter, một sóng âm 4000Hz (4kHz) – tương đương với nốt cao nhất của đàn ghi ta hay đàn violin có thể phát ra (không kể các họa âm harmonic) – thường chỉ dài 86mm. Vì các loại âm này quá ngắn và rung rất nhanh, bạn cần phải ở ngay trong đường đi của chúng để nghe rõ chúng. Đây là lý do các loa tweeter luôn ở vị trí trên của thùng hay bộ loa, để chúng có vị trí ngang hay gần mức tai người nghe. Điều này có nghĩa là bạn nên đặt bộ loa phải và trái làm sao cho loa tweeter cao bằng mức tai của bạn khi bạn nghe nhạc hay xem TV.
Nếu bạn dùng bộ loa cỡ nhỏ không thể đặt trên sàn nhà, chúng phải được đặt trên giá hay kệ để loa tweeter ngang mức với tai bạn. Bộ loa nối với máy tính trên bàn làm việc cũng phải được đặt trên kệ hay giá để loa tweeter hướng về tai bạn.
Loa trầm và loa trung tạo các tần số giữa bổng và trầm thấp, nên vị trí đặt của chúng không quan trọng bằng vị trí đặt của loa tweeter. Đây là lý do loa woofer của bộ loa để sàn luôn ở phía dưới. Tuy nhiên, tần số càng cao, bạn sẽ càng nhận thấy tai của bạn có "cùng trục" với loa hay không, có nghĩa là có ở ngay trên đường truyền sóng âm của bộ loa hay không.